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		<title>Trying the most due box pair 18x!</title>
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			<title>Comment #2</title>
			<link>/blogentry/160810#c221181</link>
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			<pubDate>Sun, 21 Feb 2021 04:14:24 GMT</pubDate>
			<dc:creator>MzDuffleBaglady</dc:creator>
			<description><![CDATA[<p>I am looking for, 108 and 821, I know the 81 pair likes to repeat in Missouri!&#x3c;br /&#x3e;Best of Luck to you</p>]]></description>
			<category>MzDuffleBaglady</category>
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			<title>Comment #1</title>
			<link>/blogentry/160810#c220918</link>
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			<pubDate>Fri, 12 Feb 2021 22:46:43 GMT</pubDate>
			<dc:creator>eddessaknight</dc:creator>
			<description><![CDATA[<p>&#x3c;br /&#x3e;Short but fun side bar on #18, it&#x27;s considered to be powerful , mystical and good luck i.e it articulates  in ancient Hebrew alphabet = &#x22;TO LIFE!&#x22; &#x3c;br /&#x3e;&#x3c;br /&#x3e;May all Be blessed.....</p>]]></description>
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			<title>Original Blog Entry: Trying the most due box pair 18x!</title>
			<link>/blogentry/160810</link>
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			<pubDate>Fri, 12 Feb 2021 13:42:35 GMT</pubDate>
			<dc:creator>MzDuffleBaglady</dc:creator>
			<description><![CDATA[<p> Results: 10 box combination groups (33 straight combinations)<br /><br />Tier 9<br /><br />812(218,128,182,218,128,182,812,821)<br /><br />Tier 4<br /><br />871(781,187,871) 801(018,081,018) 861(681,168,168)<br /><br />Tier 3<br /><br />185(518,581) 481(481,481) 138(318,318)<br /><br />Tier 1<br /><br />188 918 118<br /><br />~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~<br /><br />Results: 10 box combination groups (31 straight combinations)<br /><br />Tier 5<br /><br />148(184,418,814,841) 189(198,819,891,981)<br /><br />Tier 4<br /><br />183(381,813,831)<br /><br />Tier 3<br /><br />108(180,810) 158(815,851) 178(718,817) 186(618,816)<br /><br />Tier 2<br /><br />181(811) 818(881)<br /><br />Tier 1<br /><br />281<br /><br />~~~~~~~~~~~~~~~~~~~~~~~~~~~<br /><br />Results: 17 box combination groups (68 straight combinations)<br /><br />Tier 9<br /><br />950(509,509,509,059,509,095,950,950)<br /><br />Tier 8<br /><br />104(014,104,014,014,014,104,104) 275(275,275,527,275,572,572,572)<br /><br />Tier 6<br /><br />914(914,419,149,491,194) 284(284,842,842,824,248)<br /><br />Tier 5<br /><br />230(023,203,302,032)<br /><br />Tier 4<br /><br />743(734,743,437) 635(653,635,536)<br /><br />Tier 3<br /><br />185(518,581) 932(293,392) 554(545,554)<br /><br />Tier 2<br /><br />464(464) 167(617) 833(338)<br /><br />Tier 1<br /><br />050 707 010<br /><br />~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~<br /><br />Results: 4 box combination groups (4 straight combinations)<br /><br />Tier 1<br /><br />068 113 122 266<br /><br />~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~<br /><br />Results: 21 box combination groups (54 straight combinations)<br /><br />Tier 6<br /><br />068(086,608,680,806,860)<br /><br />Tier 4<br /><br />041(140,401,410) 176(671,716,761)<br /><br />Tier 3<br /><br />113(131,311) 122(212,221) 158(815,851) 239(329,923) 257(725,752)<br /><br />266(626,662) 347(374,473) 356(365,563)<br /><br />Tier 2<br /><br />001(100) 005(500) 077(770) 428(482) 446(644) 590(905)<br /><br />Tier 1<br /><br />320 383 455 941<br /><br />~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~<br /><br />1,5,3,14<br /><br />~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~<br /><br />Results: 19 box combination groups (72 straight combinations)<br /><br />Tier 9<br /><br />950(509,509,509,059,509,095,950,950)<br /><br />Tier 8<br /><br />104(014,104,014,014,014,104,104) 275(275,275,527,275,572,572,572)<br /><br />Tier 6<br /><br />914(914,419,149,491,194) 284(284,842,842,824,248)<br /><br />Tier 5<br /><br />230(023,203,302,032)<br /><br />Tier 4<br /><br />743(734,743,437) 635(653,635,536)<br /><br />Tier 3<br /><br />185(518,581) 932(293,392) 554(545,554) 210(210,210)<br /><br />Tier 2<br /><br />464(464) 167(617) 833(338)<br /><br />Tier 1<br /><br />050 707 030 010<br /><br />~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~<br /><br />Results: 5 box combination groups (5 straight combinations)<br /><br />Tier 1<br /><br />068 111 113 122 266<br /><br />~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~<br /><br />Results: 24 box combination groups (62 straight combinations)<br /><br />Tier 6<br /><br />068(086,608,680,806,860)<br /><br />Tier 5<br /><br />012(021,102,120,201)<br /><br />Tier 4<br /><br />041(140,401,410) 176(671,716,761)<br /><br />Tier 3<br /><br />113(131,311) 122(212,221) 158(815,851) 239(329,923) 257(725,752)<br /><br />266(626,662) 347(374,473) 356(365,563)<br /><br />Tier 2<br /><br />001(100) 003(300) 005(500) 077(770) 428(482) 446(644) 590(905)<br /><br />Tier 1<br /><br />111 320 383 455 941<br /><br />... &#x5b;&#xa0;<a href="/blogentry/160810">More</a>&#xa0;&#x5d;</p>]]></description>
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