En la siguiente tabla comparamos la suma de las 6 bolas salidas en los sorteos realizados de la primitiva con respecto a la suma de las 6 bolas de las 13.983.816 posibles combinaciones, indicando el nº de sorteos en que ha salido esa suma y el porcentaje que supone con respecto al total de sorteos, asi como el nº de apuestas que hay entre las 13.983.816 combinaciones con esa suma y el porcentaje que supone.
Pulse en los titulos para ordenar la tabla
3.903 Sorteos realizados | 13.983.816 combinaciones | ||||
---|---|---|---|---|---|
Suma Bolas | Nº Sorteos | % Sorteos | Suma Bolas | Nº Apuestas | % Apuestas |
1 | 0 | 0,000000% | 1 | 0 | 0,000000% |
2 | 0 | 0,000000% | 2 | 0 | 0,000000% |
3 | 0 | 0,000000% | 3 | 0 | 0,000000% |
4 | 0 | 0,000000% | 4 | 0 | 0,000000% |
5 | 0 | 0,000000% | 5 | 0 | 0,000000% |
6 | 0 | 0,000000% | 6 | 0 | 0,000000% |
7 | 0 | 0,000000% | 7 | 0 | 0,000000% |
8 | 0 | 0,000000% | 8 | 0 | 0,000000% |
9 | 0 | 0,000000% | 9 | 0 | 0,000000% |
10 | 0 | 0,000000% | 10 | 0 | 0,000000% |
11 | 0 | 0,000000% | 11 | 0 | 0,000000% |
12 | 0 | 0,000000% | 12 | 0 | 0,000000% |
13 | 0 | 0,000000% | 13 | 0 | 0,000000% |
14 | 0 | 0,000000% | 14 | 0 | 0,000000% |
15 | 0 | 0,000000% | 15 | 0 | 0,000000% |
16 | 0 | 0,000000% | 16 | 0 | 0,000000% |
17 | 0 | 0,000000% | 17 | 0 | 0,000000% |
18 | 0 | 0,000000% | 18 | 0 | 0,000000% |
19 | 0 | 0,000000% | 19 | 0 | 0,000000% |
20 | 0 | 0,000000% | 20 | 0 | 0,000000% |
21 | 0 | 0,000000% | 21 | 1 | 0,000007% |
22 | 0 | 0,000000% | 22 | 1 | 0,000007% |
23 | 0 | 0,000000% | 23 | 2 | 0,000014% |
24 | 0 | 0,000000% | 24 | 3 | 0,000021% |
25 | 0 | 0,000000% | 25 | 5 | 0,000036% |
26 | 0 | 0,000000% | 26 | 7 | 0,000050% |
27 | 0 | 0,000000% | 27 | 11 | 0,000079% |
28 | 0 | 0,000000% | 28 | 14 | 0,000100% |
29 | 0 | 0,000000% | 29 | 20 | 0,000143% |
30 | 0 | 0,000000% | 30 | 26 | 0,000186% |
31 | 0 | 0,000000% | 31 | 35 | 0,000250% |
32 | 0 | 0,000000% | 32 | 44 | 0,000315% |
33 | 0 | 0,000000% | 33 | 58 | 0,000415% |
34 | 0 | 0,000000% | 34 | 71 | 0,000508% |
35 | 0 | 0,000000% | 35 | 90 | 0,000644% |
36 | 0 | 0,000000% | 36 | 110 | 0,000787% |
37 | 0 | 0,000000% | 37 | 136 | 0,000973% |
38 | 0 | 0,000000% | 38 | 163 | 0,001166% |
39 | 0 | 0,000000% | 39 | 199 | 0,001423% |
40 | 0 | 0,000000% | 40 | 235 | 0,001681% |
41 | 0 | 0,000000% | 41 | 282 | 0,002017% |
42 | 0 | 0,000000% | 42 | 331 | 0,002367% |
43 | 0 | 0,000000% | 43 | 391 | 0,002796% |
44 | 0 | 0,000000% | 44 | 454 | 0,003247% |
45 | 0 | 0,000000% | 45 | 532 | 0,003804% |
46 | 0 | 0,000000% | 46 | 612 | 0,004376% |
47 | 1 | 0,025621% | 47 | 709 | 0,005070% |
48 | 2 | 0,051243% | 48 | 811 | 0,005800% |
49 | 0 | 0,000000% | 49 | 931 | 0,006658% |
50 | 1 | 0,025621% | 50 | 1.057 | 0,007559% |
51 | 0 | 0,000000% | 51 | 1.206 | 0,008624% |
52 | 0 | 0,000000% | 52 | 1.360 | 0,009726% |
53 | 1 | 0,025621% | 53 | 1.540 | 0,011013% |
54 | 0 | 0,000000% | 54 | 1.729 | 0,012364% |
55 | 0 | 0,000000% | 55 | 1.945 | 0,013909% |
56 | 1 | 0,025621% | 56 | 2.172 | 0,015532% |
57 | 0 | 0,000000% | 57 | 2.432 | 0,017392% |
58 | 0 | 0,000000% | 58 | 2.702 | 0,019322% |
59 | 1 | 0,025621% | 59 | 3.009 | 0,021518% |
60 | 0 | 0,000000% | 60 | 3.331 | 0,023820% |
61 | 2 | 0,051243% | 61 | 3.692 | 0,026402% |
62 | 2 | 0,051243% | 62 | 4.070 | 0,029105% |
63 | 2 | 0,051243% | 63 | 4.494 | 0,032137% |
64 | 3 | 0,076864% | 64 | 4.935 | 0,035291% |
65 | 3 | 0,076864% | 65 | 5.426 | 0,038802% |
66 | 2 | 0,051243% | 66 | 5.940 | 0,042478% |
67 | 3 | 0,076864% | 67 | 6.506 | 0,046525% |
68 | 0 | 0,000000% | 68 | 7.097 | 0,050752% |
69 | 2 | 0,051243% | 69 | 7.748 | 0,055407% |
70 | 3 | 0,076864% | 70 | 8.423 | 0,060234% |
71 | 5 | 0,128107% | 71 | 9.163 | 0,065526% |
72 | 3 | 0,076864% | 72 | 9.933 | 0,071032% |
73 | 2 | 0,051243% | 73 | 10.769 | 0,077010% |
74 | 3 | 0,076864% | 74 | 11.637 | 0,083218% |
75 | 5 | 0,128107% | 75 | 12.579 | 0,089954% |
76 | 5 | 0,128107% | 76 | 13.552 | 0,096912% |
77 | 5 | 0,128107% | 77 | 14.603 | 0,104428% |
78 | 5 | 0,128107% | 78 | 15.690 | 0,112201% |
79 | 3 | 0,076864% | 79 | 16.856 | 0,120539% |
80 | 7 | 0,179349% | 80 | 18.059 | 0,129142% |
81 | 5 | 0,128107% | 81 | 19.349 | 0,138367% |
82 | 6 | 0,153728% | 82 | 20.673 | 0,147835% |
83 | 4 | 0,102485% | 83 | 22.087 | 0,157947% |
84 | 6 | 0,153728% | 84 | 23.540 | 0,168337% |
85 | 5 | 0,128107% | 85 | 25.082 | 0,179364% |
86 | 6 | 0,153728% | 86 | 26.663 | 0,190670% |
87 | 5 | 0,128107% | 87 | 28.340 | 0,202663% |
88 | 15 | 0,384320% | 88 | 30.051 | 0,214898% |
89 | 5 | 0,128107% | 89 | 31.860 | 0,227835% |
90 | 10 | 0,256213% | 90 | 33.706 | 0,241036% |
91 | 11 | 0,281834% | 91 | 35.648 | 0,254923% |
92 | 13 | 0,333077% | 92 | 37.625 | 0,269061% |
93 | 16 | 0,409941% | 93 | 39.703 | 0,283921% |
94 | 11 | 0,281834% | 94 | 41.809 | 0,298981% |
95 | 14 | 0,358698% | 95 | 44.016 | 0,314764% |
96 | 15 | 0,384320% | 96 | 46.253 | 0,330761% |
97 | 9 | 0,230592% | 97 | 48.586 | 0,347445% |
98 | 7 | 0,179349% | 98 | 50.944 | 0,364307% |
99 | 21 | 0,538048% | 99 | 53.402 | 0,381884% |
100 | 8 | 0,204971% | 100 | 55.875 | 0,399569% |
101 | 13 | 0,333077% | 101 | 58.446 | 0,417955% |
102 | 9 | 0,230592% | 102 | 61.031 | 0,436440% |
103 | 18 | 0,461184% | 103 | 63.706 | 0,455569% |
104 | 24 | 0,614912% | 104 | 66.388 | 0,474749% |
105 | 18 | 0,461184% | 105 | 69.161 | 0,494579% |
106 | 21 | 0,538048% | 106 | 71.928 | 0,514366% |
107 | 29 | 0,743018% | 107 | 74.781 | 0,534768% |
108 | 14 | 0,358698% | 108 | 77.624 | 0,555099% |
109 | 22 | 0,563669% | 109 | 80.542 | 0,575966% |
110 | 25 | 0,640533% | 110 | 83.440 | 0,596690% |
111 | 27 | 0,691776% | 111 | 86.412 | 0,617943% |
112 | 18 | 0,461184% | 112 | 89.348 | 0,638939% |
113 | 29 | 0,743018% | 113 | 92.350 | 0,660406% |
114 | 32 | 0,819882% | 114 | 95.311 | 0,681581% |
115 | 29 | 0,743018% | 115 | 98.324 | 0,703127% |
116 | 31 | 0,794261% | 116 | 101.285 | 0,724302% |
117 | 18 | 0,461184% | 117 | 104.295 | 0,745826% |
118 | 32 | 0,819882% | 118 | 107.235 | 0,766851% |
119 | 27 | 0,691776% | 119 | 110.215 | 0,788161% |
120 | 43 | 1,101717% | 120 | 113.119 | 0,808928% |
121 | 34 | 0,871125% | 121 | 116.048 | 0,829874% |
122 | 29 | 0,743018% | 122 | 118.889 | 0,850190% |
123 | 34 | 0,871125% | 123 | 121.751 | 0,870656% |
124 | 29 | 0,743018% | 124 | 124.507 | 0,890365% |
125 | 36 | 0,922367% | 125 | 127.274 | 0,910152% |
126 | 41 | 1,050474% | 126 | 129.930 | 0,929146% |
127 | 35 | 0,896746% | 127 | 132.581 | 0,948103% |
128 | 39 | 0,999231% | 128 | 135.109 | 0,966181% |
129 | 40 | 1,024853% | 129 | 137.629 | 0,984202% |
130 | 37 | 0,947989% | 130 | 140.008 | 1,001215% |
131 | 29 | 0,743018% | 131 | 142.370 | 1,018106% |
132 | 39 | 0,999231% | 132 | 144.587 | 1,033960% |
133 | 33 | 0,845503% | 133 | 146.771 | 1,049578% |
134 | 46 | 1,178581% | 134 | 148.800 | 1,064087% |
135 | 44 | 1,127338% | 135 | 150.794 | 1,078347% |
136 | 53 | 1,357930% | 136 | 152.617 | 1,091383% |
137 | 38 | 0,973610% | 137 | 154.397 | 1,104112% |
138 | 34 | 0,871125% | 138 | 156.004 | 1,115604% |
139 | 37 | 0,947989% | 139 | 157.554 | 1,126688% |
140 | 47 | 1,204202% | 140 | 158.923 | 1,136478% |
141 | 41 | 1,050474% | 141 | 160.236 | 1,145867% |
142 | 56 | 1,434794% | 142 | 161.354 | 1,153862% |
143 | 37 | 0,947989% | 143 | 162.410 | 1,161414% |
144 | 41 | 1,050474% | 144 | 163.273 | 1,167585% |
145 | 39 | 0,999231% | 145 | 164.062 | 1,173228% |
146 | 62 | 1,588522% | 146 | 164.654 | 1,177461% |
147 | 49 | 1,255445% | 147 | 165.176 | 1,181194% |
148 | 54 | 1,383551% | 148 | 165.490 | 1,183439% |
149 | 54 | 1,383551% | 149 | 165.732 | 1,185170% |
150 | 50 | 1,281066% | 150 | 165.772 | 1,185456% |
151 | 45 | 1,152959% | 151 | 165.732 | 1,185170% |
152 | 45 | 1,152959% | 152 | 165.490 | 1,183439% |
153 | 43 | 1,101717% | 153 | 165.176 | 1,181194% |
154 | 52 | 1,332308% | 154 | 164.654 | 1,177461% |
155 | 39 | 0,999231% | 155 | 164.062 | 1,173228% |
156 | 42 | 1,076095% | 156 | 163.273 | 1,167585% |
157 | 57 | 1,460415% | 157 | 162.410 | 1,161414% |
158 | 52 | 1,332308% | 158 | 161.354 | 1,153862% |
159 | 52 | 1,332308% | 159 | 160.236 | 1,145867% |
160 | 39 | 0,999231% | 160 | 158.923 | 1,136478% |
161 | 32 | 0,819882% | 161 | 157.554 | 1,126688% |
162 | 48 | 1,229823% | 162 | 156.004 | 1,115604% |
163 | 44 | 1,127338% | 163 | 154.397 | 1,104112% |
164 | 36 | 0,922367% | 164 | 152.617 | 1,091383% |
165 | 37 | 0,947989% | 165 | 150.794 | 1,078347% |
166 | 42 | 1,076095% | 166 | 148.800 | 1,064087% |
167 | 30 | 0,768640% | 167 | 146.771 | 1,049578% |
168 | 39 | 0,999231% | 168 | 144.587 | 1,033960% |
169 | 44 | 1,127338% | 169 | 142.370 | 1,018106% |
170 | 41 | 1,050474% | 170 | 140.008 | 1,001215% |
171 | 46 | 1,178581% | 171 | 137.629 | 0,984202% |
172 | 35 | 0,896746% | 172 | 135.109 | 0,966181% |
173 | 29 | 0,743018% | 173 | 132.581 | 0,948103% |
174 | 30 | 0,768640% | 174 | 129.930 | 0,929146% |
175 | 32 | 0,819882% | 175 | 127.274 | 0,910152% |
176 | 33 | 0,845503% | 176 | 124.507 | 0,890365% |
177 | 38 | 0,973610% | 177 | 121.751 | 0,870656% |
178 | 32 | 0,819882% | 178 | 118.889 | 0,850190% |
179 | 37 | 0,947989% | 179 | 116.048 | 0,829874% |
180 | 39 | 0,999231% | 180 | 113.119 | 0,808928% |
181 | 27 | 0,691776% | 181 | 110.215 | 0,788161% |
182 | 34 | 0,871125% | 182 | 107.235 | 0,766851% |
183 | 23 | 0,589290% | 183 | 104.295 | 0,745826% |
184 | 19 | 0,486805% | 184 | 101.285 | 0,724302% |
185 | 25 | 0,640533% | 185 | 98.324 | 0,703127% |
186 | 30 | 0,768640% | 186 | 95.311 | 0,681581% |
187 | 27 | 0,691776% | 187 | 92.350 | 0,660406% |
188 | 28 | 0,717397% | 188 | 89.348 | 0,638939% |
189 | 20 | 0,512426% | 189 | 86.412 | 0,617943% |
190 | 29 | 0,743018% | 190 | 83.440 | 0,596690% |
191 | 20 | 0,512426% | 191 | 80.542 | 0,575966% |
192 | 32 | 0,819882% | 192 | 77.624 | 0,555099% |
193 | 19 | 0,486805% | 193 | 74.781 | 0,534768% |
194 | 20 | 0,512426% | 194 | 71.928 | 0,514366% |
195 | 26 | 0,666154% | 195 | 69.161 | 0,494579% |
196 | 17 | 0,435562% | 196 | 66.388 | 0,474749% |
197 | 11 | 0,281834% | 197 | 63.706 | 0,455569% |
198 | 18 | 0,461184% | 198 | 61.031 | 0,436440% |
199 | 17 | 0,435562% | 199 | 58.446 | 0,417955% |
200 | 15 | 0,384320% | 200 | 55.875 | 0,399569% |
201 | 18 | 0,461184% | 201 | 53.402 | 0,381884% |
202 | 17 | 0,435562% | 202 | 50.944 | 0,364307% |
203 | 12 | 0,307456% | 203 | 48.586 | 0,347445% |
204 | 13 | 0,333077% | 204 | 46.253 | 0,330761% |
205 | 22 | 0,563669% | 205 | 44.016 | 0,314764% |
206 | 8 | 0,204971% | 206 | 41.809 | 0,298981% |
207 | 15 | 0,384320% | 207 | 39.703 | 0,283921% |
208 | 5 | 0,128107% | 208 | 37.625 | 0,269061% |
209 | 11 | 0,281834% | 209 | 35.648 | 0,254923% |
210 | 12 | 0,307456% | 210 | 33.706 | 0,241036% |
211 | 11 | 0,281834% | 211 | 31.860 | 0,227835% |
212 | 11 | 0,281834% | 212 | 30.051 | 0,214898% |
213 | 9 | 0,230592% | 213 | 28.340 | 0,202663% |
214 | 7 | 0,179349% | 214 | 26.663 | 0,190670% |
215 | 6 | 0,153728% | 215 | 25.082 | 0,179364% |
216 | 6 | 0,153728% | 216 | 23.540 | 0,168337% |
217 | 8 | 0,204971% | 217 | 22.087 | 0,157947% |
218 | 5 | 0,128107% | 218 | 20.673 | 0,147835% |
219 | 5 | 0,128107% | 219 | 19.349 | 0,138367% |
220 | 2 | 0,051243% | 220 | 18.059 | 0,129142% |
221 | 6 | 0,153728% | 221 | 16.856 | 0,120539% |
222 | 6 | 0,153728% | 222 | 15.690 | 0,112201% |
223 | 3 | 0,076864% | 223 | 14.603 | 0,104428% |
224 | 3 | 0,076864% | 224 | 13.552 | 0,096912% |
225 | 5 | 0,128107% | 225 | 12.579 | 0,089954% |
226 | 1 | 0,025621% | 226 | 11.637 | 0,083218% |
227 | 4 | 0,102485% | 227 | 10.769 | 0,077010% |
228 | 1 | 0,025621% | 228 | 9.933 | 0,071032% |
229 | 3 | 0,076864% | 229 | 9.163 | 0,065526% |
230 | 5 | 0,128107% | 230 | 8.423 | 0,060234% |
231 | 1 | 0,025621% | 231 | 7.748 | 0,055407% |
232 | 3 | 0,076864% | 232 | 7.097 | 0,050752% |
233 | 1 | 0,025621% | 233 | 6.506 | 0,046525% |
234 | 1 | 0,025621% | 234 | 5.940 | 0,042478% |
235 | 0 | 0,000000% | 235 | 5.426 | 0,038802% |
236 | 0 | 0,000000% | 236 | 4.935 | 0,035291% |
237 | 2 | 0,051243% | 237 | 4.494 | 0,032137% |
238 | 1 | 0,025621% | 238 | 4.070 | 0,029105% |
239 | 0 | 0,000000% | 239 | 3.692 | 0,026402% |
240 | 1 | 0,025621% | 240 | 3.331 | 0,023820% |
241 | 1 | 0,025621% | 241 | 3.009 | 0,021518% |
242 | 2 | 0,051243% | 242 | 2.702 | 0,019322% |
243 | 1 | 0,025621% | 243 | 2.432 | 0,017392% |
244 | 1 | 0,025621% | 244 | 2.172 | 0,015532% |
245 | 0 | 0,000000% | 245 | 1.945 | 0,013909% |
246 | 0 | 0,000000% | 246 | 1.729 | 0,012364% |
247 | 0 | 0,000000% | 247 | 1.540 | 0,011013% |
248 | 0 | 0,000000% | 248 | 1.360 | 0,009726% |
249 | 0 | 0,000000% | 249 | 1.206 | 0,008624% |
250 | 0 | 0,000000% | 250 | 1.057 | 0,007559% |
251 | 0 | 0,000000% | 251 | 931 | 0,006658% |
252 | 0 | 0,000000% | 252 | 811 | 0,005800% |
253 | 0 | 0,000000% | 253 | 709 | 0,005070% |
254 | 0 | 0,000000% | 254 | 612 | 0,004376% |
255 | 0 | 0,000000% | 255 | 532 | 0,003804% |
256 | 0 | 0,000000% | 256 | 454 | 0,003247% |
257 | 0 | 0,000000% | 257 | 391 | 0,002796% |
258 | 0 | 0,000000% | 258 | 331 | 0,002367% |
259 | 0 | 0,000000% | 259 | 282 | 0,002017% |
260 | 1 | 0,025621% | 260 | 235 | 0,001681% |
261 | 0 | 0,000000% | 261 | 199 | 0,001423% |
262 | 0 | 0,000000% | 262 | 163 | 0,001166% |
263 | 0 | 0,000000% | 263 | 136 | 0,000973% |
264 | 0 | 0,000000% | 264 | 110 | 0,000787% |
265 | 0 | 0,000000% | 265 | 90 | 0,000644% |
266 | 0 | 0,000000% | 266 | 71 | 0,000508% |
267 | 0 | 0,000000% | 267 | 58 | 0,000415% |
268 | 0 | 0,000000% | 268 | 44 | 0,000315% |
269 | 0 | 0,000000% | 269 | 35 | 0,000250% |
270 | 0 | 0,000000% | 270 | 26 | 0,000186% |
271 | 0 | 0,000000% | 271 | 20 | 0,000143% |
272 | 0 | 0,000000% | 272 | 14 | 0,000100% |
273 | 0 | 0,000000% | 273 | 11 | 0,000079% |
274 | 0 | 0,000000% | 274 | 7 | 0,000050% |
275 | 0 | 0,000000% | 275 | 5 | 0,000036% |
276 | 0 | 0,000000% | 276 | 3 | 0,000021% |
277 | 0 | 0,000000% | 277 | 3 | 0,000021% |
278 | 0 | 0,000000% | 278 | 1 | 0,000007% |
279 | 0 | 0,000000% | 279 | 1 | 0,000007% |