JADELottery's Blog

∙	∙	M↓			Minimum			246	∙ =	37	Inverted				∙	∙	∙
∙	∙	μ - 25% σ			Lo Std Dev			588	X =	08	Nonordered				∙	∙	∙
∙	∙	μ			Average			716	Y =	13	Both				Sample Size
∙	∙	μ + 25% σ			Hi Std Dev			843	Z =	12	Ordered				10000
∙	∙	M↑			Maximum			1032	┌─	33	All				∙	∙	∙
DisimulateNexus Distribution Nonordered								Total	◂+▸	DisimulateNexus Distribution Ordered
Number	A	B	C	D	E	BB	MX	A-E	↓	Number	A	B	C	D	E	BB	MX
01	246	0	0	0	0	267	0	246	∙	01	246	0	0	0	0	267	0
02	237	40	0	0	0	294	4083	277	∙	02	277	0	0	0	0	294	4083
03	262	52	32	0	0	331	2900	346	∙	03	338	8	0	0	0	331	2900
04	328	62	33	0	0	328	1677	423	Y	04	407	15	1	0	0	328	1677
05	298	79	52	0	0	340	724	429	Z	05	405	24	0	0	0	340	724
06	300	61	52	0	0	414	224	413	∙	06	383	30	0	0	0	414	224
07	288	66	55	7	0	385	69	416	∙	07	389	27	0	0	0	385	69
08	294	92	53	12	0	436	110	451	∙	08	398	53	0	0	0	436	110
09	276	102	57	9	0	379	129	444	∙	09	383	59	2	0	0	379	129
10	320	85	78	14	0	410	84	497	Y	10	415	79	3	0	0	410	84
11	332	127	79	9	0	401	0	547	Y	11	442	103	2	0	0	401	0
12	335	108	62	16	0	408	0	521	X	12	403	113	5	0	0	408	0
13	286	110	80	18	0	428	0	494	∙	13	367	122	5	0	0	428	0
14	336	128	102	18	0	442	0	584	Y	14	415	162	7	0	0	442	0
15	305	125	93	27	0	430	0	550	∙	15	375	160	15	0	0	430	0
16	263	147	104	37	0	415	0	551	∙	16	338	190	23	0	0	415	0
17	289	160	90	31	8	438	0	578	∙	17	337	216	25	0	0	438	0
18	261	155	107	37	14	429	0	574	∙	18	316	237	20	1	0	429	0
19	262	178	106	27	10	426	0	583	∙	19	321	232	28	1	1	426	0
20	272	154	137	42	24	419	0	629	∙	20	317	267	45	0	0	419	0
21	264	200	145	38	16	416	0	663	∙	21	287	307	66	3	0	416	0
22	234	176	143	33	10	366	0	596	∙	22	237	289	67	3	0	366	0
23	253	207	142	51	16	370	0	669	∙	23	268	306	88	7	0	370	0
24	245	203	141	56	18	397	0	663	∙	24	222	338	96	7	0	397	0
25	224	227	155	69	26	327	0	701	∙	25	222	345	123	11	0	327	0
26	217	234	162	61	33	304	0	707	Y	26	202	371	119	15	0	304	0
27	219	233	154	65	28	0	0	699	Z	27	182	361	144	11	1	0	0
28	190	220	185	57	29	0	0	681	Z	28	152	357	165	7	0	0	0
29	180	213	165	79	33	0	0	670	∙	29	124	345	178	23	0	0	0
30	186	238	150	80	36	0	0	690	Y	30	117	361	183	29	0	0	0
31	163	217	169	82	41	0	0	672	∙	31	108	341	195	26	2	0	0
32	147	248	185	90	38	0	0	708	Y	32	98	359	213	36	2	0	0
33	132	259	202	104	57	0	0	754	X	33	91	314	306	42	1	0	0
34	131	227	174	124	57	0	0	713	∙	34	67	324	261	60	1	0	0
35	135	222	198	111	57	0	0	723	∙	35	65	309	284	62	3	0	0
36	110	202	200	104	67	0	0	683	∙	36	46	277	274	79	7	0	0
37	123	243	214	133	70	0	0	783	X	37	36	297	351	92	7	0	0
38	109	218	216	139	78	0	0	760	X	38	47	270	321	114	8	0	0
39	112	210	204	150	63	0	0	739	∙	39	29	249	331	123	7	0	0
40	93	200	200	159	85	0	0	737	∙	40	29	211	349	136	12	0	0
41	93	218	229	151	107	0	0	798	Y	41	19	205	388	161	25	0	0
42	94	197	231	161	103	0	0	786	Y	42	19	197	399	162	9	0	0
43	86	226	210	175	114	0	0	811	Z	43	13	197	377	197	27	0	0
44	77	201	199	185	136	0	0	798	Z	44	16	153	389	210	30	0	0
45	56	187	195	193	142	0	0	773	∙	45	11	120	351	248	43	0	0
46	61	183	209	194	145	0	0	792	Z	46	10	124	370	250	38	0	0
47	59	185	211	216	120	0	0	791	∙	47	8	120	316	295	52	0	0
48	49	207	209	232	149	0	0	846	∙	48	3	94	354	332	63	0	0
49	61	183	236	212	200	0	0	892	X	49	0	82	353	383	74	0	0
50	43	174	204	211	213	0	0	845	∙	50	0	70	327	343	105	0	0
51	28	177	212	245	212	0	0	874	∙	51	0	56	317	393	108	0	0
52	36	146	214	272	221	0	0	889	∙	52	0	42	275	432	140	0	0
53	0	131	207	262	240	0	0	840	∙	53	0	33	231	425	151	0	0
54	0	177	197	254	256	0	0	884	Z	54	0	19	231	456	178	0	0
55	0	146	222	290	255	0	0	913	X	55	0	20	213	443	237	0	0
56	0	146	188	306	269	0	0	909	Z	56	0	20	183	467	239	0	0
57	0	124	186	286	304	0	0	900	Z	57	0	7	161	455	277	0	0
58	0	121	180	312	309	0	0	922	Z	58	0	7	122	466	327	0	0
59	0	114	204	310	341	0	0	969	Z	59	0	2	104	493	370	0	0
60	0	115	191	295	386	0	0	987	∙	60	0	1	79	453	454	0	0
61	0	109	182	327	414	0	0	1032	∙	61	0	2	61	441	528	0	0
62	0	105	174	358	395	0	0	1032	X	62	0	1	56	389	586	0	0
63	0	0	165	324	423	0	0	912	∙	63	0	0	27	299	586	0	0
64	0	0	152	348	439	0	0	939	X	64	0	0	10	282	647	0	0
65	0	0	154	324	465	0	0	943	Z	65	0	0	11	214	718	0	0
66	0	0	163	372	495	0	0	1030	Y	66	0	0	0	213	817	0	0
67	0	0	0	337	539	0	0	876	Y	67	0	0	0	105	771	0	0
68	0	0	0	375	508	0	0	883	Y	68	0	0	0	68	815	0	0
69	0	0	0	384	565	0	0	949	Y	69	0	0	0	37	912	0	0
70	0	0	0	0	621	0	0	621	X	70	0	0	0	0	621	0	0

∙	∙	M↓			Minimum			120	∙ =	33	Inverted				∙	∙	∙
∙	∙	μ - 25% σ			Lo Std Dev			617	X =	12	Nonordered				Sample Size
∙	∙	μ			Average			717	Y =	10	Both				10000
∙	∙	μ + 25% σ			Hi Std Dev			817	Z =	15	Ordered				∙	∙	∙
∙	∙	M↑			Maximum			885	┌─	37	All				∙	∙	∙
DisimulateNexus Distribution Nonordered								Total	◂+▸	DisimulateNexus Distribution Ordered
Number	A	B	C	D	E	BB	MX	A-E	↓	Number	A	B	C	D	E	BB	MX
01	120	0	0	0	0	128	0	120	∙	01	120	0	0	0	0	128	0
02	153	158	0	0	0	133	2728	311	∙	02	308	3	0	0	0	133	2728
03	143	163	51	0	0	138	2908	357	∙	03	347	10	0	0	0	138	2908
04	172	184	41	0	0	178	2142	397	∙	04	374	23	0	0	0	178	2142
05	189	175	60	0	0	172	1275	424	∙	05	390	33	1	0	0	172	1275
06	203	193	50	0	0	218	545	446	∙	06	400	46	0	0	0	218	545
07	223	204	60	14	0	242	170	501	Z	07	437	59	5	0	0	242	170
08	251	196	61	19	0	249	37	527	Z	08	437	85	5	0	0	249	37
09	251	200	74	18	0	289	87	543	∙	09	427	112	4	0	0	289	87
10	243	231	84	15	0	291	108	573	Z	10	446	118	9	0	0	291	108
11	246	192	85	14	0	368	0	537	X	11	393	137	7	0	0	368	0
12	296	213	95	23	0	381	0	627	Y	12	457	161	9	0	0	381	0
13	281	230	94	19	0	389	0	624	Y	13	436	172	16	0	0	389	0
14	269	259	90	24	0	404	0	642	X	14	429	191	21	1	0	404	0
15	247	217	101	30	0	414	0	595	∙	15	364	204	26	1	0	414	0
16	286	239	107	36	0	502	0	668	X	16	392	239	36	1	0	502	0
17	235	225	107	34	10	483	0	611	∙	17	342	232	37	0	0	483	0
18	255	278	133	45	18	492	0	729	X	18	368	304	57	0	0	492	0
19	256	263	137	43	17	512	0	716	X	19	318	332	64	2	0	512	0
20	303	232	123	40	12	534	0	710	X	20	303	339	68	0	0	534	0
21	260	235	143	53	25	535	0	716	∙	21	276	334	103	3	0	535	0
22	279	235	167	59	30	572	0	770	Y	22	273	390	103	4	0	572	0
23	250	244	149	45	28	585	0	716	X	23	251	334	125	6	0	585	0
24	267	207	152	62	27	567	0	715	∙	24	237	324	133	21	0	567	0
25	265	228	166	62	38	596	0	759	Z	25	203	386	156	14	0	596	0
26	253	211	154	67	48	628	0	733	∙	26	194	346	168	25	0	628	0
27	254	226	175	74	45	0	0	774	Z	27	156	391	203	23	1	0	0
28	218	223	165	88	33	0	0	727	∙	28	140	359	197	31	0	0	0
29	226	213	184	97	49	0	0	769	Z	29	123	396	218	30	2	0	0
30	224	226	184	93	58	0	0	785	Z	30	121	379	248	36	1	0	0
31	203	232	191	108	52	0	0	786	∙	31	88	358	283	51	6	0	0
32	191	212	180	97	67	0	0	747	∙	32	88	317	266	71	5	0	0
33	220	174	206	111	68	0	0	779	∙	33	76	304	332	64	3	0	0
34	195	172	193	111	57	0	0	728	∙	34	43	273	323	83	6	0	0
35	198	199	182	135	78	0	0	792	∙	35	50	281	358	96	7	0	0
36	180	174	231	148	90	0	0	823	X	36	47	265	363	137	11	0	0
37	155	170	213	154	88	0	0	780	∙	37	33	250	350	137	10	0	0
38	147	191	186	163	98	0	0	785	Z	38	22	203	390	159	11	0	0
39	141	159	218	145	98	0	0	761	Y	39	15	186	375	164	21	0	0
40	132	157	193	151	126	0	0	759	Z	40	14	189	368	165	23	0	0
41	130	156	199	190	132	0	0	807	Z	41	15	155	386	232	19	0	0
42	122	123	201	181	116	0	0	743	∙	42	13	122	353	225	30	0	0
43	108	128	219	220	143	0	0	818	Y	43	11	122	376	273	36	0	0
44	117	142	214	207	138	0	0	818	X	44	7	119	345	295	52	0	0
45	88	114	203	182	183	0	0	770	∙	45	5	86	339	284	56	0	0
46	91	108	196	210	158	0	0	763	∙	46	2	71	281	337	72	0	0
47	90	105	225	211	184	0	0	815	X	47	3	66	321	344	81	0	0
48	81	94	192	239	200	0	0	806	∙	48	3	46	290	355	112	0	0
49	70	99	193	233	193	0	0	788	∙	49	1	41	284	348	114	0	0
50	80	86	206	233	217	0	0	822	Z	50	0	30	250	418	124	0	0
51	73	79	191	238	211	0	0	792	∙	51	1	26	221	392	152	0	0
52	70	70	186	261	242	0	0	829	Z	52	1	13	201	435	179	0	0
53	0	65	166	280	237	0	0	748	Z	53	0	12	144	408	184	0	0
54	0	64	209	274	272	0	0	819	Z	54	0	9	151	448	211	0	0
55	0	63	200	253	283	0	0	799	∙	55	0	8	137	377	277	0	0
56	0	59	207	279	279	0	0	824	Z	56	0	6	116	413	289	0	0
57	0	60	177	271	297	0	0	805	∙	57	0	0	100	386	319	0	0
58	0	59	194	279	325	0	0	857	∙	58	0	2	83	383	389	0	0
59	0	50	177	317	297	0	0	841	X	59	0	0	41	405	395	0	0
60	0	58	162	275	329	0	0	824	∙	60	0	1	57	321	445	0	0
61	0	45	160	298	363	0	0	866	∙	61	0	0	32	341	493	0	0
62	0	33	150	296	367	0	0	846	∙	62	0	0	27	294	525	0	0
63	0	0	184	300	396	0	0	880	∙	63	0	0	19	267	594	0	0
64	0	0	138	300	442	0	0	880	X	64	0	0	11	218	651	0	0
65	0	0	131	339	415	0	0	885	Y	65	0	0	6	193	686	0	0
66	0	0	135	315	396	0	0	846	Y	66	0	0	2	139	705	0	0
67	0	0	0	312	441	0	0	753	Y	67	0	0	0	79	674	0	0
68	0	0	0	293	472	0	0	765	Y	68	0	0	0	48	717	0	0
69	0	0	0	317	496	0	0	813	Y	69	0	0	0	17	796	0	0
70	0	0	0	0	516	0	0	516	X	70	0	0	0	0	516	0	0

 

Keep in Mind - Ignore numbers outside the range of possible numbers for each lottery.

If the numbers are outside the lottery matrix for the lottery date drawn, ignore them.

This is a combination of Powerball & Mega Millions Disimulation.

 

∙	∙	M↓			Minimum			77	∙ =	31	Inverted				∙	∙	∙
∙	∙	μ - 25% σ			Lo Std Dev			617	X =	13	Nonordered				Sample Size
∙	∙	μ			Average			717	Y =	13	Both				10000
∙	∙	μ + 25% σ			Hi Std Dev			817	Z =	13	Ordered				∙	∙	∙
∙	∙	M↑			Maximum			916	┌─	39	All				∙	∙	∙
DisimulateNexus Distribution Nonordered								Total	◂+▸	DisimulateNexus Distribution Ordered
Number	A	B	C	D	E	BB	MX	A-E	↓	Number	A	B	C	D	E	BB	MX
1	77	0	0	0	0	535	0	77	∙	1	77	0	0	0	0	535	0
2	118	224	0	0	0	511	2838	342	∙	2	340	2	0	0	0	511	2838
3	131	201	41	0	0	537	2870	373	∙	3	369	4	0	0	0	537	2870
4	147	250	37	0	0	516	2151	434	∙	4	416	18	0	0	0	516	2151
5	157	257	51	0	0	543	1215	465	Z	5	436	29	0	0	0	543	1215
6	178	229	39	0	0	561	525	446	∙	6	403	42	1	0	0	561	525
7	188	269	64	12	0	502	165	533	Y	7	474	58	1	0	0	502	165
8	177	249	54	12	0	499	32	492	∙	8	426	64	2	0	0	499	32
9	210	266	59	15	0	566	91	550	Y	9	448	97	5	0	0	566	91
10	241	268	64	25	0	492	113	598	Y	10	461	132	5	0	0	492	113
11	220	235	77	30	0	452	0	562	∙	11	425	130	7	0	0	452	0
12	273	242	73	26	0	464	0	614	Y	12	433	173	8	0	0	464	0
13	269	242	77	33	0	437	0	621	∙	13	395	210	16	0	0	437	0
14	256	280	95	25	0	412	0	656	X	14	417	216	23	0	0	412	0
15	238	272	85	33	0	413	0	628	X	15	364	242	22	0	0	413	0
16	271	266	89	26	0	327	0	652	X	16	374	241	35	2	0	327	0
17	277	248	104	54	13	352	0	696	X	17	353	298	44	1	0	352	0
18	292	226	86	35	18	269	0	657	X	18	314	302	41	0	0	269	0
19	296	251	111	44	21	263	0	723	X	19	357	310	54	2	0	263	0
20	276	231	100	46	25	270	0	678	X	20	279	321	78	0	0	270	0
21	250	239	124	33	28	235	0	674	∙	21	250	322	98	4	0	235	0
22	273	232	124	52	28	214	0	709	X	22	261	332	107	9	0	214	0
23	265	235	129	55	28	180	0	712	∙	23	246	339	119	8	0	180	0
24	269	226	154	53	29	170	0	731	Z	24	206	376	137	11	1	170	0
25	273	215	147	68	27	148	0	730	Y	25	219	360	144	7	0	148	0
26	252	221	163	78	30	132	0	744	∙	26	179	357	193	15	0	132	0
27	272	199	175	89	40	0	0	775	Z	27	153	401	198	23	0	0	0
28	262	207	188	79	41	0	0	777	Z	28	149	389	212	26	1	0	0
29	260	201	162	78	52	0	0	753	Z	29	126	384	213	30	0	0	0
30	236	194	185	88	59	0	0	762	∙	30	108	344	263	47	0	0	0
31	238	208	197	98	68	0	0	809	Z	31	103	360	283	60	3	0	0
32	204	182	200	73	60	0	0	719	∙	32	80	296	287	54	2	0	0
33	188	164	203	115	58	0	0	728	∙	33	66	288	300	69	5	0	0
34	203	177	224	132	66	0	0	802	Y	34	59	301	354	83	5	0	0
35	168	169	189	105	63	0	0	694	∙	35	58	252	291	90	3	0	0
36	172	154	236	134	84	0	0	780	Y	36	37	255	364	117	7	0	0
37	157	152	208	149	70	0	0	736	∙	37	30	227	338	129	12	0	0
38	158	140	209	150	87	0	0	744	∙	38	27	213	349	144	11	0	0
39	156	159	184	165	90	0	0	754	∙	39	22	204	353	157	18	0	0
40	155	140	189	164	101	0	0	749	∙	40	23	184	346	171	25	0	0
41	149	114	188	171	112	0	0	734	Z	41	7	147	360	197	23	0	0
42	139	106	192	168	126	0	0	731	∙	42	6	134	341	214	36	0	0
43	138	112	226	194	151	0	0	821	Y	43	7	124	380	262	48	0	0
44	133	106	220	161	143	0	0	763	Z	44	5	104	360	248	46	0	0
45	119	97	220	197	148	0	0	781	∙	45	6	95	335	300	45	0	0
46	108	84	213	219	179	0	0	803	∙	46	2	78	309	341	73	0	0
47	102	94	221	217	168	0	0	802	∙	47	0	62	330	337	73	0	0
48	100	73	227	214	170	0	0	784	X	48	3	38	332	315	96	0	0
49	85	65	202	212	199	0	0	763	∙	49	1	46	244	384	88	0	0
50	72	75	232	237	204	0	0	820	X	50	0	25	272	390	133	0	0
51	77	62	224	232	220	0	0	815	X	51	0	25	251	397	142	0	0
52	75	71	186	213	220	0	0	765	∙	52	0	19	205	376	165	0	0
53	0	58	211	270	250	0	0	789	Z	53	0	6	168	424	191	0	0
54	0	51	192	296	254	0	0	793	Z	54	0	6	147	453	187	0	0
55	0	52	223	258	300	0	0	833	Z	55	0	5	139	430	259	0	0
56	0	46	218	264	299	0	0	827	Z	56	0	5	126	454	242	0	0
57	0	44	200	282	330	0	0	856	Z	57	0	3	114	416	323	0	0
58	0	43	184	300	315	0	0	842	∙	58	0	2	90	383	367	0	0
59	0	30	206	296	329	0	0	861	∙	59	0	0	76	388	397	0	0
60	0	44	176	288	359	0	0	867	∙	60	0	2	44	393	428	0	0
61	0	30	164	325	368	0	0	887	X	61	0	1	31	344	511	0	0
62	0	23	171	294	389	0	0	877	∙	62	0	0	26	283	568	0	0
63	0	0	183	316	417	0	0	916	∙	63	0	0	18	287	611	0	0
64	0	0	155	347	402	0	0	904	X	64	0	0	4	251	649	0	0
65	0	0	125	347	422	0	0	894	Y	65	0	0	5	178	711	0	0
66	0	0	145	315	431	0	0	891	Y	66	0	0	2	143	746	0	0
67	0	0	0	325	409	0	0	734	Y	67	0	0	0	75	659	0	0
68	0	0	0	361	485	0	0	846	Y	68	0	0	0	56	790	0	0
69	0	0	0	307	486	0	0	793	Y	69	0	0	0	22	771	0	0
70	0	0	0	0	529	0	0	529	X	70	0	0	0	0	529	0	0

Idiot that came up with indigenous needs to be smacked several times over

Indigenous is an adjective as in a racial profile

Native is a noun as in a Person

I've seen any number of game shows in California where people have introduced as A Native of California

 

 

@LaNativePatriot
Idiot that came up with indigenous needs to be smacked several times over

Indigenous is an adjective as in a racial profile

Native is a noun as in a Person

I've seen any number of game shows in California where people have introduced as A Native of California

— Douglas Paul Smallish (@DougSmallish) December 17, 2023

From very a young age we have known there is something not right with the world.

We know that all there is, is not what we know to be what it is.

We are to be witness to the end and the beginning of the new.

What we were shown by God... it's all happening as God has shown us.

This Universe is about to end... If Only... ???

Be Ready.

Just thinking out loud.

It's a shame the oppressed became oppressors... sickening sh!thole civilization.

We get it why God would end such a useless bunch of squawking monkey fux that won't get along with each other.

Nice-n-Warm.

Our Freedom Is From You

... I'm finally back on Twitter (formerly A.K.A. Sh-itter).

https://twitter.com/DougSmallish

I get to go home tomorrow.

For a brief period... then off to Davenport, IA.

55

https://www.instagram.com/p/CrKa7w1OaET

Been traveling for work lately; spending most of my time out in Colorado.

I've have had some time to site see on the weekends.

I traveled to Utah at the Bonneville Salt Flats and briefly in Nevada near Wendover conducting some experiments and investigations in to the Round Earth to counter the Flat Earth B.S. I've come across online.

Yes, I have taken pictures showing the Earth's curvature at the Bonneville Salt Flats.

Right after this trip, next week I head back home briefly and then off to Eastern Iowa on an install project.

I'll be 55 next month.

My family is doing my Birthday today.

I'll be out of town most of Apr and May for work.

 

This event hit me very hard, because, She made me feel so loved as much as loved her.

Her name was Nikki and She's the Best Dog I ever had.

My younger son named her Nikki, but I always called her Baby.

She did a sigh like Snoopy when she laid down to sleep by me; I miss her so much.

 

 

This is the last day she was here and I know she was there for me, my wife and family.

Here's a short story of that Sunday morning.

 

I've been dealing with a lot of psychological issues and alcohol problems.

It's best I stayed away from here.

I'm Still a work in progress...

Goodluck.