Official speed |
42.74 wpm (75.25 seconds elapsed during race) |
Without ending ping |
42.85 wpm (186 ms delay sending score to TypeRacer’s server) |
Timerless |
42.86 wpm (28 ms elapsed before first character typed; 75.03 seconds elapsed during race) |
Timerless minus one |
42.70 wpm, ignoring the first character typed |
Race Start |
May 24, 2024 1:03:33pm UTC |
Race Finish |
May 24, 2024 1:04:48pm UTC |
Outcome |
No win (3 of 5) |
Accuracy |
92.7% |
Points |
28.49 |
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 |
Per haps the most succepssful disciple of the HGGreaham and doDodd aprproach was a canny midwesterner name d wWarren buBuffett m,, who is ofetten called " ththe sage of tOmaha . " bBuffett complieieled a legendary investment recodrd M<<<<, allaegedallyly folliwingoowing the appreaoadch of the firm- Fffoundation theory. |
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Milliseconds |
28 |
299 |
116 |
236 |
294 |
207 |
75 |
181 |
107 |
131 |
148 |
64 |
172 |
105 |
58 |
68 |
65 |
166 |
118 |
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89 |
163 |
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159 |
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Milliseconds |
399 |
70 |
153 |
245 |
132 |
186 |
102 |
235 |
235 |
81 |
190 |
121 |
304 |
475 |
142 |
138 |
112 |
53 |
111 |
141 |
40 |
189 |
134 |
500 |
0 |
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Milliseconds |
315 |
187 |
134 |
349 |
83 |
447 |
470 |
151 |
133 |
260 |
97 |
285 |
238 |
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127 |
141 |
84 |
336 |
151 |
67 |
496 |
80 |
168 |
220 |
151 |
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Milliseconds |
147 |
304 |
654 |
256 |
314 |
124 |
50 |
364 |
88 |
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82 |
202 |
145 |
134 |
169 |
128 |
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316 |
131 |
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158 |
219 |
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72 |
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Milliseconds |
299 |
351 |
166 |
193 |
548 |
121 |
275 |
64 |
499 |
519 |
174 |
45 |
131 |
78 |
99 |
570 |
234 |
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247 |
385 |
127 |
313 |
145 |
162 |
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Milliseconds |
141 |
142 |
277 |
265 |
318 |
149 |
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564 |
215 |
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181 |
212 |
165 |
226 |
430 |
196 |
0 |
373 |
167 |
164 |
264 |
436 |
178 |
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135 |
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Milliseconds |
91 |
76 |
123 |
326 |
100 |
171 |
63 |
435 |
151 |
71 |
24 |
128 |
100 |
348 |
60 |
52 |
130 |
51 |
172 |
115 |
682 |
163 |
223 |
25 |
334 |
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Milliseconds |
157 |
133 |
48 |
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115 |
230 |
42 |
316 |
327 |
249 |
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Milliseconds |
568 |
236 |
332 |
484 |
263 |
139 |
143 |
175 |
214 |
97 |
204 |
149 |
248 |
397 |
73 |
247 |
270 |
200 |
193 |
88 |
237 |
172 |
137 |
180 |
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439 |
133 |
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157 |
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86 |
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82 |
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283 |
184 |
137 |
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349 |
201 |
177 |
172 |
206 |
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Milliseconds |
251 |
0 |
217 |
711 |
36 |
168 |
76 |
182 |
458 |
68 |
177 |
114 |
388 |
252 |
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332 |
266 |
152 |
364 |
166 |
339 |
484 |
197 |
104 |
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Milliseconds |
726 |
106 |
118 |
58 |
783 |
132 |
150 |
380 |
375 |
219 |
163 |
503 |
465 |
179 |
426 |
180 |
203 |
216 |
222 |
312 |
449 |
93 |
200 |
136 |
207 |
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Milliseconds |
293 |
137 |
112 |
82 |
165 |
507 |
183 |
146 |
321 |
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185 |
104 |
220 |
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131 |
255 |
279 |
64 |
215 |
99 |
131 |
136 |
181 |
150 |
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Milliseconds |
90 |
113 |
355 |
149 |
124 |
20 |
137 |
446 |
192 |
131 |
160 |
124 |
117 |
172 |
229 |
41 |
218 |
100 |
153 |
115 |
116 |
256 |
380 |
329 |
515 |
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Milliseconds |
309 |
235 |
309 |
148 |
137 |
796 |
74 |
210 |
102 |
99 |
215 |
71 |
178 |
127 |
59 |
199 |
32 |
184 |
101 |
166 |
241 |
336 |
|
WPM Timing |
Seconds |
WPM |
1.5 |
47.84 |
3.01 |
79.74 |
4.51 |
69.11 |
6.02 |
67.78 |
7.52 |
70.17 |
9.03 |
61.13 |
10.53 |
56.96 |
12.04 |
54.82 |
13.54 |
54.93 |
15.05 |
51.03 |
16.55 |
52.92 |
18.06 |
55.82 |
19.56 |
53.98 |
21.07 |
52.97 |
22.57 |
53.16 |
24.08 |
52.33 |
25.58 |
50.66 |
27.09 |
50.5 |
28.59 |
48.26 |
30.1 |
49.04 |
31.6 |
48.98 |
33.11 |
49.66 |
34.61 |
48.88 |
36.12 |
49.5 |
37.62 |
49.12 |
39.13 |
47.54 |
40.63 |
46.37 |
42.14 |
46.99 |
43.64 |
46.47 |
45.15 |
45.98 |
46.65 |
47.33 |
48.16 |
47.59 |
49.66 |
48.08 |
51.17 |
47.61 |
52.67 |
46.25 |
54.18 |
44.96 |
55.68 |
44.83 |
57.19 |
44.28 |
58.69 |
43.35 |
60.2 |
42.66 |
61.7 |
42.59 |
63.21 |
41.58 |
64.71 |
41.72 |
66.22 |
42.23 |
67.72 |
42 |
69.23 |
42.82 |
70.73 |
42.41 |
72.24 |
41.7 |
73.74 |
42.15 |
75.25 |
42.74 |
|