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		<title>pick 4 sum 21/Missouri</title>
		<link>/blogentry/143466</link>
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		<description>MzDuffleBaglady's Blog: pick 4 sum 21/Missouri</description>
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			<title>Original Blog Entry: pick 4 sum 21/Missouri</title>
			<link>/blogentry/143466</link>
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			<pubDate>Thu, 28 Mar 2019 10:08:34 GMT</pubDate>
			<dc:creator>MzDuffleBaglady</dc:creator>
			<description><![CDATA[<p> Results: 20 box combination groups (34 straight combinations)<br /><br />Tier 5<br /><br />8634(8346,4368,4638,6483)<br /><br />Tier 2<br /><br />6366(3666) 4845(5844) 6672(2676) 4395(4359) 2874(7482)<br /><br />9408(4809) 5709(9075) 9309(9309) 0966(9660) 8508(0858)<br /><br />Tier 1<br /><br />7743 2739 8238 6852 9525 5763 8175 7770 5583<br /><br />~~~~~~~~~~~~~~~~~~~~~~~~~~~<br /><br />Results: 18 box combination groups (18 straight combinations)<br /><br />Tier 1<br /><br />0678 1299 1389 1479 1488 1569 1668 1677 2289 2469 2577 3369 3378 4449 4467 4557 4566 5556<br /><br />~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~<br /><br />Results: 38 box combination groups (559 straight combinations)<br /><br />Tier 24<br /><br />0678(0687,0768,0786,0867,0876,6078,6087,6708,6780,6807,6870<br /><br />,7068,7086,7608,7680,7806,7860,8067,8076,8607,8670,8706,8760)<br /><br />1389(1398,1839,1893,1938,1983,3189,3198,3819,3891,3918,3981<br /><br />,8139,8193,8319,8391,8913,8931,9138,9183,9318,9381,9813,9831)<br /><br />1479(1497,1749,1794,1947,1974,4179,4197,4719,4791,4917,4971<br /><br />,7149,7194,7419,7491,7914,7941,9147,9174,9417,9471,9714,9741)<br /><br />1569(1596,1659,1695,1956,1965,5169,5196,5619,5691,5916,5961<br /><br />,6159,6195,6519,6591,6915,6951,9156,9165,9516,9561,9615,9651)<br /><br />2469(2496,2649,2694,2946,2964,4269,4296,4629,4692,4926,4962<br /><br />,6249,6294,6429,6492,6924,6942,9246,9264,9426,9462,9624,9642)<br /><br />Tier 23<br /><br />1578(1587,1758,1785,1857,1875,5178,5187,5718,5781,5817,5871<br /><br />,7158,7185,7518,7581,7815,7851,8157,8517,8571,8715,8751)<br /><br />2379(2397,2793,2937,2973,3279,3297,3729,3792,3927,3972,7239<br /><br />,7293,7329,7392,7923,7932,9237,9273,9327,9372,9723,9732)<br /><br />2568(2586,2658,2685,2856,2865,5268,5286,5628,5682,5826,5862<br /><br />,6258,6285,6528,6582,6825,8256,8265,8526,8562,8625,8652)<br /><br />3567(3576,3657,3675,3756,3765,5367,5376,5637,5673,5736,6357<br /><br />,6375,6537,6573,6735,6753,7356,7365,7536,7563,7635,7653)<br /><br />Tier 22<br /><br />0489(0498,0849,0894,0948,0984,4089,4098,4890,4908,4980,8049<br /><br />,8094,8409,8490,8904,8940,9048,9084,9480,9804,9840)<br /><br />0579(0597,0759,0795,0957,0975,5079,5097,5790,5907,5970,7059<br /><br />,7095,7509,7590,7905,7950,9057,9507,9570,9705,9750)<br /><br />2478(2487,2748,2784,2847,4278,4287,4728,4782,4827,4872<br /><br />,7248,7284,7428,7824,7842,8247,8274,8427,8472,8724,8742)<br /><br />3459(3495,3549,3594,3945,3954,4539,4593,4935,4953,5349<br /><br />,5394,5439,5493,5934,5943,9345,9354,9435,9453,9534,9543)<br /><br />Tier 19<br /><br />3468(3486,3648,3684,3846,3864,4386,4683,4836,4863,6348,6384<br /><br />,6438,6834,6843,8364,8436,8463,8643)<br /><br />Tier 12<br /><br />1299(1929,1992,2199,2919,2991,9129,9192,9219,9291,9912,9921)<br /><br />1488(1848,1884,4188,4818,4881,8148,8184,8418,8481,8814,8841)<br /><br />1668(1686,1866,6168,6186,6618,6681,6816,6861,8166,8616,8661)<br /><br />1677(1767,1776,6177,6717,6771,7167,7176,7617,7671,7716,7761)<br /><br />2289(2298,2829,2892,2928,2982,8229,8292,8922,9228,9282,9822)<br /><br />2577(2757,2775,5277,5727,5772,7257,7275,7527,7572,7725,7752)<br /><br />3369(3396,3639,3693,3936,3963,6339,6393,6933,9336,9363,9633)<br /><br />3378(3387,3738,3783,3837,3873,7338,7383,7833,8337,8373,8733)<br /><br />4467(4476,4647,4674,4746,4764,6447,6474,6744,7446,7464,7644)<br /><br />4557(4575,4755,5457,5475,5547,5574,5745,5754,7455,7545,7554)<br /><br />4566(4656,4665,5466,5646,5664,6456,6465,6546,6564,6645,6654)<br /><br />Tier 11<br /><br />0399(0939,0993,3099,3909,3990,9039,9093,9390,9903,9930)<br /><br />2388(2838,2883,3288,3828,3882,8283,8328,8382,8823,8832)<br /><br />2559(2595,2955,5259,5295,5529,5592,5925,5952,9255,9552)<br /><br />3477(3747,3774,4377,4737,4773,7347,7374,7437,7473,7734)<br /><br />3558(3585,3855,5358,5385,5538,5835,5853,8355,8535,8553)<br /><br />Tier 10<br /><br />0588(0885,5088,5808,5880,8058,8085,8580,8805,8850)<br /><br />0669(0696,6069,6096,6609,6690,6906,6960,9066,9606)<br /><br />2667(2766,6267,6276,6627,6726,6762,7266,7626,7662)<br /><br />4458(4485,4548,4584,4854,5448,5484,8445,8454,8544)<br /><br />Tier 4<br /><br />4449(4494,4944,9444) 5556(5565,5655,6555)<br /><br />Tier 3<br /><br />0777(7077,7707)<br /><br />Tier 2<br /><br />6636(6663)<br /><br />~~~~~~~~~~~~~~~~~~~~~<br /><br />Results: 4 box combination groups (38 straight combinations)<br /><br />Tier 12<br /><br />1677(1767,1776,6177,6717,6771,7167,7176,7617,7671,7716,7761)<br /><br />2577(2757,2775,5277,5727,5772,7257,7275,7527,7572,7725,7752)<br /><br />Tier 11<br /><br />3477(3747,3774,4377,4737,4773,7347,7374,7437,7473,7734)<br /><br />Tier 3<br /><br />0777(7077,7707)<br /><br />... &#x5b;&#xa0;<a href="/blogentry/143466">More</a>&#xa0;&#x5d;</p>]]></description>
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