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| Memorization time | 1m 37.4s |
| Recall Time | 6.37s |
| Average Per Digit | 0.49 sec. |
| Average per element | 0.97 sec. |
| Elements | 100 |
| Digit | 200 |
| Right Answers | 0 (0%) |
| Element Type | 2-digit |
| Min. time | 0.685 |
| Max. time | 2.614 |
| Errors | 200 (100%) |
0.49 sec.
Average per element
0 of 200
Right Answers
200 (100%)
Errors
General information
| # | Time, sec. | Answers | Faithful |
|---|---|---|---|
| 1 |
0.873
|
-- | 16 |
| 2 |
0.812
|
-- | 23 |
| 3 |
1.485
|
-- | 28 |
| 4 |
1.018
|
-- | 21 |
| 5 |
1.242
|
-- | 17 |
| 6 |
0.807
|
-- | 22 |
| 7 |
0.835
|
-- | 08 |
| 8 |
0.842
|
-- | 29 |
| 9 |
1.024
|
-- | 12 |
| 10 |
2.614
|
-- | 26 |
| 11 |
0.882
|
-- | 05 |
| 12 |
0.854
|
-- | 14 |
| 13 |
1.087
|
-- | 25 |
| 14 |
0.743
|
-- | 03 |
| 15 |
0.749
|
-- | 10 |
| 16 |
1.423
|
-- | 04 |
| 17 |
1.171
|
-- | 24 |
| 18 |
0.685
|
-- | 11 |
| 19 |
1.391
|
-- | 19 |
| 20 |
1.288
|
-- | 07 |
| 21 |
1.003
|
-- | 01 |
| 22 |
0.885
|
-- | 18 |
| 23 |
1.134
|
-- | 27 |
| 24 |
0.775
|
-- | 30 |
| 25 |
1.388
|
-- | 06 |
| 26 |
0.983
|
-- | 09 |
| 27 |
0.909
|
-- | 20 |
| 28 |
1.133
|
-- | 13 |
| 29 |
0.97
|
-- | 02 |
| 30 |
1.538
|
-- | 15 |
| 31 |
0.826
|
-- | 10 |
| 32 |
1.131
|
-- | 21 |
| 33 |
1.054
|
-- | 28 |
| 34 |
0.732
|
-- | 11 |
| 35 |
0.806
|
-- | 30 |
| 36 |
0.942
|
-- | 08 |
| 37 |
0.918
|
-- | 01 |
| 38 |
0.816
|
-- | 09 |
| 39 |
0.805
|
-- | 22 |
| 40 |
0.815
|
-- | 23 |
| 41 |
0.823
|
-- | 14 |
| 42 |
0.823
|
-- | 16 |
| 43 |
1.085
|
-- | 18 |
| 44 |
1.639
|
-- | 19 |
| 45 |
1.108
|
-- | 27 |
| 46 |
0.986
|
-- | 12 |
| 47 |
0.879
|
-- | 25 |
| 48 |
0.76
|
-- | 17 |
| 49 |
0.901
|
-- | 04 |
| 50 |
0.93
|
-- | 26 |
| 51 |
0.845
|
-- | 20 |
| 52 |
0.938
|
-- | 06 |
| 53 |
0.931
|
-- | 05 |
| 54 |
0.907
|
-- | 03 |
| 55 |
0.891
|
-- | 07 |
| 56 |
0.851
|
-- | 29 |
| 57 |
1.021
|
-- | 24 |
| 58 |
1.018
|
-- | 13 |
| 59 |
0.866
|
-- | 15 |
| 60 |
0.871
|
-- | 02 |
| 61 |
0.973
|
-- | 19 |
| 62 |
1.106
|
-- | 13 |
| 63 |
0.966
|
-- | 29 |
| 64 |
1.04
|
-- | 27 |
| 65 |
0.901
|
-- | 02 |
| 66 |
0.867
|
-- | 12 |
| 67 |
0.805
|
-- | 11 |
| 68 |
0.821
|
-- | 03 |
| 69 |
0.837
|
-- | 28 |
| 70 |
1.127
|
-- | 15 |
| 71 |
0.949
|
-- | 08 |
| 72 |
1.098
|
-- | 26 |
| 73 |
1.088
|
-- | 16 |
| 74 |
0.791
|
-- | 05 |
| 75 |
0.849
|
-- | 30 |
| 76 |
0.805
|
-- | 14 |
| 77 |
0.851
|
-- | 23 |
| 78 |
0.872
|
-- | 06 |
| 79 |
1.022
|
-- | 21 |
| 80 |
0.902
|
-- | 07 |
| 81 |
0.953
|
-- | 25 |
| 82 |
1.016
|
-- | 17 |
| 83 |
0.785
|
-- | 22 |
| 84 |
0.994
|
-- | 09 |
| 85 |
0.717
|
-- | 10 |
| 86 |
1.04
|
-- | 18 |
| 87 |
1.03
|
-- | 04 |
| 88 |
1.005
|
-- | 24 |
| 89 |
0.801
|
-- | 20 |
| 90 |
0.778
|
-- | 01 |
| 91 |
0.898
|
-- | 28 |
| 92 |
1.005
|
-- | 02 |
| 93 |
0.849
|
-- | 21 |
| 94 |
1.038
|
-- | 24 |
| 95 |
0.788
|
-- | 08 |
| 96 |
0.871
|
-- | 26 |
| 97 |
1.021
|
-- | 09 |
| 98 |
0.924
|
-- | 27 |
| 99 |
0.815
|
-- | 13 |
| 100 |
0.942
|
-- | 18 |