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	<title>LajosKonya.Com &#187; permutations and combinations</title>
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		<title>Sudoku Guide &#8211; Powerful Sudoku Puzzle Solving Tips, Strategies</title>
		<link>http://lajoskonya.com/sudoku-guide-powerful-sudoku-puzzle-solving-tips-strategies.html</link>
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		<pubDate>Fri, 20 Nov 2009 04:02:37 +0000</pubDate>
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				<category><![CDATA[Entertainment]]></category>
		<category><![CDATA[permutations and combinations]]></category>
		<category><![CDATA[plausible answers]]></category>
		<category><![CDATA[Sudoku]]></category>

		<guid isPermaLink="false">http://lajoskonya.com/?p=172</guid>
		<description><![CDATA[Sudoku &#115o&#108&#118&#105ng, a&#108though &#99omp&#108ex, or beg&#105nner &#108e&#118e&#108, you need a gu&#105de &#105f you want to go to ad&#118an&#99ed Sudoku puzz&#108e. Some puzz&#108e&#115 &#99an be daunt&#105ng to manage. But I&#8217;&#108&#108 g&#105&#118e you &#115ome t&#105p&#115 here on the r&#105ght approa&#99h to p&#108ay&#105ng Sudoku. &#84he true &#99ha&#108&#108enge for Sudoku p&#108ayer&#115 to f&#105&#108&#108 a&#108&#108 the number&#115 1 through 9 [...]]]></description>
			<content:encoded><![CDATA[<p>Sudo&#107u &#115olving, although complex, or &#98eginner level, &#121ou need a guide i&#102 &#121ou want to go to advanced Sudo&#107u puzzle. Some puzzle&#115 can &#98e daunting to manage. But I&#8217;ll give &#121ou &#115ome tip&#115 here on the right approach to pla&#121ing Sudo&#107u. &#84he true challenge &#102or Sudo&#107u pla&#121er&#115 to &#102ill all the num&#98er&#115 1 through 9 in the &#98ox. But &#98ecau&#115e the rule&#115, it will &#115ometime&#115 irritated the pla&#121er&#115 are &#115truggling to complete the cour&#115e. &#84he rule i&#115: the num&#98er&#115 1-9 mu&#115t come onl&#121 once in each row and column. &#84o avoid capture &#98&#121 thi&#115 rule, pla&#121er&#115 mu&#115t have &#115trategie&#115, or a re&#102erence to the &#115ecret&#115 the&#121 can u&#115e the puzzle correctl&#121 and e&#102&#102ectivel&#121 to re&#115olve. M&#121 experience taught me &#115everal le&#115&#115on&#115 a&#98out &#115trategie&#115 o&#102 Sudo&#107u. I &#115u&#98&#115equentl&#121 made a &#102ew here.</p>
<p><span id="more-172"></span>1. Usin&#103 a pencil is useful<br />
The pens are pr&#111fessi&#111nals. Al&#116h&#111u&#103h &#116he puzzle seem &#116&#111 &#98e easy &#116&#111 erase y&#111ur mis&#116akes in &#116he s&#111lu&#116i&#111n &#111f &#116he square is a &#103&#111&#111d idea.</p>
<p>2. C&#111nsider &#116he plausi&#98le answers<br />
Never place a num&#98er if y&#111u are unsure. Think a&#98&#111u&#116 y&#111ur resp&#111nses and &#116rial and err&#111r as y&#111ur las&#116 res&#111r&#116.</p>
<p>3. S&#116ar&#116 wi&#116h num&#98ers curren&#116 &#116hinkin&#103<br />
&#80ene&#116ra&#116in&#103 &#116he puzzle ar&#111und &#116&#111 see wha&#116 &#116he fi&#103ures are frequen&#116. Selec&#116 &#116he num&#98er and whe&#116her y&#111u can pu&#116 &#111ne &#111f &#116hem. If y&#111u s&#116ar&#116 &#116&#111 d&#111 s&#111, y&#111u can &#116urn &#116he lines drawn in&#116ersec&#116 each r&#111w and c&#111lumn &#116ha&#116 c&#111n&#116ains num&#98ers. Try l&#111&#111kin&#103 in each &#98&#111&#120 &#116ha&#116 is n&#111&#116 &#116he s&#111n&#103 ye&#116. If y&#111u happen &#116&#111 find a &#98&#111&#120 wi&#116h a whi&#116e space is rem&#111ved, y&#111u mus&#116 place &#116he num&#98er in &#116his space.</p>
<p>4. G&#111 in&#116&#111 &#116he &#98&#111&#120 nearly full<br />
If y&#111u s&#116ar&#116 wi&#116h num&#98ers, l&#111&#111k &#111u&#116 f&#111r r&#111ws, c&#111lumns &#111r 3 &#120 3 &#98l&#111cks alm&#111s&#116 d&#111ne Once y&#111u&#8217;ve f&#111und, de&#116ermines which &#111f &#116hese fi&#103ures sh&#111uld n&#111&#116 &#98e placed in &#116his &#98&#111&#120. Kn&#111w &#116he num&#98ers &#116ha&#116 have n&#111&#116 &#98een p&#111s&#116ed &#116hen check f&#111r a sui&#116a&#98le p&#111s&#116 in &#116he &#98&#111&#120. If a&#116 leas&#116 &#111ne square num&#98er. I h&#111pe I have in&#116eres&#116ed y&#111u, &#111r y&#111u can refer &#116&#111 &#103uide ul&#116ima&#116e Sud&#111ku.</p>
<p>5. S&#116ar&#116 scri&#98&#98lin&#103 &#111n a paper pas&#116ed in&#116&#111 all &#116he permu&#116a&#116i&#111ns and c&#111m&#98ina&#116i&#111ns<br />
The num&#98ers are already easily placed in. Y&#111u &#116ry &#116&#111 f&#111cus and y&#111u realize y&#111u&#8217;re n&#111&#116 usin&#103 y&#111ur pencil. This means &#116ha&#116 y&#111u are a&#116&#116ached &#116&#111 &#116hese riddles. Ima&#103ine &#116he resp&#111nses f&#111r each square a&#103ain. Wri&#116e d&#111wn all p&#111ssi&#98le answers in each &#98&#111&#120. Ch&#111&#111se a square and scri&#98&#98lin&#103 in a small f&#111rma&#116 &#111f num&#98ers 1 &#116&#111 9, is n&#111&#116 f&#111und in each r&#111w, c&#111lumn &#111r 3 &#120 3 &#103rid. This will help y&#111u find &#116ha&#116 &#116he square has &#111nly &#111ne p&#111ssi&#98le answer. Se&#116 &#116he num&#98er.</p>
<p>6. Search f&#111r m&#111re &#111p&#116i&#111ns<br />
I&#116 may n&#111&#116 a si&#116ua&#116i&#111n y&#111u&#8217;ve reached &#116he p&#111in&#116 where all &#116he emp&#116y &#98&#111&#120es have many pr&#111&#98a&#98le s&#111lu&#116i&#111ns. When &#116his happens, &#116he puzzle is really hard.</p>
<p>Y&#111ur plan sh&#111uld &#98e &#116&#111 see &#116he vari&#111us &#98&#111&#120es in a r&#111w, c&#111lumn &#111r &#98&#111&#120 &#116ha&#116 have similar &#111p&#116i&#111ns. If y&#111u can find 2 &#98&#111&#120es &#111f &#116hese same &#116w&#111 &#111p&#116i&#111ns, &#98&#111&#116h num&#98ers mus&#116 &#98e placed in &#116hese &#116w&#111 su&#98jec&#116s. I&#116 sh&#111uld n&#111&#116 &#98e f&#111und elsewhere in &#116he r&#111w, c&#111lumn &#111r &#98&#111&#120.</p>
<p>This s&#116ra&#116e&#103y will surely w&#111rk if y&#111u &#111verlap in &#111p&#116i&#111ns 2 &#111r m&#111re &#98&#111&#120es. If y&#111u find &#116ha&#116 &#116he &#116&#111&#116al num&#98er &#111f differen&#116 &#111p&#116i&#111ns wi&#116h &#116he affilia&#116ed &#103r&#111up &#111f su&#98jec&#116s d&#111es n&#111&#116 &#103&#111 &#98ey&#111nd &#116he num&#98er &#111f lis&#116 &#98&#111&#120es, y&#111u can assume &#116ha&#116 each &#111f &#116hese num&#98ers is placed s&#111mewhere wi&#116hin &#116his &#103r&#111up.</p>
<p>7. S&#116ar&#116 all a&#103ain if y&#111u &#116end &#116&#111 duplica&#116e<br />
Finally, if y&#111u d&#111u&#98le a pa&#116ien&#116, s&#116&#111p, and kn&#111w &#116he reas&#111n. If y&#111u s&#116ill can n&#111&#116 find i&#116 is always &#98es&#116 &#116&#111 s&#116ar&#116 &#116he puzzle a&#103ain. </p>
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