mysqli_result Object
(
    [current_field] => 0
    [field_count] => 8
    [lengths] => 
    [num_rows] => 283
    [type] => 0
)

Number of rows: 283
Array
(
    [0] => Array
        (
            [idT1] => 1
            [dtFirstName] => Mickey
            [dtLastName] => Mouse
            [dtBirthDate] => 1927-07-03
            [dtCreationTimestamp] => 2018-03-12 08:42:02
            [dtAverage] => 23.45
            [dtNumberOfGrades] => 15
            [dtModules] => HTSTA,CLISS1,CLISS2
        )

    [1] => Array
        (
            [idT1] => 2
            [dtFirstName] => Donald
            [dtLastName] => Duck
            [dtBirthDate] => 1949-02-04
            [dtCreationTimestamp] => 2018-03-12 08:42:02
            [dtAverage] => 33.55
            [dtNumberOfGrades] => 12
            [dtModules] => WSERS1,WSERS2
        )

    [2] => Array
        (
            [idT1] => 6
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-19 08:34:11
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [3] => Array
        (
            [idT1] => 7
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-19 08:34:18
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [4] => Array
        (
            [idT1] => 8
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-19 08:34:19
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [5] => Array
        (
            [idT1] => 9
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-19 08:34:20
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [6] => Array
        (
            [idT1] => 11
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-26 07:49:45
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [7] => Array
        (
            [idT1] => 13
            [dtFirstName] => Bi\ll
            [dtLastName] => Gat\es
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-27 08:26:36
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [8] => Array
        (
            [idT1] => 14
            [dtFirstName] => Bi\ll
            [dtLastName] => Gat\es
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-27 08:33:30
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [9] => Array
        (
            [idT1] => 15
            [dtFirstName] => 
            [dtLastName] => 
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-27 08:33:30
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [10] => Array
        (
            [idT1] => 16
            [dtFirstName] => Bi\ll
            [dtLastName] => Gat\es
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-27 09:52:42
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [11] => Array
        (
            [idT1] => 17
            [dtFirstName] => 
            [dtLastName] => 
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-27 09:52:42
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [12] => Array
        (
            [idT1] => 18
            [dtFirstName] => Bi\ll
            [dtLastName] => Gat\es
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-27 09:54:41
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [13] => Array
        (
            [idT1] => 19
            [dtFirstName] => 
            [dtLastName] => 
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-27 09:54:41
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [14] => Array
        (
            [idT1] => 20
            [dtFirstName] => Bi\ll
            [dtLastName] => Gat\es
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-27 09:56:08
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [15] => Array
        (
            [idT1] => 21
            [dtFirstName] => 
            [dtLastName] => 
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-27 09:56:08
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [16] => Array
        (
            [idT1] => 22
            [dtFirstName] => Bi\ll
            [dtLastName] => Gat\es
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-27 09:56:15
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [17] => Array
        (
            [idT1] => 24
            [dtFirstName] => Bi\ll
            [dtLastName] => Gat\es
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-27 10:10:49
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [18] => Array
        (
            [idT1] => 27
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-27 10:12:47
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [19] => Array
        (
            [idT1] => 28
            [dtFirstName] => Bi\ll
            [dtLastName] => Ga\tes
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-27 10:13:03
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [20] => Array
        (
            [idT1] => 29
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-27 10:13:03
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [21] => Array
        (
            [idT1] => 31
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-28 02:19:35
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [22] => Array
        (
            [idT1] => 32
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-28 02:19:35
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [23] => Array
        (
            [idT1] => 33
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-28 10:35:19
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [24] => Array
        (
            [idT1] => 34
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-28 10:35:19
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [25] => Array
        (
            [idT1] => 35
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-28 10:39:28
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [26] => Array
        (
            [idT1] => 36
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-03-28 10:39:28
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [27] => Array
        (
            [idT1] => 38
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-04-16 14:27:58
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [28] => Array
        (
            [idT1] => 39
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-04-17 09:33:39
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [29] => Array
        (
            [idT1] => 40
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-04-17 09:33:39
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [30] => Array
        (
            [idT1] => 42
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-04-17 14:56:04
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [31] => Array
        (
            [idT1] => 43
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-04-23 07:49:49
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [32] => Array
        (
            [idT1] => 44
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-04-23 07:49:49
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [33] => Array
        (
            [idT1] => 46
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-04-23 18:23:44
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [34] => Array
        (
            [idT1] => 47
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-04-29 15:40:30
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [35] => Array
        (
            [idT1] => 48
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-04-29 15:40:30
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [36] => Array
        (
            [idT1] => 49
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-04-30 06:31:46
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [37] => Array
        (
            [idT1] => 50
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-04-30 06:31:46
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [38] => Array
        (
            [idT1] => 51
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-05-01 10:40:14
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [39] => Array
        (
            [idT1] => 52
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-05-01 10:40:14
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [40] => Array
        (
            [idT1] => 54
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-05-02 00:53:31
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [41] => Array
        (
            [idT1] => 55
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-05-09 11:40:08
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [42] => Array
        (
            [idT1] => 56
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-05-09 11:40:08
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [43] => Array
        (
            [idT1] => 57
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-05-11 17:20:04
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [44] => Array
        (
            [idT1] => 58
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-05-11 17:20:04
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [45] => Array
        (
            [idT1] => 59
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-05-24 20:16:31
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [46] => Array
        (
            [idT1] => 60
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-05-24 20:16:31
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [47] => Array
        (
            [idT1] => 61
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-05-25 20:38:24
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [48] => Array
        (
            [idT1] => 62
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-05-25 20:38:24
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [49] => Array
        (
            [idT1] => 64
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-05-30 18:40:43
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [50] => Array
        (
            [idT1] => 66
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-06-04 22:00:07
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [51] => Array
        (
            [idT1] => 68
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-06-14 13:52:37
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [52] => Array
        (
            [idT1] => 69
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-06-18 03:43:31
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [53] => Array
        (
            [idT1] => 70
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-06-18 03:43:31
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [54] => Array
        (
            [idT1] => 72
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-06-24 13:33:58
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [55] => Array
        (
            [idT1] => 74
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-06-27 08:09:07
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [56] => Array
        (
            [idT1] => 76
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-06-28 23:25:13
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [57] => Array
        (
            [idT1] => 78
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-12 17:58:20
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [58] => Array
        (
            [idT1] => 80
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-12 19:21:38
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [59] => Array
        (
            [idT1] => 82
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-12 20:49:09
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [60] => Array
        (
            [idT1] => 84
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-12 21:22:01
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [61] => Array
        (
            [idT1] => 85
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-12 22:36:30
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [62] => Array
        (
            [idT1] => 86
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-12 22:36:30
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [63] => Array
        (
            [idT1] => 87
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-12 23:39:15
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [64] => Array
        (
            [idT1] => 88
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-12 23:39:15
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [65] => Array
        (
            [idT1] => 89
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-13 01:21:38
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [66] => Array
        (
            [idT1] => 90
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-13 01:21:38
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [67] => Array
        (
            [idT1] => 91
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-13 01:34:03
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [68] => Array
        (
            [idT1] => 92
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-13 01:34:03
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [69] => Array
        (
            [idT1] => 93
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-13 03:08:22
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [70] => Array
        (
            [idT1] => 94
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-13 03:08:22
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [71] => Array
        (
            [idT1] => 95
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-13 04:04:30
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [72] => Array
        (
            [idT1] => 96
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-13 04:04:30
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [73] => Array
        (
            [idT1] => 97
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-13 04:59:00
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [74] => Array
        (
            [idT1] => 98
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-13 04:59:00
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [75] => Array
        (
            [idT1] => 100
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-13 20:47:14
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [76] => Array
        (
            [idT1] => 102
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-14 22:42:16
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [77] => Array
        (
            [idT1] => 104
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-16 12:07:23
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [78] => Array
        (
            [idT1] => 106
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-16 16:18:19
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [79] => Array
        (
            [idT1] => 108
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-17 02:00:40
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [80] => Array
        (
            [idT1] => 110
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-17 03:21:24
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [81] => Array
        (
            [idT1] => 112
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-17 04:22:42
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [82] => Array
        (
            [idT1] => 114
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-17 05:34:00
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [83] => Array
        (
            [idT1] => 116
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-17 08:17:00
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [84] => Array
        (
            [idT1] => 118
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-17 12:04:29
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [85] => Array
        (
            [idT1] => 120
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-17 13:28:51
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [86] => Array
        (
            [idT1] => 122
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-17 13:46:10
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [87] => Array
        (
            [idT1] => 124
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-17 15:41:31
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [88] => Array
        (
            [idT1] => 126
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-17 16:17:30
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [89] => Array
        (
            [idT1] => 128
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-17 17:32:56
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [90] => Array
        (
            [idT1] => 129
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-24 15:45:03
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [91] => Array
        (
            [idT1] => 130
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-24 15:45:03
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [92] => Array
        (
            [idT1] => 131
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-24 21:51:35
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [93] => Array
        (
            [idT1] => 132
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-07-24 21:51:35
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [94] => Array
        (
            [idT1] => 133
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-08-15 14:24:57
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [95] => Array
        (
            [idT1] => 134
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-08-15 14:24:57
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [96] => Array
        (
            [idT1] => 135
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-08-20 13:31:02
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [97] => Array
        (
            [idT1] => 136
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-08-20 13:31:02
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [98] => Array
        (
            [idT1] => 137
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-09-01 11:34:43
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [99] => Array
        (
            [idT1] => 138
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-09-01 11:34:43
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [100] => Array
        (
            [idT1] => 139
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-09-06 04:06:01
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [101] => Array
        (
            [idT1] => 140
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-09-06 04:06:01
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [102] => Array
        (
            [idT1] => 142
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-10-02 02:56:59
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [103] => Array
        (
            [idT1] => 144
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-10-04 20:37:57
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [104] => Array
        (
            [idT1] => 145
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-11-06 13:05:16
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [105] => Array
        (
            [idT1] => 146
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-11-06 13:05:16
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [106] => Array
        (
            [idT1] => 148
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-11-11 20:21:18
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [107] => Array
        (
            [idT1] => 150
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-11-16 20:44:18
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [108] => Array
        (
            [idT1] => 151
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-11-25 06:31:56
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [109] => Array
        (
            [idT1] => 152
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-11-25 06:31:56
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [110] => Array
        (
            [idT1] => 154
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-11-27 22:43:08
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [111] => Array
        (
            [idT1] => 155
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-11-27 23:15:11
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [112] => Array
        (
            [idT1] => 156
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-11-27 23:15:11
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [113] => Array
        (
            [idT1] => 157
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-12-07 22:59:14
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [114] => Array
        (
            [idT1] => 158
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-12-07 22:59:14
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [115] => Array
        (
            [idT1] => 160
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-12-18 21:00:25
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [116] => Array
        (
            [idT1] => 161
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-12-28 20:16:33
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [117] => Array
        (
            [idT1] => 162
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-12-28 20:16:33
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [118] => Array
        (
            [idT1] => 164
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-12-29 21:54:06
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [119] => Array
        (
            [idT1] => 165
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-12-30 00:08:57
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [120] => Array
        (
            [idT1] => 166
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2018-12-30 00:08:57
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [121] => Array
        (
            [idT1] => 167
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-01-06 07:29:31
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [122] => Array
        (
            [idT1] => 168
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-01-06 07:29:31
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [123] => Array
        (
            [idT1] => 170
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-01-14 01:25:47
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [124] => Array
        (
            [idT1] => 172
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-01-22 05:47:16
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [125] => Array
        (
            [idT1] => 174
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-01-22 15:18:00
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [126] => Array
        (
            [idT1] => 176
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-01-23 23:28:34
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [127] => Array
        (
            [idT1] => 177
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-01-24 05:16:01
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [128] => Array
        (
            [idT1] => 178
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-01-24 05:16:01
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [129] => Array
        (
            [idT1] => 180
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-01-24 18:31:24
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [130] => Array
        (
            [idT1] => 181
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-01-26 07:17:19
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [131] => Array
        (
            [idT1] => 182
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-01-26 07:17:19
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [132] => Array
        (
            [idT1] => 183
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-01-29 14:01:11
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [133] => Array
        (
            [idT1] => 184
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-01-29 14:01:11
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [134] => Array
        (
            [idT1] => 185
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-01-29 20:37:48
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [135] => Array
        (
            [idT1] => 186
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-01-29 20:37:48
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [136] => Array
        (
            [idT1] => 188
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-01-31 11:40:49
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [137] => Array
        (
            [idT1] => 190
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-02-02 19:52:56
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [138] => Array
        (
            [idT1] => 192
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-02-05 09:47:35
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [139] => Array
        (
            [idT1] => 194
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-02-11 09:51:43
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [140] => Array
        (
            [idT1] => 195
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-02-13 04:58:07
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [141] => Array
        (
            [idT1] => 196
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-02-13 04:58:07
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [142] => Array
        (
            [idT1] => 197
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-02-14 19:03:35
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [143] => Array
        (
            [idT1] => 198
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-02-14 19:03:35
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [144] => Array
        (
            [idT1] => 200
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-02-24 21:59:47
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [145] => Array
        (
            [idT1] => 202
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-02-25 21:38:39
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [146] => Array
        (
            [idT1] => 204
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-02-28 19:32:19
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [147] => Array
        (
            [idT1] => 206
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-03-01 22:13:31
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [148] => Array
        (
            [idT1] => 208
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-03-03 00:42:48
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [149] => Array
        (
            [idT1] => 209
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-03-05 14:06:06
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [150] => Array
        (
            [idT1] => 210
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-03-05 14:06:06
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [151] => Array
        (
            [idT1] => 212
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-03-10 07:19:01
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [152] => Array
        (
            [idT1] => 213
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-03-19 11:09:32
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [153] => Array
        (
            [idT1] => 214
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-03-19 11:09:32
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [154] => Array
        (
            [idT1] => 215
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-03-19 11:09:37
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [155] => Array
        (
            [idT1] => 216
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-03-19 11:09:37
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [156] => Array
        (
            [idT1] => 217
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-03-21 14:56:13
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [157] => Array
        (
            [idT1] => 218
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-03-21 14:56:13
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [158] => Array
        (
            [idT1] => 219
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-03-21 22:34:59
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [159] => Array
        (
            [idT1] => 220
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-03-21 22:34:59
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [160] => Array
        (
            [idT1] => 222
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-03-26 12:18:06
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [161] => Array
        (
            [idT1] => 224
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-03-27 08:40:37
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [162] => Array
        (
            [idT1] => 226
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-03-27 08:43:48
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [163] => Array
        (
            [idT1] => 228
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-03-27 10:41:49
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [164] => Array
        (
            [idT1] => 230
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-03-27 13:41:46
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [165] => Array
        (
            [idT1] => 231
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-04-02 06:42:09
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [166] => Array
        (
            [idT1] => 232
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-04-02 06:42:09
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [167] => Array
        (
            [idT1] => 233
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-04-03 01:20:12
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [168] => Array
        (
            [idT1] => 234
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-04-03 01:20:12
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [169] => Array
        (
            [idT1] => 236
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-04-05 08:03:29
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [170] => Array
        (
            [idT1] => 237
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-04-10 03:38:07
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [171] => Array
        (
            [idT1] => 238
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-04-10 03:38:07
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [172] => Array
        (
            [idT1] => 240
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-04-13 21:37:38
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [173] => Array
        (
            [idT1] => 241
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-04-20 20:14:30
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [174] => Array
        (
            [idT1] => 242
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-04-20 20:14:30
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [175] => Array
        (
            [idT1] => 243
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-04-22 01:23:52
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [176] => Array
        (
            [idT1] => 244
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-04-22 01:23:52
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [177] => Array
        (
            [idT1] => 245
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-04-29 08:46:12
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [178] => Array
        (
            [idT1] => 246
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-04-29 08:46:12
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [179] => Array
        (
            [idT1] => 247
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-05-04 08:20:19
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [180] => Array
        (
            [idT1] => 248
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-05-04 08:20:19
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [181] => Array
        (
            [idT1] => 250
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-05-06 13:24:29
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [182] => Array
        (
            [idT1] => 252
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-05-11 17:09:01
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [183] => Array
        (
            [idT1] => 254
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-05-15 01:42:30
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [184] => Array
        (
            [idT1] => 255
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-05-16 05:10:20
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [185] => Array
        (
            [idT1] => 256
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-05-16 05:10:20
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [186] => Array
        (
            [idT1] => 258
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-05-16 07:40:29
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [187] => Array
        (
            [idT1] => 260
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-05-17 11:47:25
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [188] => Array
        (
            [idT1] => 262
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-05-19 12:37:23
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [189] => Array
        (
            [idT1] => 264
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-05-22 21:22:43
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [190] => Array
        (
            [idT1] => 266
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-05-27 04:23:04
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [191] => Array
        (
            [idT1] => 267
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-06-04 22:40:03
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [192] => Array
        (
            [idT1] => 268
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-06-04 22:40:03
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [193] => Array
        (
            [idT1] => 269
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-06-06 09:58:48
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [194] => Array
        (
            [idT1] => 270
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-06-06 09:58:48
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [195] => Array
        (
            [idT1] => 271
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-06-11 05:26:12
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [196] => Array
        (
            [idT1] => 272
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-06-11 05:26:12
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [197] => Array
        (
            [idT1] => 274
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-06-13 14:08:03
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [198] => Array
        (
            [idT1] => 276
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-06-19 03:12:56
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [199] => Array
        (
            [idT1] => 278
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-06-25 23:20:52
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [200] => Array
        (
            [idT1] => 279
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-07-06 04:04:06
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [201] => Array
        (
            [idT1] => 280
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-07-06 04:04:06
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [202] => Array
        (
            [idT1] => 282
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-07-11 05:36:21
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [203] => Array
        (
            [idT1] => 284
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-07-12 17:18:51
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [204] => Array
        (
            [idT1] => 286
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-07-15 00:30:36
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [205] => Array
        (
            [idT1] => 288
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-07-15 00:32:35
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [206] => Array
        (
            [idT1] => 290
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-07-15 00:35:09
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [207] => Array
        (
            [idT1] => 292
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-07-15 00:47:14
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [208] => Array
        (
            [idT1] => 294
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-07-15 00:52:10
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [209] => Array
        (
            [idT1] => 295
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-07-15 00:54:58
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [210] => Array
        (
            [idT1] => 296
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-07-15 00:54:58
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [211] => Array
        (
            [idT1] => 298
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-07-20 02:05:44
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [212] => Array
        (
            [idT1] => 300
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-07-23 11:06:02
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [213] => Array
        (
            [idT1] => 301
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-07-24 01:46:25
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [214] => Array
        (
            [idT1] => 302
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-07-24 01:46:25
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [215] => Array
        (
            [idT1] => 304
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-07-27 12:11:51
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [216] => Array
        (
            [idT1] => 306
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-07-28 19:02:35
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [217] => Array
        (
            [idT1] => 308
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-07-30 19:20:50
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [218] => Array
        (
            [idT1] => 310
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-08-01 04:56:17
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [219] => Array
        (
            [idT1] => 311
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-08-08 08:57:57
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [220] => Array
        (
            [idT1] => 312
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-08-08 08:57:57
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [221] => Array
        (
            [idT1] => 313
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-08-08 19:02:18
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [222] => Array
        (
            [idT1] => 314
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-08-08 19:02:18
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [223] => Array
        (
            [idT1] => 315
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-08-10 10:39:56
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [224] => Array
        (
            [idT1] => 316
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-08-10 10:39:56
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [225] => Array
        (
            [idT1] => 317
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-08-11 10:11:42
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [226] => Array
        (
            [idT1] => 318
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-08-11 10:11:42
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [227] => Array
        (
            [idT1] => 320
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-08-13 05:12:15
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [228] => Array
        (
            [idT1] => 322
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-08-15 08:17:06
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [229] => Array
        (
            [idT1] => 324
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-08-16 22:39:32
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [230] => Array
        (
            [idT1] => 326
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-08-19 18:47:49
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [231] => Array
        (
            [idT1] => 328
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-08-25 13:33:43
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [232] => Array
        (
            [idT1] => 330
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-09-01 11:08:12
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [233] => Array
        (
            [idT1] => 332
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-09-02 08:25:43
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [234] => Array
        (
            [idT1] => 334
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-09-04 15:13:32
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [235] => Array
        (
            [idT1] => 336
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-09-06 15:35:29
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [236] => Array
        (
            [idT1] => 338
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-09-10 20:45:37
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [237] => Array
        (
            [idT1] => 340
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-09-14 01:05:24
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [238] => Array
        (
            [idT1] => 342
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-09-19 08:12:16
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [239] => Array
        (
            [idT1] => 344
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-09-20 18:54:58
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [240] => Array
        (
            [idT1] => 346
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-09-23 16:40:09
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [241] => Array
        (
            [idT1] => 348
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-09-26 12:58:01
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [242] => Array
        (
            [idT1] => 350
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-10-03 07:02:10
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [243] => Array
        (
            [idT1] => 352
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-10-05 01:53:36
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [244] => Array
        (
            [idT1] => 354
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-10-10 23:24:26
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [245] => Array
        (
            [idT1] => 356
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-10-11 13:29:26
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [246] => Array
        (
            [idT1] => 357
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-10-12 13:06:10
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [247] => Array
        (
            [idT1] => 358
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-10-12 13:06:10
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [248] => Array
        (
            [idT1] => 360
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-10-12 13:17:05
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [249] => Array
        (
            [idT1] => 362
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-10-12 18:13:34
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [250] => Array
        (
            [idT1] => 364
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-10-13 01:06:57
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [251] => Array
        (
            [idT1] => 366
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-10-13 05:17:44
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [252] => Array
        (
            [idT1] => 368
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-10-17 15:17:04
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [253] => Array
        (
            [idT1] => 369
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-10-21 10:46:37
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [254] => Array
        (
            [idT1] => 370
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-10-21 10:46:37
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [255] => Array
        (
            [idT1] => 371
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-10-23 14:39:46
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [256] => Array
        (
            [idT1] => 372
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-10-23 14:39:46
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [257] => Array
        (
            [idT1] => 374
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-10-27 02:22:38
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [258] => Array
        (
            [idT1] => 376
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-10-28 20:38:05
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [259] => Array
        (
            [idT1] => 378
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-10-30 15:27:40
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [260] => Array
        (
            [idT1] => 380
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-10-31 18:58:01
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [261] => Array
        (
            [idT1] => 381
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-11-03 01:43:12
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [262] => Array
        (
            [idT1] => 382
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-11-03 01:43:12
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [263] => Array
        (
            [idT1] => 384
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-11-05 16:49:53
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [264] => Array
        (
            [idT1] => 386
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-11-06 18:57:39
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [265] => Array
        (
            [idT1] => 387
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-11-08 11:17:22
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [266] => Array
        (
            [idT1] => 388
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-11-08 11:17:22
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [267] => Array
        (
            [idT1] => 390
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-11-15 17:22:54
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [268] => Array
        (
            [idT1] => 392
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-12-02 23:52:01
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [269] => Array
        (
            [idT1] => 394
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-12-10 02:06:03
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [270] => Array
        (
            [idT1] => 396
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-12-14 08:44:44
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [271] => Array
        (
            [idT1] => 398
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-12-15 21:10:03
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [272] => Array
        (
            [idT1] => 400
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-12-17 18:07:05
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [273] => Array
        (
            [idT1] => 402
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-12-18 16:25:17
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [274] => Array
        (
            [idT1] => 404
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-12-29 16:31:14
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [275] => Array
        (
            [idT1] => 405
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-12-31 18:31:30
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [276] => Array
        (
            [idT1] => 406
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2019-12-31 18:31:30
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [277] => Array
        (
            [idT1] => 408
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2020-01-03 03:53:05
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [278] => Array
        (
            [idT1] => 410
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2020-01-08 10:29:38
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [279] => Array
        (
            [idT1] => 412
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2020-01-09 18:08:41
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [280] => Array
        (
            [idT1] => 413
            [dtFirstName] => James
            [dtLastName] => Duck
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2020-01-22 22:27:13
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [281] => Array
        (
            [idT1] => 414
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2020-01-22 22:27:13
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

    [282] => Array
        (
            [idT1] => 416
            [dtFirstName] => Linus
            [dtLastName] => Torvalds
            [dtBirthDate] => 
            [dtCreationTimestamp] => 2020-01-23 09:16:56
            [dtAverage] => 
            [dtNumberOfGrades] => 
            [dtModules] => 
        )

)
Array
(
    [idT1] => 1
    [dtFirstName] => Mickey
    [dtLastName] => Mouse
    [dtBirthDate] => 1927-07-03
    [dtCreationTimestamp] => 2018-03-12 08:42:02
    [dtAverage] => 23.45
    [dtNumberOfGrades] => 15
    [dtModules] => HTSTA,CLISS1,CLISS2
)
Array
(
    [idT1] => 2
    [dtFirstName] => Donald
    [dtLastName] => Duck
    [dtBirthDate] => 1949-02-04
    [dtCreationTimestamp] => 2018-03-12 08:42:02
    [dtAverage] => 33.55
    [dtNumberOfGrades] => 12
    [dtModules] => WSERS1,WSERS2
)
Array
(
    [idT1] => 6
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-19 08:34:11
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 7
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-19 08:34:18
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 8
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-19 08:34:19
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 9
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-19 08:34:20
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 11
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-26 07:49:45
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 13
    [dtFirstName] => Bi\ll
    [dtLastName] => Gat\es
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-27 08:26:36
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 14
    [dtFirstName] => Bi\ll
    [dtLastName] => Gat\es
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-27 08:33:30
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 15
    [dtFirstName] => 
    [dtLastName] => 
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-27 08:33:30
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 16
    [dtFirstName] => Bi\ll
    [dtLastName] => Gat\es
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-27 09:52:42
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 17
    [dtFirstName] => 
    [dtLastName] => 
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-27 09:52:42
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 18
    [dtFirstName] => Bi\ll
    [dtLastName] => Gat\es
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-27 09:54:41
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 19
    [dtFirstName] => 
    [dtLastName] => 
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-27 09:54:41
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 20
    [dtFirstName] => Bi\ll
    [dtLastName] => Gat\es
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-27 09:56:08
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 21
    [dtFirstName] => 
    [dtLastName] => 
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-27 09:56:08
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 22
    [dtFirstName] => Bi\ll
    [dtLastName] => Gat\es
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-27 09:56:15
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 24
    [dtFirstName] => Bi\ll
    [dtLastName] => Gat\es
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-27 10:10:49
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 27
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-27 10:12:47
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 28
    [dtFirstName] => Bi\ll
    [dtLastName] => Ga\tes
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-27 10:13:03
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 29
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-27 10:13:03
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 31
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-28 02:19:35
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 32
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-28 02:19:35
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 33
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-28 10:35:19
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 34
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-28 10:35:19
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 35
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-28 10:39:28
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 36
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-03-28 10:39:28
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 38
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-04-16 14:27:58
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 39
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-04-17 09:33:39
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 40
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-04-17 09:33:39
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 42
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-04-17 14:56:04
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 43
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-04-23 07:49:49
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 44
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-04-23 07:49:49
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 46
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-04-23 18:23:44
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 47
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-04-29 15:40:30
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 48
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-04-29 15:40:30
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 49
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-04-30 06:31:46
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 50
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-04-30 06:31:46
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 51
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-05-01 10:40:14
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 52
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-05-01 10:40:14
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 54
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-05-02 00:53:31
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 55
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-05-09 11:40:08
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 56
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-05-09 11:40:08
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 57
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-05-11 17:20:04
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 58
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-05-11 17:20:04
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 59
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-05-24 20:16:31
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 60
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-05-24 20:16:31
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 61
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-05-25 20:38:24
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 62
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-05-25 20:38:24
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 64
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-05-30 18:40:43
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 66
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-06-04 22:00:07
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 68
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-06-14 13:52:37
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 69
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-06-18 03:43:31
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 70
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-06-18 03:43:31
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 72
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-06-24 13:33:58
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 74
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-06-27 08:09:07
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 76
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-06-28 23:25:13
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 78
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-12 17:58:20
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 80
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-12 19:21:38
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 82
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-12 20:49:09
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 84
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-12 21:22:01
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 85
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-12 22:36:30
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 86
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-12 22:36:30
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 87
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-12 23:39:15
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 88
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-12 23:39:15
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 89
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-13 01:21:38
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 90
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-13 01:21:38
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 91
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-13 01:34:03
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 92
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-13 01:34:03
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 93
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-13 03:08:22
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 94
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-13 03:08:22
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 95
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-13 04:04:30
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 96
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-13 04:04:30
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 97
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-13 04:59:00
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 98
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-13 04:59:00
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 100
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-13 20:47:14
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 102
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-14 22:42:16
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 104
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-16 12:07:23
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 106
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-16 16:18:19
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 108
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-17 02:00:40
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 110
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-17 03:21:24
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 112
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-17 04:22:42
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 114
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-17 05:34:00
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 116
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-17 08:17:00
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 118
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-17 12:04:29
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 120
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-17 13:28:51
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 122
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-17 13:46:10
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 124
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-17 15:41:31
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 126
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-17 16:17:30
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 128
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-17 17:32:56
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 129
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-24 15:45:03
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 130
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-24 15:45:03
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 131
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-24 21:51:35
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 132
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-07-24 21:51:35
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 133
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-08-15 14:24:57
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 134
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-08-15 14:24:57
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 135
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-08-20 13:31:02
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 136
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-08-20 13:31:02
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 137
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-09-01 11:34:43
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 138
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-09-01 11:34:43
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 139
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-09-06 04:06:01
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 140
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-09-06 04:06:01
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 142
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-10-02 02:56:59
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 144
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-10-04 20:37:57
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 145
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-11-06 13:05:16
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 146
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-11-06 13:05:16
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 148
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-11-11 20:21:18
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 150
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-11-16 20:44:18
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 151
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-11-25 06:31:56
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 152
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-11-25 06:31:56
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 154
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-11-27 22:43:08
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 155
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-11-27 23:15:11
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 156
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-11-27 23:15:11
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 157
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-12-07 22:59:14
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 158
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-12-07 22:59:14
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 160
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-12-18 21:00:25
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 161
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-12-28 20:16:33
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 162
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-12-28 20:16:33
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 164
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-12-29 21:54:06
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 165
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-12-30 00:08:57
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 166
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2018-12-30 00:08:57
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 167
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-01-06 07:29:31
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 168
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-01-06 07:29:31
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 170
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-01-14 01:25:47
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 172
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-01-22 05:47:16
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 174
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-01-22 15:18:00
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 176
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-01-23 23:28:34
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 177
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-01-24 05:16:01
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 178
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-01-24 05:16:01
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 180
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-01-24 18:31:24
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 181
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-01-26 07:17:19
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 182
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-01-26 07:17:19
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 183
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-01-29 14:01:11
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 184
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-01-29 14:01:11
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 185
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-01-29 20:37:48
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 186
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-01-29 20:37:48
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 188
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-01-31 11:40:49
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 190
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-02-02 19:52:56
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 192
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-02-05 09:47:35
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 194
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-02-11 09:51:43
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 195
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-02-13 04:58:07
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 196
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-02-13 04:58:07
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 197
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-02-14 19:03:35
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 198
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-02-14 19:03:35
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 200
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-02-24 21:59:47
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 202
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-02-25 21:38:39
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 204
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-02-28 19:32:19
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 206
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-03-01 22:13:31
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 208
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-03-03 00:42:48
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 209
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-03-05 14:06:06
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 210
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-03-05 14:06:06
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 212
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-03-10 07:19:01
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 213
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-03-19 11:09:32
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 214
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-03-19 11:09:32
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 215
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-03-19 11:09:37
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 216
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-03-19 11:09:37
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 217
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-03-21 14:56:13
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 218
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-03-21 14:56:13
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 219
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-03-21 22:34:59
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 220
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-03-21 22:34:59
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 222
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-03-26 12:18:06
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 224
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-03-27 08:40:37
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 226
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-03-27 08:43:48
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 228
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-03-27 10:41:49
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 230
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-03-27 13:41:46
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 231
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-04-02 06:42:09
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 232
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-04-02 06:42:09
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 233
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-04-03 01:20:12
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 234
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-04-03 01:20:12
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 236
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-04-05 08:03:29
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 237
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-04-10 03:38:07
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 238
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-04-10 03:38:07
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 240
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-04-13 21:37:38
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 241
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-04-20 20:14:30
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 242
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-04-20 20:14:30
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 243
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-04-22 01:23:52
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 244
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-04-22 01:23:52
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 245
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-04-29 08:46:12
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 246
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-04-29 08:46:12
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 247
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-05-04 08:20:19
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 248
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-05-04 08:20:19
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 250
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-05-06 13:24:29
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 252
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-05-11 17:09:01
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 254
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-05-15 01:42:30
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 255
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-05-16 05:10:20
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 256
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-05-16 05:10:20
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 258
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-05-16 07:40:29
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 260
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-05-17 11:47:25
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 262
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-05-19 12:37:23
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 264
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-05-22 21:22:43
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 266
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-05-27 04:23:04
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 267
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-06-04 22:40:03
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 268
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-06-04 22:40:03
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 269
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-06-06 09:58:48
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 270
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-06-06 09:58:48
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 271
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-06-11 05:26:12
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 272
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-06-11 05:26:12
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 274
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-06-13 14:08:03
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 276
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-06-19 03:12:56
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 278
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-06-25 23:20:52
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 279
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-07-06 04:04:06
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 280
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-07-06 04:04:06
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 282
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-07-11 05:36:21
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 284
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-07-12 17:18:51
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 286
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-07-15 00:30:36
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 288
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-07-15 00:32:35
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 290
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-07-15 00:35:09
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 292
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-07-15 00:47:14
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 294
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-07-15 00:52:10
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 295
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-07-15 00:54:58
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 296
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-07-15 00:54:58
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 298
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-07-20 02:05:44
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 300
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-07-23 11:06:02
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 301
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-07-24 01:46:25
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 302
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-07-24 01:46:25
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 304
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-07-27 12:11:51
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 306
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-07-28 19:02:35
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 308
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-07-30 19:20:50
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 310
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-08-01 04:56:17
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 311
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-08-08 08:57:57
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 312
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-08-08 08:57:57
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 313
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-08-08 19:02:18
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 314
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-08-08 19:02:18
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 315
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-08-10 10:39:56
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 316
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-08-10 10:39:56
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 317
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-08-11 10:11:42
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 318
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-08-11 10:11:42
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 320
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-08-13 05:12:15
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 322
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-08-15 08:17:06
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 324
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-08-16 22:39:32
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 326
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-08-19 18:47:49
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 328
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-08-25 13:33:43
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 330
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-09-01 11:08:12
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 332
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-09-02 08:25:43
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 334
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-09-04 15:13:32
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 336
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-09-06 15:35:29
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 338
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-09-10 20:45:37
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 340
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-09-14 01:05:24
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 342
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-09-19 08:12:16
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 344
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-09-20 18:54:58
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 346
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-09-23 16:40:09
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 348
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-09-26 12:58:01
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 350
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-10-03 07:02:10
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 352
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-10-05 01:53:36
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 354
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-10-10 23:24:26
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 356
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-10-11 13:29:26
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 357
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-10-12 13:06:10
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 358
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-10-12 13:06:10
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 360
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-10-12 13:17:05
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 362
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-10-12 18:13:34
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 364
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-10-13 01:06:57
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 366
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-10-13 05:17:44
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 368
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-10-17 15:17:04
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 369
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-10-21 10:46:37
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 370
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-10-21 10:46:37
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 371
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-10-23 14:39:46
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 372
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-10-23 14:39:46
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 374
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-10-27 02:22:38
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 376
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-10-28 20:38:05
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 378
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-10-30 15:27:40
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 380
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-10-31 18:58:01
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 381
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-11-03 01:43:12
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 382
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-11-03 01:43:12
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 384
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-11-05 16:49:53
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 386
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-11-06 18:57:39
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 387
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-11-08 11:17:22
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 388
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-11-08 11:17:22
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 390
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-11-15 17:22:54
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 392
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-12-02 23:52:01
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 394
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-12-10 02:06:03
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 396
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-12-14 08:44:44
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 398
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-12-15 21:10:03
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 400
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-12-17 18:07:05
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 402
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-12-18 16:25:17
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 404
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-12-29 16:31:14
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 405
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-12-31 18:31:30
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 406
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2019-12-31 18:31:30
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 408
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2020-01-03 03:53:05
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 410
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2020-01-08 10:29:38
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 412
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2020-01-09 18:08:41
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 413
    [dtFirstName] => James
    [dtLastName] => Duck
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2020-01-22 22:27:13
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 414
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2020-01-22 22:27:13
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [idT1] => 416
    [dtFirstName] => Linus
    [dtLastName] => Torvalds
    [dtBirthDate] => 
    [dtCreationTimestamp] => 2020-01-23 09:16:56
    [dtAverage] => 
    [dtNumberOfGrades] => 
    [dtModules] => 
)
Array
(
    [0] => 1
    [idT1] => 1
    [1] => Mickey
    [dtFirstName] => Mickey
    [2] => Mouse
    [dtLastName] => Mouse
    [3] => 1927-07-03
    [dtBirthDate] => 1927-07-03
    [4] => 2018-03-12 08:42:02
    [dtCreationTimestamp] => 2018-03-12 08:42:02
    [5] => 23.45
    [dtAverage] => 23.45
    [6] => 15
    [dtNumberOfGrades] => 15
    [7] => HTSTA,CLISS1,CLISS2
    [dtModules] => HTSTA,CLISS1,CLISS2
)
Array
(
    [0] => 2
    [idT1] => 2
    [1] => Donald
    [dtFirstName] => Donald
    [2] => Duck
    [dtLastName] => Duck
    [3] => 1949-02-04
    [dtBirthDate] => 1949-02-04
    [4] => 2018-03-12 08:42:02
    [dtCreationTimestamp] => 2018-03-12 08:42:02
    [5] => 33.55
    [dtAverage] => 33.55
    [6] => 12
    [dtNumberOfGrades] => 12
    [7] => WSERS1,WSERS2
    [dtModules] => WSERS1,WSERS2
)
Array
(
    [0] => 6
    [idT1] => 6
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-19 08:34:11
    [dtCreationTimestamp] => 2018-03-19 08:34:11
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 7
    [idT1] => 7
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-19 08:34:18
    [dtCreationTimestamp] => 2018-03-19 08:34:18
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 8
    [idT1] => 8
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-19 08:34:19
    [dtCreationTimestamp] => 2018-03-19 08:34:19
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 9
    [idT1] => 9
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-19 08:34:20
    [dtCreationTimestamp] => 2018-03-19 08:34:20
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 11
    [idT1] => 11
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-26 07:49:45
    [dtCreationTimestamp] => 2018-03-26 07:49:45
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 13
    [idT1] => 13
    [1] => Bi\ll
    [dtFirstName] => Bi\ll
    [2] => Gat\es
    [dtLastName] => Gat\es
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-27 08:26:36
    [dtCreationTimestamp] => 2018-03-27 08:26:36
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 14
    [idT1] => 14
    [1] => Bi\ll
    [dtFirstName] => Bi\ll
    [2] => Gat\es
    [dtLastName] => Gat\es
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-27 08:33:30
    [dtCreationTimestamp] => 2018-03-27 08:33:30
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 15
    [idT1] => 15
    [1] => 
    [dtFirstName] => 
    [2] => 
    [dtLastName] => 
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-27 08:33:30
    [dtCreationTimestamp] => 2018-03-27 08:33:30
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 16
    [idT1] => 16
    [1] => Bi\ll
    [dtFirstName] => Bi\ll
    [2] => Gat\es
    [dtLastName] => Gat\es
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-27 09:52:42
    [dtCreationTimestamp] => 2018-03-27 09:52:42
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 17
    [idT1] => 17
    [1] => 
    [dtFirstName] => 
    [2] => 
    [dtLastName] => 
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-27 09:52:42
    [dtCreationTimestamp] => 2018-03-27 09:52:42
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 18
    [idT1] => 18
    [1] => Bi\ll
    [dtFirstName] => Bi\ll
    [2] => Gat\es
    [dtLastName] => Gat\es
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-27 09:54:41
    [dtCreationTimestamp] => 2018-03-27 09:54:41
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 19
    [idT1] => 19
    [1] => 
    [dtFirstName] => 
    [2] => 
    [dtLastName] => 
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-27 09:54:41
    [dtCreationTimestamp] => 2018-03-27 09:54:41
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 20
    [idT1] => 20
    [1] => Bi\ll
    [dtFirstName] => Bi\ll
    [2] => Gat\es
    [dtLastName] => Gat\es
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-27 09:56:08
    [dtCreationTimestamp] => 2018-03-27 09:56:08
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 21
    [idT1] => 21
    [1] => 
    [dtFirstName] => 
    [2] => 
    [dtLastName] => 
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-27 09:56:08
    [dtCreationTimestamp] => 2018-03-27 09:56:08
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 22
    [idT1] => 22
    [1] => Bi\ll
    [dtFirstName] => Bi\ll
    [2] => Gat\es
    [dtLastName] => Gat\es
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-27 09:56:15
    [dtCreationTimestamp] => 2018-03-27 09:56:15
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 24
    [idT1] => 24
    [1] => Bi\ll
    [dtFirstName] => Bi\ll
    [2] => Gat\es
    [dtLastName] => Gat\es
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-27 10:10:49
    [dtCreationTimestamp] => 2018-03-27 10:10:49
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 27
    [idT1] => 27
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-27 10:12:47
    [dtCreationTimestamp] => 2018-03-27 10:12:47
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 28
    [idT1] => 28
    [1] => Bi\ll
    [dtFirstName] => Bi\ll
    [2] => Ga\tes
    [dtLastName] => Ga\tes
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-27 10:13:03
    [dtCreationTimestamp] => 2018-03-27 10:13:03
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 29
    [idT1] => 29
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-27 10:13:03
    [dtCreationTimestamp] => 2018-03-27 10:13:03
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 31
    [idT1] => 31
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-28 02:19:35
    [dtCreationTimestamp] => 2018-03-28 02:19:35
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 32
    [idT1] => 32
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-28 02:19:35
    [dtCreationTimestamp] => 2018-03-28 02:19:35
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 33
    [idT1] => 33
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-28 10:35:19
    [dtCreationTimestamp] => 2018-03-28 10:35:19
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 34
    [idT1] => 34
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-28 10:35:19
    [dtCreationTimestamp] => 2018-03-28 10:35:19
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 35
    [idT1] => 35
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-28 10:39:28
    [dtCreationTimestamp] => 2018-03-28 10:39:28
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 36
    [idT1] => 36
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-03-28 10:39:28
    [dtCreationTimestamp] => 2018-03-28 10:39:28
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 38
    [idT1] => 38
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-04-16 14:27:58
    [dtCreationTimestamp] => 2018-04-16 14:27:58
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 39
    [idT1] => 39
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-04-17 09:33:39
    [dtCreationTimestamp] => 2018-04-17 09:33:39
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 40
    [idT1] => 40
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-04-17 09:33:39
    [dtCreationTimestamp] => 2018-04-17 09:33:39
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 42
    [idT1] => 42
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-04-17 14:56:04
    [dtCreationTimestamp] => 2018-04-17 14:56:04
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 43
    [idT1] => 43
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-04-23 07:49:49
    [dtCreationTimestamp] => 2018-04-23 07:49:49
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 44
    [idT1] => 44
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-04-23 07:49:49
    [dtCreationTimestamp] => 2018-04-23 07:49:49
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 46
    [idT1] => 46
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-04-23 18:23:44
    [dtCreationTimestamp] => 2018-04-23 18:23:44
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 47
    [idT1] => 47
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-04-29 15:40:30
    [dtCreationTimestamp] => 2018-04-29 15:40:30
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 48
    [idT1] => 48
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-04-29 15:40:30
    [dtCreationTimestamp] => 2018-04-29 15:40:30
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 49
    [idT1] => 49
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-04-30 06:31:46
    [dtCreationTimestamp] => 2018-04-30 06:31:46
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 50
    [idT1] => 50
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-04-30 06:31:46
    [dtCreationTimestamp] => 2018-04-30 06:31:46
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 51
    [idT1] => 51
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-05-01 10:40:14
    [dtCreationTimestamp] => 2018-05-01 10:40:14
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 52
    [idT1] => 52
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-05-01 10:40:14
    [dtCreationTimestamp] => 2018-05-01 10:40:14
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 54
    [idT1] => 54
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-05-02 00:53:31
    [dtCreationTimestamp] => 2018-05-02 00:53:31
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 55
    [idT1] => 55
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-05-09 11:40:08
    [dtCreationTimestamp] => 2018-05-09 11:40:08
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 56
    [idT1] => 56
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-05-09 11:40:08
    [dtCreationTimestamp] => 2018-05-09 11:40:08
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 57
    [idT1] => 57
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-05-11 17:20:04
    [dtCreationTimestamp] => 2018-05-11 17:20:04
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 58
    [idT1] => 58
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-05-11 17:20:04
    [dtCreationTimestamp] => 2018-05-11 17:20:04
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 59
    [idT1] => 59
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-05-24 20:16:31
    [dtCreationTimestamp] => 2018-05-24 20:16:31
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 60
    [idT1] => 60
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-05-24 20:16:31
    [dtCreationTimestamp] => 2018-05-24 20:16:31
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 61
    [idT1] => 61
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-05-25 20:38:24
    [dtCreationTimestamp] => 2018-05-25 20:38:24
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 62
    [idT1] => 62
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-05-25 20:38:24
    [dtCreationTimestamp] => 2018-05-25 20:38:24
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 64
    [idT1] => 64
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-05-30 18:40:43
    [dtCreationTimestamp] => 2018-05-30 18:40:43
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 66
    [idT1] => 66
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-06-04 22:00:07
    [dtCreationTimestamp] => 2018-06-04 22:00:07
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 68
    [idT1] => 68
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-06-14 13:52:37
    [dtCreationTimestamp] => 2018-06-14 13:52:37
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 69
    [idT1] => 69
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-06-18 03:43:31
    [dtCreationTimestamp] => 2018-06-18 03:43:31
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 70
    [idT1] => 70
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-06-18 03:43:31
    [dtCreationTimestamp] => 2018-06-18 03:43:31
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 72
    [idT1] => 72
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-06-24 13:33:58
    [dtCreationTimestamp] => 2018-06-24 13:33:58
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 74
    [idT1] => 74
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-06-27 08:09:07
    [dtCreationTimestamp] => 2018-06-27 08:09:07
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 76
    [idT1] => 76
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-06-28 23:25:13
    [dtCreationTimestamp] => 2018-06-28 23:25:13
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 78
    [idT1] => 78
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-12 17:58:20
    [dtCreationTimestamp] => 2018-07-12 17:58:20
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 80
    [idT1] => 80
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-12 19:21:38
    [dtCreationTimestamp] => 2018-07-12 19:21:38
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 82
    [idT1] => 82
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-12 20:49:09
    [dtCreationTimestamp] => 2018-07-12 20:49:09
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 84
    [idT1] => 84
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-12 21:22:01
    [dtCreationTimestamp] => 2018-07-12 21:22:01
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 85
    [idT1] => 85
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-12 22:36:30
    [dtCreationTimestamp] => 2018-07-12 22:36:30
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 86
    [idT1] => 86
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-12 22:36:30
    [dtCreationTimestamp] => 2018-07-12 22:36:30
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 87
    [idT1] => 87
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-12 23:39:15
    [dtCreationTimestamp] => 2018-07-12 23:39:15
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 88
    [idT1] => 88
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-12 23:39:15
    [dtCreationTimestamp] => 2018-07-12 23:39:15
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 89
    [idT1] => 89
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-13 01:21:38
    [dtCreationTimestamp] => 2018-07-13 01:21:38
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 90
    [idT1] => 90
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-13 01:21:38
    [dtCreationTimestamp] => 2018-07-13 01:21:38
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 91
    [idT1] => 91
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-13 01:34:03
    [dtCreationTimestamp] => 2018-07-13 01:34:03
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 92
    [idT1] => 92
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-13 01:34:03
    [dtCreationTimestamp] => 2018-07-13 01:34:03
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 93
    [idT1] => 93
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-13 03:08:22
    [dtCreationTimestamp] => 2018-07-13 03:08:22
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 94
    [idT1] => 94
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-13 03:08:22
    [dtCreationTimestamp] => 2018-07-13 03:08:22
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 95
    [idT1] => 95
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-13 04:04:30
    [dtCreationTimestamp] => 2018-07-13 04:04:30
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 96
    [idT1] => 96
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-13 04:04:30
    [dtCreationTimestamp] => 2018-07-13 04:04:30
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 97
    [idT1] => 97
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-13 04:59:00
    [dtCreationTimestamp] => 2018-07-13 04:59:00
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 98
    [idT1] => 98
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-13 04:59:00
    [dtCreationTimestamp] => 2018-07-13 04:59:00
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 100
    [idT1] => 100
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-13 20:47:14
    [dtCreationTimestamp] => 2018-07-13 20:47:14
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 102
    [idT1] => 102
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-14 22:42:16
    [dtCreationTimestamp] => 2018-07-14 22:42:16
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 104
    [idT1] => 104
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-16 12:07:23
    [dtCreationTimestamp] => 2018-07-16 12:07:23
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 106
    [idT1] => 106
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-16 16:18:19
    [dtCreationTimestamp] => 2018-07-16 16:18:19
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 108
    [idT1] => 108
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-17 02:00:40
    [dtCreationTimestamp] => 2018-07-17 02:00:40
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 110
    [idT1] => 110
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-17 03:21:24
    [dtCreationTimestamp] => 2018-07-17 03:21:24
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 112
    [idT1] => 112
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-17 04:22:42
    [dtCreationTimestamp] => 2018-07-17 04:22:42
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 114
    [idT1] => 114
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-17 05:34:00
    [dtCreationTimestamp] => 2018-07-17 05:34:00
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 116
    [idT1] => 116
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-17 08:17:00
    [dtCreationTimestamp] => 2018-07-17 08:17:00
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 118
    [idT1] => 118
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-17 12:04:29
    [dtCreationTimestamp] => 2018-07-17 12:04:29
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 120
    [idT1] => 120
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-17 13:28:51
    [dtCreationTimestamp] => 2018-07-17 13:28:51
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 122
    [idT1] => 122
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-17 13:46:10
    [dtCreationTimestamp] => 2018-07-17 13:46:10
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 124
    [idT1] => 124
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-17 15:41:31
    [dtCreationTimestamp] => 2018-07-17 15:41:31
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 126
    [idT1] => 126
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-17 16:17:30
    [dtCreationTimestamp] => 2018-07-17 16:17:30
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 128
    [idT1] => 128
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-17 17:32:56
    [dtCreationTimestamp] => 2018-07-17 17:32:56
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 129
    [idT1] => 129
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-24 15:45:03
    [dtCreationTimestamp] => 2018-07-24 15:45:03
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 130
    [idT1] => 130
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-24 15:45:03
    [dtCreationTimestamp] => 2018-07-24 15:45:03
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 131
    [idT1] => 131
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-24 21:51:35
    [dtCreationTimestamp] => 2018-07-24 21:51:35
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 132
    [idT1] => 132
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-07-24 21:51:35
    [dtCreationTimestamp] => 2018-07-24 21:51:35
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 133
    [idT1] => 133
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-08-15 14:24:57
    [dtCreationTimestamp] => 2018-08-15 14:24:57
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 134
    [idT1] => 134
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-08-15 14:24:57
    [dtCreationTimestamp] => 2018-08-15 14:24:57
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 135
    [idT1] => 135
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-08-20 13:31:02
    [dtCreationTimestamp] => 2018-08-20 13:31:02
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 136
    [idT1] => 136
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-08-20 13:31:02
    [dtCreationTimestamp] => 2018-08-20 13:31:02
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 137
    [idT1] => 137
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-09-01 11:34:43
    [dtCreationTimestamp] => 2018-09-01 11:34:43
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 138
    [idT1] => 138
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-09-01 11:34:43
    [dtCreationTimestamp] => 2018-09-01 11:34:43
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 139
    [idT1] => 139
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-09-06 04:06:01
    [dtCreationTimestamp] => 2018-09-06 04:06:01
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 140
    [idT1] => 140
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-09-06 04:06:01
    [dtCreationTimestamp] => 2018-09-06 04:06:01
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 142
    [idT1] => 142
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-10-02 02:56:59
    [dtCreationTimestamp] => 2018-10-02 02:56:59
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 144
    [idT1] => 144
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-10-04 20:37:57
    [dtCreationTimestamp] => 2018-10-04 20:37:57
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 145
    [idT1] => 145
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-11-06 13:05:16
    [dtCreationTimestamp] => 2018-11-06 13:05:16
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 146
    [idT1] => 146
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-11-06 13:05:16
    [dtCreationTimestamp] => 2018-11-06 13:05:16
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 148
    [idT1] => 148
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-11-11 20:21:18
    [dtCreationTimestamp] => 2018-11-11 20:21:18
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 150
    [idT1] => 150
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-11-16 20:44:18
    [dtCreationTimestamp] => 2018-11-16 20:44:18
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 151
    [idT1] => 151
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-11-25 06:31:56
    [dtCreationTimestamp] => 2018-11-25 06:31:56
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 152
    [idT1] => 152
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-11-25 06:31:56
    [dtCreationTimestamp] => 2018-11-25 06:31:56
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 154
    [idT1] => 154
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-11-27 22:43:08
    [dtCreationTimestamp] => 2018-11-27 22:43:08
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 155
    [idT1] => 155
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-11-27 23:15:11
    [dtCreationTimestamp] => 2018-11-27 23:15:11
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 156
    [idT1] => 156
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-11-27 23:15:11
    [dtCreationTimestamp] => 2018-11-27 23:15:11
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 157
    [idT1] => 157
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-12-07 22:59:14
    [dtCreationTimestamp] => 2018-12-07 22:59:14
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 158
    [idT1] => 158
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-12-07 22:59:14
    [dtCreationTimestamp] => 2018-12-07 22:59:14
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 160
    [idT1] => 160
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-12-18 21:00:25
    [dtCreationTimestamp] => 2018-12-18 21:00:25
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 161
    [idT1] => 161
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-12-28 20:16:33
    [dtCreationTimestamp] => 2018-12-28 20:16:33
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 162
    [idT1] => 162
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-12-28 20:16:33
    [dtCreationTimestamp] => 2018-12-28 20:16:33
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 164
    [idT1] => 164
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-12-29 21:54:06
    [dtCreationTimestamp] => 2018-12-29 21:54:06
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 165
    [idT1] => 165
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-12-30 00:08:57
    [dtCreationTimestamp] => 2018-12-30 00:08:57
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 166
    [idT1] => 166
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2018-12-30 00:08:57
    [dtCreationTimestamp] => 2018-12-30 00:08:57
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 167
    [idT1] => 167
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-01-06 07:29:31
    [dtCreationTimestamp] => 2019-01-06 07:29:31
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 168
    [idT1] => 168
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-01-06 07:29:31
    [dtCreationTimestamp] => 2019-01-06 07:29:31
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 170
    [idT1] => 170
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-01-14 01:25:47
    [dtCreationTimestamp] => 2019-01-14 01:25:47
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 172
    [idT1] => 172
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-01-22 05:47:16
    [dtCreationTimestamp] => 2019-01-22 05:47:16
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 174
    [idT1] => 174
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-01-22 15:18:00
    [dtCreationTimestamp] => 2019-01-22 15:18:00
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 176
    [idT1] => 176
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-01-23 23:28:34
    [dtCreationTimestamp] => 2019-01-23 23:28:34
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 177
    [idT1] => 177
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-01-24 05:16:01
    [dtCreationTimestamp] => 2019-01-24 05:16:01
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 178
    [idT1] => 178
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-01-24 05:16:01
    [dtCreationTimestamp] => 2019-01-24 05:16:01
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 180
    [idT1] => 180
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-01-24 18:31:24
    [dtCreationTimestamp] => 2019-01-24 18:31:24
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 181
    [idT1] => 181
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-01-26 07:17:19
    [dtCreationTimestamp] => 2019-01-26 07:17:19
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 182
    [idT1] => 182
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-01-26 07:17:19
    [dtCreationTimestamp] => 2019-01-26 07:17:19
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 183
    [idT1] => 183
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-01-29 14:01:11
    [dtCreationTimestamp] => 2019-01-29 14:01:11
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 184
    [idT1] => 184
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-01-29 14:01:11
    [dtCreationTimestamp] => 2019-01-29 14:01:11
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 185
    [idT1] => 185
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-01-29 20:37:48
    [dtCreationTimestamp] => 2019-01-29 20:37:48
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 186
    [idT1] => 186
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-01-29 20:37:48
    [dtCreationTimestamp] => 2019-01-29 20:37:48
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 188
    [idT1] => 188
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-01-31 11:40:49
    [dtCreationTimestamp] => 2019-01-31 11:40:49
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 190
    [idT1] => 190
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-02-02 19:52:56
    [dtCreationTimestamp] => 2019-02-02 19:52:56
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 192
    [idT1] => 192
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-02-05 09:47:35
    [dtCreationTimestamp] => 2019-02-05 09:47:35
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 194
    [idT1] => 194
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-02-11 09:51:43
    [dtCreationTimestamp] => 2019-02-11 09:51:43
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 195
    [idT1] => 195
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-02-13 04:58:07
    [dtCreationTimestamp] => 2019-02-13 04:58:07
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 196
    [idT1] => 196
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-02-13 04:58:07
    [dtCreationTimestamp] => 2019-02-13 04:58:07
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 197
    [idT1] => 197
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-02-14 19:03:35
    [dtCreationTimestamp] => 2019-02-14 19:03:35
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 198
    [idT1] => 198
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-02-14 19:03:35
    [dtCreationTimestamp] => 2019-02-14 19:03:35
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 200
    [idT1] => 200
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-02-24 21:59:47
    [dtCreationTimestamp] => 2019-02-24 21:59:47
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 202
    [idT1] => 202
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-02-25 21:38:39
    [dtCreationTimestamp] => 2019-02-25 21:38:39
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 204
    [idT1] => 204
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-02-28 19:32:19
    [dtCreationTimestamp] => 2019-02-28 19:32:19
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 206
    [idT1] => 206
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-03-01 22:13:31
    [dtCreationTimestamp] => 2019-03-01 22:13:31
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 208
    [idT1] => 208
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-03-03 00:42:48
    [dtCreationTimestamp] => 2019-03-03 00:42:48
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 209
    [idT1] => 209
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-03-05 14:06:06
    [dtCreationTimestamp] => 2019-03-05 14:06:06
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 210
    [idT1] => 210
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-03-05 14:06:06
    [dtCreationTimestamp] => 2019-03-05 14:06:06
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 212
    [idT1] => 212
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-03-10 07:19:01
    [dtCreationTimestamp] => 2019-03-10 07:19:01
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 213
    [idT1] => 213
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-03-19 11:09:32
    [dtCreationTimestamp] => 2019-03-19 11:09:32
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 214
    [idT1] => 214
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-03-19 11:09:32
    [dtCreationTimestamp] => 2019-03-19 11:09:32
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 215
    [idT1] => 215
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-03-19 11:09:37
    [dtCreationTimestamp] => 2019-03-19 11:09:37
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 216
    [idT1] => 216
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-03-19 11:09:37
    [dtCreationTimestamp] => 2019-03-19 11:09:37
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 217
    [idT1] => 217
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-03-21 14:56:13
    [dtCreationTimestamp] => 2019-03-21 14:56:13
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 218
    [idT1] => 218
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-03-21 14:56:13
    [dtCreationTimestamp] => 2019-03-21 14:56:13
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 219
    [idT1] => 219
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-03-21 22:34:59
    [dtCreationTimestamp] => 2019-03-21 22:34:59
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 220
    [idT1] => 220
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-03-21 22:34:59
    [dtCreationTimestamp] => 2019-03-21 22:34:59
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 222
    [idT1] => 222
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-03-26 12:18:06
    [dtCreationTimestamp] => 2019-03-26 12:18:06
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 224
    [idT1] => 224
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-03-27 08:40:37
    [dtCreationTimestamp] => 2019-03-27 08:40:37
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 226
    [idT1] => 226
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-03-27 08:43:48
    [dtCreationTimestamp] => 2019-03-27 08:43:48
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 228
    [idT1] => 228
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-03-27 10:41:49
    [dtCreationTimestamp] => 2019-03-27 10:41:49
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 230
    [idT1] => 230
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-03-27 13:41:46
    [dtCreationTimestamp] => 2019-03-27 13:41:46
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 231
    [idT1] => 231
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-04-02 06:42:09
    [dtCreationTimestamp] => 2019-04-02 06:42:09
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 232
    [idT1] => 232
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-04-02 06:42:09
    [dtCreationTimestamp] => 2019-04-02 06:42:09
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 233
    [idT1] => 233
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-04-03 01:20:12
    [dtCreationTimestamp] => 2019-04-03 01:20:12
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 234
    [idT1] => 234
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-04-03 01:20:12
    [dtCreationTimestamp] => 2019-04-03 01:20:12
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 236
    [idT1] => 236
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-04-05 08:03:29
    [dtCreationTimestamp] => 2019-04-05 08:03:29
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 237
    [idT1] => 237
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-04-10 03:38:07
    [dtCreationTimestamp] => 2019-04-10 03:38:07
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 238
    [idT1] => 238
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-04-10 03:38:07
    [dtCreationTimestamp] => 2019-04-10 03:38:07
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 240
    [idT1] => 240
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-04-13 21:37:38
    [dtCreationTimestamp] => 2019-04-13 21:37:38
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 241
    [idT1] => 241
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-04-20 20:14:30
    [dtCreationTimestamp] => 2019-04-20 20:14:30
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 242
    [idT1] => 242
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-04-20 20:14:30
    [dtCreationTimestamp] => 2019-04-20 20:14:30
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 243
    [idT1] => 243
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-04-22 01:23:52
    [dtCreationTimestamp] => 2019-04-22 01:23:52
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 244
    [idT1] => 244
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-04-22 01:23:52
    [dtCreationTimestamp] => 2019-04-22 01:23:52
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 245
    [idT1] => 245
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-04-29 08:46:12
    [dtCreationTimestamp] => 2019-04-29 08:46:12
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 246
    [idT1] => 246
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-04-29 08:46:12
    [dtCreationTimestamp] => 2019-04-29 08:46:12
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 247
    [idT1] => 247
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-05-04 08:20:19
    [dtCreationTimestamp] => 2019-05-04 08:20:19
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 248
    [idT1] => 248
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-05-04 08:20:19
    [dtCreationTimestamp] => 2019-05-04 08:20:19
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 250
    [idT1] => 250
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-05-06 13:24:29
    [dtCreationTimestamp] => 2019-05-06 13:24:29
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 252
    [idT1] => 252
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-05-11 17:09:01
    [dtCreationTimestamp] => 2019-05-11 17:09:01
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 254
    [idT1] => 254
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-05-15 01:42:30
    [dtCreationTimestamp] => 2019-05-15 01:42:30
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 255
    [idT1] => 255
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-05-16 05:10:20
    [dtCreationTimestamp] => 2019-05-16 05:10:20
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 256
    [idT1] => 256
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-05-16 05:10:20
    [dtCreationTimestamp] => 2019-05-16 05:10:20
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 258
    [idT1] => 258
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-05-16 07:40:29
    [dtCreationTimestamp] => 2019-05-16 07:40:29
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 260
    [idT1] => 260
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-05-17 11:47:25
    [dtCreationTimestamp] => 2019-05-17 11:47:25
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 262
    [idT1] => 262
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-05-19 12:37:23
    [dtCreationTimestamp] => 2019-05-19 12:37:23
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 264
    [idT1] => 264
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-05-22 21:22:43
    [dtCreationTimestamp] => 2019-05-22 21:22:43
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 266
    [idT1] => 266
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-05-27 04:23:04
    [dtCreationTimestamp] => 2019-05-27 04:23:04
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 267
    [idT1] => 267
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-06-04 22:40:03
    [dtCreationTimestamp] => 2019-06-04 22:40:03
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 268
    [idT1] => 268
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-06-04 22:40:03
    [dtCreationTimestamp] => 2019-06-04 22:40:03
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 269
    [idT1] => 269
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-06-06 09:58:48
    [dtCreationTimestamp] => 2019-06-06 09:58:48
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 270
    [idT1] => 270
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-06-06 09:58:48
    [dtCreationTimestamp] => 2019-06-06 09:58:48
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 271
    [idT1] => 271
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-06-11 05:26:12
    [dtCreationTimestamp] => 2019-06-11 05:26:12
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 272
    [idT1] => 272
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-06-11 05:26:12
    [dtCreationTimestamp] => 2019-06-11 05:26:12
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 274
    [idT1] => 274
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-06-13 14:08:03
    [dtCreationTimestamp] => 2019-06-13 14:08:03
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 276
    [idT1] => 276
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-06-19 03:12:56
    [dtCreationTimestamp] => 2019-06-19 03:12:56
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 278
    [idT1] => 278
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-06-25 23:20:52
    [dtCreationTimestamp] => 2019-06-25 23:20:52
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 279
    [idT1] => 279
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-07-06 04:04:06
    [dtCreationTimestamp] => 2019-07-06 04:04:06
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 280
    [idT1] => 280
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-07-06 04:04:06
    [dtCreationTimestamp] => 2019-07-06 04:04:06
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 282
    [idT1] => 282
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-07-11 05:36:21
    [dtCreationTimestamp] => 2019-07-11 05:36:21
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 284
    [idT1] => 284
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-07-12 17:18:51
    [dtCreationTimestamp] => 2019-07-12 17:18:51
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 286
    [idT1] => 286
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-07-15 00:30:36
    [dtCreationTimestamp] => 2019-07-15 00:30:36
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 288
    [idT1] => 288
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-07-15 00:32:35
    [dtCreationTimestamp] => 2019-07-15 00:32:35
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 290
    [idT1] => 290
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-07-15 00:35:09
    [dtCreationTimestamp] => 2019-07-15 00:35:09
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 292
    [idT1] => 292
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-07-15 00:47:14
    [dtCreationTimestamp] => 2019-07-15 00:47:14
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 294
    [idT1] => 294
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-07-15 00:52:10
    [dtCreationTimestamp] => 2019-07-15 00:52:10
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 295
    [idT1] => 295
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-07-15 00:54:58
    [dtCreationTimestamp] => 2019-07-15 00:54:58
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 296
    [idT1] => 296
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-07-15 00:54:58
    [dtCreationTimestamp] => 2019-07-15 00:54:58
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 298
    [idT1] => 298
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-07-20 02:05:44
    [dtCreationTimestamp] => 2019-07-20 02:05:44
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 300
    [idT1] => 300
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-07-23 11:06:02
    [dtCreationTimestamp] => 2019-07-23 11:06:02
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 301
    [idT1] => 301
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-07-24 01:46:25
    [dtCreationTimestamp] => 2019-07-24 01:46:25
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 302
    [idT1] => 302
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-07-24 01:46:25
    [dtCreationTimestamp] => 2019-07-24 01:46:25
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 304
    [idT1] => 304
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-07-27 12:11:51
    [dtCreationTimestamp] => 2019-07-27 12:11:51
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 306
    [idT1] => 306
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-07-28 19:02:35
    [dtCreationTimestamp] => 2019-07-28 19:02:35
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 308
    [idT1] => 308
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-07-30 19:20:50
    [dtCreationTimestamp] => 2019-07-30 19:20:50
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 310
    [idT1] => 310
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-08-01 04:56:17
    [dtCreationTimestamp] => 2019-08-01 04:56:17
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 311
    [idT1] => 311
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-08-08 08:57:57
    [dtCreationTimestamp] => 2019-08-08 08:57:57
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 312
    [idT1] => 312
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-08-08 08:57:57
    [dtCreationTimestamp] => 2019-08-08 08:57:57
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 313
    [idT1] => 313
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-08-08 19:02:18
    [dtCreationTimestamp] => 2019-08-08 19:02:18
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 314
    [idT1] => 314
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-08-08 19:02:18
    [dtCreationTimestamp] => 2019-08-08 19:02:18
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 315
    [idT1] => 315
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-08-10 10:39:56
    [dtCreationTimestamp] => 2019-08-10 10:39:56
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 316
    [idT1] => 316
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-08-10 10:39:56
    [dtCreationTimestamp] => 2019-08-10 10:39:56
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 317
    [idT1] => 317
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-08-11 10:11:42
    [dtCreationTimestamp] => 2019-08-11 10:11:42
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 318
    [idT1] => 318
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-08-11 10:11:42
    [dtCreationTimestamp] => 2019-08-11 10:11:42
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 320
    [idT1] => 320
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-08-13 05:12:15
    [dtCreationTimestamp] => 2019-08-13 05:12:15
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 322
    [idT1] => 322
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-08-15 08:17:06
    [dtCreationTimestamp] => 2019-08-15 08:17:06
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 324
    [idT1] => 324
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-08-16 22:39:32
    [dtCreationTimestamp] => 2019-08-16 22:39:32
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 326
    [idT1] => 326
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-08-19 18:47:49
    [dtCreationTimestamp] => 2019-08-19 18:47:49
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 328
    [idT1] => 328
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-08-25 13:33:43
    [dtCreationTimestamp] => 2019-08-25 13:33:43
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 330
    [idT1] => 330
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-09-01 11:08:12
    [dtCreationTimestamp] => 2019-09-01 11:08:12
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 332
    [idT1] => 332
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-09-02 08:25:43
    [dtCreationTimestamp] => 2019-09-02 08:25:43
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 334
    [idT1] => 334
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-09-04 15:13:32
    [dtCreationTimestamp] => 2019-09-04 15:13:32
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 336
    [idT1] => 336
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-09-06 15:35:29
    [dtCreationTimestamp] => 2019-09-06 15:35:29
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 338
    [idT1] => 338
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-09-10 20:45:37
    [dtCreationTimestamp] => 2019-09-10 20:45:37
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 340
    [idT1] => 340
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-09-14 01:05:24
    [dtCreationTimestamp] => 2019-09-14 01:05:24
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 342
    [idT1] => 342
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-09-19 08:12:16
    [dtCreationTimestamp] => 2019-09-19 08:12:16
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 344
    [idT1] => 344
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-09-20 18:54:58
    [dtCreationTimestamp] => 2019-09-20 18:54:58
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 346
    [idT1] => 346
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-09-23 16:40:09
    [dtCreationTimestamp] => 2019-09-23 16:40:09
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 348
    [idT1] => 348
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-09-26 12:58:01
    [dtCreationTimestamp] => 2019-09-26 12:58:01
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 350
    [idT1] => 350
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-10-03 07:02:10
    [dtCreationTimestamp] => 2019-10-03 07:02:10
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 352
    [idT1] => 352
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-10-05 01:53:36
    [dtCreationTimestamp] => 2019-10-05 01:53:36
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 354
    [idT1] => 354
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-10-10 23:24:26
    [dtCreationTimestamp] => 2019-10-10 23:24:26
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 356
    [idT1] => 356
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-10-11 13:29:26
    [dtCreationTimestamp] => 2019-10-11 13:29:26
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 357
    [idT1] => 357
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-10-12 13:06:10
    [dtCreationTimestamp] => 2019-10-12 13:06:10
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 358
    [idT1] => 358
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-10-12 13:06:10
    [dtCreationTimestamp] => 2019-10-12 13:06:10
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 360
    [idT1] => 360
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-10-12 13:17:05
    [dtCreationTimestamp] => 2019-10-12 13:17:05
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 362
    [idT1] => 362
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-10-12 18:13:34
    [dtCreationTimestamp] => 2019-10-12 18:13:34
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 364
    [idT1] => 364
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-10-13 01:06:57
    [dtCreationTimestamp] => 2019-10-13 01:06:57
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 366
    [idT1] => 366
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-10-13 05:17:44
    [dtCreationTimestamp] => 2019-10-13 05:17:44
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 368
    [idT1] => 368
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-10-17 15:17:04
    [dtCreationTimestamp] => 2019-10-17 15:17:04
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 369
    [idT1] => 369
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-10-21 10:46:37
    [dtCreationTimestamp] => 2019-10-21 10:46:37
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 370
    [idT1] => 370
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-10-21 10:46:37
    [dtCreationTimestamp] => 2019-10-21 10:46:37
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 371
    [idT1] => 371
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-10-23 14:39:46
    [dtCreationTimestamp] => 2019-10-23 14:39:46
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 372
    [idT1] => 372
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-10-23 14:39:46
    [dtCreationTimestamp] => 2019-10-23 14:39:46
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 374
    [idT1] => 374
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-10-27 02:22:38
    [dtCreationTimestamp] => 2019-10-27 02:22:38
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 376
    [idT1] => 376
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-10-28 20:38:05
    [dtCreationTimestamp] => 2019-10-28 20:38:05
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 378
    [idT1] => 378
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-10-30 15:27:40
    [dtCreationTimestamp] => 2019-10-30 15:27:40
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 380
    [idT1] => 380
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-10-31 18:58:01
    [dtCreationTimestamp] => 2019-10-31 18:58:01
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 381
    [idT1] => 381
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-11-03 01:43:12
    [dtCreationTimestamp] => 2019-11-03 01:43:12
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 382
    [idT1] => 382
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-11-03 01:43:12
    [dtCreationTimestamp] => 2019-11-03 01:43:12
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 384
    [idT1] => 384
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-11-05 16:49:53
    [dtCreationTimestamp] => 2019-11-05 16:49:53
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 386
    [idT1] => 386
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-11-06 18:57:39
    [dtCreationTimestamp] => 2019-11-06 18:57:39
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 387
    [idT1] => 387
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-11-08 11:17:22
    [dtCreationTimestamp] => 2019-11-08 11:17:22
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 388
    [idT1] => 388
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-11-08 11:17:22
    [dtCreationTimestamp] => 2019-11-08 11:17:22
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 390
    [idT1] => 390
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-11-15 17:22:54
    [dtCreationTimestamp] => 2019-11-15 17:22:54
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 392
    [idT1] => 392
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-12-02 23:52:01
    [dtCreationTimestamp] => 2019-12-02 23:52:01
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 394
    [idT1] => 394
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-12-10 02:06:03
    [dtCreationTimestamp] => 2019-12-10 02:06:03
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 396
    [idT1] => 396
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-12-14 08:44:44
    [dtCreationTimestamp] => 2019-12-14 08:44:44
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 398
    [idT1] => 398
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-12-15 21:10:03
    [dtCreationTimestamp] => 2019-12-15 21:10:03
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 400
    [idT1] => 400
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-12-17 18:07:05
    [dtCreationTimestamp] => 2019-12-17 18:07:05
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 402
    [idT1] => 402
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-12-18 16:25:17
    [dtCreationTimestamp] => 2019-12-18 16:25:17
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 404
    [idT1] => 404
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-12-29 16:31:14
    [dtCreationTimestamp] => 2019-12-29 16:31:14
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 405
    [idT1] => 405
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-12-31 18:31:30
    [dtCreationTimestamp] => 2019-12-31 18:31:30
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 406
    [idT1] => 406
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2019-12-31 18:31:30
    [dtCreationTimestamp] => 2019-12-31 18:31:30
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 408
    [idT1] => 408
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2020-01-03 03:53:05
    [dtCreationTimestamp] => 2020-01-03 03:53:05
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 410
    [idT1] => 410
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2020-01-08 10:29:38
    [dtCreationTimestamp] => 2020-01-08 10:29:38
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 412
    [idT1] => 412
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2020-01-09 18:08:41
    [dtCreationTimestamp] => 2020-01-09 18:08:41
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 413
    [idT1] => 413
    [1] => James
    [dtFirstName] => James
    [2] => Duck
    [dtLastName] => Duck
    [3] => 
    [dtBirthDate] => 
    [4] => 2020-01-22 22:27:13
    [dtCreationTimestamp] => 2020-01-22 22:27:13
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 414
    [idT1] => 414
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2020-01-22 22:27:13
    [dtCreationTimestamp] => 2020-01-22 22:27:13
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)
Array
(
    [0] => 416
    [idT1] => 416
    [1] => Linus
    [dtFirstName] => Linus
    [2] => Torvalds
    [dtLastName] => Torvalds
    [3] => 
    [dtBirthDate] => 
    [4] => 2020-01-23 09:16:56
    [dtCreationTimestamp] => 2020-01-23 09:16:56
    [5] => 
    [dtAverage] => 
    [6] => 
    [dtNumberOfGrades] => 
    [7] => 
    [dtModules] => 
)