Official speed |
29.18 wpm (110.21 seconds elapsed during race) |
Without ending ping |
29.22 wpm (141 ms delay sending score to TypeRacer’s server) |
Timerless |
29.40 wpm (671 ms elapsed before first character typed; 109.40 seconds elapsed during race) |
Timerless minus one |
29.29 wpm, ignoring the first character typed |
Race Start |
December 16, 2023 11:50:01am UTC |
Race Finish |
December 16, 2023 11:51:51am UTC |
Outcome |
No win (4 of 5) |
Opponents |
3. keshavraj (33.43 wpm)
|
Accuracy |
96.7% |
Points |
19.45 |
Text |
#748 (Length: 268 characters) Perhaps the most successful disciple of the Graham and Dodd approach was a canny midwesterner named Warren Buffett, who is often called "the sage of Omaha." Buffett compiled a legendary investment record, allegedly following the approach of the firm-foundation theory. |
Characters typed |
Perhaps the modt st successful sdidosisciple of the Graham and Doodd approach wwaas a canny midwesterner named Warren Buffett, whi o is often called '"the sage of Omaha." Buffett acompiled a legendary investment record, allegedly follolwing athe approach of the firm-foundation theory. |
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Milliseconds |
671 |
310 |
250 |
757 |
156 |
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274 |
206 |
442 |
113 |
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183 |
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189 |
222 |
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166 |
545 |
156 |
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Milliseconds |
843 |
182 |
799 |
237 |
144 |
813 |
164 |
229 |
199 |
625 |
89 |
71 |
656 |
177 |
132 |
246 |
333 |
271 |
233 |
187 |
772 |
74 |
827 |
60 |
197 |
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Milliseconds |
246 |
887 |
163 |
910 |
158 |
134 |
969 |
159 |
131 |
132 |
764 |
834 |
403 |
163 |
72 |
220 |
285 |
322 |
186 |
126 |
192 |
574 |
435 |
165 |
992 |
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Milliseconds |
219 |
191 |
175 |
339 |
549 |
137 |
133 |
144 |
264 |
391 |
163 |
237 |
1226 |
52 |
208 |
443 |
196 |
186 |
303 |
4348 |
200 |
219 |
605 |
174 |
128 |
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136 |
621 |
268 |
1336 |
255 |
813 |
781 |
159 |
289 |
453 |
199 |
332 |
673 |
128 |
188 |
229 |
688 |
72 |
167 |
139 |
348 |
188 |
745 |
266 |
318 |
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961 |
161 |
497 |
194 |
579 |
700 |
191 |
205 |
153 |
417 |
171 |
637 |
231 |
798 |
96 |
191 |
300 |
286 |
142 |
614 |
187 |
206 |
179 |
128 |
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Milliseconds |
232 |
223 |
92 |
329 |
199 |
279 |
175 |
192 |
119 |
281 |
462 |
220 |
1500 |
731 |
542 |
740 |
108 |
128 |
145 |
364 |
144 |
669 |
84 |
123 |
214 |
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Milliseconds |
98 |
161 |
972 |
913 |
195 |
1083 |
145 |
745 |
540 |
546 |
922 |
871 |
294 |
331 |
537 |
484 |
123 |
208 |
167 |
407 |
190 |
694 |
186 |
253 |
748 |
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184 |
157 |
720 |
121 |
353 |
45 |
495 |
101 |
544 |
126 |
165 |
162 |
172 |
695 |
186 |
233 |
713 |
163 |
385 |
220 |
241 |
318 |
172 |
110 |
180 |
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455 |
211 |
456 |
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312 |
127 |
238 |
310 |
941 |
208 |
353 |
572 |
164 |
175 |
289 |
149 |
738 |
242 |
265 |
412 |
1367 |
316 |
263 |
164 |
965 |
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Milliseconds |
9 |
1075 |
452 |
970 |
243 |
413 |
201 |
473 |
847 |
206 |
379 |
162 |
89 |
204 |
539 |
240 |
322 |
380 |
287 |
1244 |
267 |
300 |
606 |
130 |
377 |
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Milliseconds |
250 |
108 |
143 |
176 |
1059 |
118 |
159 |
227 |
624 |
421 |
98 |
170 |
220 |
576 |
147 |
340 |
426 |
194 |
344 |
203 |
155 |
188 |
131 |
173 |
226 |
Character |
y |
. |
Milliseconds |
541 |
401 |
|
WPM Timing |
Seconds |
WPM |
2.2 |
27.22 |
4.41 |
38.11 |
6.61 |
34.48 |
8.82 |
32.66 |
11.02 |
30.49 |
13.23 |
26.31 |
15.43 |
27.22 |
17.63 |
27.22 |
19.84 |
27.22 |
22.04 |
28.85 |
24.25 |
28.21 |
26.45 |
29.49 |
28.66 |
29.31 |
30.86 |
28 |
33.06 |
26.13 |
35.27 |
25.52 |
37.47 |
25.94 |
39.68 |
25.41 |
41.88 |
25.79 |
44.08 |
26.95 |
46.29 |
26.7 |
48.49 |
26.73 |
50.7 |
27.46 |
52.9 |
26.77 |
55.11 |
27 |
57.31 |
28.06 |
59.51 |
27.42 |
61.72 |
27.41 |
63.92 |
27.97 |
66.13 |
27.58 |
68.33 |
27.4 |
70.54 |
27.05 |
72.74 |
27.22 |
74.94 |
27.06 |
77.15 |
27.53 |
79.35 |
27.98 |
81.56 |
28.25 |
83.76 |
28.8 |
85.97 |
28.76 |
88.17 |
28.99 |
90.37 |
28.68 |
92.58 |
28.52 |
94.78 |
28.23 |
96.99 |
27.96 |
99.19 |
28.31 |
101.4 |
28.17 |
103.6 |
28.38 |
105.8 |
28.58 |
108.01 |
28.78 |
110.21 |
29.18 |
|