Mega Millions | Results for Apr 14 | 17 21 24 57 69 (rollover!)
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Statistics for Mega Millions
Statistics of real draws
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Mega Millions statistics only consider draws carried out since April 8, 2025, when the rules/matrix changed (range of white balls and mega balls).
Mega Millions (until the draw 3016 on Apr 14, 2026)

Sum of drawn numbers

Total occurrences of the sum of drawn numbers
Sum
Actual frequency
Expected frequency
78
1
79
1
80
0
81
0
82
0
83
0
84
0
85
0
86
0
87
0
88
0
89
1
90
0
91
0
92
0
93
0
94
0
95
1
96
0
97
0
98
0
99
0
100
0
101
0
102
0
103
0
104
0
105
0
106
0
107
0
108
0
109
0
110
0
111
0
112
1
113
1
114
0
115
0
116
1
117
0
118
2
119
0
120
1
121
1
122
0
123
1
124
0
125
0
126
0
127
1
128
0
129
0
130
0
131
0
132
2
133
1
134
1
135
0
136
0
137
1
138
0
139
2
140
1
141
1
142
0
143
0
144
1
145
0
146
1
147
0
148
3
149
1
150
1
151
3
152
0
153
0
154
1
155
0
156
1
157
0
158
1
159
0
160
1
161
2
162
1
163
3
164
1
165
1
166
1
167
3
168
1
169
0
170
1
171
2
172
0
173
1
174
0
175
0
176
1
177
2
178
3
179
1
180
1
181
1
182
0
183
1
184
1
185
0
186
2
187
1
188
2
189
0
190
2
191
1
192
0
193
0
194
1
195
1
196
0
197
3
198
2
199
1
200
3
201
0
202
0
203
0
204
1
205
1
206
0
207
1
208
0
209
0
210
0
211
1
212
1
213
0
214
1
215
0
216
0
217
0
218
0
219
0
220
0
221
1
222
0
223
2
224
1
225
0
226
1
227
1
228
0
229
0
230
2
231
1
232
1
233
1
234
0
235
0
236
0
237
0
238
0
239
0
240
1
241
0
242
2
243
0
244
0
245
0
246
0
247
0
248
0
249
0
250
1
251
0
252
0
253
0
254
0
255
0
256
0
257
1
258
0
259
0
260
0
261
0
262
0
263
0
264
0
265
0
266
0
267
0
268
0
269
1
270
1
Sum
of drawn nos.
Actual
occurrences
Expected
occurrences
Last
draw
Longest
interval
Current
interval
Average
interval
78
1
0
2913
2913
103
4.00
79
1
0
2945
2945
71
36.00
80
0
0
0.00
81
0
0
0.00
82
0
0
0.00
83
0
0
0.00
84
0
0
0.00
85
0
0
0.00
86
0
0
0.00
87
0
0
0.00
88
0
0
0.00
89
1
0
2973
2973
43
64.00
90
0
0
0.00
91
0
0
0.00
92
0
0
0.00
93
0
0
0.00
94
0
0
0.00
95
1
0
2974
2974
42
65.00
96
0
0
0.00
97
0
0
0.00
98
0
0
0.00
99
0
0
0.00
100
0
0
0.00
101
0
0
0.00
102
0
0
0.00
103
0
0
0.00
104
0
0
0.00
105
0
0
0.00
106
0
0
0.00
107
0
0
0.00
108
0
0
0.00
109
0
0
0.00
110
0
0
0.00
111
0
0
0.00
112
1
0
3014
3014
2
105.00
113
1
0
2977
2977
39
68.00
114
0
0
0.00
115
0
0
0.00
116
1
0
2912
2912
104
3.00
117
0
0
0.00
118
2
0
2938
2928
78
14.50
119
0
0
0.00
120
1
0
2975
2975
41
66.00
121
1
0
3008
3008
8
99.00
122
0
0
0.00
123
1
0
2932
2932
84
23.00
124
0
0
0.00
125
0
0
0.00
126
0
0
0.00
127
1
0
2929
2929
87
20.00
128
0
0
0.00
129
0
0
0.00
130
0
0
0.00
131
0
0
0.00
132
2
0
2996
2963
20
43.50
133
1
0
3005
3005
11
96.00
134
1
0
2959
2959
57
50.00
135
0
0
0.00
136
0
0
0.00
137
1
0
2983
2983
33
74.00
138
0
0
0.00
139
2
0
2960
2919
56
25.50
140
1
0
2966
2966
50
57.00
141
1
0
2956
2956
60
47.00
142
0
0
0.00
143
0
0
0.00
144
1
0
2935
2935
81
26.00
145
0
0
0.00
146
1
0
2937
2937
79
28.00
147
0
0
0.00
148
3
0
3015
2976
1
35.33
149
1
0
2970
2970
46
61.00
150
1
0
2926
2926
90
17.00
151
3
0
2972
2947
44
21.00
152
0
0
0.00
153
0
0
0.00
154
1
0
2936
2936
80
27.00
155
0
0
0.00
156
1
0
3007
3007
9
98.00
157
0
0
0.00
158
1
0
2950
2950
66
41.00
159
0
0
0.00
160
1
0
2933
2933
83
24.00
161
2
0
2965
2941
51
28.00
162
1
0
2955
2955
61
46.00
163
3
0
2952
2925
64
14.33
164
1
0
2998
2998
18
89.00
165
1
0
2951
2951
65
42.00
166
1
0
2991
2991
25
82.00
167
3
0
3006
2967
10
32.33
168
1
0
2968
2968
48
59.00
169
0
0
0.00
170
1
0
2948
2948
68
39.00
171
2
0
3011
2934
5
51.00
172
0
0
0.00
173
1
0
2997
2997
19
88.00
174
0
0
0.00
175
0
0
0.00
176
1
0
2953
2953
63
44.00
177
2
0
2962
2943
54
26.50
178
3
0
3003
2924
13
31.33
179
1
0
2930
2930
86
21.00
180
1
0
2918
2918
98
9.00
181
1
0
2978
2978
38
69.00
182
0
0
0.00
183
1
0
2920
2920
96
11.00
184
1
0
2994
2994
22
85.00
185
0
0
0.00
186
2
0
2985
2961
31
38.00
187
1
0
2995
2995
21
86.00
188
2
0
3016
2923
0
53.50
189
0
0
0.00
190
2
0
2958
2949
58
24.50
191
1
0
3010
3010
6
101.00
192
0
0
0.00
193
0
0
0.00
194
1
0
2921
2921
95
12.00
195
1
0
2984
2984
32
75.00
196
0
0
0.00
197
3
0
3004
2910
12
31.67
198
2
0
3002
2964
14
46.50
199
1
0
3000
3000
16
91.00
200
3
0
3009
2917
7
33.33
201
0
0
0.00
202
0
0
0.00
203
0
0
0.00
204
1
0
2911
2911
105
2.00
205
1
0
2944
2944
72
35.00
206
0
0
0.00
207
1
0
2980
2980
36
71.00
208
0
0
0.00
209
0
0
0.00
210
0
0
0.00
211
1
0
2942
2942
74
33.00
212
1
0
2969
2969
47
60.00
213
0
0
0.00
214
1
0
2982
2982
34
73.00
215
0
0
0.00
216
0
0
0.00
217
0
0
0.00
218
0
0
0.00
219
0
0
0.00
220
0
0
0.00
221
1
0
2988
2988
28
79.00
222
0
0
0.00
223
2
0
3012
2927
4
51.50
224
1
0
3001
3001
15
92.00
225
0
0
0.00
226
1
0
2939
2939
77
30.00
227
1
0
2979
2979
37
70.00
228
0
0
0.00
229
0
0
0.00
230
2
0
2954
2914
62
22.50
231
1
0
2992
2992
24
83.00
232
1
0
2981
2981
35
72.00
233
1
0
2940
2940
76
31.00
234
0
0
0.00
235
0
0
0.00
236
0
0
0.00
237
0
0
0.00
238
0
0
0.00
239
0
0
0.00
240
1
0
2993
2993
23
84.00
241
0
0
0.00
242
2
0
2990
2986
26
40.50
243
0
0
0.00
244
0
0
0.00
245
0
0
0.00
246
0
0
0.00
247
0
0
0.00
248
0
0
0.00
249
0
0
0.00
250
1
0
2999
2999
17
90.00
251
0
0
0.00
252
0
0
0.00
253
0
0
0.00
254
0
0
0.00
255
0
0
0.00
256
0
0
0.00
257
1
0
2931
2931
85
22.00
258
0
0
0.00
259
0
0
0.00
260
0
0
0.00
261
0
0
0.00
262
0
0
0.00
263
0
0
0.00
264
0
0
0.00
265
0
0
0.00
266
0
0
0.00
267
0
0
0.00
268
0
0
0.00
269
1
0
3013
3013
3
104.00
270
1
0
2915
2915
101
6.00
  • The table shows data on the occurrences of determined sum of drawn numbers, considering all draws of mega millions (with the current matrix).
  • Actual occurrences are the real total occurrences of determined sum of drawn numbers.
  • Expected occurrences are the expected occurrences of determined sum of drawn numbers according to mathematical probability.
  • Last draw is the most recent draw in which the referred sum of drawn numbers occurred.
  • Longest interval is the longest gap between draws in which the referred sum of drawn numbers occurred.
  • Current interval is the current interval since the last draw in which the referred sum of drawn numbers occurred.
  • Average interval is the general average of draws in which the referred sum of drawn numbers occurred (since tha last draw in which the referred sum of drawn numbers occurred).
  • The actual and expected occurrences tend to get closer to each other the largest the sample.
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