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⠀⠀⠀⠀ⵙ⠀&= +#5597;⠀ⵙ⠀✤⠀ⵙ⠀ᙁЀ= +0;ⵙ⠀◯⠀ⵙ⠀Ⓞ⠀ⵙ= +0240;ᴥ⠀ⵙ⠀ߦ⠀ⵙ⠀◯&= +#10240;ⵙ⠀ⵔ⠀ⵙ⠀ⵔ⠀ = +609;⠀ⵘ⠀ⵙ⠀ⵈ⠀ⵙ⠀= +;◯⠀ⵙ⠀옷⠀ⵙ⠀ᴥ = +240;ⵙ⠀◯⠀ⵙ⠀ߦ⠀ⵙ&= +#10240;Ⓞ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ᙁ= +;⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᴥf= +40;ⵙ⠀⠀⠀⠀◯⠀⠀⠀&= +#10240;ⵙ⠀⠀⠀⠀◯⠀⠀f= +40;⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗱᗴ= +0240;ⵙ⠀ᙁ⠀ⵙ⠀Ⓞ⠀ⵙ= +⠀Ⓞ⠀ⵙ⠀ߦ⠀ⵙ⠀ϋ= +1;⠀ⵙ⠀ᴥ⠀ⵙ⠀옷⠀&#= +11609;⠀◯⠀ⵙ⠀ⵈ⠀ⵙЀ= +0;ⵘ⠀ⵙ⠀ⵔ⠀ⵙ⠀ⵔ&= +#10240;ⵙ⠀◯⠀ⵙ⠀ߦ⠀҈= +9;⠀ᴥ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ = +711;⠀ⵙ⠀ᙁ⠀ⵙ⠀✤⠀= +ⵙ⠀ᗝ⠀ⵙ⠀⠀⠀⠀        
⠀⠀⠀= +⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᗯЀ= +0;ⵙ⠀ᗩ⠀ⵙ⠀✤⠀ⵙ&#= +10240;ꖴ⠀ⵙ⠀ᴥ⠀ⵙ⠀Ϫ= +0;⠀ⵙ⠀◯⠀ⵙ⠀ᔓᔕ = +240;ⵙ⠀ИN⠀ⵙ⠀Ⓞ⠀ⵙ= +⠀ꖴ⠀ⵙ⠀ᗝ⠀ⵙ⠀*= +420;⠀ⵙ⠀ᗯ⠀ⵙ⠀ꖴ⠀= +ⵙ⠀ᗝ⠀ⵙ⠀◯⠀ⵙf= +40;ᙁ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᑎ= +0240;ⵙ⠀¤⠀ⵙ⠀ᗱᗴ⠀= +ⵙ⠀◯⠀ⵙ⠀△⠀ⵙf= +40;꞉⠀ⵙ⠀⠀⠀⠀◯⠀&= +#10240;⠀⠀ⵙ⠀⠀⠀⠀◯f= +40;⠀⠀⠀ⵙ⠀꞉⠀ⵙ⠀= +△⠀ⵙ⠀◯⠀ⵙ⠀ᗱᗴ= +;⠀ⵙ⠀¤⠀ⵙ⠀ᑎ⠀= +1609;⠀ᗩ⠀ⵙ⠀ᙁ⠀ⵙ⠀= +◯⠀ⵙ⠀ᗝ⠀ⵙ⠀ꖴf= +40;ⵙ⠀ᗯ⠀ⵙ⠀ꖴ⠀ⵙ&= +#10240;ᗝ⠀ⵙ⠀ꖴ⠀ⵙ⠀έ= +2;⠀ⵙ⠀ИN⠀ⵙ⠀ᔓᔕ= +0240;ⵙ⠀◯⠀ⵙ⠀✤⠀ⵙ= +;⠀ᴥ⠀ⵙ⠀ꖴ⠀ⵙ⠀= +0020;⠀ⵙ⠀ᗩ⠀ⵙ⠀ᗯ⠀= +ⵙ⠀ᗱᗴ⠀ⵙ⠀⠀⠀f= +40;  +   +   +   +   +   +   +   +
ⵙᔓᔕᙁᗱᗴ8ꖴᑐᑕᗱ&= +#5620;ᗝⵙᗱᗴᙏᑎᙁⓄᗯt= +09;◯ⵙ◯ⵙᗯⓄᙁᑎᙏᗱ= +ᗴⵙᗝᗱᗴᑐᑕꖴ8ᗱᗴ&#= +5697;ᔓᔕⵙⵙ= +Ⓞꖴ✤ᗩᴥⵙᗱᗴᙏᑎ&#= +5697;Ⓞᗯⵙ◯ⵙ◯ⵙᗯⓄ8= +97;ᑎᙏᗱᗴⵙᴥᗩ✤ꖴⓄ= +;ⵙⵙ= +ᗩᙁᑎᙏᴥⓄꗳⵙᗱᗴ= +711;ᑎᙁⓄᗯⵙ◯ⵙ◯ⵙȱ= +5;ⓄᙁᑎᙏᗱᗴⵙꗳⓄᴥ&= +#5711;ᑎᙁᗩⵙⵙ= +ⴵ✤ᴥᗱᗴ옷ⵙ人ᑐᑕ= +ИNᗱᗴᑎ¤ᗱᗴᴥꗳⵙ&= +#9711;ⵙ◯ⵙꗳᴥᗱᗴ¤ᑎ&#= +5617;ᗴИNᑐᑕ人ⵙ옷ᗱᗴ= +461;✤ⴵⵙⵙ= +ᗩᙁᑎᙏᴥⓄꗳⵙ人ᑐ&#= +5205;ИNᗱᗴᑎ¤ᗱᗴᴥꗳ = +609;◯ⵙ◯ⵙꗳᴥᗱᗴ¤3= +98;ᗱᗴИNᑐᑕ人ⵙꗳⓄ˪= +1;ᙏᑎᙁᗩⵙ   +   +   +   +   +   +   +   +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)56666.20524504140000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3781<= +/td> + 1<= +/td> + 1<= +/td> + 1<= +/td> +   +   + 4<= +/td> + 37= +912= +743= +15= +  +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)54406.77364206860000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3771<= +/td> +   +   +   +   +   + 1<= +/td> + 37= +8  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)52237.43155799760000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3761<= +/td> +   +   +   +   +   + 1<= +/td> + 37= +7  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)50154.58688523580000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3751<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 37= +612= +6  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)48154.79074302880000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3741<= +/td> +   +   +   +   +   + 1<= +/td> + 37= +5  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)46234.73176662750000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3731<= +/td> +   +   +   +   +   + 1<= +/td> + 37= +4  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)44391.23062416080000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3721<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 37= +312= +5  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)42621.23475213520000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3711<= +/td> +   +   +   +   +   + 1<= +/td> + 37= +2  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)40921.81330084400000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3701<= +/td> +   +   +   +   +   + 1<= +/td> + 37= +1  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)39290.15228131650000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3691<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 37= +012= +442= +  +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)37723.54990577130000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3681<= +/td> +   +   +   +   +   + 1<= +/td> + 36= +9  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)36219.41211385730000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3671<= +/td> +   +   +   +   +   + 1<= +/td> + 36= +8  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)34775.24827727670000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3661<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 36= +712= +3  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)33388.66707567460000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3651<= +/td> +   +   +   +   +   + 1<= +/td> + 36= +6  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)32057.37253696860000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3641<= +/td> +   +   +   +   +   + 1<= +/td> + 36= +5  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)30779.16023556110000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3631<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 36= +412= +2  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)29551.91364213800000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3621<= +/td> +   +   +   +   +   + 1<= +/td> + 36= +3  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)28373.60061901200000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3611<= +/td> +   +   +   +   +   + 1<= +/td> + 36= +2  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)27242.27005520410000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3601<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 36= +112= +141= +  +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)26156.04863569530000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3591<= +/td> +   +   +   +   +   + 1<= +/td> + 36= +0  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)25113.13773949490000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3581<= +/td> +   +   +   +   +   + 1<= +/td> + 35= +9  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)24111.81046139230000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3571<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 35= +812= +0  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +4)23150.40875245880000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3561<= +/td> +   +   +   +   +   + 1<= +/td> + 35= +7  +   +   +   +   +
-2.748846735010400= +00.728714922877930= +03^-(70/3= +^5)22227.34067456560000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3551<= +/td> +   +   +   +   +   + 1<= +/td> + 35= +6  +   +   +   +   +
-14.05838758762= +460000.1981894902373520= +3^-(358/= +3^5)21341.07776437100000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3541<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 35= +511= +9  +   +   +   +
-8.442886400389= +10000.37831684568601= +603^-(215/= +3^5)20490.15250241270000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3531<= +/td> +   +   +   +   +   + 1<= +/td> + 35= +4  +   +   +   +   +
-0.1963461953578= +8500.9776483918501680= +3^-(5/3^= +5)19673.15588311410000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3521<= +/td> +   +   +   +   +   + 1<= +/td> + 35= +3  +   +   +   +   +
-1.49223108471993= +000.842148046878569= +03^-(38/3= +^5)18888.73508168050000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3511<= +/td> + 1<= +/td> + 1<= +/td> + 1<= +/td> +   +   + 4<= +/td> + 35= +211= +840= +14= +  +   +
-4.044731624372= +45000.62771631820672= +803^-(103/= +3^5)18135.59121402290000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3501<= +/td> +   +   +   +   +   + 1<= +/td> + 35= +1  +   +   +   +   +
-19.08485018878= +650000.11111111111111= +103^-(486/= +3^5)17412.47718599920000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3491<= +/td> +   +   +   +   +   + 1<= +/td> + 35= +0  +   +   +   +   +
-1.25661565029047= +000.865305008518300= +03^-(32/3= +^5)16718.19562841190000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3481<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 34= +911= +7  +   +   +   +
-24.03277431180= +520000.062858105046= +60693^-(204/= +3^4)16051.59691434290000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3471<= +/td> +   +   +   +   +   + 1<= +/td> + 34= +8  +   +   +   +   +
-17.67115758220= +970000.1307501274551440= +3^-(150/= +3^4)15411.57725554250000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3461<= +/td> +   +   +   +   +   + 1<= +/td> + 34= +7  +   +   +   +   +
-19.79169649207= +480000.1024271704254920= +3^-(168/= +3^4)14797.07687472030000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3451<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 34= +611= +6  +   +   +   +
-36.75600777099= +620000.014527791939= +46053^-(312/= +3^4)14207.07825071170000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3441<= +/td> +   +   +   +   +   + 1<= +/td> + 34= +5  +   +   +   +   +
-15.66842638955= +930000.1646564245042500<= +/td> + 3^-(133/= +3^4)13640.60443361470000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3431<= +/td> +   +   +   +   +   + 1<= +/td> + 34= +4  +   +   +   +   +
-22.57981246615= +690000.074303518032= +23483^-(575/= +3^5)13096.71742710550000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3421<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 34= +311= +539= +  +   +   +
-34.16423799227= +210000.019578891532= +28163^-(290/= +3^4)12574.51663525710000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3411<= +/td> +   +   +   +   +   + 1<= +/td> + 34= +2  +   +   +   +   +
-47.12308688589= +260000.004403983221= +47783^-(400/= +3^4)12073.13737128580000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3401<= +/td> +   +   +   +   +   + 1<= +/td> + 34= +1  +   +   +   +   +
-45.47377884488= +630000.005324895113= +81303^-(386/= +3^4)11591.74942575890000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3391<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 34= +011= +4  +   +   +   +
-58.66824317293= +600000.001165702804= +59703^-(498/= +3^4)11129.55569189150000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3381<= +/td> +   +   +   +   +   + 1<= +/td> + 33= +9  +   +   +   +   +
-48.30116405804= +000000.003845402436= +10363^-(410/= +3^4)10685.79084565620000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3371<= +/td> +   +   +   +   +   + 1<= +/td> + 33= +8  +   +   +   +   +
-45.9450097137453= +0000.005043703107= +10833^-(390/= +3^4)10259.72007852040000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3361<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 33= +711= +3  +   +   +   +
-49.83266438183= +150000.003223790275= +46203^-(423/= +3^4)9850.63788071269000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3351<= +/td> +   +   +   +   +   + 1<= +/td> + 33= +6  +   +   +   +   +
-53.95593448434= +710000.002005410459= +71923^-(458/= +3^4)9457.86687300399000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3341<= +/td> +   +   +   +   +   + 1<= +/td> + 33= +5  +   +   +   +   +
-58.9038586073654= +0000.001134506712047= +43^-(500/= +3^4)9080.75668506805000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3331<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 33= +411= +238= +  +   +   +
-62.32028240659= +240000.000765571715= +27403^-(529/= +3^4)8718.68287856512000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3321<= +/td> +   +   +   +   +   + 1<= +/td> + 33= +3  +   +   +   +   +
-64.67643675088= +740000.000583684502= +51913^-(549/= +3^4)8371.04591316498000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3311<= +/td> +   +   +   +   +   + 1<= +/td> + 33= +2  +   +   +   +   +
-68.31538623818= +620000.000383911116848= +73^-(5219= +/3^6)8037.27015379744000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3301<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 33= +111= +1  +   +   +   +
-69.03532228783= +290000.000353373424= +81693^-(586/= +3^4)7716.80291748628000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3291<= +/td> +   +   +   +   +   + 1<= +/td> + 33= +0  +   +   +   +   +
-71.69625763990= +200000.00026012= +800966253^-(4436= +60/3^10)7409.11355818855000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3281<= +/td> +   +   +   +   +   + 1<= +/td> + 32= +9  +   +   +   +   +
-75.75133177991= +450000.0001630922825= +8313^-(1562= +51/3^9)7113.69258812368000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3271<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 32= +811= +0  +   +   +   +
-75.9541420475488= +0000.00015932= +829093523^-(4700= +08/3^10)6830.05083413759000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3261<= +/td> +   +   +   +   +   + 1<= +/td> + 32= +7  +   +   +   +   +
-78.12100680871= +830000.0001241= +5083921193^-(1450= +250/3^11)6557.71862770470000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3251<= +/td> +   +   +   +   +   + 1<= +/td> + 32= +6  +   +   +   +   +
-84.11471009132= +250000.000062267939= +59393^-(714/= +3^4)6296.24502722683000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3241<= +/td> + 1<= +/td> + 1<= +/td> + 1<= +/td> + 1<= +/td> +   + 5<= +/td> + 32= +510= +937= +13= +5<= +/td> +   +
-81.28732487816= +490000.000086225109= +80333^-(690/= +3^4)6045.19707134097000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3231<= +/td> +   +   +   +   +   + 1<= +/td> + 32= +4  +   +   +   +   +
-81.35277360995= +270000.00008557783= +978063^-(6215= +/3^6)5804.15906199975000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3221<= +/td> +   +   +   +   +   + 1<= +/td> + 32= +3  +   +   +   +   +
-69.74216859111= +970000.000325755360= +06813^-(592/= +3^4)5572.73187613732000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3211<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 32= +210= +8  +   +   +   +
-63.85178273038= +420000.000641816478= +73763^-(542/= +3^4)5350.53230478099000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3201<= +/td> +   +   +   +   +   + 1<= +/td> + 32= +1  +   +   +   +   +
-78.9311705338705= +0000.000113094496= +98753^-(670/= +3^4)5137.19241851418000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3191<= +/td> +   +   +   +   +   + 1<= +/td> + 32= +0  +   +   +   +   +
-91.72664000074= +600000.000025921= +96977903^-(1892= +03/3^9)4932.35895824010000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3181<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 31= +910= +7  +   +   +   +
-87.11877994666= +070000.0000440= +6167498773^-(1617= +286/3^11)4735.69275023725000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3171<= +/td> +   +   +   +   +   + 1<= +/td> + 31= +8  +   +   +   +   +
-84.07689526850= +910000.0000625396= +1978363^-(5780= +8/3^8)4546.86814453823000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3161<= +/td> +   +   +   +   +   + 1<= +/td> + 31= +7  +   +   +   +   +
-69.50655315669= +210000.0003347128164262= +3^-(590/= +3^4)4365.57247570184000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3151<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 31= +610= +636= +  +   +   +
-99.42971332927= +270000.0000106786003581<= +/td> + 3^-(844/= +3^4)4191.50554508570000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3141<= +/td> +   +   +   +   +   + 1<= +/td> + 31= +5  +   +   +   +   +
-78.45993966501= +310000.0001193996398319= +3^-(222/= +3^3)4024.37912376193000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3131<= +/td> +   +   +   +   +   + 1<= +/td> + 31= +4  +   +   +   +   +
-96.03219694141= +460000.000015790291698= +63^-(6602= +8/3^8)3863.91647525298000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3121<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 31= +310= +5  +   +   +   +
-82.27965773152= +230000.000076= +91607485573^-(4124= +1199/3^14)3709.85189729718000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3111<= +/td> +   +   +   +   +   + 1<= +/td> + 31= +2  +   +   +   +   +
-93.85202696478= +940000.0000202954= +4844033^-(6452= +9/3^8)3561.93028188541000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3101<= +/td> +   +   +   +   +   + 1<= +/td> + 31= +1  +   +   +   +   +
-102.3567310439900= +0000.000007= +62365874323^-(5130= +4471/3^14)3419.90669284013000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3091<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 31= +010= +4  +   +   +   +
-102.137513205311= +00000.00000781= +851618873^-(6320= +32/3^10)3283.54596023757000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3081<= +/td> +   +   +   +   +   + 1<= +/td> + 30= +9  +   +   +   +   +
-94.17799576504= +130000.000019= +54790463973^-(1573= +5009/3^13)3152.62229100133000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3071<= +/td> +   +   +   +   +   + 1<= +/td> + 30= +8  +   +   +   +   +
-103.0311119266= +0800000.00000705414534433^-(2000= +7359616806424/3^32)3026.91889502269000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3061<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 30= +710= +335= +  +   +   +
-83.86600491052= +740000.00006407664= +353953^-(6407= +/3^6)2906.22762618838000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3051<= +/td> +   +   +   +   +   + 1<= +/td> + 30= +6  +   +   +   +   +
-99.3860808414085= +0000.000010732377940= +23^-(2277= +8/3^7)2790.34863772166000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3041<= +/td> +   +   +   +   +   + 1<= +/td> + 30= +5  +   +   +   +   +
-102.7878039747= +6600000.0000= +0725453869053^-(1391= +054541/3^17)2679.09005126582000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3031<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 30= +410= +2  +   +   +   +
-71.39147663212= +790000.000269417727= +36983^-(202/= +3^3)2572.26763916210000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3021<= +/td> +   +   +   +   +   + 1<= +/td> + 30= +3  +   +   +   +   +
-88.70921106269= +780000.000036689301= +77343^-(251/= +3^3)2469.70451939618000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3011<= +/td> +   +   +   +   +   + 1<= +/td> + 30= +2  +   +   +   +   +
-103.906406583436= +00000.000006377928= +86083^-(294/= +3^3)2371.23086270790000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3001<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 30= +110= +1  +   +   +   +
-96.83794355053= +660000.000014391392= +64933^-(274/= +3^3)2276.68361137920000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2991<= +/td> +   +   +   +   +   + 1<= +/td> + 30= +0  +   +   +   +   +
-84.11471009132= +250000.000062267939= +59393^-(238/= +3^3)2185.90620923490000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2981<= +/td> +   +   +   +   +   + 1<= +/td> + 29= +9  +   +   +   +   +
-111.3282927677= +8900000.000002713847= +01283^-(315/= +3^3)2098.74834240895000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2971<= +/td> + 1<= +/td> + 1<= +/td> + 1<= +/td> +   +   + 4<= +/td> + 29= +810= +034= +12= +  +   +
-93.30371203408= +500000.0000216179445377<= +/td> + 3^-(264/= +3^3)2015.06569044699000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2961<= +/td> +   +   +   +   +   + 1<= +/td> + 29= +7  +   +   +   +   +
-108.8543307064= +7300000.000003608140= +70083^-(308/= +3^3)1934.71968733325000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2951<= +/td> +   +   +   +   +   + 1<= +/td> + 29= +6  +   +   +   +   +
-101.785867673502= +00000.000008141541= +03833^-(288/= +3^3)1857.57729204577000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2941<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 29= +599= +  +   +   +   +
-80.93390172651= +790000.000089805909= +12333^-(229/= +3^3)1783.51076826033000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2931<= +/td> +   +   +   +   +   + 1<= +/td> + 29= +4  +   +   +   +   +
-75.98597760350= +110000.0001587453891528= +3^-(215/= +3^3)1712.39747283806000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2921<= +/td> +   +   +   +   +   + 1<= +/td> + 29= +3  +   +   +   +   +
-91.18317312418= +870000.000027595695= +47703^-(258/= +3^3)1644.11965274670000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2911<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 29= +298= +  +   +   +   +
-99.66532876363= +230000.0000103928237402<= +/td> + 3^-(282/= +3^3)1578.56425007909000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2901<= +/td> +   +   +   +   +   + 1<= +/td> + 29= +1  +   +   +   +   +
-79.16678596829= +670000.0001100679053203= +3^-(224/= +3^3)1515.62271484608000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2891<= +/td> +   +   +   +   +   + 1<= +/td> + 29= +0  +   +   +   +   +
-108.8543307064= +7300000.000003608140= +70083^-(308/= +3^3)1455.19082523395000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2881<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 28= +997= +33= +  +   +   +
-109.914600161365= +00000.000003193522= +58533^-(311/= +3^3)1397.16851502857000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2871<= +/td> +   +   +   +   +   + 1<= +/td> + 28= +8  +   +   +   +   +
-109.207753857942= +00000.0000034642745801 + 3^-(309/= +3^3)1341.45970792065000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2861<= +/td> +   +   +   +   +   + 1<= +/td> + 28= +7  +   +   +   +   +
-100.3721750669= +7200000.000009580567= +75593^-(284/= +3^3)1287.97215841766000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2851<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 28= +696= +  +   +   +   +
-109.56117700981= +400000.000003326144= +78233^-(310/= +3^3)1236.61729909906000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2841<= +/td> +   +   +   +   +   + 1<= +/td> + 28= +5  +   +   +   +   +
-104.966676038290= +00000.000005645029= +26953^-(297/= +3^3)1187.31009396180000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2831<= +/td> +   +   +   +   +   + 1<= +/td> + 28= +4  +   +   +   +   +
-88.355787911055= +70000.0000382129533772<= +/td> + 3^-(250/= +3^3)1139.96889761338000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2821<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 28= +395= +  +   +   +   +
-74.9257081485= +7030000.000179355456= +04273^-(212/= +3^3)1094.51532007919000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2811<= +/td> +   +   +   +   +   + 1<= +/td> + 28= +2  +   +   +   +   +
-84.4681332429= +6840000.000059785152= +01423^-(239/= +3^3)1050.87409700045000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2801<= +/td> +   +   +   +   +   + 1<= +/td> + 28= +1  +   +   +   +   +
-78.4599396650= +1310000.0001193996398319= +3^-(222/= +3^3)1008.97296500756000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2791<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 28= +094= +32= +  +   +   +
-80.9339017265= +1790000.000089805909= +12333^-(229/= +3^3)968.74254206279300001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2781<= +/td> +   +   +   +   +   + 1<= +/td> + 27= +9  +   +   +   +   +
-87.2955184561= +2320000.000043174177= +94803^-(247/= +3^3)930.11621257388900001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2771<= +/td> +   +   +   +   +   + 1<= +/td> + 27= +8  +   +   +   +   +
-73.1585923903= +4990000.0002198216080334= +3^-(207/= +3^3)893.03001708860600001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2761<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 27= +793= +  +   +   +   +
-89.4160573659= +9310000.0000338218322898<= +/td> + 3^-(253/= +3^3)857.42254638736600001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2751<= +/td> +   +   +   +   +   + 1<= +/td> + 27= +6  +   +   +   +   +
-80.2270554232= +3110000.000097419798= +92233^-(227/= +3^3)823.23483979872900001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2741<= +/td> +   +   +   +   +   + 1<= +/td> + 27= +5  +   +   +   +   +
-85.8818258495= +3770000.000050805263= +42533^-(243/= +3^3)790.41028756929900001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2731<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 27= +492= +  +   +   +   +
-79.8736322715= +9130000.0001014654968695= +3^-(226/= +3^3)758.89453712640000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2721<= +/td> +   +   +   +   +   + 1<= +/td> + 27= +3  +   +   +   +   +
-69.2709377222= +6170000.000343916580= +39513^-(196/= +3^3)728.63540307830200001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2711<= +/td> +   +   +   +   +   + 1<= +/td> + 27= +2  +   +   +   +   +
-66.0901293574= +6440000.000496013540= +29643^-(187/= +3^3)699.58278080298300001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2701<= +/td> + 1<= +/td> + 1<= +/td> + 1<= +/td> +   +   + 4<= +/td> + 27= +191= +31= +11= +  +   +
-96.1310972472= +3360000.000015611518= +12613^-(272/= +3^3)671.68856348233200001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2691<= +/td> +   +   +   +   +   + 1<= +/td> + 27= +0  +   +   +   +   +
-106.380368644930= +00000.000004797130= +88313^-(301/= +3^3)644.90656244441800001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2681<= +/td> +   +   +   +   +   + 1<= +/td> + 26= +9  +   +   +   +   +
-86.9420953044= +7080000.000044967136= +72063^-(246/= +3^3)619.19243068192600001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2671<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 26= +890= +  +   +   +   +
-66.7969756607= +5310000.0004572473708276= +3^-(189/= +3^3)594.50358942011100001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2661<= +/td> +   +   +   +   +   + 1<= +/td> + 26= +7  +   +   +   +   +
-72.8051692387= +0360000.0002289504692939= +3^-(206/= +3^3)570.79915761268800001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2651<= +/td> +   +   +   +   +   + 1<= +/td> + 26= +6  +   +   +   +   +
-68.2106682673= +3000000.000388567601= +53233^-(193/= +3^3)548.03988424890100001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2641<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 26= +589= +  +   +   +   +
-77.0462470584= +3470000.000140503663= +13513^-(218/= +3^3)526.18808335969600001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2631<= +/td> +   +   +   +   +   + 1<= +/td> + 26= +4  +   +   +   +   +
-68.2106682673= +3000000.000388567601= +53233^-(193/= +3^3)505.20757161536000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2621<= +/td> +   +   +   +   +   + 1<= +/td> + 26= +3  +   +   +   +   +
-93.3037120340= +8500000.0000216179445377<= +/td> + 3^-(264/= +3^3)485.06360841131700001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2611<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 26= +288= +30= +  +   +   +
-65.3832830541= +7540000.000538066368= +12823^-(185/= +3^3)465.72283834285700001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2601<= +/td> +   +   +   +   +   + 1<= +/td> + 26= +1  +   +   +   +   +
-85.1749795462= +4910000.000055112615= +58853^-(241/= +3^3)447.15323597354900001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2591<= +/td> +   +   +   +   +   + 1<= +/td> + 26= +0  +   +   +   +   +
-63.2627441443= +1040000.000686851407= +88173^-(179/= +3^3)429.32405280588700001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2581<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 25= +987= +  +   +   +   +
-81.9941711814= +5480000.000079486146= +15103^-(232/= +3^3)412.20576636635500001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2571<= +/td> +   +   +   +   +   + 1<= +/td> + 25= +8  +   +   +   +   +
-64.6764367508= +8740000.000583684502= +51913^-(183/= +3^3)395.77003132060200001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2561<= +/td> +   +   +   +   +   + 1<= +/td> + 25= +7  +   +   +   +   +
-85.1749795462= +4910000.000055112615= +58853^-(241/= +3^3)379.98963253779300001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2551<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 25= +686= +  +   +   +   +
-62.5558978410= +2290000.000745083777= +87783^-(177/= +3^3)364.83844002639700001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2541<= +/td> +   +   +   +   +   + 1<= +/td> + 25= +5  +   +   +   +   +
-74.9257081485= +7030000.000179355456= +04273^-(212/= +3^3)350.29136566681600001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2531<= +/td> +   +   +   +   +   + 1<= +/td> + 25= +4  +   +   +   +   +
-65.029859902531= +30000.000560411456= +34543^-(184/= +3^3)336.32432166918800001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2521<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 25= +385= +29= +  +   +   +
-83.4078637880= +3510000.000067547115= +92773^-(236/= +3^3)322.91418068759800001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2511<= +/td> +   +   +   +   +   + 1<= +/td> + 25= +2  +   +   +   +   +
-79.5202091199= +4690000.000105679206= +57683^-(225/= +3^3)310.03873752463000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2501<= +/td> +   +   +   +   +   + 1<= +/td> + 25= +1  +   +   +   +   +
-63.616167295955= +30000.000659464824= +10033^-(180/= +3^3)297.67667236286900001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2491<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 25= +084= +  +   +   +   +
-85.5284026978= +9430000.000052915129= +71763^-(242/= +3^3)285.80751546245600001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2481<= +/td> +   +   +   +   +   + 1<= +/td> + 24= +9  +   +   +   +   +
-59.3750894762250= +0000.001074596758487= +33^-(168/= +3^3)274.41161326624300001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2471<= +/td> +   +   +   +   +   + 1<= +/td> + 24= +8  +   +   +   +   +
-78.1065165133= +6840000.0001243581275635= +3^-(221/= +3^3)263.47009585643300001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2461<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 24= +783= +  +   +   +   +
-65.3832830541= +7540000.000538066368= +12823^-(185/= +3^3)252.96484570880000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2451<= +/td> +   +   +   +   +   + 1<= +/td> + 24= +6  +   +   +   +   +
-61.8490515377= +3360000.000808253182= +10953^-(175/= +3^3)242.87846769276700001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2441<= +/td> +   +   +   +   +   + 1<= +/td> + 24= +5  +   +   +   +   +
-59.0216663245= +8040000.001119223148071= +73^-(167/= +3^3)233.19426026766100001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2431<= +/td> + 1<= +/td> + 1<= +/td> + 1<= +/td> + 1<= +/td> + 1<= +/td> + 6<= +/td> + 24= +482= +28= +10= +4<= +/td> + 2<= +/td> +
-53.0134727466= +2930000.002235251333= +63353^-(150/= +3^3)223.89618782744400001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2421<= +/td> +   +   +   +   +   + 1<= +/td> + 24= +3  +   +   +   +   +
-65.3832830541= +7540000.000538066368= +12823^-(185/= +3^3)214.96885414813900001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2411<= +/td> +   +   +   +   +   + 1<= +/td> + 24= +2  +   +   +   +   +
-60.4353589311= +5760000.000951112859= +19153^-(171/= +3^3)206.39747689397500001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2401<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 24= +181= +  +   +   +   +
-78.4599396650= +1310000.0001193996398319= +3^-(222/= +3^3)198.16786314003700001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2391<= +/td> +   +   +   +   +   + 1<= +/td> + 24= +0  +   +   +   +   +
-64.3230135992= +4290000.000607924043= +34973^-(182/= +3^3)190.26638587089600001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2381<= +/td> +   +   +   +   +   + 1<= +/td> + 23= +9  +   +   +   +   +
-56.5477042630= +7110000.001488040620889= +23^-(160/= +3^3)182.67996141630100001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2371<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 23= +880= +  +   +   +   +
-67.8572451156= +8430000.000404704230= +48543^-(192/= +3^3)175.39602778656500001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2361<= +/td> +   +   +   +   +   + 1<= +/td> + 23= +7  +   +   +   +   +
-59.7285126278= +6840000.001031749741185= +33^-(169/= +3^3)168.40252387178700001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2351<= +/td> +   +   +   +   +   + 1<= +/td> + 23= +6  +   +   +   +   +
-55.8408579597= +8270000.001614199104= +38453^-(158/= +3^3)161.68786947043900001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2341<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 23= +579= +27= +  +   +   +
-60.0819357795= +1280000.000990611147= +88243^-(170/= +3^3)155.24094611428600001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2331<= +/td> +   +   +   +   +   + 1<= +/td> + 23= +4  +   +   +   +   +
-54.7805885048= +5010000.0018237721300490= +3^-(155/= +3^3)149.05107865785000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2321<= +/td> +   +   +   +   +   + 1<= +/td> + 23= +3  +   +   +   +   +
-52.6600495949= +8480000.002328077964= +68923^-(149/= +3^3)143.10801760196300001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2311<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 23= +278= +  +   +   +   +
-57.9613968696= +4820000.001264532968= +21593^-(164/= +3^3)137.40192212211800001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2301<= +/td> +   +   +   +   +   + 1<= +/td> + 23= +1  +   +   +   +   +
-60.7887820828= +0100000.000913189471= +82593^-(172/= +3^3)131.92334377353400001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2291<= +/td> +   +   +   +   +   + 1<= +/td> + 23= +0  +   +   +   +   +
-55.4874348081= +3860000.001681234369= +03613^-(157/= +3^3)126.66321084593100001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2281<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 22= +977= +  +   +   +   +
-71.0380534804= +8350000.0002806062409844= +3^-(201/= +3^3)121.61281334213200001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2271<= +/td> +   +   +   +   +   + 1<= +/td> + 22= +8  +   +   +   +   +
-60.7887820828= +0100000.000913189471= +82593^-(172/= +3^3)116.76378855560500001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2261<= +/td> +   +   +   +   +   + 1<= +/td> + 22= +7  +   +   +   +   +
-66.7969756607= +5310000.0004572473708276= +3^-(189/= +3^3)112.10810722306300001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2251<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 22= +676= +26= +  +   +   +
-63.616167295955= +30000.000659464824= +10033^-(180/= +3^3)107.63806022919900001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2241<= +/td> +   +   +   +   +   + 1<= +/td> + 22= +5  +   +   +   +   +
-59.7285126278= +6840000.001031749741185= +33^-(169/= +3^3)103.34624584154300001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2231<= +/td> +   +   +   +   +   + 1<= +/td> + 22= +4  +   +   +   +   +
-63.9695904475= +9860000.000633170215= +90883^-(181/= +3^3)99.22555745428980001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2221<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 22= +375= +  +   +   +   +
-57.254550566359= +20000.001371742112482= +93^-(162/= +3^3)95.26917182081870001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2211<= +/td> +   +   +   +   +   + 1<= +/td> + 22= +2  +   +   +   +   +
-62.2024746893= +7840000.000776025988= +22973^-(176/= +3^3)91.47053775541450001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2201<= +/td> +   +   +   +   +   + 1<= +/td> + 22= +1  +   +   +   +   +
-57.6079737180= +0360000.001317047123= +35013^-(163/= +3^3)87.82336528547790001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2191<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 22= +074= +  +   +   +   +
-55.1340116564= +9410000.001751053507557= +33^-(156/= +3^3)84.32161523626680001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2181<= +/td> +   +   +   +   +   + 1<= +/td> + 21= +9  +   +   +   +   +
-60.4353589311= +5760000.000951112859= +19153^-(171/= +3^3)80.95948923092260001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2171<= +/td> +   +   +   +   +   + 1<= +/td> + 21= +8  +   +   +   +   +
-57.6079737180= +0360000.001317047123= +35013^-(163/= +3^3)77.73142008922040001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2161<= +/td> + 1<= +/td> + 1<= +/td> + 1<= +/td> +   +   + 4<= +/td> + 21= +773= +25= +9<= +/td> +   +   +
-61.4956283860= +9030000.000841818722= +95323^-(174/= +3^3)74.63206260914810001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2151<= +/td> +   +   +   +   +   + 1<= +/td> + 21= +6  +   +   +   +   +
-56.9011274147= +1520000.001428708502375= +13^-(161/= +3^3)71.65628471604660001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2141<= +/td> +   +   +   +   +   + 1<= +/td> + 21= +5  +   +   +   +   +
-53.0134727466= +2930000.002235251333= +63353^-(150/= +3^3)68.79915896465850001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2131<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 21= +472= +  +   +   +   +
-50.186087533475= +70000.003095249223555= +73^-(142/= +3^3)66.05595438001240001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2121<= +/td> +   +   +   +   +   + 1<= +/td> + 21= +3  +   +   +   +   +
-55.1340116564= +9410000.001751053507557= +33^-(156/= +3^3)63.42212862363210001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2111<= +/td> +   +   +   +   +   + 1<= +/td> + 21= +2  +   +   +   +   +
-59.3750894762250= +0000.001074596758487= +33^-(168/= +3^3)60.89332047210030001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2101<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 21= +171= +  +   +   +   +
-50.0682798162= +6100000.003137516433= +28093^-(425/= +3^4)58.46534259552190001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2091<= +/td> +   +   +   +   +   + 1<= +/td> + 21= +0  +   +   +   +   +
-53.7203190499= +1760000.002060554223= +64503^-(456/= +3^4)56.13417462392900001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2081<= +/td> +   +   +   +   +   + 1<= +/td> + 20= +9  +   +   +   +   +
-55.958665676997= +20000.001592453340= +32753^-(475/= +3^4)53.89595649014640001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2071<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 20= +870= +24= +  +   +   +
-55.8408579597= +8270000.001614199104= +38453^-(474/= +3^4)51.74698203809530001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2061<= +/td> +   +   +   +   +   + 1<= +/td> + 20= +7  +   +   +   +   +
-48.3011640580= +4000000.003845402436= +10363^-(410/= +3^4)49.68369288595000001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2051<= +/td> +   +   +   +   +   + 1<= +/td> + 20= +6  +   +   +   +   +
-56.9011274147= +1520000.001428708502375= +13^-(483/= +3^4)47.70267253398750001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2041<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 20= +569= +  +   +   +   +
-49.7148566646= +1680000.003267812778= +93153^-(422/= +3^4)45.80064070737280001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2031<= +/td> +   +   +   +   +   + 1<= +/td> + 20= +4  +   +   +   +   +
-57.0189351319= +3030000.001409461584= +25043^-(484/= +3^4)43.97444792451140001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2021<= +/td> +   +   +   +   +   + 1<= +/td> + 20= +3  +   +   +   +   +
-48.536779492469= +40000.003742493247= +05983^-(412/= +3^4)42.22107028197700001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2011<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 20= +268= +  +   +   +   +
-53.6025113327= +0270000.002088692144= +44903^-(455/= +3^4)40.53760444737750001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2001<= +/td> +   +   +   +   +   + 1<= +/td> + 20= +1  +   +   +   +   +
-46.6518560170= +3370000.004649510139= +54633^-(396/= +3^4)38.92126285186850001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1991<= +/td> +   +   +   +   +   + 1<= +/td> + 20= +0  +   +   +   +   +
-43.4710476522= +3590000.006705754000= +90063^-(369/= +3^4)37.36936907435430001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1981<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 19= +967= +23= +  +   +   +
-42.4107781973= +0330000.007576368506= +57923^-(360/= +3^4)35.87935340973320001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1971<= +/td> +   +   +   +   +   + 1<= +/td> + 19= +8  +   +   +   +   +
-38.7587389636= +4670000.011536207308= +31093^-(329/= +3^4)34.44874861384780001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1961<= +/td> +   +   +   +   +   + 1<= +/td> + 19= +7  +   +   +   +   +
-36.9916232054= +2570000.01413900472877= +723^-(314/= +3^4)33.07518581809660001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1951<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 19= +666= +  +   +   +   +
-38.1697003775= +7300000.012345679012= +34573^-(324/= +3^4)31.75639060693960001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1941<= +/td> +   +   +   +   +   + 1<= +/td> + 19= +5  +   +   +   +   +
-30.630006475830= +20000.029410315010= +38393^-(260/= +3^4)30.49017925180490001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1931<= +/td> +   +   +   +   +   + 1<= +/td> + 19= +4  +   +   +   +   +
-31.8080836479= +7750000.025680047198= +17163^-(270/= +3^4)29.27445509515930001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1921<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 19= +365= +  +   +   +   +
-14.254733782982= +50000.19375963641215= +203^-(121/= +3^4)28.10720507875560001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1911<= +/td> +   +   +   +   +   + 1<= +/td> + 19= +2  +   +   +   +   +
-25.7998900700= +2620000.05128678748860= +953^-(219/= +3^4)26.98649641030760001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1901<= +/td> +   +   +   +   +   + 1<= +/td> + 19= +1  +   +   +   +   +
-29.334121586468= +10000.03414239014183= +053^-(249/= +3^4)25.91047336307350001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1891<= +/td> + 1<= +/td> + 1<= +/td> + 1<= +/td> +   +   + 4<= +/td> + 19= +064= +22= +8<= +/td> +   +   +
-24.5040051806= +6410000.059538753901= +10633^-(208/= +3^4)24.87735420304940001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1881<= +/td> +   +   +   +   +   + 1<= +/td> + 18= +9  +   +   +   +   +
-11.5451562870= +4370000.264692835093455= +03^-(98/3= +^4)23.88542823868220001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1871<= +/td> +   +   +   +   +   + 1<= +/td> + 18= +8  +   +   +   +   +
-21.5588122502= +9590000.083571729036= +00503^-(183/= +3^4)22.93305298821950001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1861<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 18= +763= +  +   +   +   +
-21.205389098651= +70000.087042337437= +47473^-(180/= +3^4)22.01865146000420001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1851<= +/td> +   +   +   +   +   + 1<= +/td> + 18= +6  +   +   +   +   +
-18.6136193199= +2760000.11730567800710= +503^-(158/= +3^4)21.14070954121070001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1841<= +/td> +   +   +   +   +   + 1<= +/td> + 18= +5  +   +   +   +   +
-12.4090795466= +1840000.23963266776930= +003^-(316/= +3^5)20.29777349070010001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1831<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 18= +462= +  +   +   +   +
-18.3387346464= +2650000.1210774505381330= +3^-(467/= +3^5)19.48844753184060001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1821<= +/td> +   +   +   +   +   + 1<= +/td> + 18= +3  +   +   +   +   +
-13.9013106313= +3830000.2018061831302170= +3^-(354/= +3^5)18.71139154130970001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1811<= +/td> +   +   +   +   +   + 1<= +/td> + 18= +2  +   +   +   +   +
-14.7259646518= +4150000.18352776145188= +003^-(375/= +3^5)17.96531883004880001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1801<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 18= +161= +21= +  +   +   +
-14.4510799783= +4040000.18942879694381= +303^-(368/= +3^5)17.24899401269850001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1791<= +/td> +   +   +   +   +   + 1<= +/td> + 18= +0  +   +   +   +   +
-13.1551950889= +7840000.21990760340614= +403^-(335/= +3^5)16.56123096198330001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1781<= +/td> +   +   +   +   +   + 1<= +/td> + 17= +9  +   +   +   +   +
-10.6812330274690= +0000.29237373018465= +703^-(272/= +3^5)15.90089084466250001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1771<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 17= +860= +  +   +   +   +
-10.210002158610= +10000.30867388785699= +903^-(260/= +3^5)15.26688023579100001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1761<= +/td> +   +   +   +   +   + 1<= +/td> + 17= +7  +   +   +   +   +
-8.01092477060= +174000.3976067617645640= +3^-(204/= +3^5)14.65814930817050001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1751<= +/td> +   +   +   +   +   + 1<= +/td> + 17= +6  +   +   +   +   +
-4.2018085806587= +6000.61646662748080= +503^-(107/= +3^5)14.07369009399240001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1741<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 17= +559= +  +   +   +   +
-5.77257814352= +185000.51448307561420= +803^-(147/= +3^5)13.51253481579250001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1731<= +/td> +   +   +   +   +   + 1<= +/td> + 17= +4  +   +   +   +   +
-5.34061651373= +450000.54071594223275= +603^-(136/= +3^5)12.97375428395620001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1721<= +/td> +   +   +   +   +   + 1<= +/td> + 17= +3  +   +   +   +   +
-6.32234749052= +392000.48292826587313= +703^-(161/= +3^5)12.45645635811810001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1711<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 17= +258= +20= +  +   +   +
-5.18353955744= +818000.55058328435564= +203^-(132/= +3^5)11.95978446991110001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1701<= +/td> +   +   +   +   +   + 1<= +/td> + 17= +1  +   +   +   +   +
-3.6520392336566= +8000.656746910323034= +03^-(93/3= +^5)11.48291620461600001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1691<= +/td> +   +   +   +   +   + 1<= +/td> + 17= +0  +   +   +   +   +
-3.42951354558= +441000.67378963009262= +203^-(262/= +3^6)11.02506193936560001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1681<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 16= +957= +  +   +   +   +
-1.2304361575760= +8000.867916994183143= +03^-(94/3= +^6)10.58546353564650001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1671<= +/td> +   +   +   +   +   + 1<= +/td> + 16= +8  +   +   +   +   +
-1.13880793307= +574000.877121190553972= +03^-(87/3= +^6)10.16339308393500001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1661<= +/td> +   +   +   +   +   + 1<= +/td> + 16= +7  +   +   +   +   +
-2.08999616836= +505000.78614053794080= +303^-(479/= +3^7)9.75815169838645001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1651<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 16= +656= +  +   +   +   +
-1.6231285482918= +6000.82955191952059= +403^-(372/= +3^7)9.36906835958522001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1641<= +/td> +   +   +   +   +   + 1<= +/td> + 16= +5  +   +   +   +   +
-0.327243658929= +81400.963025566682184= +03^-(75/3= +^7)8.99549880343586001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1631<= +/td> +   +   +   +   +   + 1<= +/td> + 16= +4  +   +   +   +   +
-0.1439872099= +2911800.983559504528403= +03^-(33/3= +^7)8.63682445435784001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1621<= +/td> + 1<= +/td> + 1<= +/td> + 1<= +/td> + 1<= +/td> +   + 5<= +/td> + 16= +355= +19= +7<= +/td> + 3<= +/td> +   +
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0.00000000000000001.00000000000000003^-(0/3^= +10)7.64435099607318001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1591<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 16= +054= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)7.33955048666806001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1581<= +/td> +   +   +   +   +   + 1<= +/td> + 15= +9  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)7.04690318040358001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1571<= +/td> +   +   +   +   +   + 1<= +/td> + 15= +8  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)6.76592449690004001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1561<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 15= +753= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)6.49614917728022001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1551<= +/td> +   +   +   +   +   + 1<= +/td> + 15= +6  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)6.23713051376990001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1541<= +/td> +   +   +   +   +   + 1<= +/td> + 15= +5  +   +   +   +   +
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0.00000000000000001.00000000000000003^-(0/3^= +10)5.74966467089949001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1521<= +/td> +   +   +   +   +   + 1<= +/td> + 15= +3  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)5.52041032066112001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1511<= +/td> +   +   +   +   +   + 1<= +/td> + 15= +2  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)5.30029694822085001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1501<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 15= +151= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)5.08896007859699001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1491<= +/td> +   +   +   +   +   + 1<= +/td> + 15= +0  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)4.88604976939017001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1481<= +/td> +   +   +   +   +   + 1<= +/td> + 14= +9  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)4.69123003133079001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1471<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 14= +850= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)4.50417827193084001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1461<= +/td> +   +   +   +   +   + 1<= +/td> + 14= +7  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)4.32458476131873001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1451<= +/td> +   +   +   +   +   + 1<= +/td> + 14= +6  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)4.15215211937271001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1441<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 14= +549= +17= +  +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)3.98659482330369001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1431<= +/td> +   +   +   +   +   + 1<= +/td> + 14= +4  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)3.82763873487199001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1421<= +/td> +   +   +   +   +   + 1<= +/td> + 14= +3  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)3.67502064645519001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1411<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 14= +248= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)3.52848784521552001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1401<= +/td> +   +   +   +   +   + 1<= +/td> + 14= +1  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)3.38779769464499001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1391<= +/td> +   +   +   +   +   + 1<= +/td> + 14= +0  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)3.25271723279549001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1381<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 13= +947= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)3.12302278652841001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1371<= +/td> +   +   +   +   +   + 1<= +/td> + 13= +8  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)2.99849960114529001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1361<= +/td> +   +   +   +   +   + 1<= +/td> + 13= +7  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)2.87894148478595001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1351<= +/td> + 1<= +/td> + 1<= +/td> + 1<= +/td> +   +   + 4<= +/td> + 13= +646= +16= +6<= +/td> +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)2.76415046700549001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1341<= +/td> +   +   +   +   +   + 1<= +/td> + 13= +5  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)2.65393647096470001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1331<= +/td> +   +   +   +   +   + 1<= +/td> + 13= +4  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)2.54811699869106001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1321<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 13= +345= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)2.44651682888936001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1311<= +/td> +   +   +   +   +   + 1<= +/td> + 13= +2  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)2.34896772680119001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1301<= +/td> +   +   +   +   +   + 1<= +/td> + 13= +1  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)2.25530816563335001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1291<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 13= +044= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)2.16538305909341001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1281<= +/td> +   +   +   +   +   + 1<= +/td> + 12= +9  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)2.07904350458997001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1271<= +/td> +   +   +   +   +   + 1<= +/td> + 12= +8  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)1.99614653667210001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1261<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 12= +743= +15= +  +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)1.91655489029983001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1251<= +/td> +   +   +   +   +   + 1<= +/td> + 12= +6  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)1.84013677355371001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1241<= +/td> +   +   +   +   +   + 1<= +/td> + 12= +5  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)1.76676564940695001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1231<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 12= +442= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)1.69632002619900001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1221<= +/td> +   +   +   +   +   + 1<= +/td> + 12= +3  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)1.62868325646339001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1211<= +/td> +   +   +   +   +   + 1<= +/td> + 12= +2  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)1.56374334377693001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1201<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 12= +141= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)1.50139275731028001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1191<= +/td> +   +   +   +   +   + 1<= +/td> + 12= +0  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)1.44152825377291001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1181<= +/td> +   +   +   +   +   + 1<= +/td> + 11= +9  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)1.38405070645757001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1171<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 11= +840= +14= +  +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)1.32886494110123001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1161<= +/td> +   +   +   +   +   + 1<= +/td> + 11= +7  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)1.27587957829066001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1151<= +/td> +   +   +   +   +   + 1<= +/td> + 11= +6  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)1.22500688215173001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1141<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 11= +539= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)1.17616261507184001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1131<= +/td> +   +   +   +   +   + 1<= +/td> + 11= +4  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)1.12926589821500001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1121<= +/td> +   +   +   +   +   + 1<= +/td> + 11= +3  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)1.08423907759850001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1111<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 11= +238= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)1.04100759550947001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1101<= +/td> +   +   +   +   +   + 1<= +/td> + 11= +1  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.99949986704843101/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1091<= +/td> +   +   +   +   +   + 1<= +/td> + 11= +0  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.95964716159531801/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1081<= +/td> + 1<= +/td> + 1<= +/td> + 1<= +/td> +   +   + 4<= +/td> + 10= +937= +13= +5<= +/td> +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.92138348900183201/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1071<= +/td> +   +   +   +   +   + 1<= +/td> + 10= +8  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.88464549032156601/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1061<= +/td> +   +   +   +   +   + 1<= +/td> + 10= +7  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.84937233289702201/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1051<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 10= +636= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.81550560962978601/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1041<= +/td> +   +   +   +   +   + 1<= +/td> + 10= +5  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.78298924226706601/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1031<= +/td> +   +   +   +   +   + 1<= +/td> + 10= +4  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.75176938854445101/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1021<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 10= +335= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.72179435303113701/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1011<= +/td> +   +   +   +   +   + 1<= +/td> + 10= +2  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.69301450152999001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1001<= +/td> +   +   +   +   +   + 1<= +/td> + 10= +1  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.66538217889069901/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^991<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 10= +034= +12= +  +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.63885163009994501/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^981<= +/td> +   +   +   +   +   + 1<= +/td> + 99= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.61337892451790301/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^971<= +/td> +   +   +   +   +   + 1<= +/td> + 98= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.58892188313565101/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^961<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 97= +33= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.56544000873300001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^951<= +/td> +   +   +   +   +   + 1<= +/td> + 96= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.54289441882113101/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^941<= +/td> +   +   +   +   +   + 1<= +/td> + 95= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.52124778125897801/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^931<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 94= +32= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.50046425243676101/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^921<= +/td> +   +   +   +   +   + 1<= +/td> + 93= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.48050941792430401/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^911<= +/td> +   +   +   +   +   + 1<= +/td> + 92= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.46135023548585701/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^901<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 91= +31= +11= +  +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.44295498036707801/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^891<= +/td> +   +   +   +   +   + 1<= +/td> + 90= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.42529319276355501/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^881<= +/td> +   +   +   +   +   + 1<= +/td> + 89= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.40833562738391101/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^871<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 88= +30= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.39205420502394701/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^861<= +/td> +   +   +   +   +   + 1<= +/td> + 87= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.37642196607166701/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^851<= +/td> +   +   +   +   +   + 1<= +/td> + 86= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.36141302586616601/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^841<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 85= +29= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.34700253183649101/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^831<= +/td> +   +   +   +   +   + 1<= +/td> + 84= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.33316662234947701/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^821<= +/td> +   +   +   +   +   + 1<= +/td> + 83= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.31988238719844001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^811<= +/td> + 1<= +/td> + 1<= +/td> + 1<= +/td> + 1<= +/td> +   + 5<= +/td> + 82= +28= +10= +4<= +/td> + 2<= +/td> +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.30712782966727801/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^801<= +/td> +   +   +   +   +   + 1<= +/td> + 81= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.29488183010718901/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^791<= +/td> +   +   +   +   +   + 1<= +/td> + 80= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.28312411096567401/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^781<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 79= +27= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.27183520320992901/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^771<= +/td> +   +   +   +   +   + 1<= +/td> + 78= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.26099641408902201/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^761<= +/td> +   +   +   +   +   + 1<= +/td> + 77= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.25058979618148401/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^751<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 76= +26= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.24059811767704601/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^741<= +/td> +   +   +   +   +   + 1<= +/td> + 75= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.23100483384333001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^731<= +/td> +   +   +   +   +   + 1<= +/td> + 74= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.22179405963023301/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^721<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 73= +25= +9<= +/td> +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.21295054336664801/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^711<= +/td> +   +   +   +   +   + 1<= +/td> + 72= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.20445964150596801/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^701<= +/td> +   +   +   +   +   + 1<= +/td> + 71= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.19630729437855101/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^691<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 70= +24= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.18848000291100001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^681<= +/td> +   +   +   +   +   + 1<= +/td> + 69= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.18096480627371001/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^671<= +/td> +   +   +   +   +   + 1<= +/td> + 68= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.17374926041965901/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^661<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 67= +23= +  +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.16682141747892101/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^651<= +/td> +   +   +   +   +   + 1<= +/td> + 66= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.16016980597476801/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^641<= +/td> +   +   +   +   +   + 1<= +/td> + 65= +  +   +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.15378341182861901/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^631<= +/td> + 1<= +/td> + 1<= +/td> +   +   +   + 3<= +/td> + 64= +22= +8<= +/td> +   +   +   +
0.00000000000000001.00000000000000003^-(0/3^= +10)0.14765166012235901/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^621<= +/td> +   +   +   +   +   + 1<= +/td> + 63= +  +   +   +   +   +
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0.00000000000000001.00000000000000003^-(0/3^= +10)0.13611187579463701/84.406= +022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^601<= +/td> + 1<= +/td> +   +   +   +   + 2<= +/td> + 61= +21= +  +   +   +   +
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