Official speed |
60.59 wpm (85.36 seconds elapsed during race) |
Without ending ping |
60.82 wpm (326 ms delay sending score to TypeRacer’s server) |
Timerless |
61.07 wpm (341 ms elapsed before first character typed; 84.69 seconds elapsed during race) |
Timerless minus one |
60.93 wpm, ignoring the first character typed |
Race Start |
December 8, 2023 2:08:31pm UTC |
Race Finish |
December 8, 2023 2:09:56pm UTC |
Outcome |
No win (4 of 4) |
Opponents |
1. captaincapitalism (92.52 wpm)
2. jigglyjd (88.22 wpm)
3. unknownuser_ (79.78 wpm)
|
Accuracy |
94.6% |
Points |
70.69 |
Text |
#4940061 (Length: 431 characters) The full beauty of the subject of generating functions emerges only from tuning in on both channels: the discrete and the continuous. See how they make the solution of difference equations into child's play. Then see how the theory of functions of a complex variable gives, virtually by inspection, the approximate size of the solution. The interplay between the two channels is vitally important for the appreciation of the music. |
Characters typed |
The full beaityuty of the subject od f egegenerating cf=ffunctui9onions emrgererges only from tuning in ohn on both channels: the discrete and the conitiunnuous. seeSee how they make the soliution of diuffference equations ointo child';s s play. Then see how the theory of functuonionso f of a comlplex varuabliable gives, cuvuirtually by einepspection, the approximate size of the solutuoituiion. The interplay between the two channels is viutally important for the appreciataion of the musiuc. |
Timing |
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Milliseconds |
341 |
120 |
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132 |
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101 |
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Milliseconds |
92 |
77 |
8 |
146 |
154 |
116 |
142 |
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67 |
177 |
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98 |
118 |
136 |
58 |
409 |
115 |
182 |
58 |
223 |
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78 |
257 |
0 |
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Milliseconds |
173 |
61 |
89 |
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74 |
119 |
111 |
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142 |
90 |
18 |
501 |
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160 |
502 |
0 |
273 |
154 |
146 |
102 |
207 |
26 |
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186 |
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58 |
309 |
127 |
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44 |
57 |
131 |
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442 |
65 |
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266 |
83 |
191 |
73 |
101 |
93 |
124 |
131 |
85 |
324 |
178 |
54 |
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63 |
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458 |
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340 |
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251 |
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Milliseconds |
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170 |
87 |
71 |
108 |
344 |
138 |
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188 |
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57 |
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72 |
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75 |
64 |
137 |
103 |
77 |
110 |
205 |
93 |
107 |
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Milliseconds |
195 |
316 |
127 |
131 |
0 |
78 |
520 |
137 |
326 |
172 |
187 |
218 |
127 |
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108 |
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198 |
136 |
327 |
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474 |
220 |
187 |
10 |
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Milliseconds |
625 |
41 |
81 |
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97 |
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96 |
112 |
76 |
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43 |
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70 |
215 |
165 |
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495 |
281 |
111 |
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120 |
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138 |
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59 |
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332 |
189 |
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139 |
231 |
193 |
147 |
106 |
49 |
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152 |
362 |
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88 |
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173 |
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3 |
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288 |
147 |
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Milliseconds |
296 |
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319 |
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263 |
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389 |
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282 |
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Milliseconds |
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0 |
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282 |
236 |
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121 |
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Milliseconds |
130 |
360 |
134 |
21 |
479 |
109 |
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71 |
167 |
108 |
15 |
143 |
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172 |
150 |
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158 |
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Milliseconds |
44 |
84 |
73 |
90 |
219 |
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122 |
119 |
53 |
191 |
139 |
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104 |
415 |
238 |
145 |
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107 |
82 |
138 |
67 |
100 |
87 |
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Milliseconds |
123 |
211 |
172 |
73 |
523 |
13 |
385 |
149 |
176 |
|
WPM Timing |
Seconds |
WPM |
1.71 |
84.35 |
3.41 |
52.72 |
5.12 |
67.95 |
6.83 |
59.75 |
8.54 |
63.26 |
10.24 |
52.72 |
11.95 |
50.21 |
13.66 |
50.08 |
15.36 |
48.42 |
17.07 |
53.42 |
18.78 |
53.68 |
20.49 |
56.23 |
22.19 |
57.85 |
23.9 |
61.25 |
25.61 |
59.51 |
27.32 |
58.87 |
29.02 |
57.06 |
30.73 |
58.97 |
32.44 |
58.82 |
34.14 |
59.75 |
35.85 |
60.25 |
37.56 |
60.39 |
39.27 |
61.12 |
40.97 |
59.45 |
42.68 |
60.45 |
44.39 |
62.99 |
46.09 |
62.48 |
47.8 |
61.25 |
49.51 |
60.59 |
51.22 |
60.22 |
52.92 |
59.18 |
54.63 |
58.43 |
56.34 |
58.36 |
58.05 |
57.27 |
59.75 |
57.64 |
61.46 |
56.43 |
63.17 |
56.99 |
64.87 |
57.71 |
66.58 |
58.76 |
68.29 |
58.17 |
70 |
56.92 |
71.7 |
57.07 |
73.41 |
58.03 |
75.12 |
58.79 |
76.82 |
59.36 |
78.53 |
59.44 |
80.24 |
60.57 |
81.95 |
60.63 |
83.65 |
61.11 |
85.36 |
60.59 |
|