Official speed |
52.71 wpm (61.01 seconds elapsed during race) |
Without ending ping |
52.98 wpm (308 ms delay sending score to TypeRacer’s server) |
Timerless |
53.18 wpm (234 ms elapsed before first character typed; 60.47 seconds elapsed during race) |
Timerless minus one |
52.98 wpm, ignoring the first character typed |
Race Start |
December 13, 2023 6:04:57pm UTC |
Race Finish |
December 13, 2023 6:05:58pm UTC |
Outcome |
No win (3 of 5) |
Opponents |
1. _priyanshu_ (59.58 wpm)
2. yraydhitya (53.62 wpm)
|
Accuracy |
92.5% |
Points |
35.14 |
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 hhaps the most successful deisciple of the Graham and Daodd aproproach was a canny imdmidwesnterner mnamed Wattrren Bufferttt, who is fotoften call d ed' "d "the sage of Omahea. " Buffet comt compiled a legaendary investment record, alloegaeld dly folliowing the approach of the firm-foundtaation theory. |
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Milliseconds |
234 |
198 |
109 |
93 |
51 |
306 |
154 |
355 |
66 |
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108 |
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80 |
137 |
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Milliseconds |
108 |
310 |
171 |
409 |
77 |
76 |
156 |
170 |
92 |
540 |
139 |
78 |
357 |
79 |
263 |
142 |
91 |
123 |
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464 |
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108 |
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19 |
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171 |
139 |
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295 |
62 |
92 |
94 |
124 |
62 |
63 |
76 |
341 |
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297 |
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141 |
94 |
307 |
186 |
605 |
32 |
372 |
139 |
124 |
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Milliseconds |
139 |
31 |
440 |
74 |
92 |
110 |
1037 |
30 |
124 |
49 |
107 |
125 |
44 |
342 |
122 |
125 |
74 |
78 |
232 |
14 |
123 |
433 |
0 |
0 |
186 |
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Milliseconds |
47 |
95 |
511 |
31 |
171 |
638 |
356 |
465 |
79 |
60 |
172 |
542 |
79 |
108 |
139 |
325 |
186 |
32 |
125 |
77 |
123 |
94 |
418 |
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107 |
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140 |
279 |
138 |
201 |
170 |
61 |
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296 |
234 |
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359 |
261 |
186 |
216 |
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Milliseconds |
138 |
34 |
105 |
201 |
31 |
154 |
400 |
0 |
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218 |
77 |
172 |
139 |
92 |
265 |
172 |
106 |
61 |
141 |
92 |
554 |
385 |
94 |
650 |
167 |
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Milliseconds |
526 |
124 |
108 |
852 |
140 |
108 |
188 |
632 |
356 |
509 |
108 |
232 |
558 |
108 |
0 |
527 |
123 |
63 |
65 |
92 |
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172 |
370 |
94 |
385 |
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203 |
78 |
451 |
78 |
338 |
61 |
185 |
140 |
337 |
266 |
139 |
246 |
432 |
199 |
153 |
63 |
109 |
123 |
76 |
77 |
78 |
636 |
172 |
155 |
170 |
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171 |
94 |
463 |
77 |
109 |
553 |
186 |
62 |
373 |
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124 |
153 |
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63 |
108 |
216 |
340 |
94 |
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247 |
47 |
136 |
125 |
108 |
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Milliseconds |
248 |
76 |
171 |
90 |
171 |
94 |
312 |
44 |
124 |
170 |
93 |
558 |
77 |
249 |
93 |
61 |
108 |
122 |
125 |
434 |
108 |
154 |
110 |
279 |
94 |
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g |
Milliseconds |
281 |
94 |
402 |
77 |
201 |
108 |
155 |
340 |
171 |
155 |
279 |
107 |
126 |
108 |
141 |
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94 |
155 |
122 |
477 |
77 |
202 |
123 |
124 |
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Milliseconds |
125 |
92 |
77 |
49 |
153 |
125 |
157 |
152 |
123 |
78 |
298 |
135 |
62 |
124 |
154 |
64 |
199 |
15 |
78 |
138 |
140 |
588 |
92 |
63 |
129 |
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Milliseconds |
243 |
311 |
91 |
93 |
30 |
108 |
201 |
110 |
310 |
140 |
129 |
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124 |
78 |
122 |
141 |
295 |
76 |
326 |
203 |
182 |
109 |
202 |
|
WPM Timing |
Seconds |
WPM |
1.22 |
29.5 |
2.44 |
78.67 |
3.66 |
78.67 |
4.88 |
71.3 |
6.1 |
66.87 |
7.32 |
70.48 |
8.54 |
74.46 |
9.76 |
72.53 |
10.98 |
67.75 |
12.2 |
64.9 |
13.42 |
61.69 |
14.64 |
65.56 |
15.86 |
63.54 |
17.08 |
61.11 |
18.3 |
59 |
19.52 |
57.77 |
20.74 |
59 |
21.96 |
57.91 |
23.18 |
57.97 |
24.41 |
56.55 |
25.63 |
57.6 |
26.85 |
57.66 |
28.07 |
56.87 |
29.29 |
54.5 |
30.51 |
52.71 |
31.73 |
50.68 |
32.95 |
49.53 |
34.17 |
49.17 |
35.39 |
50.19 |
36.61 |
50.15 |
37.83 |
49.17 |
39.05 |
49.17 |
40.27 |
48.57 |
41.49 |
48.01 |
42.71 |
48.05 |
43.93 |
48.9 |
45.15 |
49.44 |
46.37 |
50.2 |
47.59 |
50.43 |
48.81 |
51.14 |
50.03 |
50.37 |
51.25 |
49.4 |
52.47 |
50.08 |
53.69 |
50.29 |
54.91 |
51.14 |
56.13 |
52.38 |
57.35 |
52.31 |
58.57 |
52.24 |
59.79 |
52.78 |
61.01 |
52.71 |
|