MIME-Version: 1.0 X-Document-Type: Worksheet Content-Type: multipart/related; boundary="----=_NextPart_01D8935B.FF985530" This document is a Single File Web Page, also known as a Web Archive file. If you are seeing this message, your browser or editor doesn't support Web Archive files. Please download a browser that supports Web Archive, such as Microsoft Internet Explorer. ------=_NextPart_01D8935B.FF985530 Content-Location: file:///C:/EC2C4CD3/3.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii"
<= ![endif]>
⠀⠀⠀⠀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;ᔓᔕⵙ ⵙ= Ⓞꖴ✤ᗩᴥⵙᗱᗴᙏᑎ&#= 5697;Ⓞᗯⵙ◯ⵙ◯ⵙᗯⓄ8= 97;ᑎᙏᗱᗴⵙᴥᗩ✤ꖴⓄ= ;ⵙ ⵙ= ᗩᙁᑎᙏᴥⓄꗳⵙᗱᗴ= 711;ᑎᙁⓄᗯⵙ◯ⵙ◯ⵙȱ= 5;ⓄᙁᑎᙏᗱᗴⵙꗳⓄᴥ&= #5711;ᑎᙁᗩⵙ ⵙ= ⴵ✤ᴥᗱᗴ옷ⵙ人ᑐᑕ= ИNᗱᗴᑎ¤ᗱᗴᴥꗳⵙ&= #9711;ⵙ◯ⵙꗳᴥᗱᗴ¤ᑎ&#= 5617;ᗴИNᑐᑕ人ⵙ옷ᗱᗴ= 461;✤ⴵⵙ ⵙ= ᗩᙁᑎᙏᴥⓄꗳⵙ人ᑐ&#= 5205;ИNᗱᗴᑎ¤ᗱᗴᴥꗳ = 609;◯ⵙ◯ⵙꗳᴥᗱᗴ¤3= 98;ᗱᗴИNᑐᑕ人ⵙꗳⓄ˪= 1;ᙏᑎᙁᗩⵙ                          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 56666.2052450414000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^378 1<= /td> 1<= /td> 1<= /td> 1<= /td>     4<= /td> 37= 9 12= 7 43= 15=    
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 54406.7736420686000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^377 1<= /td>           1<= /td> 37= 8          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 52237.4315579976000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^376 1<= /td>           1<= /td> 37= 7          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 50154.5868852358000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^375 1<= /td> 1<= /td>         2<= /td> 37= 6 12= 6        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 48154.7907430288000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^374 1<= /td>           1<= /td> 37= 5          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 46234.7317666275000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^373 1<= /td>           1<= /td> 37= 4          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 44391.2306241608000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^372 1<= /td> 1<= /td>         2<= /td> 37= 3 12= 5        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 42621.2347521352000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^371 1<= /td>           1<= /td> 37= 2          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 40921.8133008440000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^370 1<= /td>           1<= /td> 37= 1          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 39290.1522813165000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^369 1<= /td> 1<= /td> 1<= /td>       3<= /td> 37= 0 12= 4 42=      
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 37723.5499057713000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^368 1<= /td>           1<= /td> 36= 9          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 36219.4121138573000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^367 1<= /td>           1<= /td> 36= 8          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 34775.2482772767000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^366 1<= /td> 1<= /td>         2<= /td> 36= 7 12= 3        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 33388.6670756746000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^365 1<= /td>           1<= /td> 36= 6          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 32057.3725369686000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^364 1<= /td>           1<= /td> 36= 5          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 30779.1602355611000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^363 1<= /td> 1<= /td>         2<= /td> 36= 4 12= 2        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 29551.9136421380000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^362 1<= /td>           1<= /td> 36= 3          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 28373.6006190120000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^361 1<= /td>           1<= /td> 36= 2          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 27242.2700552041000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^360 1<= /td> 1<= /td> 1<= /td>       3<= /td> 36= 1 12= 1 41=      
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 26156.0486356953000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^359 1<= /td>           1<= /td> 36= 0          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 25113.1377394949000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^358 1<= /td>           1<= /td> 35= 9          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 24111.8104613923000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^357 1<= /td> 1<= /td>         2<= /td> 35= 8 12= 0        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 4) 23150.4087524588000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^356 1<= /td>           1<= /td> 35= 7          
-2.748846735010400= 0 0.728714922877930= 0 3^-(70/3= ^5) 22227.3406745656000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^355 1<= /td>           1<= /td> 35= 6          
-14.05838758762= 46000 0.1981894902373520= 3^-(358/= 3^5) 21341.0777643710000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^354 1<= /td> 1<= /td>         2<= /td> 35= 5 11= 9        
-8.442886400389= 1000 0.37831684568601= 60 3^-(215/= 3^5) 20490.1525024127000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^353 1<= /td>           1<= /td> 35= 4          
-0.1963461953578= 850 0.9776483918501680= 3^-(5/3^= 5) 19673.1558831141000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^352 1<= /td>           1<= /td> 35= 3          
-1.49223108471993= 00 0.842148046878569= 0 3^-(38/3= ^5) 18888.7350816805000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^351 1<= /td> 1<= /td> 1<= /td> 1<= /td>     4<= /td> 35= 2 11= 8 40= 14=    
-4.044731624372= 4500 0.62771631820672= 80 3^-(103/= 3^5) 18135.5912140229000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^350 1<= /td>           1<= /td> 35= 1          
-19.08485018878= 65000 0.11111111111111= 10 3^-(486/= 3^5) 17412.4771859992000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^349 1<= /td>           1<= /td> 35= 0          
-1.25661565029047= 00 0.865305008518300= 0 3^-(32/3= ^5) 16718.1956284119000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^348 1<= /td> 1<= /td>         2<= /td> 34= 9 11= 7        
-24.03277431180= 52000 0.062858105046= 6069 3^-(204/= 3^4) 16051.5969143429000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^347 1<= /td>           1<= /td> 34= 8          
-17.67115758220= 97000 0.1307501274551440= 3^-(150/= 3^4) 15411.5772555425000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^346 1<= /td>           1<= /td> 34= 7          
-19.79169649207= 48000 0.1024271704254920= 3^-(168/= 3^4) 14797.0768747203000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^345 1<= /td> 1<= /td>         2<= /td> 34= 6 11= 6        
-36.75600777099= 62000 0.014527791939= 4605 3^-(312/= 3^4) 14207.0782507117000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^344 1<= /td>           1<= /td> 34= 5          
-15.66842638955= 93000 0.1646564245042500<= /td> 3^-(133/= 3^4) 13640.6044336147000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^343 1<= /td>           1<= /td> 34= 4          
-22.57981246615= 69000 0.074303518032= 2348 3^-(575/= 3^5) 13096.7174271055000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^342 1<= /td> 1<= /td> 1<= /td>       3<= /td> 34= 3 11= 5 39=      
-34.16423799227= 21000 0.019578891532= 2816 3^-(290/= 3^4) 12574.5166352571000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^341 1<= /td>           1<= /td> 34= 2          
-47.12308688589= 26000 0.004403983221= 4778 3^-(400/= 3^4) 12073.1373712858000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^340 1<= /td>           1<= /td> 34= 1          
-45.47377884488= 63000 0.005324895113= 8130 3^-(386/= 3^4) 11591.7494257589000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^339 1<= /td> 1<= /td>         2<= /td> 34= 0 11= 4        
-58.66824317293= 60000 0.001165702804= 5970 3^-(498/= 3^4) 11129.5556918915000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^338 1<= /td>           1<= /td> 33= 9          
-48.30116405804= 00000 0.003845402436= 1036 3^-(410/= 3^4) 10685.7908456562000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^337 1<= /td>           1<= /td> 33= 8          
-45.9450097137453= 000 0.005043703107= 1083 3^-(390/= 3^4) 10259.7200785204000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^336 1<= /td> 1<= /td>         2<= /td> 33= 7 11= 3        
-49.83266438183= 15000 0.003223790275= 4620 3^-(423/= 3^4) 9850.6378807126900000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^335 1<= /td>           1<= /td> 33= 6          
-53.95593448434= 71000 0.002005410459= 7192 3^-(458/= 3^4) 9457.8668730039900000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^334 1<= /td>           1<= /td> 33= 5          
-58.9038586073654= 000 0.001134506712047= 4 3^-(500/= 3^4) 9080.7566850680500000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^333 1<= /td> 1<= /td> 1<= /td>       3<= /td> 33= 4 11= 2 38=      
-62.32028240659= 24000 0.000765571715= 2740 3^-(529/= 3^4) 8718.6828785651200000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^332 1<= /td>           1<= /td> 33= 3          
-64.67643675088= 74000 0.000583684502= 5191 3^-(549/= 3^4) 8371.0459131649800000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^331 1<= /td>           1<= /td> 33= 2          
-68.31538623818= 62000 0.000383911116848= 7 3^-(5219= /3^6) 8037.2701537974400000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^330 1<= /td> 1<= /td>         2<= /td> 33= 1 11= 1        
-69.03532228783= 29000 0.000353373424= 8169 3^-(586/= 3^4) 7716.8029174862800000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^329 1<= /td>           1<= /td> 33= 0          
-71.69625763990= 20000 0.00026012= 80096625 3^-(4436= 60/3^10) 7409.1135581885500000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^328 1<= /td>           1<= /td> 32= 9          
-75.75133177991= 45000 0.0001630922825= 831 3^-(1562= 51/3^9) 7113.6925881236800000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^327 1<= /td> 1<= /td>         2<= /td> 32= 8 11= 0        
-75.9541420475488= 000 0.00015932= 82909352 3^-(4700= 08/3^10) 6830.0508341375900000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^326 1<= /td>           1<= /td> 32= 7          
-78.12100680871= 83000 0.0001241= 508392119 3^-(1450= 250/3^11) 6557.7186277047000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^325 1<= /td>           1<= /td> 32= 6          
-84.11471009132= 25000 0.000062267939= 5939 3^-(714/= 3^4) 6296.2450272268300000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^324 1<= /td> 1<= /td> 1<= /td> 1<= /td> 1<= /td>   5<= /td> 32= 5 10= 9 37= 13= 5<= /td>  
-81.28732487816= 49000 0.000086225109= 8033 3^-(690/= 3^4) 6045.1970713409700000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^323 1<= /td>           1<= /td> 32= 4          
-81.35277360995= 27000 0.00008557783= 97806 3^-(6215= /3^6) 5804.1590619997500000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^322 1<= /td>           1<= /td> 32= 3          
-69.74216859111= 97000 0.000325755360= 0681 3^-(592/= 3^4) 5572.7318761373200000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^321 1<= /td> 1<= /td>         2<= /td> 32= 2 10= 8        
-63.85178273038= 42000 0.000641816478= 7376 3^-(542/= 3^4) 5350.5323047809900000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^320 1<= /td>           1<= /td> 32= 1          
-78.9311705338705= 000 0.000113094496= 9875 3^-(670/= 3^4) 5137.1924185141800000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^319 1<= /td>           1<= /td> 32= 0          
-91.72664000074= 60000 0.000025921= 9697790 3^-(1892= 03/3^9) 4932.3589582401000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^318 1<= /td> 1<= /td>         2<= /td> 31= 9 10= 7        
-87.11877994666= 07000 0.0000440= 616749877 3^-(1617= 286/3^11) 4735.6927502372500000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^317 1<= /td>           1<= /td> 31= 8          
-84.07689526850= 91000 0.0000625396= 197836 3^-(5780= 8/3^8) 4546.8681445382300000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^316 1<= /td>           1<= /td> 31= 7          
-69.50655315669= 21000 0.0003347128164262= 3^-(590/= 3^4) 4365.5724757018400000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^315 1<= /td> 1<= /td> 1<= /td>       3<= /td> 31= 6 10= 6 36=      
-99.42971332927= 27000 0.0000106786003581<= /td> 3^-(844/= 3^4) 4191.5055450857000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^314 1<= /td>           1<= /td> 31= 5          
-78.45993966501= 31000 0.0001193996398319= 3^-(222/= 3^3) 4024.3791237619300000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^313 1<= /td>           1<= /td> 31= 4          
-96.03219694141= 46000 0.000015790291698= 6 3^-(6602= 8/3^8) 3863.9164752529800000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^312 1<= /td> 1<= /td>         2<= /td> 31= 3 10= 5        
-82.27965773152= 23000 0.000076= 9160748557 3^-(4124= 1199/3^14) 3709.8518972971800000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^311 1<= /td>           1<= /td> 31= 2          
-93.85202696478= 94000 0.0000202954= 484403 3^-(6452= 9/3^8) 3561.9302818854100000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^310 1<= /td>           1<= /td> 31= 1          
-102.3567310439900= 000 0.000007= 6236587432 3^-(5130= 4471/3^14) 3419.9066928401300000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^309 1<= /td> 1<= /td>         2<= /td> 31= 0 10= 4        
-102.137513205311= 0000 0.00000781= 85161887 3^-(6320= 32/3^10) 3283.5459602375700000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^308 1<= /td>           1<= /td> 30= 9          
-94.17799576504= 13000 0.000019= 5479046397 3^-(1573= 5009/3^13) 3152.6222910013300000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^307 1<= /td>           1<= /td> 30= 8          
-103.0311119266= 080000 0.0000070541453443 3^-(2000= 7359616806424/3^32) 3026.9188950226900000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^306 1<= /td> 1<= /td> 1<= /td>       3<= /td> 30= 7 10= 3 35=      
-83.86600491052= 74000 0.00006407664= 35395 3^-(6407= /3^6) 2906.2276261883800000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^305 1<= /td>           1<= /td> 30= 6          
-99.3860808414085= 000 0.000010732377940= 2 3^-(2277= 8/3^7) 2790.3486377216600000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^304 1<= /td>           1<= /td> 30= 5          
-102.7878039747= 660000 0.0000= 072545386905 3^-(1391= 054541/3^17) 2679.0900512658200000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^303 1<= /td> 1<= /td>         2<= /td> 30= 4 10= 2        
-71.39147663212= 79000 0.000269417727= 3698 3^-(202/= 3^3) 2572.2676391621000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^302 1<= /td>           1<= /td> 30= 3          
-88.70921106269= 78000 0.000036689301= 7734 3^-(251/= 3^3) 2469.7045193961800000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^301 1<= /td>           1<= /td> 30= 2          
-103.906406583436= 0000 0.000006377928= 8608 3^-(294/= 3^3) 2371.2308627079000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^300 1<= /td> 1<= /td>         2<= /td> 30= 1 10= 1        
-96.83794355053= 66000 0.000014391392= 6493 3^-(274/= 3^3) 2276.6836113792000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^299 1<= /td>           1<= /td> 30= 0          
-84.11471009132= 25000 0.000062267939= 5939 3^-(238/= 3^3) 2185.9062092349000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^298 1<= /td>           1<= /td> 29= 9          
-111.3282927677= 890000 0.000002713847= 0128 3^-(315/= 3^3) 2098.7483424089500000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^297 1<= /td> 1<= /td> 1<= /td> 1<= /td>     4<= /td> 29= 8 10= 0 34= 12=    
-93.30371203408= 50000 0.0000216179445377<= /td> 3^-(264/= 3^3) 2015.0656904469900000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^296 1<= /td>           1<= /td> 29= 7          
-108.8543307064= 730000 0.000003608140= 7008 3^-(308/= 3^3) 1934.7196873332500000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^295 1<= /td>           1<= /td> 29= 6          
-101.785867673502= 0000 0.000008141541= 0383 3^-(288/= 3^3) 1857.5772920457700000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^294 1<= /td> 1<= /td>         2<= /td> 29= 5 99=        
-80.93390172651= 79000 0.000089805909= 1233 3^-(229/= 3^3) 1783.5107682603300000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^293 1<= /td>           1<= /td> 29= 4          
-75.98597760350= 11000 0.0001587453891528= 3^-(215/= 3^3) 1712.3974728380600000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^292 1<= /td>           1<= /td> 29= 3          
-91.18317312418= 87000 0.000027595695= 4770 3^-(258/= 3^3) 1644.1196527467000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^291 1<= /td> 1<= /td>         2<= /td> 29= 2 98=        
-99.66532876363= 23000 0.0000103928237402<= /td> 3^-(282/= 3^3) 1578.5642500790900000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^290 1<= /td>           1<= /td> 29= 1          
-79.16678596829= 67000 0.0001100679053203= 3^-(224/= 3^3) 1515.6227148460800000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^289 1<= /td>           1<= /td> 29= 0          
-108.8543307064= 730000 0.000003608140= 7008 3^-(308/= 3^3) 1455.1908252339500000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^288 1<= /td> 1<= /td> 1<= /td>       3<= /td> 28= 9 97= 33=      
-109.914600161365= 0000 0.000003193522= 5853 3^-(311/= 3^3) 1397.1685150285700000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^287 1<= /td>           1<= /td> 28= 8          
-109.207753857942= 0000 0.0000034642745801 3^-(309/= 3^3) 1341.4597079206500000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^286 1<= /td>           1<= /td> 28= 7          
-100.3721750669= 720000 0.000009580567= 7559 3^-(284/= 3^3) 1287.9721584176600000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^285 1<= /td> 1<= /td>         2<= /td> 28= 6 96=        
-109.56117700981= 40000 0.000003326144= 7823 3^-(310/= 3^3) 1236.6172990990600000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^284 1<= /td>           1<= /td> 28= 5          
-104.966676038290= 0000 0.000005645029= 2695 3^-(297/= 3^3) 1187.3100939618000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^283 1<= /td>           1<= /td> 28= 4          
-88.355787911055= 7000 0.0000382129533772<= /td> 3^-(250/= 3^3) 1139.9688976133800000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^282 1<= /td> 1<= /td>         2<= /td> 28= 3 95=        
-74.9257081485= 703000 0.000179355456= 0427 3^-(212/= 3^3) 1094.5153200791900000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^281 1<= /td>           1<= /td> 28= 2          
-84.4681332429= 684000 0.000059785152= 0142 3^-(239/= 3^3) 1050.8740970004500000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^280 1<= /td>           1<= /td> 28= 1          
-78.4599396650= 131000 0.0001193996398319= 3^-(222/= 3^3) 1008.9729650075600000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^279 1<= /td> 1<= /td> 1<= /td>       3<= /td> 28= 0 94= 32=      
-80.9339017265= 179000 0.000089805909= 1233 3^-(229/= 3^3) 968.7425420627930000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^278 1<= /td>           1<= /td> 27= 9          
-87.2955184561= 232000 0.000043174177= 9480 3^-(247/= 3^3) 930.1162125738890000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^277 1<= /td>           1<= /td> 27= 8          
-73.1585923903= 499000 0.0002198216080334= 3^-(207/= 3^3) 893.0300170886060000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^276 1<= /td> 1<= /td>         2<= /td> 27= 7 93=        
-89.4160573659= 931000 0.0000338218322898<= /td> 3^-(253/= 3^3) 857.4225463873660000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^275 1<= /td>           1<= /td> 27= 6          
-80.2270554232= 311000 0.000097419798= 9223 3^-(227/= 3^3) 823.2348397987290000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^274 1<= /td>           1<= /td> 27= 5          
-85.8818258495= 377000 0.000050805263= 4253 3^-(243/= 3^3) 790.4102875692990000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^273 1<= /td> 1<= /td>         2<= /td> 27= 4 92=        
-79.8736322715= 913000 0.0001014654968695= 3^-(226/= 3^3) 758.8945371264000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^272 1<= /td>           1<= /td> 27= 3          
-69.2709377222= 617000 0.000343916580= 3951 3^-(196/= 3^3) 728.6354030783020000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^271 1<= /td>           1<= /td> 27= 2          
-66.0901293574= 644000 0.000496013540= 2964 3^-(187/= 3^3) 699.5827808029830000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^270 1<= /td> 1<= /td> 1<= /td> 1<= /td>     4<= /td> 27= 1 91= 31= 11=    
-96.1310972472= 336000 0.000015611518= 1261 3^-(272/= 3^3) 671.6885634823320000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^269 1<= /td>           1<= /td> 27= 0          
-106.380368644930= 0000 0.000004797130= 8831 3^-(301/= 3^3) 644.9065624444180000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^268 1<= /td>           1<= /td> 26= 9          
-86.9420953044= 708000 0.000044967136= 7206 3^-(246/= 3^3) 619.1924306819260000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^267 1<= /td> 1<= /td>         2<= /td> 26= 8 90=        
-66.7969756607= 531000 0.0004572473708276= 3^-(189/= 3^3) 594.5035894201110000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^266 1<= /td>           1<= /td> 26= 7          
-72.8051692387= 036000 0.0002289504692939= 3^-(206/= 3^3) 570.7991576126880000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^265 1<= /td>           1<= /td> 26= 6          
-68.2106682673= 300000 0.000388567601= 5323 3^-(193/= 3^3) 548.0398842489010000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^264 1<= /td> 1<= /td>         2<= /td> 26= 5 89=        
-77.0462470584= 347000 0.000140503663= 1351 3^-(218/= 3^3) 526.1880833596960000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^263 1<= /td>           1<= /td> 26= 4          
-68.2106682673= 300000 0.000388567601= 5323 3^-(193/= 3^3) 505.2075716153600000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^262 1<= /td>           1<= /td> 26= 3          
-93.3037120340= 850000 0.0000216179445377<= /td> 3^-(264/= 3^3) 485.0636084113170000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^261 1<= /td> 1<= /td> 1<= /td>       3<= /td> 26= 2 88= 30=      
-65.3832830541= 754000 0.000538066368= 1282 3^-(185/= 3^3) 465.7228383428570000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^260 1<= /td>           1<= /td> 26= 1          
-85.1749795462= 491000 0.000055112615= 5885 3^-(241/= 3^3) 447.1532359735490000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^259 1<= /td>           1<= /td> 26= 0          
-63.2627441443= 104000 0.000686851407= 8817 3^-(179/= 3^3) 429.3240528058870000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^258 1<= /td> 1<= /td>         2<= /td> 25= 9 87=        
-81.9941711814= 548000 0.000079486146= 1510 3^-(232/= 3^3) 412.2057663663550000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^257 1<= /td>           1<= /td> 25= 8          
-64.6764367508= 874000 0.000583684502= 5191 3^-(183/= 3^3) 395.7700313206020000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^256 1<= /td>           1<= /td> 25= 7          
-85.1749795462= 491000 0.000055112615= 5885 3^-(241/= 3^3) 379.9896325377930000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^255 1<= /td> 1<= /td>         2<= /td> 25= 6 86=        
-62.5558978410= 229000 0.000745083777= 8778 3^-(177/= 3^3) 364.8384400263970000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^254 1<= /td>           1<= /td> 25= 5          
-74.9257081485= 703000 0.000179355456= 0427 3^-(212/= 3^3) 350.2913656668160000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^253 1<= /td>           1<= /td> 25= 4          
-65.029859902531= 3000 0.000560411456= 3454 3^-(184/= 3^3) 336.3243216691880000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^252 1<= /td> 1<= /td> 1<= /td>       3<= /td> 25= 3 85= 29=      
-83.4078637880= 351000 0.000067547115= 9277 3^-(236/= 3^3) 322.9141806875980000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^251 1<= /td>           1<= /td> 25= 2          
-79.5202091199= 469000 0.000105679206= 5768 3^-(225/= 3^3) 310.0387375246300000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^250 1<= /td>           1<= /td> 25= 1          
-63.616167295955= 3000 0.000659464824= 1003 3^-(180/= 3^3) 297.6766723628690000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^249 1<= /td> 1<= /td>         2<= /td> 25= 0 84=        
-85.5284026978= 943000 0.000052915129= 7176 3^-(242/= 3^3) 285.8075154624560000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^248 1<= /td>           1<= /td> 24= 9          
-59.3750894762250= 000 0.001074596758487= 3 3^-(168/= 3^3) 274.4116132662430000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^247 1<= /td>           1<= /td> 24= 8          
-78.1065165133= 684000 0.0001243581275635= 3^-(221/= 3^3) 263.4700958564330000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^246 1<= /td> 1<= /td>         2<= /td> 24= 7 83=        
-65.3832830541= 754000 0.000538066368= 1282 3^-(185/= 3^3) 252.9648457088000000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^245 1<= /td>           1<= /td> 24= 6          
-61.8490515377= 336000 0.000808253182= 1095 3^-(175/= 3^3) 242.8784676927670000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^244 1<= /td>           1<= /td> 24= 5          
-59.0216663245= 804000 0.001119223148071= 7 3^-(167/= 3^3) 233.1942602676610000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^243 1<= /td> 1<= /td> 1<= /td> 1<= /td> 1<= /td> 1<= /td> 6<= /td> 24= 4 82= 28= 10= 4<= /td> 2<= /td>
-53.0134727466= 293000 0.002235251333= 6335 3^-(150/= 3^3) 223.8961878274440000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^242 1<= /td>           1<= /td> 24= 3          
-65.3832830541= 754000 0.000538066368= 1282 3^-(185/= 3^3) 214.9688541481390000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^241 1<= /td>           1<= /td> 24= 2          
-60.4353589311= 576000 0.000951112859= 1915 3^-(171/= 3^3) 206.3974768939750000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^240 1<= /td> 1<= /td>         2<= /td> 24= 1 81=        
-78.4599396650= 131000 0.0001193996398319= 3^-(222/= 3^3) 198.1678631400370000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^239 1<= /td>           1<= /td> 24= 0          
-64.3230135992= 429000 0.000607924043= 3497 3^-(182/= 3^3) 190.2663858708960000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^238 1<= /td>           1<= /td> 23= 9          
-56.5477042630= 711000 0.001488040620889= 2 3^-(160/= 3^3) 182.6799614163010000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^237 1<= /td> 1<= /td>         2<= /td> 23= 8 80=        
-67.8572451156= 843000 0.000404704230= 4854 3^-(192/= 3^3) 175.3960277865650000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^236 1<= /td>           1<= /td> 23= 7          
-59.7285126278= 684000 0.001031749741185= 3 3^-(169/= 3^3) 168.4025238717870000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^235 1<= /td>           1<= /td> 23= 6          
-55.8408579597= 827000 0.001614199104= 3845 3^-(158/= 3^3) 161.6878694704390000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^234 1<= /td> 1<= /td> 1<= /td>       3<= /td> 23= 5 79= 27=      
-60.0819357795= 128000 0.000990611147= 8824 3^-(170/= 3^3) 155.2409461142860000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^233 1<= /td>           1<= /td> 23= 4          
-54.7805885048= 501000 0.0018237721300490= 3^-(155/= 3^3) 149.0510786578500000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^232 1<= /td>           1<= /td> 23= 3          
-52.6600495949= 848000 0.002328077964= 6892 3^-(149/= 3^3) 143.1080176019630000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^231 1<= /td> 1<= /td>         2<= /td> 23= 2 78=        
-57.9613968696= 482000 0.001264532968= 2159 3^-(164/= 3^3) 137.4019221221180000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^230 1<= /td>           1<= /td> 23= 1          
-60.7887820828= 010000 0.000913189471= 8259 3^-(172/= 3^3) 131.9233437735340000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^229 1<= /td>           1<= /td> 23= 0          
-55.4874348081= 386000 0.001681234369= 0361 3^-(157/= 3^3) 126.6632108459310000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^228 1<= /td> 1<= /td>         2<= /td> 22= 9 77=        
-71.0380534804= 835000 0.0002806062409844= 3^-(201/= 3^3) 121.6128133421320000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^227 1<= /td>           1<= /td> 22= 8          
-60.7887820828= 010000 0.000913189471= 8259 3^-(172/= 3^3) 116.7637885556050000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^226 1<= /td>           1<= /td> 22= 7          
-66.7969756607= 531000 0.0004572473708276= 3^-(189/= 3^3) 112.1081072230630000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^225 1<= /td> 1<= /td> 1<= /td>       3<= /td> 22= 6 76= 26=      
-63.616167295955= 3000 0.000659464824= 1003 3^-(180/= 3^3) 107.6380602291990000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^224 1<= /td>           1<= /td> 22= 5          
-59.7285126278= 684000 0.001031749741185= 3 3^-(169/= 3^3) 103.3462458415430000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^223 1<= /td>           1<= /td> 22= 4          
-63.9695904475= 986000 0.000633170215= 9088 3^-(181/= 3^3) 99.2255574542898000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^222 1<= /td> 1<= /td>         2<= /td> 22= 3 75=        
-57.254550566359= 2000 0.001371742112482= 9 3^-(162/= 3^3) 95.2691718208187000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^221 1<= /td>           1<= /td> 22= 2          
-62.2024746893= 784000 0.000776025988= 2297 3^-(176/= 3^3) 91.4705377554145000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^220 1<= /td>           1<= /td> 22= 1          
-57.6079737180= 036000 0.001317047123= 3501 3^-(163/= 3^3) 87.8233652854779000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^219 1<= /td> 1<= /td>         2<= /td> 22= 0 74=        
-55.1340116564= 941000 0.001751053507557= 3 3^-(156/= 3^3) 84.3216152362668000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^218 1<= /td>           1<= /td> 21= 9          
-60.4353589311= 576000 0.000951112859= 1915 3^-(171/= 3^3) 80.9594892309226000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^217 1<= /td>           1<= /td> 21= 8          
-57.6079737180= 036000 0.001317047123= 3501 3^-(163/= 3^3) 77.7314200892204000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^216 1<= /td> 1<= /td> 1<= /td> 1<= /td>     4<= /td> 21= 7 73= 25= 9<= /td>    
-61.4956283860= 903000 0.000841818722= 9532 3^-(174/= 3^3) 74.6320626091481000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^215 1<= /td>           1<= /td> 21= 6          
-56.9011274147= 152000 0.001428708502375= 1 3^-(161/= 3^3) 71.6562847160466000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^214 1<= /td>           1<= /td> 21= 5          
-53.0134727466= 293000 0.002235251333= 6335 3^-(150/= 3^3) 68.7991589646585000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^213 1<= /td> 1<= /td>         2<= /td> 21= 4 72=        
-50.186087533475= 7000 0.003095249223555= 7 3^-(142/= 3^3) 66.0559543800124000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^212 1<= /td>           1<= /td> 21= 3          
-55.1340116564= 941000 0.001751053507557= 3 3^-(156/= 3^3) 63.4221286236321000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^211 1<= /td>           1<= /td> 21= 2          
-59.3750894762250= 000 0.001074596758487= 3 3^-(168/= 3^3) 60.8933204721003000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^210 1<= /td> 1<= /td>         2<= /td> 21= 1 71=        
-50.0682798162= 610000 0.003137516433= 2809 3^-(425/= 3^4) 58.4653425955219000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^209 1<= /td>           1<= /td> 21= 0          
-53.7203190499= 176000 0.002060554223= 6450 3^-(456/= 3^4) 56.1341746239290000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^208 1<= /td>           1<= /td> 20= 9          
-55.958665676997= 2000 0.001592453340= 3275 3^-(475/= 3^4) 53.8959564901464000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^207 1<= /td> 1<= /td> 1<= /td>       3<= /td> 20= 8 70= 24=      
-55.8408579597= 827000 0.001614199104= 3845 3^-(474/= 3^4) 51.7469820380953000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^206 1<= /td>           1<= /td> 20= 7          
-48.3011640580= 400000 0.003845402436= 1036 3^-(410/= 3^4) 49.6836928859500000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^205 1<= /td>           1<= /td> 20= 6          
-56.9011274147= 152000 0.001428708502375= 1 3^-(483/= 3^4) 47.7026725339875000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^204 1<= /td> 1<= /td>         2<= /td> 20= 5 69=        
-49.7148566646= 168000 0.003267812778= 9315 3^-(422/= 3^4) 45.8006407073728000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^203 1<= /td>           1<= /td> 20= 4          
-57.0189351319= 303000 0.001409461584= 2504 3^-(484/= 3^4) 43.9744479245114000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^202 1<= /td>           1<= /td> 20= 3          
-48.536779492469= 4000 0.003742493247= 0598 3^-(412/= 3^4) 42.2210702819770000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^201 1<= /td> 1<= /td>         2<= /td> 20= 2 68=        
-53.6025113327= 027000 0.002088692144= 4490 3^-(455/= 3^4) 40.5376044473775000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^200 1<= /td>           1<= /td> 20= 1          
-46.6518560170= 337000 0.004649510139= 5463 3^-(396/= 3^4) 38.9212628518685000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^199 1<= /td>           1<= /td> 20= 0          
-43.4710476522= 359000 0.006705754000= 9006 3^-(369/= 3^4) 37.3693690743543000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^198 1<= /td> 1<= /td> 1<= /td>       3<= /td> 19= 9 67= 23=      
-42.4107781973= 033000 0.007576368506= 5792 3^-(360/= 3^4) 35.8793534097332000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^197 1<= /td>           1<= /td> 19= 8          
-38.7587389636= 467000 0.011536207308= 3109 3^-(329/= 3^4) 34.4487486138478000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^196 1<= /td>           1<= /td> 19= 7          
-36.9916232054= 257000 0.01413900472877= 72 3^-(314/= 3^4) 33.0751858180966000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^195 1<= /td> 1<= /td>         2<= /td> 19= 6 66=        
-38.1697003775= 730000 0.012345679012= 3457 3^-(324/= 3^4) 31.7563906069396000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^194 1<= /td>           1<= /td> 19= 5          
-30.630006475830= 2000 0.029410315010= 3839 3^-(260/= 3^4) 30.4901792518049000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^193 1<= /td>           1<= /td> 19= 4          
-31.8080836479= 775000 0.025680047198= 1716 3^-(270/= 3^4) 29.2744550951593000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^192 1<= /td> 1<= /td>         2<= /td> 19= 3 65=        
-14.254733782982= 5000 0.19375963641215= 20 3^-(121/= 3^4) 28.1072050787556000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^191 1<= /td>           1<= /td> 19= 2          
-25.7998900700= 262000 0.05128678748860= 95 3^-(219/= 3^4) 26.9864964103076000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^190 1<= /td>           1<= /td> 19= 1          
-29.334121586468= 1000 0.03414239014183= 05 3^-(249/= 3^4) 25.9104733630735000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^189 1<= /td> 1<= /td> 1<= /td> 1<= /td>     4<= /td> 19= 0 64= 22= 8<= /td>    
-24.5040051806= 641000 0.059538753901= 1063 3^-(208/= 3^4) 24.8773542030494000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^188 1<= /td>           1<= /td> 18= 9          
-11.5451562870= 437000 0.264692835093455= 0 3^-(98/3= ^4) 23.8854282386822000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^187 1<= /td>           1<= /td> 18= 8          
-21.5588122502= 959000 0.083571729036= 0050 3^-(183/= 3^4) 22.9330529882195000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^186 1<= /td> 1<= /td>         2<= /td> 18= 7 63=        
-21.205389098651= 7000 0.087042337437= 4747 3^-(180/= 3^4) 22.0186514600042000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^185 1<= /td>           1<= /td> 18= 6          
-18.6136193199= 276000 0.11730567800710= 50 3^-(158/= 3^4) 21.1407095412107000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^184 1<= /td>           1<= /td> 18= 5          
-12.4090795466= 184000 0.23963266776930= 00 3^-(316/= 3^5) 20.2977734907001000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^183 1<= /td> 1<= /td>         2<= /td> 18= 4 62=        
-18.3387346464= 265000 0.1210774505381330= 3^-(467/= 3^5) 19.4884475318406000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^182 1<= /td>           1<= /td> 18= 3          
-13.9013106313= 383000 0.2018061831302170= 3^-(354/= 3^5) 18.7113915413097000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^181 1<= /td>           1<= /td> 18= 2          
-14.7259646518= 415000 0.18352776145188= 00 3^-(375/= 3^5) 17.9653188300488000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^180 1<= /td> 1<= /td> 1<= /td>       3<= /td> 18= 1 61= 21=      
-14.4510799783= 404000 0.18942879694381= 30 3^-(368/= 3^5) 17.2489940126985000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^179 1<= /td>           1<= /td> 18= 0          
-13.1551950889= 784000 0.21990760340614= 40 3^-(335/= 3^5) 16.5612309619833000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^178 1<= /td>           1<= /td> 17= 9          
-10.6812330274690= 000 0.29237373018465= 70 3^-(272/= 3^5) 15.9008908446625000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^177 1<= /td> 1<= /td>         2<= /td> 17= 8 60=        
-10.210002158610= 1000 0.30867388785699= 90 3^-(260/= 3^5) 15.2668802357910000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^176 1<= /td>           1<= /td> 17= 7          
-8.01092477060= 17400 0.3976067617645640= 3^-(204/= 3^5) 14.6581493081705000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^175 1<= /td>           1<= /td> 17= 6          
-4.2018085806587= 600 0.61646662748080= 50 3^-(107/= 3^5) 14.0736900939924000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^174 1<= /td> 1<= /td>         2<= /td> 17= 5 59=        
-5.77257814352= 18500 0.51448307561420= 80 3^-(147/= 3^5) 13.5125348157925000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^173 1<= /td>           1<= /td> 17= 4          
-5.34061651373= 45000 0.54071594223275= 60 3^-(136/= 3^5) 12.9737542839562000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^172 1<= /td>           1<= /td> 17= 3          
-6.32234749052= 39200 0.48292826587313= 70 3^-(161/= 3^5) 12.4564563581181000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^171 1<= /td> 1<= /td> 1<= /td>       3<= /td> 17= 2 58= 20=      
-5.18353955744= 81800 0.55058328435564= 20 3^-(132/= 3^5) 11.9597844699111000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^170 1<= /td>           1<= /td> 17= 1          
-3.6520392336566= 800 0.656746910323034= 0 3^-(93/3= ^5) 11.4829162046160000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^169 1<= /td>           1<= /td> 17= 0          
-3.42951354558= 44100 0.67378963009262= 20 3^-(262/= 3^6) 11.0250619393656000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^168 1<= /td> 1<= /td>         2<= /td> 16= 9 57=        
-1.2304361575760= 800 0.867916994183143= 0 3^-(94/3= ^6) 10.5854635356465000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^167 1<= /td>           1<= /td> 16= 8          
-1.13880793307= 57400 0.877121190553972= 0 3^-(87/3= ^6) 10.1633930839350000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^166 1<= /td>           1<= /td> 16= 7          
-2.08999616836= 50500 0.78614053794080= 30 3^-(479/= 3^7) 9.7581516983864500 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^165 1<= /td> 1<= /td>         2<= /td> 16= 6 56=        
-1.6231285482918= 600 0.82955191952059= 40 3^-(372/= 3^7) 9.3690683595852200 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^164 1<= /td>           1<= /td> 16= 5          
-0.327243658929= 8140 0.963025566682184= 0 3^-(75/3= ^7) 8.9954988034358600 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^163 1<= /td>           1<= /td> 16= 4          
-0.1439872099= 291180 0.983559504528403= 0 3^-(33/3= ^7) 8.6368244543578400 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^162 1<= /td> 1<= /td> 1<= /td> 1<= /td> 1<= /td>   5<= /td> 16= 3 55= 19= 7<= /td> 3<= /td>  
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 8.2924514010164700 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^161 1<= /td>           1<= /td> 16= 2          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 7.9618094128940800 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^160 1<= /td>           1<= /td> 16= 1          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 7.6443509960731800 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^159 1<= /td> 1<= /td>         2<= /td> 16= 0 54=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 7.3395504866680600 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^158 1<= /td>           1<= /td> 15= 9          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 7.0469031804035800 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^157 1<= /td>           1<= /td> 15= 8          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 6.7659244969000400 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^156 1<= /td> 1<= /td>         2<= /td> 15= 7 53=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 6.4961491772802200 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^155 1<= /td>           1<= /td> 15= 6          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 6.2371305137699000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^154 1<= /td>           1<= /td> 15= 5          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 5.9884396100162800 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^153 1<= /td> 1<= /td> 1<= /td>       3<= /td> 15= 4 52= 18=      
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 5.7496646708994900 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^152 1<= /td>           1<= /td> 15= 3          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 5.5204103206611200 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^151 1<= /td>           1<= /td> 15= 2          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 5.3002969482208500 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^150 1<= /td> 1<= /td>         2<= /td> 15= 1 51=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 5.0889600785969900 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^149 1<= /td>           1<= /td> 15= 0          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 4.8860497693901700 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^148 1<= /td>           1<= /td> 14= 9          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 4.6912300313307900 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^147 1<= /td> 1<= /td>         2<= /td> 14= 8 50=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 4.5041782719308400 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^146 1<= /td>           1<= /td> 14= 7          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 4.3245847613187300 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^145 1<= /td>           1<= /td> 14= 6          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 4.1521521193727100 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^144 1<= /td> 1<= /td> 1<= /td>       3<= /td> 14= 5 49= 17=      
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 3.9865948233036900 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^143 1<= /td>           1<= /td> 14= 4          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 3.8276387348719900 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^142 1<= /td>           1<= /td> 14= 3          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 3.6750206464551900 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^141 1<= /td> 1<= /td>         2<= /td> 14= 2 48=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 3.5284878452155200 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^140 1<= /td>           1<= /td> 14= 1          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 3.3877976946449900 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^139 1<= /td>           1<= /td> 14= 0          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 3.2527172327954900 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^138 1<= /td> 1<= /td>         2<= /td> 13= 9 47=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 3.1230227865284100 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^137 1<= /td>           1<= /td> 13= 8          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 2.9984996011452900 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^136 1<= /td>           1<= /td> 13= 7          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 2.8789414847859500 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^135 1<= /td> 1<= /td> 1<= /td> 1<= /td>     4<= /td> 13= 6 46= 16= 6<= /td>    
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 2.7641504670054900 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^134 1<= /td>           1<= /td> 13= 5          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 2.6539364709647000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^133 1<= /td>           1<= /td> 13= 4          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 2.5481169986910600 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^132 1<= /td> 1<= /td>         2<= /td> 13= 3 45=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 2.4465168288893600 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^131 1<= /td>           1<= /td> 13= 2          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 2.3489677268011900 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^130 1<= /td>           1<= /td> 13= 1          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 2.2553081656333500 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^129 1<= /td> 1<= /td>         2<= /td> 13= 0 44=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 2.1653830590934100 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^128 1<= /td>           1<= /td> 12= 9          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 2.0790435045899700 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^127 1<= /td>           1<= /td> 12= 8          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 1.9961465366721000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^126 1<= /td> 1<= /td> 1<= /td>       3<= /td> 12= 7 43= 15=      
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 1.9165548902998300 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^125 1<= /td>           1<= /td> 12= 6          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 1.8401367735537100 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^124 1<= /td>           1<= /td> 12= 5          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 1.7667656494069500 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^123 1<= /td> 1<= /td>         2<= /td> 12= 4 42=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 1.6963200261990000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^122 1<= /td>           1<= /td> 12= 3          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 1.6286832564633900 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^121 1<= /td>           1<= /td> 12= 2          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 1.5637433437769300 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^120 1<= /td> 1<= /td>         2<= /td> 12= 1 41=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 1.5013927573102800 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^119 1<= /td>           1<= /td> 12= 0          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 1.4415282537729100 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^118 1<= /td>           1<= /td> 11= 9          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 1.3840507064575700 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^117 1<= /td> 1<= /td> 1<= /td>       3<= /td> 11= 8 40= 14=      
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 1.3288649411012300 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^116 1<= /td>           1<= /td> 11= 7          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 1.2758795782906600 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^115 1<= /td>           1<= /td> 11= 6          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 1.2250068821517300 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^114 1<= /td> 1<= /td>         2<= /td> 11= 5 39=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 1.1761626150718400 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^113 1<= /td>           1<= /td> 11= 4          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 1.1292658982150000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^112 1<= /td>           1<= /td> 11= 3          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 1.0842390775985000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^111 1<= /td> 1<= /td>         2<= /td> 11= 2 38=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 1.0410075955094700 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^110 1<= /td>           1<= /td> 11= 1          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.9994998670484310 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^109 1<= /td>           1<= /td> 11= 0          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.9596471615953180 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^108 1<= /td> 1<= /td> 1<= /td> 1<= /td>     4<= /td> 10= 9 37= 13= 5<= /td>    
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.9213834890018320 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^107 1<= /td>           1<= /td> 10= 8          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.8846454903215660 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^106 1<= /td>           1<= /td> 10= 7          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.8493723328970220 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^105 1<= /td> 1<= /td>         2<= /td> 10= 6 36=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.8155056096297860 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^104 1<= /td>           1<= /td> 10= 5          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.7829892422670660 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^103 1<= /td>           1<= /td> 10= 4          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.7517693885444510 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^102 1<= /td> 1<= /td>         2<= /td> 10= 3 35=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.7217943530311370 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^101 1<= /td>           1<= /td> 10= 2          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.6930145015299900 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^100 1<= /td>           1<= /td> 10= 1          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.6653821788906990 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^99 1<= /td> 1<= /td> 1<= /td>       3<= /td> 10= 0 34= 12=      
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.6388516300999450 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^98 1<= /td>           1<= /td> 99=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.6133789245179030 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^97 1<= /td>           1<= /td> 98=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.5889218831356510 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^96 1<= /td> 1<= /td>         2<= /td> 97= 33=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.5654400087330000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^95 1<= /td>           1<= /td> 96=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.5428944188211310 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^94 1<= /td>           1<= /td> 95=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.5212477812589780 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^93 1<= /td> 1<= /td>         2<= /td> 94= 32=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.5004642524367610 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^92 1<= /td>           1<= /td> 93=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.4805094179243040 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^91 1<= /td>           1<= /td> 92=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.4613502354858570 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^90 1<= /td> 1<= /td> 1<= /td>       3<= /td> 91= 31= 11=      
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.4429549803670780 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^89 1<= /td>           1<= /td> 90=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.4252931927635550 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^88 1<= /td>           1<= /td> 89=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.4083356273839110 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^87 1<= /td> 1<= /td>         2<= /td> 88= 30=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.3920542050239470 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^86 1<= /td>           1<= /td> 87=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.3764219660716670 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^85 1<= /td>           1<= /td> 86=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.3614130258661660 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^84 1<= /td> 1<= /td>         2<= /td> 85= 29=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.3470025318364910 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^83 1<= /td>           1<= /td> 84=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.3331666223494770 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^82 1<= /td>           1<= /td> 83=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.3198823871984400 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^81 1<= /td> 1<= /td> 1<= /td> 1<= /td> 1<= /td>   5<= /td> 82= 28= 10= 4<= /td> 2<= /td>  
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.3071278296672780 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^80 1<= /td>           1<= /td> 81=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.2948818301071890 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^79 1<= /td>           1<= /td> 80=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.2831241109656740 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^78 1<= /td> 1<= /td>         2<= /td> 79= 27=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.2718352032099290 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^77 1<= /td>           1<= /td> 78=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.2609964140890220 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^76 1<= /td>           1<= /td> 77=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.2505897961814840 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^75 1<= /td> 1<= /td>         2<= /td> 76= 26=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.2405981176770460 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^74 1<= /td>           1<= /td> 75=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.2310048338433300 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^73 1<= /td>           1<= /td> 74=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.2217940596302330 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^72 1<= /td> 1<= /td> 1<= /td>       3<= /td> 73= 25= 9<= /td>      
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.2129505433666480 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^71 1<= /td>           1<= /td> 72=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.2044596415059680 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^70 1<= /td>           1<= /td> 71=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.1963072943785510 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^69 1<= /td> 1<= /td>         2<= /td> 70= 24=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.1884800029110000 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^68 1<= /td>           1<= /td> 69=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.1809648062737100 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^67 1<= /td>           1<= /td> 68=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.1737492604196590 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^66 1<= /td> 1<= /td>         2<= /td> 67= 23=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.1668214174789210 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^65 1<= /td>           1<= /td> 66=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.1601698059747680 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^64 1<= /td>           1<= /td> 65=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.1537834118286190 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^63 1<= /td> 1<= /td> 1<= /td>       3<= /td> 64= 22= 8<= /td>      
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.1476516601223590 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^62 1<= /td>           1<= /td> 63=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.1417643975878520 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^61 1<= /td>           1<= /td> 62=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.1361118757946370 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^60 1<= /td> 1<= /td>         2<= /td> 61= 21=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.1306847350079820 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^59 1<= /td>           1<= /td> 60=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.1254739886905560 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^58 1<= /td>           1<= /td> 59=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.1204710086220550 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^57 1<= /td> 1<= /td>         2<= /td> 58= 20=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.1156675106121640 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^56 1<= /td>           1<= /td> 57=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.1110555407831590 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^55 1<= /td>           1<= /td> 56=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.1066274623994800 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^54 1<= /td> 1<= /td> 1<= /td> 1<= /td>     4<= /td> 55= 19= 7<= /td> 3<= /td>    
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.1023759432224260 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^53 1<= /td>           1<= /td> 54=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0982939433690631 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^52 1<= /td>           1<= /td> 53=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0943747036552249 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^51 1<= /td> 1<= /td>         2<= /td> 52= 18=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0906117344033098 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^50 1<= /td>           1<= /td> 51=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0869988046963408 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^49 1<= /td>           1<= /td> 50=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0835299320604947 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^48 1<= /td> 1<= /td>         2<= /td> 49= 17=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0801993725590154 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^47 1<= /td>           1<= /td> 48=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0770016112811102 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^46 1<= /td>           1<= /td> 47=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0739313532100779 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^45 1<= /td> 1<= /td> 1<= /td>       3<= /td> 46= 16= 6<= /td>      
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0709835144555495 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^44 1<= /td>           1<= /td> 45=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0681532138353227 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^43 1<= /td>           1<= /td> 44=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0654357647928502 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^42 1<= /td> 1<= /td>         2<= /td> 43= 15=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0628266676370001 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^41 1<= /td>           1<= /td> 42=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0603216020912369 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^40 1<= /td>           1<= /td> 41=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0579164201398865 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^39 1<= /td> 1<= /td>         2<= /td> 40= 14=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0556071391596403 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^38 1<= /td>           1<= /td> 39=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0533899353249228 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^37 1<= /td>           1<= /td> 38=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0512611372762065 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^36 1<= /td> 1<= /td> 1<= /td>       3<= /td> 37= 13= 5<= /td>      
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0492172200407865 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^35 1<= /td>           1<= /td> 36=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0472547991959507 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^34 1<= /td>           1<= /td> 35=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0453706252648790 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^33 1<= /td> 1<= /td>         2<= /td> 34= 12=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0435615783359942 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^32 1<= /td>           1<= /td> 33=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0418246628968519 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^31 1<= /td>           1<= /td> 32=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0401570028740185 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^30 1<= /td> 1<= /td>         2<= /td> 31= 11=        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0385558368707213 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^29 1<= /td>           1<= /td> 30=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0370185135943864 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^28 1<= /td>           1<= /td> 29=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0355424874664934 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^27 1<= /td> 1<= /td> 1<= /td> 1<= /td>     4<= /td> 28= 10= 4<= /td> 2<= /td>    
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0341253144074754 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^26 1<= /td>           1<= /td> 27=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0327646477896877 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^25 1<= /td>           1<= /td> 26=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0314582345517417 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^24 1<= /td> 1<= /td>         2<= /td> 25= 9<= /td>        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0302039114677699 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^23 1<= /td>           1<= /td> 24=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0289996015654470 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^22 1<= /td>           1<= /td> 23=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0278433106868316 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^21 1<= /td> 1<= /td>         2<= /td> 22= 8<= /td>        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0267331241863385 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^20 1<= /td>           1<= /td> 21=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0256672037603701 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^19 1<= /td>           1<= /td> 20=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0246437844033593 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^18 1<= /td> 1<= /td> 1<= /td>       3<= /td> 19= 7<= /td> 3<= /td>      
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0236611714851832 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^17 1<= /td>           1<= /td> 18=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0227177379451076 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^16 1<= /td>           1<= /td> 17=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0218119215976168 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^15 1<= /td> 1<= /td>         2<= /td> 16= 6<= /td>        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0209422225456667 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^14 1<= /td>           1<= /td> 15=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0201072006970790 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^13 1<= /td>           1<= /td> 14=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0193054733799622 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^12 1<= /td> 1<= /td>         2<= /td> 13= 5<= /td>        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0185357130532134 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^11 1<= /td>           1<= /td> 12=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0177966451083076 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^10 1<= /td>           1<= /td> 11=          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0170870457587355 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^9 1<= /td> 1<= /td> 1<= /td>       3<= /td> 10= 4<= /td> 2<= /td>      
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0164057400135955 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^8 1<= /td>           1<= /td> 9<= /td>          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0157515997319836 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^7 1<= /td>           1<= /td> 8<= /td>          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0151235417549597 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^6 1<= /td> 1<= /td>         2<= /td> 7<= /td> 3<= /td>        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0145205261119981 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^5 1<= /td>           1<= /td> 6<= /td>          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0139415542989507 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^4 1<= /td>           1<= /td> 5<= /td>          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0133856676246729 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^3 1<= /td> 1<= /td>         2<= /td> 4<= /td> 2<= /td>        
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0128519456235738 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^2 1<= /td>           1<= /td> 3<= /td>          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0123395045314622 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^1 1<= /td>           1<= /td> 2<= /td>          
0.0000000000000000 1.0000000000000000 3^-(0/3^= 10) 0.0118474958221645 1/84.406= 022589954030768899117092091000289089388918088900852079*(3^(1/3^3))^0 1<= /td> 1<= /td> 1<= /td> 1<= /td> 1<= /td> 1<= /td> 6<= /td> 1<= /td> 1<= /td> 1<= /td> 1<= /td> 1<= /td> 1<= /td>
------=_NextPart_01D8935B.FF985530 Content-Location: data:image/gif;base64,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 Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhxgmoAncAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADG CagCggAAAAAAAHd3d5aWlsDAwPj4+Orq6v///wP/CLqs9TDKSau9OOvNu/9gKI5kaZ5oqq5s675w LM90bd94ru987//AoHBILBqPyKRyyWw6n9ColNmoWh2Qg3bL7Xq/4LB4TC6bz+i0es1uu9/wuHxO r9vv+Lx+z+/7/4CBgoOEhYaHiImKi4yNjo+QkZKTlJWWl5iZmpucnZcRV1YFnqSlpqeoqaqrrK2u r7CxsrO0tba3uLm6u7y9vr+KBaELD8DGx8jJysvMzc7P0NHS09TV1tfY2dqsD6Gj2+Dh4uPk5ebn 6Onq6+zt7u/w8W3CVd/y9/j5+vv8/f7/AAMKHEiwoDp6DOwZXMiwocOHECNKnEixosWLGA0hdJCx /6PHjyBDihxpZ8AAkihTqlwZEaFCljBjypxJs6bNmzhz6twJh95LnkCDCh1KtKgbkyeNKl3KtGkf n06jSp1KtarVq1izatUH9aGBrwa2gBU7VkvZAwTSEiAb1uxZsG0PvJ0bFy5btnXp4r3r9itfuXTz Cha8t29hwH4N942L9HBgx4kRE1781y5lxZIr672cGbNlxJAHh96idq3nzZ1Bc/78+HTk1qlhy349 W7TryWjVjl5Nu3do3Kx7A6+9O7bw4sFtHxDAHDlx3sprD/cN/bdm6sajoy59fbr2786P3+5Ovrr5 7Na16D6fPDx49qiTey+vOvv824236t/PP6Wwn/8LtXced+PBh52A9tH3XIIF1oegfPTlhx509zkY 34IPXiiehQdq+F5uaSm4oXQifghhgxim2CF2BE7oYoYjxmiiihWSiOKGzAng3o43flejjOlx+KOP f7VII49CljgkkjAuSSFpIRroJINJ9hjkkT1O+Vl/XHbpZUXFQNRkGEbKqKWHTAL5pJVSIinhmG2y SSWWVb6IZpZFrlcnnXDuaWaJaa44ZZmCArqmnzOqaWehcdaZY6BnMrpopIlSWhyhkBo6aaCZytnn Z3p+quiJiHZaaqOixsWFSV+26uqrAoXp1Z1fYHoon396SmuqpsL25q7AVsopqsH2Gpmtm+Kpq6T/ vBLLrKKEWqrsqclWi+uzyj3qrLSIcmsjtanihmy4mpK77JDe5grisNYWu225wU4J67z01ouPrA71 6cW41xor7LT93rrhr9imS+S5SsJbcJ5RghuvwuhCnDDCmEUrMcCjPkxxtxcv19y7G38b8JwZL1xx qCX/63DKHTfb7rENu2zuyhGHrO6CqyZl784894wNvg3p2wW/kX0xMqlHJ21ynQTXTPPET2Osssgw x8yy1OwifTXHNsdlcddXbk311Ddvre3LBodN9sFRc10f0U4rvba/WcOGMrZ0O6t23UWTgaDPgAcu ODRAM9Qkq2XAZrTYZc8tsOMkK9c01HLzHTfj/2yfBXfL7qLNeeaYQ2k13iC3PbblqGtx9syV6116 6y5ujrXrkaf+sql3p/247TLTmvhZOQc/+PDEF09L4QH67veGi0OutfOwn87Z5LPfvjvtz/O+3d3a k+452NdbD6Jp4rMeevi9n5/a6hqb3nj3uteuHvevq5899tGrm/vne+Nvv/Jj2JLxBkjAAsICeQY5 nM4CyDwv5M975oPe1qjntgfG737lW5Ds3AfB9lmQf/Mb3QUf2L8M/i8y7FvaB8EnPxN+aIPSc2H3 Spg+5eyPhRis4Qw5AwcJIc6AQAyiEB2BwIIIjYHKaR78QNhCHTaKgjF0ogyrJ0UEwRBzIzzh5f8g 9zUO0rBzOQQj7FK4xSXikIThuyLoJMhGymnxMDf0IvrE+MYGDfGOeMxjKYo4q8H8EIl7+SMTw9jB OlZwYD+MoBnl2EQ6vpB+U4xkFB25w/FVkpAGy2IbVfex7zESk5/T5KUgqUj/bfKQpwSVCAeJxkYW Mix/FGQZZKnHWtrylj0BUEQUtwVa8rILK/xkK0GpBSi+z5SXHKYGSUlJZFKxmZKsGvmqeMxovtKN KiMjNhcZzG5KM5SsNOQkr8mZOHozldD8pRloKTxcuvOd8PQCH/MlHHY68Di+FGc6q0lNSRlzjdzU JzlRKbppClSUziQo7bp4zoCic6DafOZA+/n/xYlub3R5syZCrRkkcx40nA9d5wJFGs+S1kRCB4jl SFXaBZa2s5gLFKRKY0rTlq60pi+1J0xtytNe3vSlKcWpT4H6BZf6VGcyFepOidrTpQ71qVB1alBt itSfRlWnW5hn0BooVfooMaEUnaNF/ZlID370jAItoRoz2s+NhtWSYOXnPsda0QpFVKEaBWkyocVM FZ5VmGk9lEcf6lZojgGrRgUDVk2qCR9atauJnWrOqnrYx0r2qGJA6UxzatnLBlWpSZ0sU4Ea2dIq VbGn3SwakkpZzjbVs7A17WijSo7FSsK2hMCtKrRquHqO9AwCBOZfGxpXsuqslHlFa0jT2NdM/+q1 uHXVFEOHS13Cduyu43Sucvf6SIzWz7rbha5gVxlejoq1QmnQLW29EFrayna97E2tfElrWda6d76u FS1kTxvf13rWvl3tr34D/Nr2whS/+51tGNSLCAYvw8F5gLAaUMoKxNb3t/61cIExXFkFS9XAJB3w fxMLYgDDtqg/1HB+79thFrv4qp0V8Ic53AXeJi+J8L2nX/IJXsAu15WMKatfe0zc5L6tueAs71uJ Sa3pErm6DkUSduU61sLSlbne9WSR2/rc1Aw2ygn9arVafAYK+9cQErZGmt9gZlssVrUz3nCG+Ttn MqNWzpntLJxHjOccvzi2CD6xjAHtYRT3+f/AfwYxn1d85x7SGLWPDvFRIj3LGGPCwWsuM6ULkekw 2LgfPMaLhIPLhS3P1coV+md0u4bqLlsRyax29VxX3eQvF7fVSobmlAF6a1lfuYVrPW+SfcxdOJKX 2OJNjZiPKGkCe9jCj1ZxnunbWhgHusQXvvaFD93szyY60op+b4L/vGgYn/nckWDwmzdt50l0eg7v jm+1XSFtZy/4ptHednrpjG4/N/q+8y53nBn9b0HTt7L8tva0D07uQUcWDJ82Ile9jURYYtjUVfZ1 qoVcxl7n+tcYDLaWoexxRjoZzEbGuF07iVwufxzXR85yy0+t8ZqHsNjJJnXHRKxucFO63mz/iDc0 9hxhdr9i3Qy3t9JnnO9+L12zCV+6wKfuWKcDOuBAr3TSDb5wcxNc3E9PsU4xbek8G/3ehR60obsu 9dueve0iLnofhF5jXQ7c63gfN9q/XWfMrlbsfYd7YEYNPB2j3OXIrpaqhR3rl9s85gZ9suQP37mT l1zlw6bTrml9LZgXWeRM7vzjg2nrlBtSzKj3t6bbrfbWW73ZJl77pLld9a1jm9taH/Dt2U5ovvM+ 9vL2O6L3Xoesk6Hnx3+77AuOZuXnnvhw33fA3a18su87Dg9PfqGN/3uf017b2lc98APf+7CTX9EO pymlI978RWT/DmZWZ/Z17vj6J75Piwdy/+ZJbnqvwZqDnsd/LmN5/Ud5Gbcxm8d4ADh6/Ad6yhRY +td465JzD6gqhhcGhQd9U+d62+d9bId+E+aBDacK71cSzod9mdZpSAdwwrd8BddmvMeBLViCUgd2 ULd1Lgh2KHaCvvd332d7ZfeBImh+z6Z+jpZ2Vgd01pcIdKeBcscHTZhVdkdx5VeFKwh9N0huRBd+ end3gLQYhLdjFyeANGd/vsJx23R5ZHiAkMeAk6eGXFR6iId5Eqh5LGdWb1iAcFhQ+5eHc/hXcliG xBaGLhh0Q7iDMYgHtSd+PDiDQxh7NhiEq9d9RZiEJHaIS9iFgMB9QohwrBeCnzgIUch1mv+oglHX YKdYiFyoB1kYfcJ3hfAmiS+ob6/4c+BXiV93iuEGeHF3aDDIBeyniIfYfi0oCPJHZ/R3f7OmgKLX IPkXeljkhijngENmgNplcoHIhnS4gAh4h9W4h+Coh3DFjcoIchVobJEXgKfEBhnIfDRIivAIj5H4 equYg7Iog4/wjvFYj8/XBmQ3faAIhKGoehvIj5aIe683j7k4kK7YkKqIhDx3i3nnj7yogZlohY04 kf1ojzjYj6O4kcJIghnpaVOokBqJj1S4ez1IkednaYMHYXYRauH4h354Fs94jhQIgSH3f81YjurI LgRIk9bYh1LmjR0njkIZjtT4Y9C4NjD/l43XWDlR+G6cWAkgCJEW+Yh6pm2gVX3DeJC4eJIdmXxN J4pfaWdV6ZAo+ZEh6HNlOYkjGJb7yGmpiJLLN4oqCZfxOJX3mH7tpo86uJa06IUpiW+5+JYFKU9T +Ae/OJdzN3YjiQbHyFTJuI09uY03qZM4aV7AxpPRaIZrOChQSZQzKYh2qCPfNZR12ICeyWtIaZqA eGyWuTVH2H0AWYRGOJH1dpU+aJu9mIiXAIsPSZB2aZCeSIRZ+Ze6aIuPiZiJSZD66JdyOZz7lZFp yZHf1pX0iJBjyZDP2ZsO2ZjQhpWECZIBOXvA2QkfGYzcCZ2QKZDw6YTkR3Vj6EcnGJP1/6ma5IiZ aChRURmapDmOs+mU0rhQo7maNamNZmOUafiaCpqHS4lznNmUuCObAIow17md3smW5AlpbDaSrTiL Lblh2jmdgnme7ricGsqIKGqIG2qYyLkHeFmX3tlt9cibw2ejjBCdK1qePYqRjnaW6Emc7dmFsBii 1FmFSQqY8oWY0clHPGqiblejdKBOrleZF7qfWZqZTLmZS7ZMMgebCfqfcWihYxqgSVktCRiBWnqm CMqHb1qaD7pIB9qmttOh4jmYSSpSWKeVVEWJLNqd8hmczJmePvqjxVmkVIid90aj7lmbg8qCMQqk 1+eIyil9HXqikHp1nZipLXqRd2mKgv86qYG5iqC6Bo1pnp5KpfAXmV/AngRnl+NppFuJm4Bai+f2 kn9acYsKmm5qp9PTn3iVpsQqpnDqkwXqoKJppvp5mVkKG2tKoakpp2R6rM76q9dKp8xKrRKToav6 m4E6aSA6rpvaqz+4kJ0arswnBxfprS/aojcqpJOaqEEKheSKqeI6qo4ZqXrJkmYXl+m6rvH6reAZ iz/6jtj2dv/4r7rpp0CoomJZdwGro1KaW/JqB1aaq+2YrMU6p8F6XHjYrJ+JrCcTph6rrGhaeXWa rdwap2rKoP6ZsiebphGak12qmRuysiM7Mu86nci3qTg6YhAbsTWosK4Kr0jbo3kpsJX/mpzqSrEA O6RM+7R7hrC1GrX0eakTK6q3upeQ6aR9Wa4zCq4Fq4SYGGguiq90kKcV+6FHW7B0AKtE67Uv2qeK arbnKlz2SY/4uWzG2rLAmhpcKqFfirPdFXkiS6C+CpQ6q7gk+7inyVZ/i7IuW7MT6qXLSCWNK7ne A5b9upG7CaP++qGKMH7o2rA9y6+LyrVOO6+o6rCGyqhKKpjO+YQyeq9/Z51RSqSx665CWKK827r7 Wp3FaJyx+7oHW5EpGpGs6rNoK50rKY/AKwZQ6qhPq6n22ggba5BYiq07u6XCml0yW61K2ZqcS76U W2vbmr4sy744ArPDOrkdi76WW7g3/3u/6Ei4mXucy9u1qtq0ozu80qu1wSvA7Hqxwjmwj0q6AOy7 YWe9n2uJzmmS/Yur5Bm0pou6DXy2HZi6s9uq84m8BSyivtmop6uXp4qCaHmxaSsIPzsGcnuoC6y6 i4iFuEurGmuBmggGfXuB7uu4/Amy3/jD5xug9Utl6Du/0rW500rETdwn0Yq55mi4o2SyR6nELot4 TDxykJO0qiu7oeq5ahnCuzq1/ZqWSzurZjzABMvGcxu0S5qKL0yYaMzCB9ycF+yVYqvHDEzDrEup Ixx8c4uIgyzIEdzH4Tm0dOyWagvG2FvBH8xotlW9bWyItWu8fgwI2/uJ3Zu4RZzFNv8Zvkg8vqRc ueb7xPKbyt4TlKqcxK1MH1FMxTarvyxyymzavlhMjls8c50bq2Tcxqkakr7swWA8x3sqwiaczF88 os27zHf7tljbwh7qx9P7nZAMx7+MtaXazICszHHMvNmrrx75x3jLsDlKlRBswJhszQubySZ4dpO8 mGSZnfoauuv8yG5MYO2IzT2st56MyjMbykJ8xa8Myid7xK6Zy7issuur0N/rvdkCv+Jr0K580LYs rVz8z560yyGrNyl8vNuswSJNkYp8zAS8xgnbtg8MwNIsuw4cwAl80t/cu9B8yIhsrsdLr84szuv8 0mF8wpY8zF370Tm9wulstXm7xoT/PM2ui6fKC3tPDXHyXMnIrNT4zLaNDFx9E8GdDLgLHdCRMbiz PNaXy1dWXMqB69CHS8s/6dXvi5oZ7dZAzJpnHbMUjdY9ydFD7DLPLMYtzZjZxtI6naM4vdPFh8D2 rLYxLdjM7M2VNsFGe889rachjcMmKNPQm8hAW6juTNgcqoU3bLCMGNlCnbsjPLYTa8iiLbxQzdiK SdPxucMSPMNQK9ucvNWru2n9XGrP+tD6KdZljb9k/Wp1ndYFbdyrrNcEDdYVvXJwzcvNjde+HUKI C9DRfdcSqNwNymztXNtMJ5e7aLc3Tc58XLxAvbtNfdpH/Z6lrc5ivNisfdUlDdgq/xzNyau7ZezS 5c3UJk3Mg63fn7remI2i2FzG5dzZNu3ZAr7BBF6XEffZjp28/JvPrf07FgfPstTVThzX6Qvc9svW yYrQnDfdG07c6cixx/3Vzv3JyH3dgYvQbV3i7aPddl0nKzzgZOvdtivD8R3grn3Z15uQC1609Sq8 L222GC7ZxEzB3Ybe9phvy3nJE/66pI3gwTzbrG2Kt8ngRR3bq61pSe7BPp3ZOk7mkk3JW9uktmrD Sq7eVc7bOmzV+PlbA8riKi580C3dcw2hF93RMr7XDH3iiyvXdv7Whb7nGo1cMI7izD1sNB6/2DHl bV60VQXBu8jTOF62+53Pl67e/v9tqjXdzUsdwD/d5bY92u0N4d+NyBls1X79v5bd4z8u60G+2T5u 3uN9w52e4JFc67ANzHKcmyjs4FMdyPVt2KTK3pS+BmNhzDzkw2p96Czu4ZmL0XluysV959jd4kvc 0ClO4tHOGbEs3MEN4iVb3Rwe7ukuiI8+0fVRrrDu3sYOwp7e3v2N7DCN2KDe4M9L728c6gWO6wLv 3Uie68Du1w4M37dbz1E9zxGOg07+36XO4/wd8QqM7/GO1Lae1fsOt1L967FOvFKr8Pee7Kn38Hob 54zu4tpOhdfO7dveviLOjOD+7Ws93NUuxdwy7uYOuXSN7i/f8kI/su0+ypjhxRT/T4zR6+QBz+tZ m+aKOtP4fuVue8LoLOngfMb6nuqqbvFJ/diz3usrTc0H38hqvIn9rtKkTt75XdVPrs2brtoHXOk3 zuWE/fFWqacZL4tM6nzN/uaH4beNHvM1H9ainNA2L+1NPPO3XPgsb9aC7vMQrfjrI9FGD/OYL/N9 LsvljvNVE/gpr+cEP8dNv+pjvPFwW9nyfvqKvfWp3dinvraXiPUD78g1+sdSn/Rqx5cSbup06/tQ rcgzKuy2/5jcTNSsT+vJ7+q+jup3L4x0D+ZkgOYhX5jZLP1E7vEOX/H5WaWbXOfWjdbUPsXk/uED svnL/fiIbqDePviZ7/iwbPmI/+/+Q7/+Agr/hG//WnxsOqb+o/7/CHCq0+srykmrvRG+IfXxH4eN IDie5uSV6ZaJ7iufs9XGNAPn/LXuIdiN1wB2hhSkCohsGo8YZS8nhfqYz6vVltVOt5ViT/zddKlD Mk1dbn+rbl08iZ07wWU4LnyejzVsKICDfQcFBX6JUz+LfSxRO4FLhRQGliF/lZYGF5sLm5wKnqKj B6Wgn6eXpKumraisqa+qoa6ztbC2sri0u2a+say8t8C6wrLFubTDybfDzMfBttDTzbUE2ATI0cbV 0sq93Mvb3uXj3+Hm6eDP5Nna4s7k7NbU9PHt+Nb7+PbrpQIC8lNHTJ9Bgv4KEv+sN++fQnbU3jV8 eK7bvYX9JibcOPCix4rZik342GpkxZMl4+iRswdTjTYrFS1pJLNmzDyRKEEikbORkB85ddokdEUo mppckNLZ+VLRTZpKo0oVdEbSi59Gp2rdyrWr169gw4I95IXlHjaMmqYl0hNpTKstLZRKlEtTPosO 76LUK+8gSY5+S6n52zGvxsIUE/NdjJixAonoFB8OLDmyY4yYIU7GqxByZsOWG2/eC5hzacKhFQQU IJry6b6fK5tuPTs1Zs97GdrOnXE3bNKjfwtvFZKbSdnHL19kyrZpoqfOxUrPFL16y7VHVWadrgNr Ue7gw4sfT768+fPo06tfz37/Otn2fKwnle9yvln7Peb+wi/yOG3gvinHW2yvyTYYaAQGt1iB/yE4 oGbS4DZcg7I9aGGFwzF4kIQYCjihawpqmCCItq1GoYiojVjbiileeBmHJyoYY4AzsvghQgsUV05y m/FIoi5AMVdfdvcNaeRM120H35JMNunkk1BGKeWUVFZp5ZVYdvVefEkK+Qh9goCJ5FBCdpLSHKik 4GKIMv7Y4o0Qrnhghyg6aKeHeLaJY4Q6rhlgnXTq+WaHA3EIaIGHskmjm3cWYyKjhEKa6J+C3hlR n3D6aeOClQa6qIq5YHombT6qSJ0b0JUFk5JZturqq7DGKuustNZq661Wbvkc/6tQFRkmfSsp8ZQn 2PFQl3+Q6rZpjZoCKKcGg066qbTONpuhO6JSqKy1nH4abaeXYqOtpOAquiy53gIkELrngtoou9xu S1y28GbqabvfpnuvqAaoiWCpKb4kbFtxgfFlwQLXgevCDDfs8MMQRyzxxBSXp+sbWQ1sB8HhpSqB fvj5e4kk8faGr6XlUmrbnIimPK3L1drbMp/i6jvzyfeWvCfO4cLjbp7J1gv0yzYv8OjP1F5btMo8 m1sKjEKPu7POcVINUs07fvyv1qP22Jx2Snl8ZMVkl2322WinrfbabNd0cdvtBTnFsVxLXbXMTuPN dEUs5z10zH8r3fTe82Jttf/eg//MLOJP8wuz4IcHLrm0R+ebOOB2R+53jvQi/Xi3l0POeNfc8Cvy RqebeVfCvfqKx68hKwz37LTXbvvtuOeue3hv776V2DmkaYLmQXu+NNHPwmA58YpHXfzd13Q+qLyS U5/56C86fjzmzzPPvYqVo7y96NWb7H06UBsfOujnR4qZXdH7TDepXNdil1O8Igz2/r737///AAyg AAcIq94R0Ctyc12p7tc97C2ufFODTd8IB0HoXa+C4utG+qZnPgd2EIMevI321me9BoLwZpoKX85C aEETXnBzj5FeBtuXNPaFEH6ck98mUmcZHvqhWLBT4H6IxKUiAe+ASEyiEpf/yMQmDtCATjzVVoTH wOZF8IQvpGAxJog8Gn6uhFZs4QE2+K4rZjGMMwyhob74wTNyUH0pXBccWdg+ML5RjGRcIRZdqMXi 4TCGOiRdwOqHk9aNTVVrcET+hBjFRjrykZCMpCRjBcVJrkotlJgfG83IRzTqcYvQSuMePYlCOt4o jzWsoR3LKMY3rnF8NhzlHUVJGxWWUpaspGUnL4JKGJLSjeST2h/HaDiQNYZkxizkEBPZOo2p6oiW jKY0p0nNalqzDZW0JjRHQEVkmYqQuwxmOA0Uyk+OU5VtPCe2iolL9y3PlO3MYSDRyclfjnOVsrGl L2cJz33m8pQyNKc9B/q9/zcO03RPGGQEuknES37toTIB4jUnStGKWvSiUcymRQ9mJLgsNJnHA9g/ bwlMcipPlwQdqT/dOaBewpKerVTpPQE5z03GlKX97CP45PjOdsK0jukkJjsfWNKf5hRICW1cTSvw Fx+6BQtVWWQQvCS7Q2L0qljNqla3SjuNUnObrmPoR4cmUpySVJ0rK+dZU2rWlaZynYEsqk2BWk9X jtCLsMTnW4+nT53yM55B/WuhArpWwc60rmU8KDv7lVTkEPIOXZLiUvTHn12JiauYzaxmN8vZ9XiV ohzlqFxAmriyGhWwiG0FFwsqU7bq9XM9m+tRWdvWw76ShIFtrWG7iLi+8v/Wp7JFLR4J61bYBrek YwvVYkerGKdSNm6FKJZEO0vd6lr3utgdCyKwCtbkEqux9BurcOl601qsVpxsPS1yg+rS9an3sOXV 023xitvU7jVxvqXtfenL38LF1XnpPe5hFTtPH1aER8Gq6mSf64Soho1j2Y2whCdM4ex+dqKhZZUm QwpO1+a2tio6byzlmtcP79e/AvawfY1bYqEutb7xfWmKd5tf9O72xjbWLfqI61cdg1i/MvLhCMu6 C+d257LicaYRIVzhJjv5yVDe6oWjKTaJihVcBvbxa2Wc1pMKFMc/znGYO8Nj985YyyaW711ni+YV cxm/PEUpmN+r4uEOFcD/cz7zmFUXvyI3tjQIzlhVPXof0U4CkZaNsqIXzehGN3HK2hy0hklLadiY Vs90TpGIt2zmFse40xosM7cy3eZPt3TNwPU0eZlX4xGjFcarBuid55hqWLOZE0JeLlPzYuSOSnVX UpXuIBxN7GIb+9i6g/Qkq5zJ71axiqDI8p7T/Ga+qbW41b41qck86zyr+tacPrWubT1ecFN7Ra0O N/a2zW64spjc63Vzuwjs52Ee+LF6YMFPeIJJSOwbyRBFtsAHTvCCy0rZX1WkgxfoTWiD1NTrxvRm Nn3uUUv829nrto/bjfF4z1fbF4d3J9Nd8Yh3HL7i/i+tSSxy1+b6xUQW/8ZbFIyxjf0QwtM1uM53 zvOetwfhm5WC8IxQ6WdIm+Mt1/S1ezxmpPc3fir3dtJLTdeP1/rpLI8ja/C88ZBjnabv/nqAW0xv mQ8vHYasOf8YOSRD39zncI+73Oe+FaBDMudsJ7Tq9m6cDoNZ3ZOb+NJ/m3WQn1yEGm+61w1fX6sX /uqM1zpRXy12qSs16nLu+uH//vL+iJccAD/yWRT+1GAH5Sp0T73qV8/6OEAxABGe+bO9Ge0/xxvi ge/y5Mc+9WnXs70W3zzVze3i28e63KMkubyD33unozjbkI++MEuFUHuTjt9rX3ChaW6wBCrzua0P v/jHf+zXRxpYimyDs/+5+fDjGx9xFF++yZu/eKjX//H4L57jKR/5/g9N+bi3e5bnf/IUdgTIf9XT eX33edJgc6wjFnoXRNpHfhRYgRZIcHaXWTNHdNeXHEd3fwgISl5WWJpHf8LHbZineCfofBC0f7xX eSUoeVyngiZYg5dngNIXgn5EfYslbRPIHWiBc+kXWVywcOB3gUiYhEqoVRnoSMKGfpOGa80mSO6H cvA3eEAGffn3gs9ngwfIhS2Ials4gDm4U1u3cjoIhlsIfGJ2YmU4PQqYNQzYDWWiBhl2elrRXUW0 hHzYh364WU3IVbLXcOxnCR+4giBYDvEXgDPohmsoavMHgzSoMy5IhmP/GIO9FWdfholvyIkFqIVp aIk72GHVR2R6mGijx2TdxxNGcYp/+IqwGIu5E4hR9IQMxn2zhwEbxohoqIbcsIhVWGfByEuQmHte 2InuU4meGIrLaIYC2Iyi6IvFB4rSGI1waHuA5HkD0W8POHr+9lRph32yOI7kWI4ZtV1QNoh1I3Q7 hI3CSHyfBozwOIzDl3Ep6IjMOIlqJIb5iI/ViCAASI++x4s99YmgJon+aFA8WGBnNyqu+GDcGDsQ aY4UWZEWiTu06ETC5h38UQXG1GslZ4wIOUQF2Y84+IiJl5DQuJLJyI//qI/IWBoBOY80iXyDlZLY dpBfeI1lJ4fft2T//1ZZeMBs4VgmF3mUSJmUZpORWRWBR8CBUngCtWd9AymQpSGPNmmFWYl493iS JkmNdjVuIwmWLCmTmkiCMHmJaQl2ZLmWLykiPVl7gvZgRuhQtxh6SpmXermXZcOUTGSLDeWRDumO l4aIhpk8z+iW1tiMbCiSO1mWaiaWj6mYkFkiZ5mTzDeWOml/bamSlEkocbhhf6CKUIhIbodofJma qrmabeOXi7Z+utiOVMmCamleWNiGXvmWudmYiemZvhmZL6aZmTmZZnmGJambnbmbxQh4vZmbCkmK 4yZZEjgme/iTVrV9eMia2rmd3JklrqlEgMlMl/WRhFmItPmVU9WIzv9ZmZtpkMIZicQJnO+3lX8X ko5ymUz3m8lJjbxpn+q5n8sSmqSVfdT5g0MJVQHXnQq6oAzqKt8ZZbDJZ4JZlTVJG1g5nxiqlTfZ lQA6nDEpnxoaou+YfPhJeOjpoSjJoSaKnO05inM4ZB25HZAllJI1o+kpeg2aozq6o9LxoFoVhDQw oB0mlfWYoSF2m67Goiiahv3Zi4v5mSKijFC6nlNqmcaZeVXaotLYpASJpfoZoO5YikdolK/zlKbp MQ/Jo2q6pmzaAz7aRKcZFRF6OhN6nix6oSJan/LnmJx5jLVJpVHqkk/6pUvqjP+ppYOqnDiZn4Da qJ8Sl0J6ozeqd4T/ZqPWaaltmqmauqmuh46NFqdoEqlGqqfxiKTMeaiFGo1c6qWOiqhlJKWECp8f aqXN2aGymqKtmqrsmRsCaoi4mKBlWqOmx6nEWqzG+gVv+pd4NxVWJptESqH0iSB4OqKjWqQbspyo eqsnKmvBGZ+2yqe1VKJZ6KpZWqirWqF52maQ2oFLRpeoOZrod6zyOq/GmqxXFYS/NkzRQapWKXgj iJnaqqQBe65oGavgqn+CuqsBm6i0mq0HK7APS7DVCq3IhUyFM4FE+a4EWpT02rEeq6b26oT56hMF M5XPaqcMe6PHmbK66pYSy6jfWqvtAqu5urAKexczGa0Um64oWLMP/8uyN9KTwoqXErisGJsGafqx Sru0SBiyBDc/PritPysYpuqfTnqzu/eyKwq0U9uSkjmr5Gqw93mlm1iuNuuy2LqnMtuycLmQR+uA qQiOG8u0dFu3fOm0tYimMjpsHqgT/IquR/qvMBu2Ppu1abuyWOuwGzqxKJu45ZCzjJuIqnq4/XqY OiO0AeeU2We0BUoVdvu5oFuReItdw0KeVPmnADqtf6uzdqq148q2hXutX4u6hBuz3AC5PNu4aLuo W+u4iOs+NKAjRHugwTqmGttQoZu8yiuLo9uUe7uv7TiFuvulqmut1Jq77ma53lq7M5uwZtu1Ynu7 4oqbtnu1u6uir/97tuG7EFUgvM/0qxE1hGwxsstbv/Ybfs2rrFxRuoMJldPbqtW7s9c7wMTIu7Bb vr8bqLMrtWurvpuBuwRsvau7uAjMqhWsEMErLnY4rHiJqWaKKkl7vyI8wlGWv/f6vCUrqtirvXcR wP97wWvluuTLvQfcvQsMsQ0Mvg88vknKtTlsuAY8wzU8xBPSvlhDph1MmndJwkzcxEhpwgEEpOsB te74njqMowkcu+brjzLcw75rwTbcrWBLxFeMbjx8qlusxcfZxS9Mw0F7AiGxrJaqjtXpxHZ8x+UI xRc1x9mpjczVxjXswpL7xQLVxWicxTCcvREswBM8cmdstYjsxhH/S7mA28gupxPuS6PL5Ll5h7R4 /MmgzId6/D8hXBNUfLoMfKiCzMK0a66UXLBqDMYpF7msnMqP+8hqq7i63ItsPMjfu43REcdK3MnF q8mhfMzI3IejfEAhjK8pzK5zaMUyu8p+astr/MoAW8ZkTMGLDMgO3LBpnMiD68pB7MW/vMv0YMQ+ 843GvIcePLzJHM/y7GjL3D966IqnHHM4rMpVm8vhLMlAjL7fDNDovGM37MMFXbbF+cMJDcv8ic0r XM1WVKbCHK9nyrFsN88avdECV88a6Ml9G6QSPNImxdD/vM0AZsiQLMsDPcsRLc0NbTS43KUKHcuF DNHd7MsMos7i/9nOBnq8ksrRQj3Ui+bRu3PPp5jPfre9gdzPNO3QBM3LOJ2+2tzS3ErLEo3Qt0y2 UI3SJz2wU03S3nwZFH3ESxyjglaXRL3WbF3Cnip3Hmyy5qnTAOzUlZvVjBnW5ry+kezSOV3L+7zV Jt3XVj3J5XzILF3VjMHT77zJrGi8bR3Zku3WmlXKMkHF/kvXqWvXlSzWiajS/kzYis3Nllzans1X M33XMC3Vh73SNS3OdDi3wAq3ODrZtn3bgPjWcddgfSu9ms291Lzaoh3Qv+3Vwy27YtzKhT3Y6sLV 2czcr62lvQzYWr0c8CqRtA2quL3d3J1ZRq07lq0ISh3NTD3Qwf9d3qOd0nqN2NFt3Aad3Nac2NBd CxBs2ox82qHW2qEt3zEdC9rduRhtl9094ASOUd+9Vf89DXVa3ObN2azL4IYt0On91RNewPAd2MdN 4WM738/d3ys63Xh9zu8jnd03l92Y0QWe4ioeTQeOO+FNF6arz9UNxuc9xsut3vqd4TrO31yJ1cLN 47lQ3/j94zed46qN3nz3diReeive5E4eSS3uvMVcbycL4dPs4D6O5Dgu4Rw+zjfe4y+t5Rouvs7t 5RUO5CgF4kTe1dcXofgTlHV8aLX94k9e53ZeMVFuO0gtFeOd5WBb48p95kXO5R5O1V2e3xc+4+39 5UGe2p1935D/Hluwbei7nIvYCdTWqXZ3vumc/j95fsJTbnYiHem/DejxvegRbuWFLsRXHeY2Luj0 7egPTt15beSPPtZ7R8c/7djs7Gud/uvA7j+fbkn4HONL/epXLri9K+I7PuiqPubQbuF+HuiHLuSk Tuvna9NsPuHNJL/xS9vBHu7ifjbDPjuaSyYnTuVzje3Ui+WuTu1b/uzNvu2kPeRiPu8yXebLztdo 7uyTzurcnh50nODjXvAG3zDlLknFPpiojOE07u5/HeJcvN6uTe+r3qf2jesebu0aH+1prtcdP9y8 7Y2ht4GyffAon/IFpNtSPh7s6KujHvIPr+yU7vGoTtzsru0d/w7mEb/mO9/o+l7z+G7mOB/VQ7/v oCfwCRaRKt/0Tj8rCR9JjR1Wxk7eyM7PNA/why70H2/rFm/zXy/t737qYd/cW6/1Fw9Gan7vPF6H QkhVAc7JTz/3dB8lUc82dO7TPvnH8j7zZ7/XOq9ToP3UP9/vkt7zbH/zZP737F32/m70hv/ced/T aADn11n3mJ/5nsXyxTb13gXzVZ7zm531gP/vpS/dFL/fig/2ipzxfb/6QM/4FV/4j+/esN/2RLh9 U56xmt/7vt8qd782556Hvu0GPj+4pu7wt1/7ie/4zt/69n71rK8asj7tZO9Lay/9Ik+/6A7CH/z7 4B/+4BH8Iv8L7guYH82fk8mv6M8v+KlP+ESf9myJ+Nof+dQf9Gg//Uj/0F5v/YENJggwc3zaMEq1 pL2u4s27/2AojmRpnmiqrmzrvnAsz3Rt33iu73zv/8CgcFMoDI/Iz2O45BiehuYI2oAaqk9slkHl dg9WrfbqJYO/6PT2bA4zKGNxua2Ol+1svDs/l7PpgIF+e2qAenUMBIoEg4h/jWuEkY6Sgn13l3yP mJudhZCGiYuHlpqVpKGek6uooK6clamnmQK1pK2wlLqrsru9vK+mvreiisGfmcjCrMnDucyq0KdS P9TUJHBJ2tvc3d7f4OHi4+Tl5ufo6errF0Xs79vZJtedJcr/98DNpfj7zhkas6L9GnjMHz9cywg+ 62dmEaOFBRkqTBhx4kF9FvNpckgsWsdYET9e9KgP4cg9tQSI1HjSoEuGJlnKlOiHI8SbJHMGBImz 5cyOEOhFkCJ0Q1EQR+EpXcq0qdOnUKNKnUq1qlVy7q5q3ZF0TlcMPjNKexmzlLydYUNiVKszbc+Z qWxSfEuT7kqYJfMKZBtQLtqxgPG2DXyXr9u5B1IW1vtXrNjFgx+v5eT352TEhxsbtuzx6wjPDUBv HU26tOnTqFOrXs26NbisrlGLvkBvT1ANTjhrZkz2srKzLyVHhpy593C9lQXvPo4Z7mbHz2uO4k2Y rvDl2HUX/y+lmLpy4zybf9deXXzc6eLLEndu1/t6M7c/z05KH3fs+/jz69/Pv7///wBiAFuAsX1l RVfyRGedguYFA1x52Y0nIYMRvneeMe0xV6F7HKbnG3kXPqQhiO9ZSCF7HnbS3YgQktjhdtcFJx2G KYa3nXovonjQbErY10GCBAYp5JBEFmnkkUgmacKASq5THwe1fRGfBzd+OOGCOD0IXYYRxtjilyZS hl6Ve3Epo5lfehliiTmC2aaaFTG4Ypcn1lXjmXemOaOIMNaJI4t/BjRlCDzyOIGPTSaq6KKMNuro o5CqwGSkTwFpwYFPSkCmjS42mGUTdKK5ZZ6jbjpScmyWSf9qnKKyuqqYNG7IIpxYvuqprXPiaWqn fbZa6xeovumnlalyClOhiA7a41DJUurss9BGK+201G41abVMNPuGthnMsOuVti6npavfFqsrrzqu ESygxLYZKHjlwsonvHr6emu87Kpoi7D28kPrvejaCeyYAf/r77CqjqRsj9wemoKh2EYs8cQUV2xx xNdeHI6lIiQYJbgH95uuWaCeC/LI5gYc5kYEnyywyu3ma2yqyRmMsrsxyzpzh7nWG+7NMuMbMsux FozwzkFzduka8r1gDcQaRy311FRXbXVrGV8dQ6Y+CE1vqRqN+yvMCZONtM6ntpyyyyt77WZONR/t 9rtvn+3/T89gs53z12uTq67a/P78st5lw6cp06E17PDCi58AtdaQRy755JRXHkPWlvNAlOLMdn44 4XbXfZjYAIM+996ic7Yu2mab3DfOcLds8+CvJ503ZHj7bXrrPru9psip3w470ksbHsTTnGeu/PLM N++88pg/j9RRj6vgu9ydkj709cDTPfvvgntf5+ziZxh396h/j/3uZuQ+Nvu1b8+7YKu7PvzphS+b +I+4Iftw8tILoAAHSMACEih6BmTB5prGuPClb3wOKlnv5hc/oLGOfoCzXQVpdz8KymuD5RMc+R6I E/eVboMjzF8HMVg0l6UwdOrjRA/ms8AE2vCGOMyhDlmD/0Adcm16LOCeA1XYCe1ZkG8r1B0K97Q+ EJJQhAg73xBhCEH0EXE5JpQf/JL4viV+EHgvxF94OtY/AG5rhtXboRrXyMY2urEFPXwj/zTgvwYK 8Y5hk6DwNMjFE/axLxm8oBOviEQ+Em1ewVPiHwupRdzta1ZNXCQHDQnIFrbNg5REUQP/p60fyvGT oAylKEd5OSNcIABqrI8Z0xjJTE5yD0Z8JSNnKctEIieQtAwjJhsJOynicYuuDKEysnhEWwbzib06 ZBWnKEZlaM6MFmAlKadJzWpaU3pZQ+U1aQPNpxXPi8zMnh4V6UpdApOXB6ifMQXZRUmm0Je7pKUw jWYvYv/WMobhPCfQ1LlHdh5TVZvcn0CNwi1PbvOgCE2oQpkXRxxybKBAXMEvwfmbcbaznK30Jzr5 ucyJujOKssuoPJFJT1w9MlT5HCQVwchEllpxpVD0QRqludCa2vSmOC1SQxP6UAx4DFEexeinAGI/ oaZUkn/iqEuP+k+Ypq2F5lRpMzFpz3m6UKTr3CcuJ6jPrNpJWaw0qOdyStaymvWsStrpJ+tovXh6 NYSxtOoluxrVW1ryoy+dalcbAE+6YrWuhqwqSa+aV7cmdav9zOVfZwpNtDr2sZCNbJLUKtlu2dGt gBWXRf1o1KBq1BFKjSlTP3tPtvSVopj9q5xOWlTSZnb/pEQMLTpdq9rGWRYFYg1oZXfL2976dhyU fSNN7ZHawoIrroOdK2r9+sXRwtapJSXTafHq3Lcmlxas5epyt0vdgd0VksaVKi/Y+o/fmve86E1v VYJbU09+jLudzSNRtdvd4lYXfJ5VbHiRWgxEvta6hPTqvwQbYHzmV8AtFe2B8QnWxtrWmwRVr4Qn TOEKn4C9bRwuCRbcUfkqt77MvW+CObxUEqdouvENsYmHmd3EIni/TX0qIj+cYhSSV8MWzrGOd8zj dpiSt+4Fqn1NjNwCd1jFQ/7bd2kLY9LK1a7+ra2Im1xIAkOXsFPOsndnHLgVlzTC/1sYjntM5jKb eZsY/2ZjT23gZSxXdL4uNnCSkdwQxB4ZvkweIorz3GYaY7HF5OTznOEr22LKGZhidvCZF83oRvM4 zTztppDpjOcvFPnKftavlpXM5RqDuNJv27Om+9zlTllZr+Lda8wKXdoSY5KMY43oGXXr6Frb+tZy hHQqFQ3mDpAavIi5NKr5a2RX13nJox70p3sZUioDGNOlBtepDXtdYAeV1U+29qsheltce/vb4Pat ritrqV+j9M2ZfvGmKd1fKZu7tcYRtbrfTV/mTFvVxVawstNp54sKGtGEso88EFRQXof74AhP+MXG bdY1u3vfsNzsbJPNbk/zG9nzhjjFadbsdYP60I5USf+0P37nZV+80+fW+NugJHCD60/hMI+5zCPH 8ByS9+UQoHecEwfnQG/c5P/ma7/1XfGgMxuqDy/6z+0NaH8v3egWx3a1U044GNSw1zPPuta3vvAf 21rnPl+DsKmd72Ree+hmVznIjx5lZ//37asVubaVnvGKS73s0SVbrCFMgzFz/e+AD7xrau5QGjIw AmB3utglbuiSWxzqd6c6yY3NcaS7PemTR8y9U815YiMt8sP+Z5gbzD/Bm/70qEcS4X+beM5GvOeK X/vjlw76ekP99vHueOsnXveQp1v2uO99uykPdOPsveUuL33ql8/85vPQ6+RO/uWnH2zGt5romU/7 sVH//vTuCz9f8ga+98Vfns17PvROXjXaG0/8fI0eog53vvznT//SrN63Uvrc7x3/+v23P/iyV3s7 93/jZ1q6p3b8V4Al1HSup4DYZ3IC2HnBFGQ24Hf1d4EYmIE2cH/TRFP5h3h5R3dmMHb4Bm1zR2jr 52YISIChdoAimIDf92dyJ3nFF4O0l4LZRoPuR2u21W0WqIFAGIRCmAMcyFsfmHMa8TklODrWl4Pw ZoPfF4GxB4PkJxzhR4VYyIITYX4xRnYmqINS2IV7RYE18INDeIZomIYNUISj5IGIA4KloIQSqFmw 14BQWIWOF4a8h4daaICW53E1yIeax4B7mIUPGHU4/zh1TygcseYBP0VH0qeGkjiJlAgCbFhZRxgM cnh+4lSHhdiHoHiIesh+hwiAfth2gDh7dxgMXJh+eKeCdpeIr+h/iEFrfDcDZliJuriLpneJZFVu b4iEcQiHS9iJtKh92ReCQodxgoiMgXiKc/hc6FdlhEiKzqiKASiLX7iImoh1jhiJvBiO4iiOvghk k4YHmyiGkEGC0fhs0wgNo3h912iK5uOCyQiL94gHrSiNXviO+KWMz4gTtthyLMeD43iQCDmJ5YhT EONMxNiOE8GOnFiMFNkR8eiEtueAMgaRmBeQgziD3BiK83iDzBh2zZiEBAVAYxZ/CdmSLsl1Cxl9 3//kFZNWkR0ikeo4kRzZXLtnjQAJfvbokSO5igsIkhlJlKVIktx3lCc5jLPmU5JmkC85lVTZfDFp Uw0ZjGDhjxHkiT6Jj0L5kxepiExpiBupk2iZk4FVjfL4k/QoitqIP8XzLwUpBLlYlXiZl+d1lZH1 Xj1IlgNYXiMXlmCJiCUpkm6pkaoTlNhololZfmyJkYE5lNl4mHbIiOnokMIYBQTpjdgAjnoZmqLJ aHyZYVG5YVp5AdtYltvilW1ZmG95jWM5i4PZmPX4hz35mseoEfvojv34myy0lJOpNJmJkpuJc9FU cO83mszZnGVWmjl1i35wWcC5jk0ImCbpmIU5m6v/OZywmXu4uYJJiZQsZpTeuZvfGYVxSXZz2Y2b KZ1/2Yjx6Zz0WZ+1Bp1rxJJSqX8g0J3Z2ZroGaC1CXnreZ4DqpjBuZOpGJu8GZnYOYWIuZ0FOkjt KZAP+Y112XegaZ8c2qHXhJ83BZ+aIJWuCFM4WaJcSX1b1pG2OZ5WyJgMmp5NqY8OSpsnSJg0Fo8p VKE8qoQiCmue6aFCOqQTBqI7pJ/c1p+p+QEoaowHSp6PWZnCqZ0CeqNAGZ4vGKFVihI16p8Q6qJ5 OKF6MZM50aMXaqaOs6FEuqZsGllG2l6dCYfJyaT8eFzXaaM6GKM5KqaXSaVP+qJYmo9/6qf6Yp7/ /wmmWlqbd8ejmZghaDoGH2M83SaYyDmfbXqpmGpWb2pzpzkFWZCVvmmnrimZh0qZYWqZppqoVior V6iqeYqgNGqoX5qqiAqXqLqkgsKfnVGTW5mamHJ4mRqswlphm6pQInqELNmkorqlIVmrssmnn+is UQqNaamsCnoYvQl3Krpvi1qcksoWj0qT4WqpTzmp5Dqs6Jquo1Ss1QSqKGCtN3mnXtqnrlpU3Jmi CwqeqJibpDqrDSqr9CqtMnqqUypD3roBCpOOCkuMjxik6vqwEKup0CdZjCWfeXB15XqtHjao9cqa tlqwAsusHnuWagmvJUuNAButtLqyYimLjIqrP/8RqTLLqxiakklqsRGbszqLQ+xKTUgqjO9ap9Y5 qg8asCwrobc6sB1roLETqDjKsSGLXSn7lSLLtGDosgfbq0CxsMepmsiqnDsbtmJ7UD2bQBVLnT6I fFnboicqtNXqtk0LskdbtaW6mE7bonMLteVJt/6qtB8bEpEqBsB4LDU5s3NJcBk6toq7uGtUtqTk ridgsnTIt0Y7re13r9X5tgDWqlG7qrAqtZSrspb7t466tmSaq2fKteh4swPJuK77ugPkuAV0tjfb qBYruf7QtqGqsbGYtKFLtXprt/sqnnnruZA5tboZOGv7qurpu4F7B35Zpj56Db86vSpwl7Cbvdr/ Cy2yK0ruCqraWn1Ei6fNWrxX67vB67fmC1ow+rnGO6Ogq7VFOzTLW74ta5lU4ginWwfPO662wboA vL0CPMCT070DRLsZa7AZ279EJq/4yq/qh77vS6jMC6jDm6WdW8Gs+Ej7m7n1cKbrW2+hRZ2GEL2o +56Fm8LXW0YE3MIu3HVn9r0OhrvlobvhC8GxBa3AO8FLO2JwS8M3bGocrKvzSr8gPLrPir++pr9L zAr9q7o1C3/Y+8JUXMVCYsA+G6dA24PJKp42zKJ6qqg6nLw8nMHse7dhXMYh3D5DLKfzq0lHrL73 C7IkLLiKc8KQqsI2i1tNMMVW/MeAfBpYHEA3/6ekV/CzCOvFDuzBQMyimGuTJ7u57QulclzJsZrI ZIxS9Tuyc+yemJwK+evE1Nuo/5um+xnIqJzKqjextxa9iUanGPzF24rBSSy3SHzLlgxlvCuoavyv mNyvtVi77nu+dCzMotwweCyu1uuwQJrAqvzM0NwfgyxHGPvLiCy/bLvIkNzIs7yMtpzLvQzOlXTB vKzBPcwAimHCoRfK8Gul/OQZyfyyhzzKvmq7zWyu0ZzP+hwg0/w8K3mOXMw5DTy+RbzD5ky6+UrJ v7t9u/y04XzJ2FzQTonPabwcZDrCAQy0BsLEDKvHUImzWOfH+zzSJO0N/exGAyfQS0pcsazNDf+N t53czQ590CTLzQndzlyqEurswew8nUS8zrr6zor2tfL8yb0qqTempiW91Ey9DifdPP/8TdWMPD+N lLJ80xRsr2MMzKIrzmdMzjNtv169BivSwQDXtbfL0VtMvuVx0UNHop/qcoa7zB99ytzU1Hid10/x 1KDUxd8auYpM0A9MvDGN1edcuQmquUFMy76802e9urkBDWYtgW7NjFBD1BJFypgdcK+s15792UvB 18tzzSZABWToxtks2Iz8w6wNj1v9xpks1hY5yTgt2+kL0V47SZOd2/MMiUUd0UCN2hjtzFIt1x6N womLz2Sk1KDd3M7tAqJNzSr916Ud2AvN1Qb/rdUSTNO4fN3DF8mLXc5fkM4ATUS7Pa6/ndvYPdE+ jNRDHYykzdLUzccg/dz2fd9DEN0JZdpga8yZd9U4LNGHtd22/dC3rcuKDcbDPN5tvNbEU9V/XcoU rdZ1OyGD680+Xdc8p38IPKfeeNqVit8iPuI3oN8oPd0vMNDezdZWq93fvOICDtsYnuAyDdPcYQuO vbWoLeF9sNGifN6yct6V3Wl2vdZF/g0iTeJKvuQWYOIHZc/cluOhCOCEPdZ79MgvXdFfneULzsk3 LndATuEL8cTGDMoQnipkmtbUDeUartH9rdzMvMBvDudMXud2XgNOvk1sLgIqfuAG/ufErOAK/+3n 48zlgw7oDK7T5f3gO67Zcc3SE07GaR7KvxzQsOzh8dCpd77pnM4Ced7X5d3Z/u2RVM7YVk5OWE7j hn1itJ3VXk65ZX3mJXHhypy6GZ3hDk4mkz7q6l0C7/VDyNJJWozpxN3pxn7sJPDp6tXniP7qhO7i gl7bzh63hi7tLU7WOL7oCdvo9fzoqDnPYb5yunrpWjvVKH6uIU7f94zs7N7uPnZwHe7jgljq4j3t gV7jWm7vW67qAY4vlE4stP4HZF7sqB3umFnwaIvNwIrrxH5z5r7w7h7xEg8Byo6VkfiW9B7W+i7C r83iFb7inLvGH6+8cQzZkf4nQm7rntrbsv8OKK787+pt7sz94Rv6o7c+8Ti/5NnUaLkV5XfsgBlv 4zBe01U+9GQX8t397D6zyfPN7YRr1oFbzQrf8kHO4cMOvaG+7g+mxYU8R1qf82Bv7DvPYx0O2Fbt 0vxe9GJM4Bt/7W7f3uGt8aPC9MROTrtu1FHs5gbP8Fh/95Ue83088+u+ZoZ35GF/+CRe8cI155be xPOO9uAd7QQr+Yfd1bONxl3+9rVC94aM8uN+65Db6+b9+XJ6rN6O8G1O58nJwjdf39y0SoKP+LKv yorPqcsZtGev2tvc2nF/cpRvxm0P978v8ptf8pmQ8Lxtx36/Ai/v9Dqu96SfAvxt+FZ39a7/fyis P/va3+m1b5qiLmuR/vi6X+2ufuUdH+Me37eXD9ZCr/Rzb/wCf+7Jr8BGDvrZD/58L72oX/+tH/3p nvoIMHN82jDKKR+0lOLMu/9gKI5kaZ5oqq5s675wLM90bd94ru987//AoHBILEoKBaNyyfxtTE+U YWpoUK1XRvZArWq34K1i8Z1ivdywuXxGq93rdLx7btfL8Lz+Ls/b2Xh/cg0EhQR8dIB9iG+Mc4+Q gomDgYqTjZWUi5ZqhIaSkH6ZmJual6GOe5yRo6iZEqeqEVGaE7EOZBFbMbQfu7CdGVe0vyvDubgr vSJPywxjzMjJTdTV1tfY2drb3N3e3+Dh/+Lj5OXhSObp6jgbzdIf7e+lpPTBpdCtsrf5oPr2+/Nc BfRHsJ+oA4YOrToIMBbDfxAF1iuY7yGrgZ4K9dvIr2Kqjws5Yuw40ACxiGh8xbFlj2XKBs6eIYs5 4eRLXS2B3YRwbJYzmiXwTYt2QZ4KdySArlvKtKnTp1CjSp1KtarVq1g7oMvKVZzSHA1RipwkNKzE sxRLgjQllqRZi2kTrp1ocC7auiHzsr3r1p7cvhffjm27N61gvZN0wnX3rhjPTjaHuviKc+fGyJFn CBUqGcRmoxwYw5RGuXPprqhTq17NurXr17Bjy366dbbtIfF8Jp0p73DhwXHKEvZN1yNivv9qjxsu jvCTcuDLAw+fHr26XTR/R2onTh269+cVbR404Viky5qkQcvcfV5YzsocjvFWz5nFZ/ajeakPcfq2 //8ABijggAQWaOCBLdSG4IL89VeUbiww59BawkmHHHcEwXUdXr+Bl5wm2UlInYYeTljiiBuSFGJ3 gFl34oUsfqgYHw+qVIV4dWC2H3odOFgePzoetWMF+52W2whI5VcUfbxByOCTUEYp5ZRUVmnllTko iKWVRypJlJcdiAhjcBhgSGKHaGL43XYxmgiic2mO6WKcGabIppx2rmjhmRPxiecrlfmZIY6K9Njb SjMWqhOPNWZg5KGWkdSeB48iOaSTDTb/OpmDW3bq6aeghirqqKSOo2WpAHIKZmdS/HknGhUKKuia arZIq6sA6XlrnS/KaqeZv/oFZ62v7rprpMS6mWgtq7p3I6TjLVppaPPZiEtjkEHKKqVNWmpot46C m6mmSYar6baopqvuuuy26+67U54K721drudtsxSIOWes181q6790cqhvv3zoCnCfwe5p7MFtCqsR w3MSO6mygSasB6HMmruos35khum1MHjsUrTwwXMpuUWejK+h59qn8rwwxyzzzDTXbHM38t6Mlar2 rlzCwADzq5y/xUJ8rMUEK2Jw0XQSDWyvSQes4rANK2y0sxwuy9zIHNPoM3wY/zjItBqT/yB2YviK zfLXGryMLphk92xayufyrPPdeOet9958e5pz31bF4zaR5OFKmNBoTlx1xIZbLfWHWyydLNCPu0k5 wlArTbXjl8eouEBaIzdy2Gb4iGjFbIhMrZAfpw4tFHTfW0Pcmg0O+O2456777ry/9nfv5cQtWtly Ix10mYR97nTnjHPe+EGSL74w05M7b71Iei5vPdHKCxJ6Wlzn+97bYEcB0Hn1tr222ac/1n5pNH3G pE/zL7n6l6ve1/K3wPfv//8ADKAAjfC7AY5DfykwXfPOhDhSdC9z1Hue8ZpWsM1Nz3KNE1gGjVM5 hykkggu00wP7QDrwKaaE5ItP+7yXtv8VEu5+xNtWT5YlO/XVsHb4MaAOd8jDHvrwh0EoIBCbILz0 rK944tsehZDnuBEyT3u+giDm3vSwDipRimiBYtSYl5EPVi+Kj5tU+Ma4NRqiLmMpzJH51Fa+/eVw BGdzDPx2JDhL5aJcSGzdEedWvzy6cYiADKQgB0lILAmxkExInxCehqYGgm5jINRg8yR5QeZE73oc 5GImNwg5TmZvglOki+oChbHvqXAKKIzJKN23k1UyKoYvbOGzxnjDWI7Ljwl0m91oh8he+vKXwAzm ag4pTB3Uh1us+yMrtygQR8rCiRLEIq+sCMbIWfBqnZzkJrWZzel9UpqUxJo4k4isH93/opRnhOEt lxmCGeISf3B0IQmNCE8bvtMz9GSbIj/2KJXZrZgADahAB0pQGRCzoDnYp/3Y1qorNpKJGvLYFyvp UE12kwGX1CI2GWlRDHLzm9RkZqTQ6DVSvo6cJWUlOu+pwFZqy2R7hCkkaRnDfyJTmfh8Y06jIS6E +vSnQA2qUEVw0KEms55Byecpq9lMiK4FmiEE5zYpGpdrRnKqG+0oiqSKUq569JQgK1lXacrOsZ2U rK9cJwvDVLqewu6Ol3KnSpUqU33S9aYMtaUq76rHWhr1r4ANrGCBWNTBCgmuOnUBR5uaC8FIVHpZ rSgnv4pRq040skzlJmWvOlatim6m/6BNp2jLGkcXoo2ltusCHlOaVskcs3AjPW1rbbpH2vo1ppha rWF3y9ve+hZwhf2tOncKTzyiEKv3cKpeoHo0r3o2s10EZRalO83nUpW1mBUpWIN0wjWaNlujOyu1 XrbS7dpWbkqRaxuGR1zU9rWmsYObLuN7gvMK9774za9+bxPc/Y43r+9VwWJl4Uw7PBaTF+XsZi+r nYxSV6MUdO5kx7cmUyJXjKEta3fJKE/ZAsq9P6NCeuVZN9tZy2UBtmd700gkE6NgryX2r4xnTOMa C6i/NrbBHDlcXcZWGJIMDvJ0JVzVKlo3u0Ojbjg5y+O1Ntes6NOWeMoLJGhNmb6zFf+vB9Sb1NzG ta21JS9fY1xPGKMsx2hOs5rXDCoc+9fMo+mjilk8YEEUOBAHhrCQe6xZS1oWsgreakiTzNUmf/jJ pQVr18h5zPOZUcN2ha1JvjxSMr/Yuy3QLV5XDLuQuRi+bA61qEdNamu4udS59GudM3HnUjAXYnoe 8qAjTEUvTvjW0EVyoCNxXFefMZRglpaUraxl0gbbpOE9ah49vGnaKVTYYb7tcLuMU+OOGamozra2 t83tHpxav68FcLWvbWw+21m5iQMyoPe85D1D788IXvC6521ubBra15DOt/sUncSlcqzXaD00Au/5 7/R8mjO7fKkyPk3wFHNa2Zkmd7f/J07xim/72xb3NAiATWB0NyLPD1Yyct1dQSPj+rqEnjXHjdVr Zrs80TrC1iw3/OjLEDvZqd4fs4/YzzNbC84Nx2lr68pifva0iA7PuNKXznQ2Y1zN9p0bbNstBo8/ UqwkJzLKaW1Nk/f55Ck/8q5JVu71erecHU57bNWO9knfO+D4dq3EC66fpOO2POGeM9FT+GxQvyDq Q2+64AdPeMM+XemaloG8ydRYsYBcmrGu99ixB+/IR57q8RY7l5lW80OrUeYyZDuVMXLl8B58n7IF etRHPHO/E4+XzZ6vl+3u8zgX/va4zz1vD697Fbd0Ta3eOeW+d/mR0/vdXt86u42f/3mwbxwloxe+ 2s0Ld9WetbRt73SIUcnw9sIe72LW6Y5vCHh2dL/36E+/+nPHe4snPgaLh5XVLfP4dJe7+AnOeq1F nv/j8z/+TyVLZ9J5cadGUYZhyEaA51RsZkd7xVNe6VN+U7d3qid74yZ0RMde8ZMy57d+HviBIMg3 7ReC4vZrhzN/8TQnxPd/midrXWdrXxeD2qVrDGYji8GAnqcoYnWACmhOFJaDO/df7MN9EPd+c8Zd JVhfc+eAsESCTviEUGh4SQCFRsh3QwKAMtF4F6FHw2eCzZdrkzc1yUeD9IZ5ljdBOpc8o+VkBght GdaANOeFofddRIiBdph6GFCFJv/jVs9XaflzdHnYfXPUgbbXhCkGdFGYiIq4iKQygk74e8ejhWTH b76xglpHhpLnYJDHgs63cgBjg6lQejPiSjq4b9Hng1vYgySWhRcYh0pofggYdDknX/yThHKXWIyY i7q4i8A1hbkYgfRVQgyEgoHXhffHiTIYdnGgiSpXhsx3hhCUhk20hjlIUq4Ti3CYgHLYaCLGgOWH h3ZYi3ykYz+xhLg4bQuXjugYjrzYju74jqrhiDQmgeu4ZZTTan0IHdzYiS7IjxfBjE+EjMrXj9XB egOojcuEhPuGNadIh5MIhN0YbQBmfacXOHQ1foWoVtQmi/DYkR75kQwij0uHiHr/dX0nKIltmJFo 6IX4h4XWyHXLWHkhd4lhCJMqKIChiIMFWIopuZCMdnOmJIprmHcpgIeIpWzshR7hF2k3gJGboo6G aIsgOZVUWZXaIJIyRpTaF5VDOIwoyZPj9BbCKJD2pm7IAZDR1IySp3/6opWfiJAGNmzYeI2qmH1g uZPWJ5FBF4RqlXDnOItSt1CvWENuOXtWeZiImZiwgZUZR5L0M5EnaXNc6CqWqJZmiF02GV00uXz9 94VbJ403WH2JxpAKh3NwWWUy53Y1940RWXsc2TZ8yI7oVS+rx3C1aZtYZkuKuZu82Zs/wJj7VZu4 JWlL9JUv+WrzxGMtaVFQhXww/ziQnqmMyTh2BhmAc8U1ComZm/dyDqmdqKiarheY1Ch+5iiVMgCM TBh44oh0vtme7vmepuKLjOiXkOk4BYZwCleJLEmWTGaWRfacmLic/niZy4WTCwGJ/Uaac5mcriiZ DVqNitea8hWbgJlWq4We5qmXYaV3UHlpwwmfIBqiIooCwAluhIhtxKkX+HhirzKWm+k5/kl5Y1iT nOmSxuiTYklpB8mhdJCdd7md37loL8md4HmEgAh35Feer0kDRJmUG7lO7EmOIzqlVFqlB1CiFNd3 vqejxWlzfHijzziTAVN/uSKTm/ii0Wl/OKqGrCiHeICgCwqka+eQqQSU4zkDef+JMhR6aXJ2oUea ocOlpcIJcbpppYZ6qCOKpfhVmBoXIZEpKSyao8rJnxITo2IIoDTqjJ0JYciZp/Y4jTwqp3NIfXUp pNhHd4H6p3daZgaHoj2AiPRZXBa4pIhaq7ZqqIrabVpqoXzlG/eJepS5n2g6K2TqQZSqqTYarFjH pv52oKk1mgkaraLZnXR5mnHHmnVIi4IZcTx3kYB4lFxppOD6DY55q+Z6riCZq8JFj9pqDI+qHfnY Ii5qmWH6owSpmfS6qWIqdp0qocvGrIW6CD46pMemb29qknPadrH6r6u4YowarsZUjukZsB8KpSeK rhibsfCortu2qyXZh17poJ//+mPHOKwbUqz/aKZqKaDT6UCWqqamGgp6uJMEO6dL1ZAPyaBDuacp WKS3KJsP55riyaH1KKsXy64gprFKu7SLyLG+hbQb+n3v6mgjK69nB50EWrNLhpZRla+b1a8FazHV WaChGrbV6pM8uKoMm7NEurBz6If4VC0eSgSwyrPqWbTeB7VMu7d8i3tOm6WzWnS+ioKsR7JZG5DP sY9bq7KI67VltKyguqaR23L+SmfQmrZo+6Ag653cl5q82gLg+Id1h7dVOIhIebFF15So27es27pq 9re8BbVuG4nmEanQh7AsOz3NWXKYypb+yLZ4grLZyFaR204wV5pvCKHEC7x0/4qbk9mwFOi8eLuV STubfwmxsbdprru93Nt7sKurgUtbZEG4lGa49bqyJ5uffjajvtuyPzhrYOtS9+apsDmKmKagyauz PduTw+tkHru5Hwu0eyiERmppQSttT0m3q9u9DNzAuyefI7nAEzvB42uc4Be/89qCCLa7msO+AKuv Z6q1tiK8BwvAagoU0mez44Skn8q8djm6ahu3AnyIqFu6uWl0Eoy9E+zAPNzDOfa93BalAlZ1Fmy2 0aqfJeu4GYSyzrmSSazBzGu+0djCOXl3ooq/O6i5oHi2Zue5Aeyu2dqmQ6sE1saE/4S0equ9PrzG bLxfQDxYsiu9XZmRVMuw+v+Iu8e6wS9bph5cvCCMvlwMNSSsv816wld4ufkrp/JroDX7wo0aw9Sb txU7mEwZrjNbBGncxpq8ycX0xoKngR1YwV5qu36crF0rSup7lox7dYebltCKxJK7o4X8BuUqjaSa xda6xVDWXV7sZedHv1lGDdZmtzv8qjnsqpyczMr8U54cWIMKqLSaXEUMt7FcxZUJxSK0x8Y6xU/8 u5wrxfBLxWSbuiNLio28d5A6nnzpsDrpA4JawxJXy9G8zPRcz+rXzExXxt06Rr/6vFJsyoh2F0zM u07cyqdsxAMzyMBMuQ27gXE6fRB4yLxmp/r2vzZYt5OMQ6mKwPbc0R6tmPj//FdxTKgmvKJVy3nC qsTcxMH71yv76L6SF7+U+MHzK0ehjNA4nbAD7KZjNb3aO3ruTMwwnMA8kMkffdRILVAhTWoYTZiX 0s+2bLWTarKJm8r/WdDn27hXXCwKXbkMTc0NxW8PHcaWO9GmabGgy0bkPM+sqqHo3KFJHddyLXhL PVQPO7d92YEmTbz//Mr+5yEs/YJie7WYuGRjzYbcPMusLL45PapAzcinqsa7wbOwd1jQTMlEPdea vdl+C8GHecmCqRRQnVeSSoAqzXJWLaO9+8EADWv8a6970NVk/dV3LbjTt8INisLgpcXqZNR4zaTe asBvTdKcXdzG7XSe3Zho/7yUl03H76vLLmuwVB1G2pyyfSzLHGRhIBTFYenXflzT73PTrWeKcmna kM12CRXPgVs7x3y3v33c8B3f2fY3AQCStf25O016z7onQI3NVQ16yMW1/ZvdPF1n5vxxqe2sz3uD TCLUiIzL14mBoZvLogsOvr2hVsjRkSzfHN7h90XfE3ffT7rhSjjNRFvgQdrdaVqpkHvViU3gZefa sD3Ttw2v2yfLtT2wx9vL6LjO/nu06n293ErAB8zWHn7kSE5qde1+gqiqgrmAKQqzNOvfY5rgDbbK F4PHneXKbQXgR7zVCwrdMuuUYu2GEN6/bjnh0i3cTjBf7d1iRHTDST7ndP+OUEuubbNb4rVL2qwt H9Ud0CbU4qqN1TKC4pJls4pbjQ9etjhutzoO0e2skspb0UDOgbYo4nY0vXs1ru5d557+6fh154Ar x2MsxnVcjH1e4+0rstV8qYROMTG+3a8twgKLvGduvN/t01p74F4t0Yscw6Ctw7quDRc+3KB+7Mge SKKOavKM4Xy65w0Hy3hm5Vr9WYLu6oB93mQdoN+s2zUe5uJcGM3u2LaeucAe6Tv7yK/35kBA5hSb 7PAe70K17OCb0ZsO5zUg7VPuzf9d3U2c7cuL2KuO2wHP67++ttaZ4SyKuZzrs7jus4/9gOye0dxQ 7PJ+8RhfSPTO1BJLuk//zSnAyt+vk+iZqsfXfuXXnVLC+NXaFXPhftgISstyvq2BvOve+KVq/ePq Xr9Gjg3u/pgZH/RC38nJXZXj3qTygOkioO8pDJ3ESu3bTN0BD5Er/r45P+2gR/JWPLkzf+u73JUt pWnrHOzArQ4WP/Ron/b/s/GjNu6SrZRF/rbWfKfeDYanLp34+rhyX8LabeDlLqQwH4gmLPP2Xt5e D5r4DckCB+RCbg0OjcxrrfaSP/m7w/Z43vXVK+mQ/5YJ+fchrPcz2Bwpf5eV2feCdryg6PKHr+06 76iIvt8OD7Jir9ZkH/fvTq4TT/m6v/t9Y/mh5vbiSOQeD96TxuOJzOWB/97qKL/aZq3tsb/qq9Tf kH6Ht+vWimvOiP/Fa76a51XZ2fDMvB/+4i9Avp/PdGQ70LCr3o7dtX7YMi71ys/HzJ+zpW/oYMjw KPXo1Mzy+T79N95QCGAz170ummmijfDqzXXu1geOZGk6C3OubOu+cCzPdG3feK7vfO//wKBwSCwa j8ikcslsOp/QqNRSKEyv2Kw2lsKoYKJD+DHelL0aSqVBcag5b/ik02bXD/c4Pj+39/drG3x/encE hwRuhINiX41pgwqOiouBhZWWjGV3aBd6kIGgjyiTcpWUkiBhq6WAoxacHZuxZJ0zn6Q4Z1suXSe+ Zq28w8TFxsfIycrLzP/Nzs/Q0dLT1NUaVdbZ2tKsIbuyECLftSOXmROzc+l0mJSo74KMpvCA5w6I iX70tOzt8ad+7AXc90fUuIHz1pFIJ7CeD37uLhxEKKObJ4jegIgTlivZxG0gQ4ocSbKkyZMoU6pc ybKlM2wuY8pUNekjuIxcOJKDJa8ELp4VFDrUR/EnwVAXzynlgC/iUFfAGKKSSvRppKOvJBQkVcqo U4M2tQKsN85iR6BZv95MinRnWhhGw5aQy4zuQp0z8+rdy7ev37+AAwseTFgGzMKIT5p128uR3X8N bYkN2gqjq6L+nrJ1B8ypubb3EHnuSeKzqYbmjkZeC8KrPqGS31rNHBv/7la0EvHSy+m4suWzPTbq fJy4uPHjyJMrX868ufPnRA5Dn+5kceMcnU2k1m65jdDts29jnYdZfIOmVVNvBKWU6uXwqjnrxgkU tFq0j8G7jm39tW/73Im3Hg1xERfMSAdlR92CDDbo4IMQRijhhDFJR+GFQnTWHwtRzUffZPfJ9gZs SY0XHoDq/RffBui9B15pV0E22limVUUTjOqoSCIH7kWyoQvdCejhfr9MRCRjOxiI4ZJMNunkk1BG KeWUV1hI5ZWMKbgCKx7y2GV9IZ7Wj4iZxagZmDaWWB6ALZrpXW/sTfUfaj3V+N6Wc46ZEJw40mne h7KBxQSXLRSoi5Ie/3w5RIKKYunoo5BGKumklFa6gpWWPmodogMW2RVpwL2zo1gmftZjjqKsyZRo 6YHampmbtUqjm38CKuOeqY5wans1NTrqXUYgmoSwmRZr7LHIJqvsssyCgGmzxS5GV36aHLTfm7nq Byuad6p5YhltlolqqGvuWiqtAN642a+51Xari7/dMm4UxNpaUaPASsEovtD26++/AAcs8MAtPEvw dJ2SwScY/Hrx6VjujqgiefCVm6d/D6+oQbhLpfkqbdyiqzE/P3IrqA7aotMrfyt7i2fDKNV78Mw0 12zzzTjnrIPBOlPZobrk+lRtn2MqKLKq7wbZMVmtcIyVkT5eDO+s4v+myxqI7H74UcpWy9t1cHgl vI3MN2jpcM9op6322my3nRLPbgdWFsxe3hunx2TOSyrFXMt5N1QTn7jqITOu9vHSsU7t59LYhgp1 rY3n8KLjH5SMG4d0K2E22HF37vnnoIcuOnVwj+6XsGK3ezYLR/aTbuR7Vyx40pBXncoFTpfXiG6m Sn307N2asDmSwR8Y9N/xMpzr6gwPRzY3mScZvenUV2/99djfXHr2Kc2NXebuSSZV1r/3jrzehe9m Qe6yE01R4uWL/LO7QNZKoKvGEy/014lOD3Sg9DueD57HvQIa8IAITCACt6dAxUQvdYCilv0OV7TA 9e19Iasd4ygALlb/KS5MtFPZ+TZIQsP9AHbSGhL+HiKkGXiPLwSkQQwbSMMa2vCGOGwJA3M4jRfW DU92S5z48kS+qmkMfuiTFeLW50H5LQxEGITiB5X4tCdmhVHLQ9kKVee1xvjvali8Woa+yMMymvGM aExjhHaoxmgMD4DBcJ693Fc/DebtXJgw2hanyLRSsG9yFAyIHqm2OPUZAYUt0x8S+XcDkj0wbGTs 4Qx508ZKWvKSmMxkEtioSWj4UHjgk9oQ41REEh4xg5Sho2v+OLRybEuK8QOZW1KoqzEkLwYp+l+i 9nedH0BwjkuYZCeHScxiGvOYTOAkMvVlxV0WSZcSvB3rlHZH3Vls/4QnMB/ummhELsKSg77rJvAO xUux/XKRRXCkCyEZrUgu853wjKc8cabMeW5heNNyZxSvKEqXeeuCZ/pmKl0py9AQjor+USVGAIqu r31SCoCMoxgp9jJfNtOb9syoRjfK0Y5qoZ4eHZZunmc519nGjt+pU9SwGaAlRoCVEAuaNlGJR5fW gFOJXEEug6DOIP7QUm8MqVCHStSiYgikRhWpHIGoRRGOUoj+vBxDF9rKQAbUoPngI+zEtE9rys5O T/2pWJ0puT0GUJGXY+oAfcXOpLr1rXCNqzGRKleR/g+fOc3mLd91MqmqtKBeVajK/MhNU2IUaSz9 6krJmRNgWnWrPf/oaWMnKilh1vWymM2sZrdA181KjyaKmqEaStpVvKUPoVfVHQTBysSDanWCAkXR Xwu5z3MOI6Jkzd/HerlWzOkyCJb1rHCHS9zi9qWzxpXeUtG6u7PmjZGk1JEFZ+s3dLa0uq3NqhMj 9sqanpZpvqXcRSlbR3sEN0SoaytQz5vc9rr3ve5FLnw/W9GyOlWAUsyiXwlpyCpyF7AHgKkJ9fqn qZYwtwQMag1we1jHxk6tnINwbsc43wpb+MIYHol8M5wv/E64waCFqk4hC7hsUVeQ4YTuTF9aWBM5 t79eNbA0QQnN0PqPwTyQrPLIO1YO+/jHQA5yczYs5BaUNLikTa3/aVHbUK6WWKbdPU+LA1socCZW xv3jCmM9fFLzhpKXRmZveHtc5DKb+cxoTgaR0Zxk5t1Unw4ZZDUVm8cUE5hXhHXt715cWgOfksZi lEu9cMxnMDt4LpBcLhzTzOhGO/rRx1gzpDEq5kDP51p2jHGU4bPaTQsYhPuTLX+ZDM4nJjivNtjp jgnK22NUmsuTjrWsZy1cST9a0CSNocT6GjsZm+u6KM6zdsVZ6NHaWdMAljBODx1CRC+4hT7VLYJH CmdaW/va2C6yrbPNXODyC9OvEydrBfrhcWb3uyT+r6hp+9rBhtUGba7yKZaNI5O8WmHczre+953R bTfatotutbMJ/zrQtP7zxOC1bqixy2LXKrzYVlY4lsPMsmgHvNnVeeRvtUZtfnv84yAHsr+zjevv lVdP//Bun/G3KzZ5EJ0PXfmo2z1jfpq80PIeMHTuffGQ+/znQMfeyNNccpyPNebR1a9JSV1gs6Ky 5lJ2OE1BzJZf09mmHU6LgsExXoLLx+IUB7vYmR30spv97PYc+rWLXrZvUxPYxYNx+7xe2hY9nLKu 8fM1ebzqbr+A0PTSeBF4znO0G/7wiJeS2s8M8HLX1+9Ey9rdTTZ1bzwM6wF+OU0bj+IrI7xAio73 0e2i6hfgNJRkDGPiV8/61qtx8bTeOuQlDHdeO1lp6wb1Il0udf9y3+Xytxf3YslscdE6HQrpRVC1 Xc/85jsfOrAvM+dvDuvI2xK2LhZx9vH99MFlFea9uXSpJf75vXKc7JY+eUIp2XfTf5nLhX++/OdP /0lFX9afPDW+wN3cx2oQ6nPnf3+CD1a3cXlXfiVEeKj2bDEVYe1XDApYfxI4gRRIOlZgePNDBMaX RMVTgNpHZcQzblgVfAXXc8bmeTPXOo5XfemXc183WQ8Ydn2nehVYgzZ4g8pyf7FmTl3XPHymgo/j ZezhgQLIewRAhNImc+zWUPT2TEYnA+Y3dk6IDBGIg1Z4hVioQxeIdrLHAxtYglm3fflVeerGcCPY bMLRJ1Y3cWP/loRt2HP11oTNMH1ZWId2eIcXooOTxoNf0IUDB2tAKH7zdn335XsLV3eaZ4ghRnmG 6GvvB4MnhH0ZpwwKuHx4eImYmIk7oIdAFn9uRiy7NoWK+IEBuHT2QoB2Fk1riIAOtYDOlU8M+GYb NwV0qIm2eIu4+BeceGtWVIuABoi3FIQvWB9IGD4jYHdkiHdUlYK2I4fuJwRRGEyW6ICLMo25eI3Y mI276HyiZ1JsN4qMKIZO5i6omFjltYrMCFuwyHW093eSuE6z2I7yyHfZWI/2eI/NsI3/1oPVSEcV R3dxF2yT91wngIzkhld/Q37pCIDzKIqyGFVZ4IlSSI34WJEW/3mRVLCFVuiLWjc9ofiLB9lP4GiK 5JiI4thS6LiE0ch9z9iCXSSRs0ePWfdGMImRNnmTOOkA+riD1hiGfEU5guU6xSiSHVCO4LeIY9iI rOiMAidDgWNRE7kXfpiTVFmVEriT2MaRGuKRK0mQ6xeOIOiNF2WQJxlqg6SSB3YEDzVoHDh4ggdv HWeVcjmXdBkDWAlpNXlxH9l/fodjJziQ43iMiHCWw+iGB5iOf7aCMUl8kKh7bUc355WXdTmZlImN zxIAFNghNnZ+bolNxrhb1zURZBmWd5aS6NaVPulg3VhBg/KW/ViZsBmbk3mZz5eXzhhUfhlxrFZ7 QWOUm6deI/+GmIhFj8m3ZQ/WW42pXLK5nMzZnDqpkRGAmRPIkVm2mA/5mwm5mwsnmiZJmmEGfEyX mE5ZfDeWIz0pk6kJlc65nuxpmdC5nFNpeT+4R3+pnf7Ym4OZionmgqi1e+MZlU0ZkNSnBZLZngZ6 oId3l7yIfqJYhdhJiko3PvMxmqXYSAi3e0gXjyCJA+mmgcDphuqJoCI6ojeooPkWmY/Yl/Spm6B5 iCVAoSniPPt3od0Hj7T4lDERnyS6ozxafya6j8HCVjtQev01KoTZYL45khY6cxj6oenpYZPUoXCp oQHnoD16pViaeD+Kf/x4nS0JHEhohhTlddzZe2X5jwIodyL/CD1KxxIFmqVwGqdltqVEd55PCIfT NIjZGYLQFo4ddAifyUJM+nQZSpxOmmrvGJVzc6gWZady+qiQmlx0WoNMaS8q2Hn1FpoT2p1K9oYY p2Rr6kbSJRNvGqmmeqrGNamM56gxSKWpeakdSJR/eoREGVmz1XI6aqiuelIUpqu7OqCoGqzCemaq Wpuu6JBUl6egAYpSeoZ7+qWmuGmheqdPsA6lqjmsOqzauq2aVazSZ425ap2nh54G6EjCFpiRSEi4 6k6Fap0EVq2u2avcOq/0Cl/e2nyrmRuK5oXCspfeh67QSoJqumnb0Kwlca31mrAKe0z3KmQIq5j8 +qvK2KcN//d9YJljt5piDKllnkKu95IxkwigCzuyJJtmDXt4PKio4Mqum2qmmOqQwtifNXqjcGaw f/GwJZuzOms6J9uJ2Rqgh9Kl6zQ9MIqa7qiuGntqEpucAmqc1dmqOxu1UnthPcuFvZiiduW0LJKf zxqGMctH/nkFUWqex4GzU3u2aEtP70miSsuxU+qxgumyCQcEXBOobcuYjwmRyom3G5q2fvu3m1W1 Z0edIeuhJJCkcldjQamEMWGzp/OzgBu5kkszgouD7apbxclc9VK0hSio7KZ9+uerTGu0nsqgfDu5 qJu6abe2OEm4KlGmtNq1tcRsdVurJ/EmkPsMZqu6vNu7VP9SuTeIkOwIpnHZt7PbApy7sfb1uX7K svuarMZLuo8HsX/ou9Z7vcUEvEHnup3ZkNQLu4HqtYK4OOG7EruLveibvhqlvZSKtetovEtbsach ZgAFutl6vnCZu+q7v/xLQ+z7c9xLke9bvSCaXeWruAAZNeCpEfrbvw78wLT2v5mJtUB7utD7r5BB vzSKNUILrNqAvxAcwiKcMxIccgGcv+LlvRdsAskrcF87fEkZsSM8wzTseiUsgZVaunDrrpkHqHOi wYPKwdRqo8iJrTV8xEj8eqx7k0gmpG4bsMc7Ay0sgyqKtLKbxFicxTh4w/WXw9MbxfAbt7FbdedZ v2CShob/G6JavMZsTFRc7HFN3IaEgqzxW5Sc+rFDDMOJKxJW2sZ+/Meg88bzN67sJ8MsgLgrjLEq hkisiqKA/MiQ/E6CvG9xDGH5aroFLL86sJV1lBh9HMmgHMqUu8QI6sUdS5EszLU7rBeOLMqu/Mpn NMn6VskNeqxhTMfbJLfkGbR1LKpBCsvAHMzMIsu2mF4NjMG9fCEgLMzM3MxTQszcRssgyclMi8Ag gMhEbMQxc8zO3M3erHikzLuX2wNkicaoXBg1uczfvM7sbA3QbINrebUiG0E2Fkl3e8tjw83tvM/8 vCDvzJ4I+8k6zMfHrM79fNAIPQz/XIHjTGmbiccofMoB/zvAB6vPCX3RGD0YC816ocuS7geZ7suy 8TvHDtSaGX3SKA0YGz2d+4nLbmnR7UfRJGHQKV3TNl0NK514tvkN5kzA/5nGG0rTbXfTRF3US5LT Xcyoq0xfgadsTlzSRh3VUv0cSI2yML3U2bwMl+xJVz3VXv3VzFDVg8zTbNXIJ3zP09bBQwzWbN3W 2hPODizQWN2opKrWbn3XeC0SYm21VEpLa621HmHLeT3YhB03e12Zck28DOzU8hkSJ1zYkB3ZnAXX 7dnQjV2lD13N0ji9Qi3Znv3Zy3HYlJnYs7SyjN09ldPVoL3arD0Col12li2T3wjFTWDKrX3buJ0p r12HaP/tbXdl2jDb2T+d28Rd3E+w20AX26c72+J7o6ctGOFq3NI93SyA3FjY24s915otUU9c0dT9 3eANBNbN0RScyCwIlEM9z+gd3uzd3hAy3iYs0oCtxtS7yZmdJart3vq931EA35OZuV5K28PL3wRe 4Mzh3x8X3dMGxkyNz6RtcyyT3wY+4RTeAwiekz1duFCbyXIj4RX+4d584fx2zzTY4D49DCn71yC+ 4iw+BSLOxHYNNn0Yr/p63lIp3C2e41r84rOcay8mzSdOhcWr40Re5B+1tpgpnf2LvwDuRQPuph5u 5FLOxpiS5AcK5PWt3jaOBMKr3VP+5WBeA1Wes1he24//FOWSFOZqztY8brnU1tU4/uNovuZ07t5t jsOqXeaVNed13ufpe+fwPORPmrcW7MFI6eeInug7Q9kKq+D2Td+UEueKPulTC+jty+CYbt/Pm918 S9KU/umg/pxpG9CW9eCAIemhnuoJa+kMLeiZ/j2bDumYjOqqXutEzeryR+p0DdT47N22/uuwjOss bei/3L3pDezIHubCfod67gxHxue+nezS/sjLzq2mTsXTnu0tXu2ySesT5u3Rru3ijsXcrq3XXmPQ Pu7qvs/ljqWdDe7rHu8I3e7CaqUU7eiBLe/6DsH03qPwvu8AD+L9jqr2DnD/vt0Bn/CTO/A7evAK //D6/83wpprOgu3wAg7xGJ+2Er+/Fp/xHg/MGy+ii7rZr9jxA/3xKF+yIZ+++J7yLu/ZK3/lSv2a UJruL3/zRxzz2GvyON/z5M7o/Kzc/Bp+Xu7zRt/POn+9PH/0TB/CSQ/QMy+vmmvzTV/11/v0vrv0 Vr/16Iv1zin0Jg72XD/2zOz14qz1ZJ/2Cw/0+zzy2tzdl632cr/OZj/3dn/3rFf38DnnLY/3fh/K ev/3gj/4Hhf4sYn2hJ/4f2z4it/4ju9ojI/YVP/4lA/ybF/5mJ/57Bn5mt/5np+ql8/OiP/5pH/1 oV/6qJ/6Fcn5qt/6rt9RrP/6sj/7knz6tH/7uF+Bsf+f+7zf+7Fs+74f/MJveLs//MZ//EIH/Mi/ /MyPbcXf/NAf/Wnz/NJf/dY/M9R//dq//dCS/dz//eCv28of/uRf/pfl/eaf/urfJOi//u7//g/S /vA///Q/ZONf//if/5ck//rf//5/XAhQt9z+MMpJq7046827/2AojmRpnmiqrmzrvnAsz3Rt33iu 73zv/8CgcEgsGo/IpHLJbDqfmIICSq1ar9isdsvter/gsHhMLpvP6LR6zW673yspfE6v2+/4vH7P 7/v/gIGCg4SFhodOcoiLjI2Oj5CRkpOUlZaXmJmam5wTip2goaKjpKWmp6ipqqusra6In6+ys7S1 trf/uLm6u7y9vr8uscDDxMXGx8jJysvMzc7Mws/S09TV1tfY2drb3N0V0d7h4uPk5ebn6Onq6z3g 7O/w8fLz9PX29/iQ7vn8/f7/AAMKHEiw4IN9BhMqXMiwocOHECM6QiixosWLGDNq3MixowiKHkOK HEmypMmTKJ+BTMmypcuXMGPKnFlnJc2bOHPq3Mmzp08PNn8KHUq0qNGjSAEGTcq0qdOnUKNKrbV0 qtWrWLNq3cqVTdWuYMOKHUu2rFkUX8+qXcu2rdu3RtPCnUu3rt27eBXKzcu3r9+/gAM72yu4sOHD iBMrtkR4sePHkCNLngymMeXLmDNr3sw5zpTOoEOL/x5NuvTBz6ZTq17NurVdy65jy55Nu/ZL2LZz 697Nu7dA3L6DCx9OvPg14MaTK1/OvDkr5M6jS59Ovfog6Naza9/OvTsX7N7Dix9PvjwN8ObTq1/P vv1p9/Djy59P/wD6+vjz699P+j7//wAGKKBg/g1o4IEIJihWgQo26OCDEArFYIQUVmjhhSJNiOGG HHbo4W+ofSjiiCSWyJCGJqao4oosHoNiizDGKOOMqbxI44045qhjIzbu6OOPQAb5Ro9CFmnkkUhW QWSSTDbp5JM4LAnllFRWaSVQIV6p5ZZcdsmClF6GKeaYOoJJ5plopjmimWq26eabCrIJ55x01jmf nP925qnnnt3hyeefgAZqnJ+CFmroobERiuiijDaqmaKORirppIVBSumlmGbqlqWadurpp1lxCuqo pJZKlKimpqrqqrdlyeqrsMaqFaqy1mrrrQbRiuuuvPY6j66+BivssN4AS+yxyCa7jLHKNuvss7gw C+201FZbirTWZqvttpJgy+234Ib7h7filmvuuV65iu667La7CbnuxivvvEjAS++9+OZ7g7369uvv vybwC/DABBf8jboGJ6zwwkMIzPDDEMvrcMQUVyzuxBZnrDG1GG/s8cfEdgzyyCTbKnLJKKds6skq t+wypiy/LPPMiMZM880462lzzjz3rObOPgctNJf/QA9t9NFOFo300kwDqXTTUEct49NSV201iVRf rfXWFmbN9ddgI+h12GSXrd/YZqetdntor+322+G1DffcdE8nd914513c3Xr37XdufP8t+OCrBU74 4Yh3ZnjijDce2eKORy55pQhPbvnl7EGO+eacs6V556CHDtbnopduulSkn6766nFVzvrrsLuWeuy0 196q7bjn3p/ruvfuu2Kz/y788A0FT/zxyAdkfPLMN1/P8s5HL3060E9v/fXdVI/99txPo3334Ifv Iu/il2/+7eenr35M36/v/vuntA///PS/S379+OcPov7895/r/f4LoADXIb8BGvCAdCggAhfIQDQo /7CBEIygFx4owQpakAoUvKAGN3iEDHLwgyBsBwBDSMISjsKDJkyhClWAwhW68IUgaCEMZ0hDC8iw hjjMIQNuqMMezpCHPgyiCoEoxCKGkIhGTKIGkajEJkaQiU6MIgKhKMUqBpCKVsxi/rCoxS7Cj4te DGP6wCjGMoaPjGZMI/bQqMY2Ro+Nbowj8uAoxzr+jo52zCPu8KjHPsKOj34M5OkAKchCgo6Qhkzk 5RCpyEY6jpGOjOThICnJSvqNkpbMZN0wqclOuo2Tngxl2UApylJyjZSmTGXVUKnKVjKNla6M5dBg Kcta8oyWtszlzHCpy16qjJe+DObIgCnMYmqMmP/GTGbEkKnMZiqMmc6M5sCgKc1q6oua1szmvLCp zW6yi5veDGe5wCnOcnKLnOZMZ7XQqc52Ooud7oznseApz3r6ip72zOet8KnPfsKKn/4MaKoAKtCC goqgBk1ophCq0IZKiqEOjeiiICrRigqKohbN6J4wqtGO0omjHg1pm0Aq0pKSiaQmTWmXUKrSllqJ pS6N6ZNgKtOaIommNs1pkAoAgBHq9Kc442lPgUrUVwJgqEVN6iyP6lOlOnWYR0XqU6cqM6FGtalU zSrDrHpVrXqVZFzt6lfHmrGwRrWnWCWrWuMlhbO6VaxrjSvAzPrWq0ohrXLNK8fuWte+uvWugA1f rGAHS9jCGvawiE2sYhfL2MY69rGQjaxkJ0vZylr2spjNrGY3y9nOevazoA2taEdL2tKa9rSoTa1q V8va1rr2tbCNrWxnS9va2va2uM2tbnfL29769rfADa5v/RrVBAAAOw== ------=_NextPart_01D8935B.FF985530 Content-Location: file:///C:/EC2C4CD3/3_files/filelist.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml; charset="utf-8" ------=_NextPart_01D8935B.FF985530--