History of Dictionary Searches using Damerau-Levenshtein distance in T-SQL
Fuzzy-string Searches
(up to 100 most recent)
for
"weightiest"
Num | Started At (CA time) | Searched Word | Change Limit | Words Checked | Words Matched | Seconds | Words Per Sec |
259 | 2025-08-26 21:12:56 | weightiest | 1 | 67641 | 1 | 1.110 | 60937.8 |
258 | 2025-08-20 09:23:07 | weightiest | 1 | 67641 | 1 | 1.156 | 58513.0 |
257 | 2025-08-17 06:40:41 | weightiest | 1 | 67641 | 1 | 2.140 | 31607.9 |
256 | 2025-08-11 02:53:37 | weightiest | 1 | 67641 | 1 | 3.076 | 21989.9 |
255 | 2025-08-10 06:09:58 | weightiest | 1 | 67641 | 1 | 2.466 | 27429.4 |
254 | 2025-08-09 11:31:47 | weightiest | 1 | 67641 | 1 | 2.673 | 25305.3 |
253 | 2025-08-03 03:40:00 | weightiest | 1 | 67641 | 1 | 5.796 | 11670.3 |
252 | 2025-07-30 09:49:15 | weightiest | 1 | 67641 | 1 | 2.546 | 26567.6 |
251 | 2025-07-25 12:34:03 | weightiest | 1 | 67641 | 1 | 2.423 | 27916.2 |
250 | 2025-07-24 07:59:59 | weightiest | 1 | 67641 | 1 | 6.936 | 9752.2 |
249 | 2025-07-18 20:04:26 | weightiest | 1 | 67641 | 1 | 4.563 | 14823.8 |
248 | 2025-07-18 17:31:03 | weightiest | 1 | 67641 | 1 | 3.296 | 20522.1 |
247 | 2025-07-07 04:47:38 | weightiest | 1 | 67641 | 1 | 2.860 | 23650.7 |
246 | 2025-07-06 02:15:37 | weightiest | 1 | 67641 | 1 | 1.140 | 59334.2 |
245 | 2025-07-01 14:42:45 | weightiest | 1 | 67641 | 1 | 1.093 | 61885.6 |
244 | 2025-06-30 10:59:31 | weightiest | 1 | 67641 | 1 | 5.423 | 12473.0 |
243 | 2025-06-17 23:04:09 | weightiest | 1 | 67641 | 1 | 7.326 | 9233.0 |
242 | 2025-06-11 17:58:13 | weightiest | 1 | 67641 | 1 | 1.110 | 60937.8 |
241 | 2025-05-27 17:42:15 | weightiest | 1 | 67641 | 1 | 1.203 | 56226.9 |
240 | 2025-05-27 04:02:48 | weightiest | 1 | 67641 | 1 | 3.466 | 19515.6 |
239 | 2025-05-26 20:39:45 | weightiest | 1 | 67641 | 1 | 5.330 | 12690.6 |
238 | 2025-05-25 10:27:16 | weightiest | 1 | 67641 | 1 | 1.190 | 56841.2 |
237 | 2025-05-22 07:39:04 | weightiest | 1 | 67641 | 1 | 3.013 | 22449.7 |
236 | 2025-05-20 13:38:37 | weightiest | 3 | 140603 | 40 | 20.360 | 6905.8 |
235 | 2025-05-18 05:30:13 | weightiest | 1 | 67641 | 1 | 5.313 | 12731.2 |
234 | 2025-05-17 15:46:07 | weightiest | 2 | 108824 | 7 | 3.123 | 34846.0 |
233 | 2025-05-17 14:37:31 | weightiest | 3 | 140603 | 40 | 18.393 | 7644.4 |
232 | 2025-05-14 22:53:18 | weightiest | 1 | 67641 | 1 | 3.063 | 22083.3 |
231 | 2025-05-14 06:49:56 | weightiest | 1 | 67641 | 1 | 3.003 | 22524.5 |
230 | 2025-04-26 04:29:59 | weightiest | 3 | 140603 | 40 | 26.923 | 5222.4 |
229 | 2025-04-25 10:01:34 | weightiest | 1 | 67641 | 1 | 5.420 | 12479.9 |
228 | 2025-04-18 03:56:11 | weightiest | 1 | 67641 | 1 | 5.656 | 11959.2 |
227 | 2025-04-14 15:11:13 | weightiest | 3 | 140603 | 40 | 36.470 | 3855.3 |
226 | 2025-04-13 23:22:38 | weightiest | 1 | 67641 | 1 | 4.906 | 13787.4 |
225 | 2025-04-13 13:06:02 | weightiest | 2 | 108824 | 7 | 3.033 | 35880.0 |
224 | 2025-04-13 12:50:00 | weightiest | 3 | 140603 | 40 | 6.623 | 21229.5 |
223 | 2025-04-12 06:07:59 | weightiest | 1 | 67641 | 1 | 5.076 | 13325.7 |
222 | 2025-03-24 03:58:56 | weightiest | 1 | 67641 | 1 | 2.766 | 24454.4 |
221 | 2025-02-27 20:15:06 | weightiest | 2 | 108824 | 7 | 15.483 | 7028.6 |
220 | 2025-02-27 20:12:29 | weightiest | 1 | 67641 | 1 | 1.140 | 59334.2 |
219 | 2025-02-27 14:23:30 | weightiest | 3 | 140603 | 40 | 29.363 | 4788.4 |
218 | 2025-02-27 04:26:05 | weightiest | 3 | 140603 | 40 | 32.266 | 4357.6 |
217 | 2025-02-27 04:26:03 | weightiest | 3 | 140603 | 40 | 32.643 | 4307.3 |
216 | 2025-02-27 04:26:03 | weightiest | 2 | 108824 | 7 | 14.923 | 7292.4 |
215 | 2025-02-27 04:19:01 | weightiest | 1 | 67641 | 1 | 5.780 | 11702.6 |
214 | 2025-02-18 02:56:16 | weightiest | 1 | 67641 | 1 | 2.953 | 22905.9 |
213 | 2025-02-09 14:46:30 | weightiest | 1 | 67641 | 1 | 3.063 | 22083.3 |
212 | 2025-02-05 00:04:36 | weightiest | 2 | 108824 | 7 | 12.406 | 8771.9 |
211 | 2025-01-31 14:48:27 | weightiest | 3 | 140603 | 40 | 30.563 | 4600.4 |
210 | 2025-01-29 13:06:19 | weightiest | 3 | 140603 | 40 | 30.486 | 4612.1 |
209 | 2025-01-29 00:25:26 | weightiest | 4 | 161450 | 207 | 65.863 | 2451.3 |
208 | 2025-01-29 00:25:21 | weightiest | 3 | 140603 | 40 | 35.673 | 3941.4 |
207 | 2025-01-29 00:25:25 | weightiest | 2 | 108824 | 7 | 15.156 | 7180.3 |
206 | 2025-01-27 21:30:59 | weightiest | 1 | 67641 | 1 | 1.186 | 57032.9 |
205 | 2025-01-15 03:14:22 | weightiest | 1 | 67641 | 1 | 0.983 | 68810.8 |
204 | 2025-01-11 01:51:48 | weightiest | 1 | 67641 | 1 | 8.326 | 8124.1 |
203 | 2024-12-25 03:50:27 | weightiest | 4 | 161450 | 207 | 54.473 | 2963.9 |
202 | 2024-12-21 10:13:45 | weightiest | 1 | 67641 | 1 | 3.203 | 21118.0 |
201 | 2024-12-14 12:14:20 | weightiest | 4 | 161450 | 207 | 59.750 | 2702.1 |
200 | 2024-12-12 01:29:53 | weightiest | 4 | 161450 | 207 | 71.613 | 2254.5 |
199 | 2024-12-12 01:29:52 | weightiest | 2 | 108824 | 7 | 12.470 | 8726.9 |
198 | 2024-12-12 01:29:27 | weightiest | 1 | 67641 | 1 | 4.046 | 16718.0 |
197 | 2024-11-28 04:25:42 | weightiest | 2 | 108824 | 7 | 21.720 | 5010.3 |
196 | 2024-11-27 14:12:39 | weightiest | 1 | 67641 | 1 | 1.123 | 60232.4 |
195 | 2024-11-24 19:25:03 | weightiest | 3 | 140603 | 40 | 15.563 | 9034.4 |
194 | 2024-11-22 14:49:44 | weightiest | 3 | 140603 | 40 | 30.973 | 4539.5 |
193 | 2024-11-21 02:23:47 | weightiest | 3 | 140603 | 40 | 34.473 | 4078.6 |
192 | 2024-11-21 02:23:48 | weightiest | 3 | 140603 | 40 | 28.796 | 4882.7 |
191 | 2024-11-21 02:23:48 | weightiest | 2 | 108824 | 7 | 22.593 | 4816.7 |
190 | 2024-11-21 01:05:58 | weightiest | 1 | 67641 | 1 | 1.093 | 61885.6 |
189 | 2024-10-29 00:58:57 | weightiest | 3 | 140603 | 40 | 37.440 | 3755.4 |
188 | 2024-10-29 00:58:58 | weightiest | 2 | 108824 | 7 | 19.080 | 5703.6 |
187 | 2024-10-29 00:05:49 | weightiest | 1 | 67641 | 1 | 5.403 | 12519.2 |
186 | 2024-10-28 14:13:11 | weightiest | 1 | 67641 | 1 | 1.080 | 62630.6 |
185 | 2024-10-24 04:12:04 | weightiest | 3 | 140603 | 40 | 35.216 | 3992.6 |
184 | 2024-10-24 03:51:13 | weightiest | 3 | 140603 | 40 | 38.830 | 3621.0 |
183 | 2024-10-21 11:06:08 | weightiest | 3 | 140603 | 40 | 35.923 | 3914.0 |
182 | 2024-10-10 19:19:51 | weightiest | 1 | 67641 | 1 | 5.516 | 12262.7 |
181 | 2024-10-10 03:35:06 | weightiest | 3 | 140603 | 40 | 22.030 | 6382.3 |
180 | 2024-10-10 03:26:36 | weightiest | 1 | 67641 | 1 | 2.623 | 25787.6 |
179 | 2024-09-19 18:55:15 | weightiest | 2 | 108824 | 7 | 12.000 | 9068.7 |
178 | 2024-09-19 02:58:23 | weightiest | 3 | 140603 | 40 | 69.300 | 2028.9 |
177 | 2024-09-19 02:27:16 | weightiest | 3 | 140603 | 40 | 33.440 | 4204.6 |
176 | 2024-09-19 02:27:16 | weightiest | 2 | 108824 | 7 | 13.033 | 8349.9 |
175 | 2024-09-19 02:26:01 | weightiest | 1 | 67641 | 1 | 4.046 | 16718.0 |
174 | 2024-09-16 15:10:13 | weightiest | 1 | 67641 | 1 | 3.766 | 17961.0 |
173 | 2024-09-15 16:10:25 | weightiest | 3 | 140603 | 40 | 64.156 | 2191.6 |
172 | 2024-09-08 03:37:56 | weightiest | 1 | 67641 | 1 | 12.080 | 5599.4 |
171 | 2024-08-25 00:55:02 | weightiest | 3 | 140603 | 40 | 51.470 | 2731.7 |
170 | 2024-08-22 19:12:23 | weightiest | 3 | 140603 | 40 | 6.220 | 22605.0 |
169 | 2024-08-22 19:12:24 | weightiest | 2 | 108824 | 7 | 3.156 | 34481.6 |
168 | 2024-08-22 19:12:15 | weightiest | 1 | 67641 | 1 | 2.186 | 30942.8 |
167 | 2024-08-09 00:48:06 | weightiest | 4 | 161450 | 207 | 50.003 | 3228.8 |
166 | 2024-08-08 07:41:33 | weightiest | 1 | 67641 | 1 | 2.046 | 33060.1 |
165 | 2024-08-08 05:55:49 | weightiest | 1 | 67641 | 1 | 4.263 | 15867.0 |
164 | 2024-08-01 05:48:59 | weightiest | 2 | 108824 | 7 | 7.716 | 14103.7 |
163 | 2024-08-01 05:46:46 | weightiest | 1 | 67641 | 1 | 6.736 | 10041.7 |
162 | 2024-07-24 09:54:51 | weightiest | 4 | 161450 | 207 | 49.923 | 3234.0 |
161 | 2024-07-23 23:13:34 | weightiest | 4 | 161450 | 207 | 43.046 | 3750.6 |
160 | 2024-07-23 18:19:02 | weightiest | 4 | 161450 | 207 | 38.456 | 4198.3 |