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3 commits
3b12de4970
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daa8b6b1d0
| Author | SHA1 | Date | |
|---|---|---|---|
| daa8b6b1d0 | |||
| 96fca503ab | |||
| 556b85e532 |
22 changed files with 9015 additions and 8964 deletions
3
.vscode/settings.json
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3
.vscode/settings.json
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@ -0,0 +1,3 @@
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{
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"editor.formatOnSave": true
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}
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@ -6,8 +6,10 @@ edition = "2021"
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[dependencies]
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[dependencies]
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anyhow = "1.0"
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anyhow = "1.0"
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itertools = "0.10"
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const_format = "0.2.31"
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itertools = "0.11"
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lazy_static = "1.4"
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lazy_static = "1.4"
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num-traits = "0.2"
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num-traits = "0.2"
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once_cell = "1.18.0"
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regex = "1.7"
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regex = "1.7"
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thiserror = "1.0"
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thiserror = "1.0"
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4398
data/day01/input.txt
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data/day01/input.txt
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Load diff
3148
data/day02/input.txt
3148
data/day02/input.txt
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Load diff
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@ -1,300 +1,300 @@
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||||||
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PtTPcTLbBCVPTRVcvhjmmhVhSZGGgvZg
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||||||
cqdcdpqSrrSvrvWvvvrSbcGTTTbGlFFCCcnnGbTb
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||||||
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QbHVBBzWtzHBNtBwQSgqhqSbFgRLjhmqqj
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hDfrldDfbVPbQCtHHZ
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DjZjvTTDqrtTZZSMcdRdmRJrcJNc
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DMBNpMDHrNrNLFMmpQJHZGnPjFPFlZjlfGVljGVf
|
TjfGZZjVwMZwMLwr
|
||||||
SpbQNmHMzgcRwSSD
|
vnGbWTvTmFRjQFQPsb
|
||||||
drqcMpNbpFpmjzfz
|
bVLrzqrzJVgJbbtVrWJVgppcBCzBvdzwBCCBHDcBvc
|
||||||
HLGZGsnGLwllzHGGgGnGsBFfmJtmtjfJDSBSJJJB
|
hflPQnMQmQSRlQMPNRTHwwHHHqpHpdfwdBCp
|
||||||
ZZwQwHTgZnwLGTTnQTHVlgbWCQNhzNcMqbrzcNNQdNcr
|
hFhZMhqSNMNbrZgWWGWJjZ
|
||||||
TDScznfzNlpbbrtsvjdcbh
|
NJsgNjJlMHQrwnRgSRPwrP
|
||||||
BBHqFGWGFmVWqVBBWMtvCLvsLdvrvjLjdLbsvm
|
tqpQtTFpFvbGpzTTWSrnSbrhwChCnRfrCf
|
||||||
tPZHGFJPJqVwMWHJVRRSZNfQnzfpnTpNfl
|
GtcvGqQpttzcqdFzWppDsZMJjBBsBJcBNmBjMsLJ
|
||||||
FWNZgWCngsNwJwlQlrRTRhSjSS
|
lGfZGZhFfhdSWqmFFWSS
|
||||||
GGLcVVcVmppMmpTjTRHlbRbSrVBh
|
wDRDPLcDnjtWbSmqrSCSLC
|
||||||
rvmdzPcdzmzMrCNNPJFntFsCtD
|
MPwmtVnVMjztznHPgQhQfJfvvHHGggQZ
|
||||||
MtfLBzSLmMtfBMQzMmzmSlfdTDvGCZGCndZnZgWDwGCZ
|
llTspLllCHmLHHndldqHdlLQQPSBQczZSFDDQZSNGcGG
|
||||||
HhqrrpppcqhdbjPvbgGvTCnWDbTWZT
|
jMhwvVrRjbRhFBZNGPcGNN
|
||||||
cNjsdqPqchJBlmzlVQLtBJ
|
wVtrrtRwrfrwftjVjwWvMrRpsqsnsHsBglslCmTsdWdHTd
|
||||||
DwwVFZlDBsZFDvLPdpjLjSVHjpLc
|
vPvmTGgDPRvGpDPGPqGHQnWJQJMBBzJBlBQWlHWl
|
||||||
nMnztWhhfPSffcddGpgp
|
bfbwNsmwFdLjbfrrLsSfLNQtMllznBzJQZMQtMlZZnnF
|
||||||
tQnrQzhzNtzbNrBwPJwTslTvNFFP
|
frssSscssNfScCjfSCwjsDmRDpGmDRDvvvVcvRDvRp
|
||||||
LWMvHJJrJwtzvgwMwVdGfcpNfdDVDWfdBB
|
LtlPZPjBTbWsWJVJVzdT
|
||||||
jZPFmjnbmhPfTVfVHdhTTV
|
nnprqhrqmzfrSrphqfCChVVGVDJWgSHHWgWsRDVHWd
|
||||||
qqQCmCmbqCQqjQsQvrQSHSJrzz
|
nrmppNqhcCrfMchcMCncqbzPZvlvlwbBNjPjtNjZjL
|
||||||
wNzmDRwmgcGphZcPvLLZHjjFLF
|
FPWsFdSspVbbbtWVvl
|
||||||
JlbsClVVqDqFZjJD
|
CCHnnfHHvCwtVMhzlzDllC
|
||||||
WSlnCbttftsCsWftbCCrTffbpdzMwgMgSpRmdwdRzggmDGGg
|
LrGnjGfgfvcwfgrLrBjrBLgwdBTSRBFsRZdRsSqFFSFSSPPp
|
||||||
gCCRBClgfCgFFTltTGgBqTsQhzLzQQNPnvrNzHrrfPzHLr
|
whGCLqsrjgGhhGFqrCCFGCGzTRTZJcNnzlLTnznNHcnzTH
|
||||||
DMjqWSVwDwDwZDHZNvLQnrnrPrNv
|
ddvVmbfvdvVbDVQdvvdSzpNcnJzlzSRHNJpnJcSc
|
||||||
bcmWJqdVcbtgBglbGTCl
|
BPdvfQdWtPDDPfDvDQVVPmbhssCGGMqgFCFMqGMWgMjrRw
|
||||||
SFDcrFHtlqhqqLdzTTwdJLPNDL
|
PSLbGmWPSPLQbMTPWGFWltthdDdrmBDHhdDdczzDRh
|
||||||
vBWsWvsmgvvvdPwNnn
|
VfCngVfgsZwCftrZdhcZrdNDzz
|
||||||
smfRbpsWMBmsmMsBBBNbtSFttjCHSScbhHtHhHjb
|
CjVJJJqnJwQhWPPLQlGj
|
||||||
SQpgGgMNvggQGMvQcgnHWmldnHWTWndnSHHF
|
ntnnQmTQTQGVWGNGNNlClG
|
||||||
DwbDPzthtttljTzTFBlmzl
|
jDffjMSvqjHzHHzwNVwNVcCddPVNdD
|
||||||
DstCswftDbZbCChPPRrfwsfPQlLccJQLvVGNGNVpMNvZcvgG
|
ZszJsrrZMjsHqqvZJLRQCbTRQbJmThbt
|
||||||
HdqfjjLfHqFSHddVWNBjsWhWRRJtBNBs
|
BgLHgFDsJNWgQgflWd
|
||||||
gPMQHpmrcmnbRQNRRJsWttWW
|
mnVVcCHnCGRcVnZSjmlthftMQddlfhQctNfW
|
||||||
pmbcZwbrPPrnTPMFFdDwqHwvHDvzDq
|
qbSGqmHSTFprvpvTTL
|
||||||
FFsVtFGVGvWVhlfVhzlsFvHbPwPmwHLTSbLjcLtbSbLm
|
dvdTMvvpdLpTcSLvdLLMmhfFBftwCNhRwRNjtCTRCf
|
||||||
rZrpJwCqnnJHmqcbcTLTbS
|
lshQWgsgrHHqlFfRqFjRFfFwCB
|
||||||
RCZZQMQpzvRhswVg
|
rsgHQbJbrsGHHlgQHgJrlHrPZdhdpMZGDSDpdPLcZhdvhZ
|
||||||
1996
data/day04/input.txt
1996
data/day04/input.txt
File diff suppressed because it is too large
Load diff
1005
data/day05/input.txt
1005
data/day05/input.txt
File diff suppressed because it is too large
Load diff
|
|
@ -1 +1 @@
|
||||||
jfnjjwbbqttplpvllqgllmdllfmllscssqmqzmmwzznqnwqnwnqnjjbdbpbtbdbzzzljljzjjpccrmmppzfpzfpfnfccfbbcqcrcffblfbftbfbtbwwwmgwmgmnngnllnfllhghcghhjppchcfcnfffllmmqbmmpwwwwlqwwqgqcqsqjqpqzqqdzdtztltslsljjfqfcqqgbqqqghqgqvgvrggqwggrgjgmmnrmmzgmzgzpzjjctcmtcmcnndppcvpvrrwvrvhrvhrhjhnjnvjnjrjggccvffnqqvfqvvnmvmqmfmfqqzfzbfzzzgpzpllrwwnpwpnwnwgwhhrrdnrrdjjzjszsjjbddcdbbvmbmqbqnbqbsqbsqqwbwhwggssdnnmttvnnvmnmhmfhhjchcttzdzdqqszzcwwhhwzhwhphqhcqqsggddfmmvzmzwmwfwzwrrbmrrnwnfnwnlwnwrwfwnnmtnnzwnwdnnbhhrphrhlhwllpmmbcbtbffmqffddjnjwwzpzfpptbbqqwbwzbzjbjmjljblbtlblqqhqbqggrngrgllbmbccmhmqmqwwqcqssqzzfjzjrjnnqrqssfnsnvvtgvvmsvsqqljjbsbrrjllvfvzfzmzhzzhthjhshlslfljfjqjpqpvvmpmhpmhmqqmmdwmddppjlplhlsstlssgnggrbblggffcdfdzzwqqtztqtwqtwtzzsjsbszsbsvbvwwjqjnnpdpccwssvdsdzzqbqbtbtqtmtltltvlvddzwzzfpzpjpgphprpgpqqwppdwpdplddvffcdffvpvqqgvqgvvrfvrvqrrcjcpjjpttftqqvjqvqsvqsvqssdpdbbbmcmscsddbhhgttwhhjlltqllnqntqtsscnntwwhswswlwggldltlttsjszsnznsznzccbtbblplnnmfmqmrrvjvhjhzhnzzgnnhrrdrllblpbllfdfjjssvnssvlsllnqqhwqhhhsgstsjstthrrhrghrhhfmhmwhwrwwsrwrfwwdnntqnnsvnvmnnfvnntztqzqhqnqjnnjfflbfllrsllqhqdqccgvgnvvcwcfccmssqnqhhqrrfrtrvvnjnpjnjjpplmlppvmpphjhppvhvdvssjcjrrtrdrrsvvbbjzzrtztgzghzhccwmccshhzbhhdwdwsdswwlcwllpblpphrppfhfnffrbbcgcmggnvnzzmvvcrrftrftrffcscvcsslbljlglzgzbzczszmsmbmnbbhdhvvsqvqhvvfrfddbpwgvztwwqcpzhhwnhphnrwldjmztsptbbgsqbqqccwbdqzvhfjlfldgphzbfprclgpfztbrgvsvfpghmdchscbdqjqgzvmrtdrfzbhgdvgznjcsmglcfwhdtpsljnvvzjcbbrczwtgpdmgpzhctvbbmvsjzthffsjqhfsdrclpqslbhnmpczwvggpzbjcchfjzjhhgtrmlgnzlndfvzrccgggrpmprbmjbfjjhzrhrtwgqdbgdlqghssrnmtmpvttcqwnwdzhgfnddgbqcsdvzvwqdnmmpwrwhfbqtcpqhvwbczrmjqzsntvdrncwjsmvvwcngrtlwtjmnctwrrtvphbjhlqmgzfsfsrblzzvmzlbhzjhwbdfpncdrfchmrqhspdszcjrnvwtmjzmsmzcdphsdzjgqswwrpdvlpvrdnhplnlmswvcrzlcmbtqtscjfwrnrctrvdqcqzwcvgvpdgrndrgsrvzftwpqjjgjhzwhvrjlqntdtcjdrqzhqlqqdffcgvttlhvwgggnwmdlvghfgjpsmntbvbjbbttrwsljwsrvtmznvqdptpwtdcwtcsfdjlmdqthqggjcptrqhbsbjzqqmvvjmgmppqmjmnjdqvspzlbgzjsjshpslmszqnzghsszpsmpzfcrqqjdwvtbnzstvvjzvtzgpptcmvmbvmpvpzvgfnwtlmdzhvhshtwvnbgwmtzqhcptflpqsqvmptchpfcbwhvjzdcnsnqrgdwfcthqfssnbqnvgvvhlzqfqmdlcwnshtvhhhpghjbmhdbfbqcvbnbvwbzcbbmjnrqmsdqnmnbsrvhggzsrlbwtfmgwrnlhrbrrrqdcspnrpnppngrtdqtbmbhcbjrlhpfjpdnfndmqvwvhlgmsntpwrlrwwqhwvzbpzqqggnbqlsjjqtbqjcdpmndgmtdhfbqrpdzzsnmhzmqqnbdqftqmnhfbdzdlfwgjsjhrcsmtfzgwbvbbzdrlbmcgmppqfppmbqrnsmrmhrdsvgcfmzpfnvrbbgfccfcbphszwdbnnwcjjvvlpdtfzgtslvgqwmsvlpzjcbqwqclrjrsgthhtqrqrhvsdfjntgllsvslrvdtnsdmrgtqcmswnqwlrwlfmcfftbjpvdnmczqzldsssszhjtqtqvqtwhjcqchjvqvntvzzzprbmjcctsqfdcvpbtsgnnsqtqnmjhrgqcjnzrdsgrbtdpqjbgcmnfwhnsrfwcdmncjzwcngfbmmrsbvgvvqpvrdjfsqwjdmqjdpzcbjjfmzjjgbnwqgrvpmbzdhsgtldrzvglscfwbmjltcrzrgdslgprwscwbrhtdtglznjdcvfjzjjqzntdqdbcrcbbmvnzdshjzcsfsgpghmgdqdwsnwjtvtbqbqccbcwjpnhdhzcvdssvnvqtvzwprhpgftdwwvgsbnlzzjppcrrwmrsthvjjrvrsdrbdqfgsjsmwfplpstrbnpdhhcblhjfwzngmhlwbvnfcbgwshspsbbgbldrvmcnczszpgnddrfwrtgcqjggrrcbjwrdjlrvtspbftrtjbzjwchpfnjctcjtwtpmtblczcftqlphdjczfrvtzlsglpvhqsqqblttdjrlczhrqsgpggmvnhpqtrfbpgvzftwtsmwhwswtpvtwnsshmlcffpcjshqhqqsjtpbgszscmcbnhjjtjmpgfdhgmljqmmwlfptstjjvqhcbjpjpwzwqflhslclzzjlmcttbsncqmfzhgnzwbdtnvfwbtztwbhtfsqjfzwmfflmbwnqzqhcjwdpbvngsgzlwvwcqhqjsndznbbdcqqhmjjpqjbsnvwztgmqwdcbbjvcndmhsbvbjnzlbscmgnjcrrwrfdljtcsgmwtffgcjflpzzdcnzvmrbnrjbbmhzqqjtgsrwqmmrhpndwlbnrtrhhpqlmdrcrtdmzsslrmffpftdjvfcpvvhzhjhqtrrsclvtbsccgmmqrjbqgbmpnbzlsncssdhmjppjptvddfgbbnjzjjldjlqjzhhttsclrmsgzctwjqqvtjlfzwgtffgrdjzwdcnrprlcswffghngrqcgsbzqhhvbfjtwcjlrrmbtqjdrgpnbftnmzqnndnqwgrqndlwmjnnspbhjlnzrnptnrmcjhpbfcqpvbchvdwthjlcrfpssgtfbsgfrftcrwttrspbsvzpvcczmdqslcdgfljvtjsdpjnwmdvfzfllrdrbgvpltzlqcrlwbncswhfvrdthspmhfhfdlvpbcqlmjfznhnqblffftgzqrtswnmtnvjprqqhhhvrscvbbzgmnlnprghfdjqbgjppjzjrnclfdssbmgspwcscnlcrrqmtlljrmcwgdgcqwvvjzvsjdjvsspszlcthwzrwqtzdgmqvnlvvzrvrpqqwswzcchncrpnjdmflvmhhwvrrstpvnszfrmvpdtpqpbdmwvvbbpjnwmtststtlcvqdnvqqphzlhhzbbbjssgdcnhlmwrzwvwmcmgrcngqzcnffqzfnvldpdjmsspgpbrzhnszfnljfcrgsjvqjjbstvghlcslhqlzhltpglwffrzfgjghssfgrptbnpbhqnhhfbjsnmsvltqpthdmzzrhrhhmzlplvrtdqfrfrppdpqnllblcfjqpdwznsbrhcncdpmztcrjrfnlwtznrmpbzqsbrqrbnthgfpshrdhnwjmrnsmsfqwdjsmsvhfrbdpjrwcvmdvvmdtfqjgmdsrqtctsdmznngbsrfjvhllgwt
|
llqnqffqsqttfffbcfcbcbdcczccfssvwswrwddzlddpdhdwwlvlffjllnjjwjqwjjttwbwcwfccdmmnddgvvpwvvgsshnshsgglljfjzjpjfpfjpplddjcchdhvhlhvllvflfbllsdllgppwjjprjpjrrdwrdrggjvjppgbgttdppwhhcshsvvgpvggsllstsggdjdmjjrvjjszjsjbbsffjwjnwwzjjjvqvfftbffbpffndfdzfdfvdfdggmpmbbwgbgnnbtnnnhggdmdffrqrlrhrzzrmzzmbzzcdcwwzffsrrnfnvfnnvppwjjndjnndtdppgcppsmppljlpjjmlldlsltlglwgwcwnwvwddzrrllwjjnvjvwvppjssncnfcnfcfcczfccpjphjphjjjsgszzhthghjhrjrbrtrjrhrsrfftfzftfmmwmpmgghbggjrrsdswddtjjvnnrwrzrpzzlglwggrnrgrfftnffwwgllrqqzbqbbtltbbgdgpgphggspggplggmcmscsffzcfzzbggdrgrqgrrnlrnrbnnzsnnzcctvvnvwvnwnhhwpwtptllpflfcfttwtjjhwjhhbwhbbtppwhwvhvghvhphpwwcgwwhbbfvbffzpzlllrzlrrbnnrngrnrpnnsszbbqffpsffhfshfhzzqhhcgcgfggzmmdllthhrhnrrwggdqdsstccqllflmflfddjwjzjffvjjfgjgdgbdgdngnpgpnpffsnsjnnbbjdbjbtbmmbrrlbbqmqpqrprjjrbbvnbbzvvcwwlfwfggmhhdhsdhsdhshhqfhfrhhqlqttffpmmjzjqjggqzzdfzflfsllshhvjvfvbfvbbjljhhzrzqqszqzsqqswswbsbzszgzdgzzhjzhhvffhthvtthltthghzhvvjttczttlssvvgjjmsjstjjrfjjhbjbnjbjddqrddnbdnbnwbnbqbmqqgtgqtttcmmqbqrrgrrsrszssvpsvvjqjttjpjwwmwfwttczttgccwhcwwrzwzbwwqbqmqnmqqnfnmmmzdmzmpmssdpsslbbmgmbmlmnlldlccvzzlrzzqbqfqlflwlvlhhtrtcttgnnqhnqqtjjphjhwjhwhpwwvdvfddmndncnppcffhllfvfdfllhgslvtsqhtlfdflcjfmqbnctnfnwqrlqbzrcbvldrffcptsgslqcszqcfdvtpggvdqblwcgmdjqrpjdhtrmvrfrzznspqlfhnjsppbpjdggcwjwprpnlnntgfgmflctqphdmzfvpzzmbzmvrqdgchzmdvjdzmfsslpqvhpgznmpspjpdmlfwwjbbwqbfthghclldpmnsbcwlzswrsnfzbdzpcnrrpspdpfqhvmtfjlppqtphvzzqrwhzccnrgrtgfbfgtwvlwsmcvzmqmhsvztmmvpjzfwzgfwntbrsfthdgrcmgtdsvzcllmcshrlqldrvrnmdgbwttmhczvscrdvfgdvrhfvlghhsfbmrptbwmpnvtsrjlpjlbmmjzwwzbdtjlqqdczqgpzfjslccrcrblhplndblghchczbjjfzlsvvrqhvgdsncgpjhjlprhfhswwbmrnszqzhhlrbqpphvgtfsgmdpjwgcmqnvfdhrqmbspjpdrtdbqnbmbpgqwgmltqwrjprvsfjsmpldcqqbvmfhgzltzfvhlnfdqrphzzjrbdvnnjspvnlnnsdzvgqsqztndjpmnbqtwnpzmmfhsswwnnwwlbnpgbrhzchbnsrwwpprhntngsjzvssttqwfvjrdddtfpgtqqzcwljzmdjtgzdqjjvbqgdttdgvqvlfdsgcjhsmdmwrwdcqdflpfjbfzsvjrzrhhcnvcjblwcdvtbgfhfgcwrcjsrzcdrfwtvdqrghdtrjgdmhrfcsnwwwdpvjtpzdqfgrlmrqscjbfgdbgvflhvdjmnmslvsbcbgwplgqljmlzpgrfjwmvqfwmwrhnmdjhdwgjrngvccrbzmhcqthvvtdtmfqvfczhqbfgzgrmdtprznfzjtrcwqgztchtdmzmnwbfbnbttbvzsflcpsjshgphfdlvhdrcpsqnhjjggbnsqrfpwsdznzcwjbcswwndzbpdnfcbdrfgrmqzvtjttltbntznmqfsmqlgqvlqnrvgrnggslqhbplmgpzwlfzbvwdvrchsnhrnvgmzjdprvvspltcdzmdnlgtmrwnwpdndpdqjltcnmsggrvbprslqhfgmzqtppdpsjcmmbvfgmbpdnwdcgnssfgjhzhrjljdwhrzznscndgbscdmbbtbrnzbqzvcjgjgljbjlrrvdhjdllsnjzhwlmjslghrqplwjwssbzzpdzdfhhsqctlcddnfnnvbcwpdvzdcsgcqpctsjtdtnzpggpzsrrhfjtthqcqhtvwzltbdvdnbgwlppblwzjsqqbcpcrthhrhdnzhdnflqlvbzmcjfcrbmgdgqptfqfbmlfbblqdfmnwgvbdhmcmtmvtggqstjpwhvzjhbgpblmdrnggvrvphbglqgfcphmrgfmrwcdchtwfllqwsnbqttwdcvrwgzjfztmcffppqtmnwpgcrgwtjbdtjlmnpmvlzndljglzblwdrggqvbbfvqcbcbpqttrmqlcqnqvrfqsnlpmwlcgfwfcqpgmszfccbqtcqfwlwqrjjhrdbjqvdmfzjgncjqgqbthpgjgbfdvltbhpnbjqqwrsczrthfhmlzjjjgsjtsvgmwfsjngzfqdqzfhvwjrswvnqvsvvsjdbwlwdcsszdngmmhnnqsgvsrvpnndghrwgzztqczvhcrzdpqtrmrnfsfrlpdnbbtshfhplzqvdvzdvwhwsbpnbzlvcbgptdszjlcgfdzchjcsvhzdljvgpwstzwnssvhztcptnhslggnrschvfnmhcnjvldthtfpqzdvltfgnmtgvlrljhwqdzqfmfblstvfnpfcdsqslrqbztrbfzmsfjtjwhlzfnhrvpfqfqvtdllrvchmqphgljwcspgpwsdwqfdhsqhsflpbcbjjmjrfjrqrqfqcqzqsqcnqhfgsclfnfzblfdhphrvqdpvcqmllrcdnrlwqbrgqsbfqqllcvmglntjwcsjljgntmmldscndfdjcqpwbqpbmfjsgwfwcqbqbbhhgprlbzmvdfjcsmsqvhfhmgrhnwpslztmwbhdgrfzfcmwjswpbpzwstfbfmgwtprmptzjwtrqthrqwgslnmtlfgnvgpwvsfwthtrgwfbnnnwmdcfrpqqztplscvfnfpfwwdnfnzjccnhswwlcrrdqfhvsrnvcdrwmjswzggscplggbwgndsbntqvtrjbmbzrnbbmdjvwrmmtrmfjjhnvrcjcbqlhlthbvtjjczddblbbttmmzgdqmtdqswjdwbjhsrjbvdtqzqdbhhgbttgmgwfgfpczpqpfsddgslltwsvngwbwfbfcdzlqghwdbfzzldjpwpmpjmslwnwbrjjvwcsjgdzjwrrwnvgvrqlgjhwvrgnczspfplhfbtdpbpfqmhbvmcqdgrrjfslzgsqfpwrrrmjdtgbslddwvddrbmrdsdhhnlwsncrmnglrrpvtbrfvjbdmcpgphcdfwnfcglvmlbslttpmjnspqhnmbcqgmncfjjpdfjqhggnswbgppjhllscrvtmtmmbwbpgddtzblscntrmccdpzdnllqpvfdpfpwwvnnbjlzphvqwffwsjmbtllctrjmllwscmldcdrpfrzrqlpwbjwfgmnshzqzgdjqhcwtsqlsjffvzcpnrzmvtlzlgwvrrjtdbcnddbhjgqqzrvhplrbsrwgscjnfmhbcnpdcjqrltgdzzzzbqtsspbcdssbjrzfqdgvhmgdzsjdsqcfwbgrnhrlzgpjmhctqdccmvqzddmcptsjgtfshprqmslvtmtrprfsngrnnpnrccrvnrvcwzrbbnbghlwvcncgzglnqthchhsnzlfrcggdptvwlrbnfwgjpflgrcfzhhgffwcbhwlsdmvmsvvzvdcrlvlnstgz
|
||||||
1477
data/day07/input.txt
1477
data/day07/input.txt
File diff suppressed because it is too large
Load diff
|
|
@ -1,99 +1,99 @@
|
||||||
131102031022411233124153000402524132243245422402002121234345453535321113450535302430144220243210033
|
101232232424431123432342554040352101405502025646520640026102435415402415524241404341001022013221221
|
||||||
210030011133442111442145434004231353202400601331445042106230540242340014332243105022302133441101011
|
322003200404313034023203145443134010555246652210042156042654635314322525041550121322403330300102030
|
||||||
201302044230110302341330012044051130055046354663404014033243655520410125432425532024143403330032232
|
300223331202022110511510154103110142442012332003514242206354525511353252421542430110200442102312123
|
||||||
210303103204034020151134514120046162664361356330261302226530654326452225134535222440444443410101130
|
323133401312301310040251134225352136126616004434252462045055305202261355433025233042244241414400023
|
||||||
021310332113230035544033314213544254421233042151226601345516101654005025035545035333140023212102212
|
101104403040123044220034201231621525016350121330311611014454116414515052210415423202213344444213032
|
||||||
220140301231432453044535532323066560244052510442522465306425021511260132313424322110345422300411332
|
023343200312321341111312312116004553510400124564003503525336352206534312634553034341344231103320121
|
||||||
103013240142011245425311001542145655516105003352455141424412415222100145355043202120423034202120403
|
232432314323445335412313341660535056605316245521312422204421411026063010063200110052210224330113302
|
||||||
314103304322445325255534650156565303510461206034672755654106425161056213552330050310445352323213402
|
312104103023300150511003256056530232416620641476331566726505005253550226461151520445555123411440334
|
||||||
243430113305332145305400366156126611120357766767667531265661631510215134106224240155532142014202020
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324233212142235532140166110023400026333355425117234444773232146225326253461050325545343105500423104
|
||||||
102223410325432324313243446514164004156475643254444557477323147134144354265066260422110450012141414
|
033431121034120033510616215166546146337352752676632624643526424216650102540533503153134132000420142
|
||||||
031411112311321035125554420606413626050373327654774373667767140605036115333551650220414205214132024
|
240121103430140123513513462300432156652122676414274512336151334241532064154406340323144200421003324
|
||||||
210204032200320524351051665115025502044361230251377575706601164652440120455165201034431244211004301
|
233142431112012541421523134462664026316416350553765272706623513350020256351263445534113304131112033
|
||||||
331131223444034015143142430503454436431142412165246111316106164251614223504203533022310134023423343
|
323203003131024144404243206121423310355043066662201116504344265455134633403341445324024304010343200
|
||||||
120300034332102045152234220042512653414152606411234665213124345325420542210314454221024423343223220
|
133044014403300041520020101412541120000145660632333004501603416535515112534533414430000213113231220
|
||||||
200230420442302210441134513143532363040132120013505235035543064245636124512505054404233133430423011
|
020200134443230224532201430335140300110631641143466045463552301460233403451514045510012313003444012
|
||||||
000202411243122420140310501035333204626352325031215630345206242502134153000033354044334042221310101
|
003320111443312431412215134024143654125511235514301244523512535041410415313130552501342112344000332
|
||||||
111301302244231442013332415144033330063530643146335532313306033656410450441505505240142210004121122
|
223322121002242440120225413345342544646200604640400343653451404544533034511344250023302010222012033
|
||||||
3436
data/day09/input.txt
3436
data/day09/input.txt
File diff suppressed because it is too large
Load diff
|
|
@ -1,143 +1,147 @@
|
||||||
noop
|
noop
|
||||||
addx 26
|
|
||||||
addx -21
|
|
||||||
addx 2
|
|
||||||
addx 3
|
|
||||||
noop
|
|
||||||
noop
|
noop
|
||||||
addx 23
|
|
||||||
addx -17
|
|
||||||
addx -1
|
|
||||||
noop
|
noop
|
||||||
noop
|
|
||||||
addx 7
|
|
||||||
noop
|
|
||||||
addx 3
|
|
||||||
addx 1
|
|
||||||
noop
|
|
||||||
noop
|
|
||||||
addx 2
|
|
||||||
noop
|
|
||||||
addx 7
|
|
||||||
noop
|
|
||||||
addx -12
|
|
||||||
addx 13
|
|
||||||
addx -38
|
|
||||||
addx 5
|
|
||||||
addx 34
|
|
||||||
addx -2
|
|
||||||
addx -29
|
|
||||||
addx 2
|
|
||||||
addx 5
|
|
||||||
addx 2
|
|
||||||
addx 3
|
|
||||||
addx -2
|
|
||||||
addx -1
|
|
||||||
addx 8
|
|
||||||
addx 2
|
|
||||||
addx 6
|
addx 6
|
||||||
addx -26
|
|
||||||
addx 23
|
|
||||||
addx -26
|
|
||||||
addx 33
|
|
||||||
addx 2
|
|
||||||
addx -37
|
|
||||||
addx -1
|
addx -1
|
||||||
addx 1
|
addx 5
|
||||||
noop
|
noop
|
||||||
noop
|
noop
|
||||||
noop
|
noop
|
||||||
addx 5
|
addx 5
|
||||||
addx 5
|
addx 11
|
||||||
addx 3
|
addx -10
|
||||||
addx -2
|
|
||||||
addx 2
|
|
||||||
addx 5
|
|
||||||
addx 5
|
|
||||||
noop
|
|
||||||
noop
|
|
||||||
addx -2
|
|
||||||
addx 4
|
addx 4
|
||||||
noop
|
noop
|
||||||
|
addx 5
|
||||||
noop
|
noop
|
||||||
noop
|
noop
|
||||||
addx 3
|
noop
|
||||||
|
addx 1
|
||||||
|
noop
|
||||||
|
addx 4
|
||||||
|
addx 5
|
||||||
|
noop
|
||||||
noop
|
noop
|
||||||
noop
|
noop
|
||||||
addx 7
|
|
||||||
addx -1
|
|
||||||
addx -35
|
addx -35
|
||||||
addx -1
|
addx -2
|
||||||
addx 5
|
addx 5
|
||||||
|
addx 2
|
||||||
|
addx 3
|
||||||
|
addx -2
|
||||||
|
addx 2
|
||||||
|
addx 5
|
||||||
|
addx 2
|
||||||
|
addx 3
|
||||||
|
addx -2
|
||||||
|
addx 2
|
||||||
|
addx 5
|
||||||
|
addx 2
|
||||||
|
addx 3
|
||||||
|
addx -28
|
||||||
|
addx 28
|
||||||
|
addx 5
|
||||||
|
addx 2
|
||||||
|
addx -9
|
||||||
|
addx 10
|
||||||
|
addx -38
|
||||||
|
noop
|
||||||
|
addx 3
|
||||||
|
addx 2
|
||||||
|
addx 7
|
||||||
|
noop
|
||||||
|
noop
|
||||||
|
addx -9
|
||||||
|
addx 10
|
||||||
|
addx 4
|
||||||
|
addx 2
|
||||||
addx 3
|
addx 3
|
||||||
noop
|
noop
|
||||||
addx 4
|
|
||||||
noop
|
|
||||||
noop
|
|
||||||
noop
|
|
||||||
noop
|
|
||||||
noop
|
|
||||||
addx 5
|
|
||||||
addx 1
|
|
||||||
noop
|
|
||||||
noop
|
|
||||||
noop
|
|
||||||
addx -7
|
|
||||||
addx 12
|
|
||||||
addx 2
|
|
||||||
addx 7
|
|
||||||
noop
|
noop
|
||||||
addx -2
|
addx -2
|
||||||
noop
|
|
||||||
noop
|
|
||||||
addx 7
|
addx 7
|
||||||
|
noop
|
||||||
|
noop
|
||||||
|
noop
|
||||||
|
addx 3
|
||||||
|
addx 5
|
||||||
addx 2
|
addx 2
|
||||||
addx -39
|
noop
|
||||||
|
noop
|
||||||
|
noop
|
||||||
|
addx -35
|
||||||
|
noop
|
||||||
noop
|
noop
|
||||||
noop
|
noop
|
||||||
addx 5
|
addx 5
|
||||||
addx 2
|
addx 2
|
||||||
|
noop
|
||||||
|
addx 3
|
||||||
|
noop
|
||||||
|
noop
|
||||||
|
noop
|
||||||
|
addx 5
|
||||||
|
addx 3
|
||||||
|
addx -2
|
||||||
|
addx 2
|
||||||
|
addx 5
|
||||||
|
addx 2
|
||||||
|
addx -25
|
||||||
|
noop
|
||||||
|
addx 30
|
||||||
|
noop
|
||||||
|
addx 1
|
||||||
|
noop
|
||||||
|
addx 2
|
||||||
|
noop
|
||||||
|
addx 3
|
||||||
|
addx -38
|
||||||
|
noop
|
||||||
|
addx 7
|
||||||
|
addx -2
|
||||||
|
addx 5
|
||||||
|
addx 2
|
||||||
|
addx -8
|
||||||
|
addx 13
|
||||||
|
addx -2
|
||||||
|
noop
|
||||||
|
addx 3
|
||||||
|
addx 2
|
||||||
|
addx 5
|
||||||
|
addx 2
|
||||||
|
addx -15
|
||||||
|
noop
|
||||||
|
addx 20
|
||||||
|
addx 3
|
||||||
|
noop
|
||||||
|
addx 2
|
||||||
addx -4
|
addx -4
|
||||||
addx 25
|
|
||||||
addx -18
|
|
||||||
addx 7
|
|
||||||
noop
|
|
||||||
addx -2
|
|
||||||
addx 5
|
addx 5
|
||||||
|
addx -38
|
||||||
|
addx 8
|
||||||
|
noop
|
||||||
|
noop
|
||||||
|
noop
|
||||||
|
noop
|
||||||
|
noop
|
||||||
|
noop
|
||||||
addx 2
|
addx 2
|
||||||
addx 6
|
addx 17
|
||||||
addx -5
|
addx -10
|
||||||
addx 2
|
|
||||||
addx -22
|
|
||||||
addx 29
|
|
||||||
addx -21
|
|
||||||
addx -7
|
|
||||||
addx 31
|
|
||||||
addx 2
|
|
||||||
noop
|
|
||||||
addx -36
|
|
||||||
addx 1
|
|
||||||
addx 5
|
|
||||||
noop
|
|
||||||
addx 1
|
|
||||||
addx 4
|
|
||||||
addx 5
|
|
||||||
noop
|
|
||||||
noop
|
|
||||||
noop
|
|
||||||
addx 3
|
addx 3
|
||||||
noop
|
noop
|
||||||
addx -13
|
|
||||||
addx 15
|
|
||||||
noop
|
|
||||||
addx 5
|
|
||||||
noop
|
|
||||||
addx 1
|
|
||||||
noop
|
|
||||||
addx 3
|
|
||||||
addx 2
|
addx 2
|
||||||
addx 4
|
addx 1
|
||||||
addx 3
|
addx -16
|
||||||
|
addx 19
|
||||||
|
addx 2
|
||||||
|
noop
|
||||||
|
addx 2
|
||||||
|
addx 5
|
||||||
|
addx 2
|
||||||
|
noop
|
||||||
|
noop
|
||||||
|
noop
|
||||||
|
noop
|
||||||
noop
|
noop
|
||||||
addx -3
|
|
||||||
noop
|
noop
|
||||||
|
|
@ -1,55 +1,55 @@
|
||||||
Monkey 0:
|
Monkey 0:
|
||||||
Starting items: 97, 81, 57, 57, 91, 61
|
Starting items: 52, 60, 85, 69, 75, 75
|
||||||
Operation: new = old * 7
|
Operation: new = old * 17
|
||||||
Test: divisible by 11
|
Test: divisible by 13
|
||||||
If true: throw to monkey 5
|
If true: throw to monkey 6
|
||||||
If false: throw to monkey 6
|
If false: throw to monkey 7
|
||||||
|
|
||||||
Monkey 1:
|
Monkey 1:
|
||||||
Starting items: 88, 62, 68, 90
|
Starting items: 96, 82, 61, 99, 82, 84, 85
|
||||||
Operation: new = old * 17
|
Operation: new = old + 8
|
||||||
Test: divisible by 19
|
Test: divisible by 7
|
||||||
If true: throw to monkey 4
|
If true: throw to monkey 0
|
||||||
If false: throw to monkey 2
|
If false: throw to monkey 7
|
||||||
|
|
||||||
Monkey 2:
|
Monkey 2:
|
||||||
Starting items: 74, 87
|
Starting items: 95, 79
|
||||||
Operation: new = old + 2
|
Operation: new = old + 6
|
||||||
Test: divisible by 5
|
Test: divisible by 19
|
||||||
If true: throw to monkey 7
|
If true: throw to monkey 5
|
||||||
If false: throw to monkey 4
|
If false: throw to monkey 3
|
||||||
|
|
||||||
Monkey 3:
|
Monkey 3:
|
||||||
Starting items: 53, 81, 60, 87, 90, 99, 75
|
Starting items: 88, 50, 82, 65, 77
|
||||||
Operation: new = old + 1
|
Operation: new = old * 19
|
||||||
Test: divisible by 2
|
Test: divisible by 2
|
||||||
If true: throw to monkey 2
|
If true: throw to monkey 4
|
||||||
If false: throw to monkey 1
|
If false: throw to monkey 1
|
||||||
|
|
||||||
Monkey 4:
|
Monkey 4:
|
||||||
Starting items: 57
|
Starting items: 66, 90, 59, 90, 87, 63, 53, 88
|
||||||
Operation: new = old + 6
|
Operation: new = old + 7
|
||||||
Test: divisible by 13
|
Test: divisible by 5
|
||||||
If true: throw to monkey 7
|
If true: throw to monkey 1
|
||||||
If false: throw to monkey 0
|
If false: throw to monkey 0
|
||||||
|
|
||||||
Monkey 5:
|
Monkey 5:
|
||||||
Starting items: 54, 84, 91, 55, 59, 72, 75, 70
|
Starting items: 92, 75, 62
|
||||||
Operation: new = old * old
|
Operation: new = old * old
|
||||||
Test: divisible by 7
|
Test: divisible by 3
|
||||||
If true: throw to monkey 6
|
If true: throw to monkey 3
|
||||||
If false: throw to monkey 3
|
If false: throw to monkey 4
|
||||||
|
|
||||||
Monkey 6:
|
Monkey 6:
|
||||||
Starting items: 95, 79, 79, 68, 78
|
Starting items: 94, 86, 76, 67
|
||||||
Operation: new = old + 3
|
Operation: new = old + 1
|
||||||
Test: divisible by 3
|
Test: divisible by 11
|
||||||
If true: throw to monkey 1
|
If true: throw to monkey 5
|
||||||
If false: throw to monkey 3
|
If false: throw to monkey 2
|
||||||
|
|
||||||
Monkey 7:
|
Monkey 7:
|
||||||
Starting items: 61, 97, 67
|
Starting items: 57
|
||||||
Operation: new = old + 4
|
Operation: new = old + 2
|
||||||
Test: divisible by 17
|
Test: divisible by 17
|
||||||
If true: throw to monkey 0
|
If true: throw to monkey 6
|
||||||
If false: throw to monkey 5
|
If false: throw to monkey 2
|
||||||
|
|
@ -1,41 +1,41 @@
|
||||||
abcccaaaaaaccccccccaaaaaccccccaaaaaaccccccaaaaaaaacccaaaaaaaccaaaacccccccccccccccccccccccccaaaaaacccccccccccccccccccccccccccccaaaaaa
|
abcccccccaaaaaaaaccccccccccaaaaaaccccccaccaaaaaaaccccccaacccccccccaaaaaaaaaaccccccccccccccccccccccccccccccccaaaaa
|
||||||
abcccaaaaaacccccccaaaaaaccccaaaaaaaacccccccaaaaaaaaaaaaaaaaccaaaaacccccccccccccccccccccccccaaaaaacccccccccccccccccccccccccccccaaaaaa
|
abcccccccaaaaaaaaacccccccccaaaaaacccccaaacaaaaaaaaaaaccaacccccccccccaaaaaaccccccccccccccccccccccccccccccccccaaaaa
|
||||||
abccccaaaaacaaaccaaaaaaaacccaaaaaaaaacccccccaaaaaaaaaaaaaaaacaaaaaacccccccccaaacccccccccccaaaaaaaaccccccccccaaccccccccccccccccaaaaaa
|
abcccccccaaaaaaaaaaccccccccaaaaaacaaacaaaaaaaaaaaaaaaaaaccccccccccccaaaaaaccccccccccccccaaacccccccccccccccccaaaaa
|
||||||
abccccaaaaccaaaaaaaaaaaaacccaaaaaaaaaacccccaaaaaaaaaaaaaaaaaaacaaaacccccccccaaaacccccccccaaaaaaaaaacccccccccaaaccccccccccccccccccaaa
|
abaaacccccccaaaaaaacccccccccaaacccaaaaaaaaaaaaaaaaaaaaaaaaacccccccccaaaaaaccccccccccccccaaacccccccccccccccccaaaaa
|
||||||
abcccccccccaaaaaacccaacccccccccaaacaaaccccccaacccccccaaaaaaaaacaacccccccccccaaaacccccccccaaaaaaaaaacccccccccaaaccacaaccccccccccccaaa
|
abaaaaccccccaaaccccccccccccccccccccaaaaaaaaacaaaacacaaaaaacccccccccaaaaaaaacccccccccccccaaaaccaaacccccccccccaccaa
|
||||||
abcccccccccaaaaaacccaacccccccccaaacccccccccccccccccccaaaacaaaacccccccaacaaccaaaccccccccccaccaaaaacacccccccccaaaacaaaaccccccccccccaac
|
abaaaaccccccaaccccaaccccccccccccccccaaaaaaacaaaaccccaaaaaccccccccccccccccacccccccccccccccaaaaaaaaacccccccccccccca
|
||||||
abccccccccccaaaaacccccccccccccccacccaaaacccccccccccccaaaacccccccccccccaaaacccccccccccaacccccaaaaccccccccjjjjaaaaaaaaaccccccccccccccc
|
abaaaaccccccccccccaaaacccccccccaacaaaaaaaacccaaacccaaacaacccccccccccccccccccccccccccciiiiaaaaaaaacccccccccccccccc
|
||||||
abccccccccccaaaacccccccccccccccccccaaaaacccccccccccccaaaccccccccccccccaaaaacccccccccaaaaaacccaaccccccccjjjjjjkkaaaacccccccccaacccccc
|
abaaacccccccccccaaaaaacccccccccaaaaaaaaaaacccaaacccccccaacccccccccccaacccccccccccccciiiiiiijaaaaccccccccaaccccccc
|
||||||
abcccccaaccccccccccccccccccccccccccaaaaaacccccccccccccaacccccccccccccaaaaaaccccccccccaaaaaccccccccccccjjjjjjjkkkkaacccccaacaaacccccc
|
abaaaccccccccccccaaaacccccccccaaaaaaaacaaacccaaaccccccccccccccccccccaaacaaacccccccciiiiiiiijjjacccccccccaaacccccc
|
||||||
abccaaaacccccccccccccccccccccccccccaaaaaaccccccccccccccccccccccccccccaaaacaccccccccaaaaaaaccccaacccccjjjjoooookkkkkkkklllaaaaaaacccc
|
abcccccaacaacccccaaaaaccccccccaaaaaacccccacaacccccccccccccccccccccccaaaaaaaccccccciiiinnnoijjjjjjjjkkkaaaaaaacccc
|
||||||
abccaaaaaacccccccccccccccccccccccccaaaaacccccccccccccccccccccccccccccccaaccccccccccaaaaaaaaccaaaaccccjjjoooooookkkkkkkllllaaaaaacccc
|
abcccccaaaaacccccaacaaccccccccccaaaacccaaaaaaccccccccccccccccccccccccaaaaaaccccccciiinnnnooojjjjjjjkkkkaaaaaacccc
|
||||||
abcccaaaaacccccccccccccccccccccccccccaaaccccccccaaaacccccccccccccccccccccccccccccccaaaaaaaaccaaaaccccjjooooooooppkkppplllllaccaacccc
|
abccccaaaaacccccccccccccccccccccaccccccaaaaaaaccccccccccccccccccccaaaaaaaaccccccchhinnnnnoooojjooopkkkkkaaaaccccc
|
||||||
abccaaaaaccccccccccccaccccccccccccccccccccccccccaaaacccccccccccccccccccccccccccccccccaaacacccaaaacccijjooouuuuoppppppppplllccccccccc
|
abccccaaaaaaccccccccccccccccccccccccccccaaaaaaacccccccccccccccccccaaaaaaaaacccccchhhnnntttuooooooopppkkkaaaaccccc
|
||||||
abcccccaacccccccccccaaaaaaaaccccccccccccccccccccaaaaccccaaccccccccaaacccccccccccccaacaaccccccccccccciijoouuuuuuppppppppplllcccaccccc
|
abccccccaaaaccccccccccacccccccccccccccccaaaaaaacccaaccccccccccccccaaaaaaaaaaccccchhhnnttttuuoooooppppkkkaaaaccccc
|
||||||
abcccccccccccccccccccaaaaaaccccccccccccccccccccccaaccccaaaacccccccaaaaccccccccccaaaaaaccccccccccccciiiiootuuuuuupuuuvvpppllccccccccc
|
abccccccaccccccccccccaaaacaaaccccccccccaaaaaacaaccaacccaaccccccccccccaaacaaacccchhhnnnttttuuuuuuuuupppkkccaaccccc
|
||||||
abcccccccccccccccccccaaaaaaccaaaaacccccccccccccccccccccaaaacccccccaaaaccccccccccaaaaaaccccccccccccciiinnotuuxxxuuuuvvvpppllccccccccc
|
abccccccccccccccaaccccaaaaaaaccccccccccaaaaaacaaaaaacccaaaaaaccccccccaaacccccccchhhnnntttxxxuuuuuuupppkkccccccccc
|
||||||
abccccccccccccccacccaaaaaaaacaaaaaaacccccccccccccccccccaaaacccccccaaacccccaaaaccaaaaaccccaaccccccciiiinnnttxxxxuuyyyvvqqqllccccccccc
|
abcccccccccccccaaaacccaaaaaaacccaccccccccccaaccaaaaaaacaaaaaaccccccccaacccaaccchhhhnnnttxxxxuuyyyuupppkkccccccccc
|
||||||
abcccccccccccaaaaccaaaaaaaaaaaaaaaaaaccaacccccccccccccccccccccccccccccccccaaaacccaaaaaccaaacccccciiinnnnnttxxxxxyyyyvvqqqllccccccccc
|
abcccccccccccccaaaaccaaaaaaaaacaaacccccccccccccaaaaaaaaaaaaaccccccccccccccaaachhhhmnnnttxxxxxxyyyuvppkkkccccccccc
|
||||||
abaaaacccccccaaaaaaaaaaaaaaaaaaaaaaaaaaaacccccccccccccccccccccccccccccccccaaaacccaaaaaacaaaccccciiinnnnttttxxxxxyyyyvvqqmmmccccccccc
|
abcccccccccccccaaaacaaaaaaaaaaaaaaccccccccccccaaaaaacaaaaaaaccccccccccccccaaaghhhmmmttttxxxxxyyyyvvpplllccccccccc
|
||||||
abaaaaccccccccaaaaacccaaaaacaaaaaacaaaaaaccccccccccccccccaaccccccccccccccccaacccccccaaaaaaaaaaciiinnnnttttxxxxxyyyyvvqqqmmmccccccccc
|
abccacccccccccccccccaaaaaaaaaaaaaaccccccccccccaaaaaacccaaaaaacccaacaacccaaaaagggmmmttttxxxxxyyyyvvppplllccccccccc
|
||||||
SbaaaacccccccaaaaaccccaaaaaccaaaaaaaaaaaccccccccccccccccaaacaacccccccccccccccccccccccaaaaaaaaachhhnnntttxxxEzzzzyyvvvqqqmmmccccccccc
|
SbaaaccccccccccccccccccaaacaaaaaaaacccccccccccccccaacccaaccaacccaaaaacccaaaagggmmmsttxxxEzzzzyyvvvppplllccccccccc
|
||||||
abaaaacccccccaacaacccccaaaaaaaacaaaaaaaaaccccccccccccccccaaaaaccccccccccccccccccccccccaaaaaaacchhhnnntttxxxxxyyyyyyvvvqqmmmdddcccccc
|
abaaaccccccccccccccccccaaaaaaaaaaaaacaaccccccccccccccccaaccccccccaaaaaccccaagggmmmsssxxxxxyyyyyyvvvqqqlllcccccccc
|
||||||
abaaaacccccccccccccccccccaaaaaacaaaaaaaaaacccccccccccccaaaaaaccccccccaaaccccccccccccccaaaaaaccchhhnnntttxxxxywyyyyyyvvvqqmmmdddccccc
|
abaaacccccccccccccccccccaaaaaaaaaaaaaaaaacccccccccccccccccccccccaaaaaaccccaagggmmmsssxxxwywyyyyyyvvvqqlllcccccccc
|
||||||
abaacccccccccccccccccccaaaaaaacccccaaaaaaacccccccccccccaaaaaaaacccccaaaacccccccccccccaaaaaaacaahhhmmmttttxxwwyyyyyyyvvvqqmmmdddccccc
|
abaaaaacccccccccccccccccccaacaaaccaaaaaaacccccccccccccccccccccccaaaaccccccaagggmmmssswwwwwyyyyyyyvvvqqqllcccccccc
|
||||||
abcccccccccccccccccccccaaaaaaacaaccaaacccccccccccccccccaacaaaaacccccaaaacccccccccccccaaacaaaaaahhhmmmmtsssswwyywwwwvvvvqqqmmdddccccc
|
abaaaaaccccccccccccccccccccccaaaccccaaaacccccccccccccccccaaccaacccaaccccccccgggmmmmssssswwyywwvvvvvvqqqlllccccccc
|
||||||
abcccccccccccccccaaaccccaaaaaaaaaacaaccaaccccccccccccccccaaacaccccccaaaacccccccccccccccccaaaaacahhhmmmmmsssswwywwwwwvvrrqqmmdddccccc
|
abaaaaacccccccccccccaccacccccaaaccccaaaacccccccccccccccccaaaaaacccccccccccaaggggmllllsssswwywwwvvvvqqqqlllccccccc
|
||||||
abcccccccccccccaaaaaaccccaaaaaaaaaccaaaacccccccccccccccccaacccccccccccccccccccccccaaaccccaaaaaaahhhhhmmmmssswwwwwrrrrrrrrmmmmddccccc
|
abaaccccccccccccccccaaaaccccccccccccaccaccccccccccccccccccaaaaacccccccccccaaagggglllllssswwwwwrrqqqqqqmmllccccccc
|
||||||
abcccccccccccccaaaaaaccccaaaaaaaaaaaaaaaaaccccccccccccccccccccccccccccccccccccccaaaaaacccccaaaaachhhhhmmmmsswwwwrrrrrrrrrkkmdddccccc
|
abaaccccccccccccccccaaaaaccccccaaccaaccccccccccccccccccccaaaaaaccaacccccccaaaaggfffllllsswwwwrrrrqqqqqmmmcccccccc
|
||||||
abccccccccccccccaaaaaccccccaaaaaaaaaaaaaaaccccccccccccccccccccccccccccccccccccccaaaaaaccccaaaaacccchhggmmmssswwrrrrrkkkkkkkkdddacccc
|
abacaaaccccccccccccaaaaaaccccccaaaaaaccccccaacccccccccccaaaaaaaacaaacaaccccaaaaffffflllsrrwwwrrrmmmmmmmmmcccccccc
|
||||||
abccaaaacccccccaaaaacccccccccaaaaaacaaaaacccccccccccccccccccccccccccccccccccccccaaaaaaccccaacaaaccccggggmmsssssrrlkkkkkkkkkdddaccccc
|
abaaaaaccccccccccccaaaaaaccccccaaaaaccccccaaaaccccccccccaaaaaaaacaaaaaaccccaaaaccfffflllrrrrrrkkmmmmmmmccccaccccc
|
||||||
abccaaaacccccccaaaaacccccccccaaaaaaccccaacccccccccccccccccccccccccccccccccccccccaaaaaccccccccaaccccccgggmllssssrllkkkkkkkeeeddaccccc
|
abaaaacccccccccccccccaaccccccccaaaaaacccccaaaacccccccccccccaaccaaaaaaaccccccccccccffflllrrrrrkkkmmmmmccccccaccccc
|
||||||
abccaaaacccccccaaacccccccccccaaaaaacccccccccccccccccccaacccccccccccccccccccccccaaaaaacccccccccccccccccggllllssslllkkeeeeeeeeeaaacccc
|
abaaacccccccccccccccccccccccccaaaaaaaaccccaaaacccccccccccccaaccaaaaaaacccccccccccccfffllkrrrkkkkmddddcccccaaacccc
|
||||||
abcccaaccccccccaaacaaaccccccaaaaaaaaaaacccccccccccccaaaaaacccccccccccccccccccccaaacaaacccccaacccccccccggglllllllllfeeeeeeeeaaaaacccc
|
abaaacccccccccccccccccccccccccaaaaaaaacccccccccccccccccccccccccccaaaaaaccccccccccccfffllkkkkkkkdddddddcaaaaaacccc
|
||||||
abccccccccccaaaaaaaaaaccccccccccccaccaaaccacccccccccaaaaaaccccaaccaacccaaccccccaaaaaaacccccaaccccccccccggglllllllfffeeecccaaaaaacccc
|
abaaaacccccccccccccccccccccccccccaaccccccccccccccccccccccccccccccaacaaacccccccccccccfeekkkkkkkddddddcccaaaccccccc
|
||||||
abccccccccccaaaaaaaaacccccccccccccccaaaaaaaccccccccccaaaaaccccaaaaaacccaaaaaaccaaaaaacccaaaaaaaacccccccggggllllfffffccccccaacccccccc
|
abcaaacccccccccccaaaccccccccaacccaaccccaaaaaccccaaaccccccccccccccaaccccccccccccccccceeeeekkkkdddddccccccaaccccccc
|
||||||
abcccccccccccaaaaaaacccccccccccccccccaaaaaaccaacccccaaaaaccccccaaaaacccaaaaaacaaaaaaacccaaaaaaaaccccccccgggffffffffccccccccccccccccc
|
abccccccccccccccaaaaaaccccccaaacaaccacaaaaaaaccaaaaccccccccccaccaaccccccccccccccccccceeeeeeeedddacccccccccccccccc
|
||||||
abccccccccccccaaaaaaacccccccccccccaaaaaaaaacaaaaccccaaaaacaaaaaaaaaacaaaaaaacaaaaaaaaaccccaaaacccccccccccggffffffacccccccccccccccaaa
|
abccccccccccccccaaaaaacccccccaaaaacaaaaaccaaaaaaaacccccccccccaaaaacccccccccccccccccccceeeeeeedaaacccccccccccccaaa
|
||||||
abccccccccccccaaaaaaacaaccccccccccaaaaaaaaacaaaacccccaaaaaaaaaaaaaaaaaaaaaaacaaaaaaaaaacccaaaaacccccccccccaffffaaaaccccccccccccccaaa
|
abccccccaaacccccaaaaacccccccaaaaaacaaaaaaaaaaaaaaaccccccccccccaaaaaccccccccccccccccccccceeeeecaaacccccccccccccaaa
|
||||||
abccccccccccccaaacaaaaaacccccccccccaaaaaaaacaaaaaaaaaaaaaaaaaaaaaaaaacaaaaaaacccaaacaaaccaaaaaacccccccccccccccccaaaccccccccccccccaaa
|
abccccccaaaccccccaaaaacccccaaaaaaaaccaaaaacaaaaaaccccccccccccaaaaaacccccccccccccccccccccaaaccccaccccccccccccccaaa
|
||||||
abccccccccccccaaccaaaaaccccccccccccccaaaaaaaccccaaaaaaaaaaaaccccaacccccaaaaaacccaaaccccccaaccaacccccccccccccccccaaacccccccccccaaaaaa
|
abccccaacaaaaacccaaaaacccccaaaaaaaacaaaaaaaaaaaaaaaccccaaaaccaaaacccccccccccccccccccccccaccccccccccccccccccaaaaaa
|
||||||
abcccccccccccccccaaaaaaaaccccccccccccaacccacccccccaaaaaaaaaaccccaacccccaaccccccccaccccccccccccccccccccccccccccccccccccccccccccaaaaaa
|
abccccaaaaaaaaccccccccccccccccaaccccaacaaaaaaaaaaaaaaccaaaaccccaaacccccccccccccccccccccccccccccccccccccccccaaaaaa
|
||||||
|
|
@ -1,449 +1,449 @@
|
||||||
[[1,4,7,4,8],[],[8,0,7,[],[]]]
|
[[[10,[],5,[5,10,2,10,5]]],[[[4,1,2,5],1,2,9],[4,10],[],[]],[[],8,[[7],7]],[[[8],7,8,3]],[7,5]]
|
||||||
[[10,[5,[0,2,5,3,3],[9,7,9],6],7,9,[2,9,[],4,0]],[8]]
|
[[5,[[9,4],9],[7,[6,4],[1,9,9,3,10]],2,2],[[3,[],1,9]],[[8,[5],2,[10,3,8,8]],4,[],10,[5,9]],[[[],4,[7,8,6]],[[2,2,1,8,5],[0,10,6,6]],[7,[7,9,9,7],8,6]]]
|
||||||
|
|
||||||
[[7],[7],[[[3,4,6],1,[1,2,4],[7,5,3,5,2]],[[1,3,2,7],10,[9,9,0,2]],[9],[1,[10,4,7],[5,2,1],[10,9,4,3]],[7,[8,9,9,4],[]]],[],[]]
|
[[[10,10],9,8,6],[[9,8,[2,1,10,0],[6,8]],3,7,[[10,5,10],[3,1,6,5,5]]],[[[4,9,5,4,9],0,7,[5],5],1]]
|
||||||
[[8,[[]],[7,3],4],[[[2,3]],10,[[4],[3,9,4],[0,6,5],1,3]],[],[]]
|
[[5,1,2,4,1],[10,4,[[3,9],5,6,[5,8,6,2]],5,9]]
|
||||||
|
|
||||||
[[5],[[[],[8,0,4],1],[],2,6,10]]
|
[[[[4],[2],5,[3,5,9],6],6],[7,[6,4]],[[[8,4,0,2,8]],0,4],[[[9,2],[5,10,1]]]]
|
||||||
[[[[3,0],[7,10,9]],[9,4,3]]]
|
[[5,[[7,5],0,[3,10,4],[8,0]],[1,3,2,1]],[5,7],[[[1,3,5,9,3],10,[8,9],0,10],6,1,5]]
|
||||||
|
|
||||||
[[2,10,[1,[],5],[[1],[3,0,9,7,2],[6]],[[],[7,0,2]]],[[[0,10]]]]
|
[[[9,10,4]],[],[[5,[10,4,4,8],4,4,[0,0,8,10]],9,7,8,[[2,9,9,7],[6,4,6],[6],[3],10]],[],[[4,[10,4,7,5]],[[],5],[[0],[],10,6],[],0]]
|
||||||
[[3,[[],[5,0,2],2],7,[[0,2,9],2,[4]]],[3,[[4,5]],[[10,2,5,1],[1],9,[3,3,7,7,10],9]],[]]
|
[[[[0,6,2],[6],6,[2,0],[10,1,4,5]],[[0,6]],[0,0,2,[6,1,6]],2],[1,3,[[6,5,0,8],7,[1]],[[3],[],8,8]],[9,[2,[4,0,4,0,7],9],[4,[8],5,[],[8,5]],0]]
|
||||||
|
|
||||||
[[[[],9,7,[2,8,2,1],[6,3,7,6]],8]]
|
[[[[],9],[3],[[3,8,9],[4,5],8]]]
|
||||||
[[[[9,8,2],[10],[9,0,3],0,[3,5,0]]],[]]
|
[[7,[[1,1,7,9],9],[[7],[3],[2],[0,3,4,5,7]],1],[[],3,[[],[0,7,2,2],[8,10,3,9],8,[]],[7,[2,0,6,10,0],[8,5]]],[1,4,[0],[[5,9,3,2],[9,3,4],[4,10,6,4,10],8]]]
|
||||||
|
|
||||||
[[[9,10,[1,0,6],[1,2]],[[],[9,5,3],[7,3,10,1],0,0],5,10,[]],[]]
|
[[],[[[7,4],[0,2,4,9],[7,2],7,[]],[[7,5],[7,0,0,3,0],[1,8],6],1]]
|
||||||
[[5,6,1,6],[8,6,5,[7,0,5,[0,4,3,6,6],[8,7,8,5]]],[[[1,2],9,1],10,4,3,[5,[5,10,9,9],7,0,[2,3]]],[[[1,5],[0],0],3,[[]]]]
|
[[7,[],10,6,[]],[5,[[5],[6,7,6,4]]]]
|
||||||
|
|
||||||
[[0,[[4,6,4,8]],3,[10]],[],[6,8,6],[8,[3,[7,7,10,6,5]],[0,8,[7],[],5]],[1,[3,[4,4,8,3,8],3,[1,9,8,3,10],[0,5,8]]]]
|
[[[7,[6,9],0,2],6,[3,7]],[9,5]]
|
||||||
[[0,[],10]]
|
[]
|
||||||
|
|
||||||
[[[[2,4],[5],10,1],[3,6,3],8,0,9],[9,1,9],[[[1],[2,0,7],[10,2],6,[10,9]],[[10],[1,0,3],5,[1,7],[]],3]]
|
[[[],[[9,4,3,3,10],6,[6,0,9,3,9],8]],[[[10],9,0,7],2],[[],[[3],4]]]
|
||||||
[[9,6,3],[[6,[8,10,3],2,[6,1],10],1],[]]
|
[[[1,[8,6,0],[3,4,3,6,4]],1],[1,2],[[]]]
|
||||||
|
|
||||||
[[8,[],[10]],[]]
|
[[2,[],[[9,7,6],2,[8,3,1,8,7]],9,7]]
|
||||||
[[[[8,5,6,6,5],1,[10]],[]],[],[],[7],[2,2]]
|
[[[10],[[0,3,9],[],[8,2]],[],[4],3],[0,[],8]]
|
||||||
|
|
||||||
[[9,3]]
|
[[[[6,0],8,[]],[10,[4,10,4,7]],[0,1,0,2,4]]]
|
||||||
[[0,[1],6,[10,0,6],7],[7,[1,[4,3,10],[],[6,6]],5,[9],7],[7,[[6,2,7,2,5],9,8,7,[9]]],[5]]
|
[[2,5,[]],[[[5],[4,9,10,0],7],[[9,3],0,3]],[[[2,9,2,2,2],[],9,1],4,1],[]]
|
||||||
|
|
||||||
[[9,9,[[10]],[8,[7]]],[8,5,7,[[6,1,8],[9,5],[],10,8],[8,[10],[],[5,3,2]]]]
|
[[10,[[4,2],[1],5,8],[[7,9,0,9],[10,10,9,3],3],[],[6,[0,3,5,6,3],[9],[6,6],[4,7,9,0]]],[[7]],[],[[8,[6],[2],0]],[1]]
|
||||||
[[[9,9,6],1,0,9,[[0],[8],2,0]],[[9,5],[[],[9]],3,[[0],9,3,0,8],10],[[[4],[8,2],[2,0,3]],3,6,[[3,8]],4]]
|
[[[[4,7,7,9,6],7,4,10],[],[8,9,[],[0],[7,10,0,5]],8],[0,[8,[],7],7]]
|
||||||
|
|
||||||
[[4,3,[[10,8,3,1,10],[9]]]]
|
[[[]],[[[10,0,2,3,8],[10],1],[10],4]]
|
||||||
[[[6,[0],[3,4],[0]],[],[6,2,[],1],[[],1,[1,4,3,7],9,4]],[0,[[0],[9,2]],1]]
|
[[9,[[9],2,5,5],[7,[1,2,4,5],[6,8]]]]
|
||||||
|
|
||||||
[[[[8,4],[7,8,6,10,1],[]],[[2,8,10,4,5],[0,8],7,[1,5],4],8,[1]],[],[]]
|
[[1],[]]
|
||||||
[[3,[4,[3,3,4]]],[[],1,9,[0]],[[],[[6,9,1],[10,2,3,2,8],3],3,5]]
|
[[[[5,3],0,8,[],[0,5,5,7]]],[[[],[1,8,3],[]],9,[],[10]],[2]]
|
||||||
|
|
||||||
[[[[0,3,7],3,[4,0],[6,2,0],4],1,[[3,4,7],8,[1]],2]]
|
[[[[],[4,9,1],2],[[2],5,[]],[10,[8,9]],[[7],3,0,[],[5,4,9,9,5]]],[0],[8,[[4,5,4,9],3],[9,1],[[0,4,7],4,7]],[8,[[3]],[[3],1,6,2]],[9,[[9,7,4],[3,4,5],9,4],[0,[7,3,0],[4,4,3,6],8],10,[[4,6,3],10,10,3,2]]]
|
||||||
[[0,6,[[6,9,6],9,[0],[2,10]],4]]
|
[[[7,[4,1,5,2],2],[[],[],[8,3,8,7]],[[8,9,0]]],[[[10,1,7]],[10,4,[2,3]],0,[]],[[[5,9]],7],[5,[2,[3,1,3],[7,1,7,1]],[[10,2,6,3,5],[],0],[[10,5],[7,2,7,8]]],[6,0,8,[9,2,6]]]
|
||||||
|
|
||||||
[[2,[],6,[[8,10],7,7]],[[[1,2,3,8,3]]],[]]
|
[[4,[[3],[1,3,10,8],10,[4,7,1,7],7],1,[3,7,8,10],0]]
|
||||||
[[[],9,9],[9],[[2,4,8,[7]],[1],1,9]]
|
[[5,7,6],[2,[2,[1,6,5]]]]
|
||||||
|
|
||||||
[[1],[[[],[6,7,6,8],0,[2,3]]]]
|
[[],[10,[[2,9],[6,5,0],1,5,[]]],[4,[[2,5,10,2],[4,2]]],[[],[0,[]]]]
|
||||||
[[[[9,7,2]],3,[8],7,[[3,6,10]]],[[],10]]
|
[[],[[0,[3,9,8,7,1],1,4],8,0,10],[[[],10],8],[]]
|
||||||
|
|
||||||
[[3,6,[5]],[5]]
|
[[[[],3,8]],[5,[7]],[5,[0]]]
|
||||||
[[],[0,[[6,2],[]],3,4,[[6,1,6,10],8,[5,8],5]],[1,4],[[[8]]],[4,3,[[7,2],9,[],3,3],[5,0,[9,0],10],[[7,8,2],3,3,3]]]
|
[[3,[[5,6],[1,9]],2,10],[[[5,10,3]]],[[8]],[6,[10],[[8,2]],[[10,10,4],[3,6,6,9,4],[8,4,6,8]],[[0,3,4,9],[],0,[5,3,0]]],[[0,[6,9,1],[7,10,7,2]],3,[4,5,2],[9,7,7,4,[]]]]
|
||||||
|
|
||||||
[[[7,[]],[]]]
|
[[4,[2,4,7,2,8],10,[[1,1,0]]]]
|
||||||
[[[[0,1,2],[3,7,6,5,9],8],[7]],[[[8,6,3,6,2],[7,0,2,5,3],[1,2,1],8]],[7,[2,[0,0,4],[4,1,8],5,[7]],4,2,5]]
|
[[5],[],[6,[9]],[7,[[1,6,9,5],[3],2,[4]]]]
|
||||||
|
|
||||||
[[9,1,10,[[5],[],[2,1,4],5,0]],[10,[2,9,1],[10,[0,4],9,4],9],[[4,3,6,[0,3,10,6]],[4,[2]],9],[],[]]
|
[[4],[9],[0,10,[10,8,10,7,8]]]
|
||||||
[[6,[4,[2]],[],10],[[[1,1,5],[5,6,6],7],[2],[[10],[],10],[[3,3],1,5,[1,1,9,4,3]],0],[8,[],[[]],10,1],[1,[],[[7,4,2],1,0,9],2],[[0,9],[[2],9,[9,1,8]],1,[4,1,9,[3]],3]]
|
[[[1,1,[2],7,[]]],[[[8,4,3]],4,4,6,[8]],[]]
|
||||||
|
|
||||||
[[[3,[],[9,7]],[[3,0,2,6],2,[0,9,1],[6],[7,4,0,7]],[3,[],[10,1,6,2],0],5,3],[3,[]],[],[2,[[],10,4],[6,[5]]],[]]
|
[[],[],[9,7]]
|
||||||
[[],[],[[7,[1,1],4,7,[6]],[4],[7,3,6,[4,9,8,3],7],[4,8]]]
|
[[[7,6,[1,7],[]],4,4,2,0],[5],[],[4,8,[7],[[8]]]]
|
||||||
|
|
||||||
[[4,3,8,2,6],[[[8,1]]],[[6,3],[3],[8,[7,7,4,2]]],[8,[6,[10,10,3],0,8],[],7,[10]],[8,0,7,4]]
|
[[],[[]]]
|
||||||
[[5,10],[],[6],[]]
|
[[0,[[9,0],10,1,[7,9,4,10]],[4],[5,[6,5],[1,0]],[[1,3,6],4,[2,7,7,7,9]]]]
|
||||||
|
|
||||||
[[2,6]]
|
[[[[6,6],7,3,4],0,2,[[],[0,1,2,6],8,[1]],6],[]]
|
||||||
[[1,7]]
|
[[0],[],[2,[9,[6,6,0,1,7]]],[[[4,5,7,7],[6,3,7],0]]]
|
||||||
|
|
||||||
[[4,0,[[],[2,6,3],10]],[[],[1]]]
|
[[10,6,8,1]]
|
||||||
[[3,10,2],[[10,[7],[7],5],[[0,4],[9,1,8,8]],1,[9],1]]
|
[[[[],[],[3,4]],[[7,3,1,10,10],[8,2]],[[5,3,5,5],[6,5,4,0,0],[4,6,4],7],[[9,4,7],0],[[],[0,3,9],[5,2,9],4,7]]]
|
||||||
|
|
||||||
[[3],[[[2,1,5,0]],8,7,[[5,7]],[[],2,8]],[[9,[3,5,2,8]],[[4,7,9],[8,7,4]],[3,10],3,7],[[]]]
|
[[[8,10,8,[0,7,9]]],[[[5],[7,7,10,3]],[6,[2,6,4]],4,0,[]],[[8,8,10,[4,4,6,1,7],2],9,1,8,[[10,3,8],[],8]],[],[7]]
|
||||||
[[5,[],3],[8,[[2,8,10],[],9,[7,9,7],[3,10,4,1,10]],6],[]]
|
[[3,[],6,10,10],[[4,[4,5,10,6],[2,2,8,7,4]]]]
|
||||||
|
|
||||||
[7,7,4,8,0]
|
[[],[8,8],[6],[9,4,[],[[0,8,10,9,9],[8]],1],[[[4,10,9,9,0],0],[],[[7,1,9,10]],[]]]
|
||||||
[7,7,4,8]
|
[[3],[[[],0,[0,3],[7,8],[2,6,6,8,10]],0,[[5,4,10],[1],[10,3,5,1],9,[6,9]]],[[[1,6,3,7],8,[9,4,3]],8],[],[]]
|
||||||
|
|
||||||
[[],[5],[4,0,[[1]],[[],[0,1,0],[8]],[[9,8],6,[],[8,8,6,1,4]]]]
|
[[10,[],0]]
|
||||||
[[],[0,[]]]
|
[[9],[4,[10,[9],[7],1,8],[[8,6],[],[8,5,7,1]]],[7]]
|
||||||
|
|
||||||
[[[],10],[[[2,7,7,0],[5,5,1,8],0,[]]],[[[5,6,4],0,3,[10,3,2,10,2]],7,9,4,6],[[[],[6],[3,7,4,6,3],4,7]],[4,[]]]
|
[[8,3,[9,4,3,5,[4,4,5]],1],[[4,4,[10,8,0,5],[3,2,8,4,5]],3,[5,[3,7],8,5]]]
|
||||||
[[8]]
|
[[9,[8,[8,9,10,5],[1,3,3,5],2,[6,0,4]]]]
|
||||||
|
|
||||||
[[],[],[[10,[0,7],9,[3,6],[]]],[5,[1,2,[1],[9,2,3,4]],[[6,7,7,1,10],7],[8],[[10,8],[2,3,5,2,5],[9,9,9,10,7],[8,2]]]]
|
[[[[5,4,7],4]],[5,[5,[]],3,10]]
|
||||||
[[7],[],[[[1],9,10,[9,1,1,4],6]],[[[7,4],0,[10,1],9],0,[[],[1,6,6],[]]],[]]
|
[[]]
|
||||||
|
|
||||||
[[],[10,3,1],[[[9,5,10,10,5],[4,1],5,6,10],0]]
|
[[2,10,[[0,0,7,5,2],[7,9,5,5]],5,[10,[8,9,7,6],[2],[1,1,4,5,9]]],[[10,[9,7]],1],[]]
|
||||||
[[4,[[8,9,0],0,[0,10,2,4],7,5],[8,2,3,5],0],[],[3,[[0,1,2,10]]],[6,[],[[],0,3,[4,4,4,3,4]],0],[[[5],5,3],[[],[3],4,0,[3,3,6]],4,[0,6,[]],[5,5,7]]]
|
[[3,4,2,[9],3],[],[9,2,[]]]
|
||||||
|
|
||||||
[[[],4,[1,0,0,7],10],[],[],[7,[8,[4,0,10]],[[4,5,4,7],6,8,1,[7,10]]],[[[3,6,0],1,8,2],[],10,0,1]]
|
[[[],[[8,0,0,2,4],10,[2,10]],[],[[],[6,5],[],1,[]],2],[10,[8,8]],[]]
|
||||||
[[4,7,5],[6,[[0,9],[1]],[[2],[8,1,2]],8,[9,[7],7,1,[7,0,6,4]]]]
|
[[9],[[5,10,[7,1,10,6],3]],[8,9,[[4,9,7]],[3,[9],[3,3,5,0],[4,0,7]]],[[[4,7,10,7,10],[4],1,[8,3,2]],[7,[9,3,6,4],[4,0,2,0],[10,7,2,8,5],10],[5,9],3],[[[5,0]],5,[6,[3,10],[2,1,4,7],8,[6,1]],[[10,9,2,4,10],[],[9],9],[1,6,4,[5,0,7,7]]]]
|
||||||
|
|
||||||
[[6,[[6,10,4,3,8],5]],[],[[[8,9,6],[5,9,8,4,4],[3,10,3]],10,9],[[8,3,[6,2,5,1],[1,7,1]],[5,[3,8,3],[2,3,7,5],8],[[7,5,2],[5],[4,1,10],9]],[5,1,7]]
|
[[7,[[],[0,9,5],[2],1,[7,8,2]],6,7],[10],[[6,[4,0,4,9,0],[10,1,5],3],5,[9,8]],[4,[7,5],8,[[2,3,1,6,5],[1,5],[3],[0,5,3,1,5]]],[[9],[[9,6,3,4],1,[5],1,[5]],[[0,0],[]]]]
|
||||||
[[],[5,[6,[4,0,8,10,0],[9,6]]],[[],6,[[3]]],[]]
|
[[6,[10,2],8,[],[[7,6,4,4],2]]]
|
||||||
|
|
||||||
[[2,[]]]
|
[[8,8,[],1,[[5,3]]],[10],[[6,9],6,[3,10]],[6,[[0,9,5],10,[0],[8],[9,10]],10,[[4,1,0,2,5],2]],[4,[[8,6,3]],[]]]
|
||||||
|
[[[],0,0,9],[[[1,2,4,9,0],[1,10,7],[10,1,3,3],10,3]],[[[]],[1,[7,6]],7],[4,[0,10,[9,2]]]]
|
||||||
|
|
||||||
|
[[0,9,4],[[9,10],[]],[]]
|
||||||
|
[[],[],[[[],3,4,0]]]
|
||||||
|
|
||||||
|
[[[[10],[0,3,3],[6,3,2],[3],10],5],[[],[[]],[2,[10,0,5,7],[5,4,1,9,1],4,2],4,3]]
|
||||||
|
[[[[],[4,5],9,[2],8],1,[[1,1],[6,7],[1,5]],[[6,7]]]]
|
||||||
|
|
||||||
|
[[],[],[[[3,6,6,1,5],9],[[7,2],[],[9,2,4],[7,8,10,0,3]],4,[[6,9,5,2]]],[6,6,[[4,10]]]]
|
||||||
|
[[],[6]]
|
||||||
|
|
||||||
|
[[4],[2,[6,[5,10,4,0,1],0,[],0],8,[[9,0],6,[2],3]],[0,5,[[4],5],5,7]]
|
||||||
|
[[3,[[6,3,8,7],4,7],[[1,3,1,2,7]]]]
|
||||||
|
|
||||||
|
[[[7,[2,3],1,[2,6,9,10,4]]],[4,[8,5,[],10,3],[]]]
|
||||||
|
[[4,8]]
|
||||||
|
|
||||||
|
[[[5],5,[1]]]
|
||||||
|
[[[],[4,3,0,[5,9,3,4],[4]],2],[[10,[1],3],9,[[1,6]],10,8],[10,[],3,8]]
|
||||||
|
|
||||||
|
[[10,[10],5],[[[0,3,5,8],0,3,5],5],[],[8]]
|
||||||
|
[[[5],0,[[8,10,8],[8,2,10],[5],[1,7,9,6],[2]]],[3,4,[[10,4,9,4,9],[10,6,10,0],9,7,3],5]]
|
||||||
|
|
||||||
|
[[6,10,[1,[10,6],6],10,[5]]]
|
||||||
|
[[[[7,2,1,5,3],[],8],[[6,6,9,4,9],5]],[4,8,[0,[1],8,10,[]]]]
|
||||||
|
|
||||||
|
[[7,3,[],8]]
|
||||||
|
[[7,7,[[],[7,3,6,4,2]]],[0,6,8]]
|
||||||
|
|
||||||
|
[[7,2,4],[4,[],6,[]],[3],[9]]
|
||||||
|
[[[[1,6],[5,6,5,2]],4,2,[]],[]]
|
||||||
|
|
||||||
|
[[[10],5,2]]
|
||||||
|
[[1,6,[[7,7],[8],[],5,9],[5,[6]]],[[5,8],3]]
|
||||||
|
|
||||||
|
[[6,1,[7,2,3],3,[]],[2],[7,[[5,0],[1,9,10,6,7],7,6]],[1,[[3],0,[0,9,2,9]]]]
|
||||||
|
[[[],[9],[[5,4]],0],[],[[5]],[6,1,9],[]]
|
||||||
|
|
||||||
|
[[10,4,1,[8,[]],[[2,10,8,4],[3,3,8]]],[[0,5,1,[0]],2,3],[1,3,[8,[10,5,9,10,0],8],[[4,8,7,9,1]],5],[],[10]]
|
||||||
|
[[9,4],[],[3,[[0],3,[2,8,8]],[[7,4,1]],[]]]
|
||||||
|
|
||||||
|
[[7,[],[0],[]]]
|
||||||
|
[[[[10,9]],3,[[0,3],0,[6,7],[3,8,5,0],[1,6]],1],[[],7,2],[[[8],[9],10,7],1],[[[1,6,5,1,9],5,[2],[2,3,1,2,8]],5]]
|
||||||
|
|
||||||
|
[[[[10],[2],7,[3,5,4]],6,9,[[],7]]]
|
||||||
|
[[8,9,6,4,[3,3]],[3,[8,[7,3,2,8,4],0,[1,9,4]],10,[],[8,6,[1,0,2,1],[0,1,7,8],[5,2,3,10,8]]],[[[]],2,5,8],[[6],[],7,[5,[],[6,6,9,9,6],[1,10,3,5],7]]]
|
||||||
|
|
||||||
|
[[],[[],[[7,1],9,8,[],[2]],8,0,[]],[9,[],2],[7,2,9,[[],9,[],[],[1,10,7]],6]]
|
||||||
|
[[7,6,8]]
|
||||||
|
|
||||||
|
[[10,3,[[3,4],6]],[],[9,[7,[10,4,4,8],7,0,[]]],[[[10,3,7,3]],1,1,1],[6,[[4],[10],[0]],[5,[10,9,0,7,1],1,4,4],10]]
|
||||||
|
[[[[3,7,6,5]],7],[10],[[0,9]]]
|
||||||
|
|
||||||
|
[[[0,[3,2,6,4,4],[2],[3,6,6]],[0,[6],0,4,6],3,[9],0],[4,[5]]]
|
||||||
|
[[],[[[7,2,9,7,1],[2],4,[7,9],[6,8,7,2]],[[0],[],[]]],[[10,1,3],2]]
|
||||||
|
|
||||||
|
[[8,[9,[],[5]],1,[5,7,0,[3],2],4],[2],[[7,[3,2,2,2],4,[1,3]],9],[[4,[4,0,4],[3,7],[1,8,4],[2,8]],2]]
|
||||||
|
[[[3,[7],4,3],[]],[9],[[10,[4,2,1,9,6],[],4],[]],[3,[[1,10,9,4],[6,9,3]],4,[1,7],[[8,5,3,2],[2,7,5,1],[],[5,6,4],9]]]
|
||||||
|
|
||||||
|
[[[[],6,[4,3]],10,[[2,9]]],[10,[[5,3]],[],[],[9,[5,3,1,3],[3,8]]],[],[[6],[1],[6,7,[7,1,8],7]]]
|
||||||
|
[[4,[],5,[5,8,2,9]]]
|
||||||
|
|
||||||
|
[[[[],0,[7,9,8,1],0,[9,0,3,2]],2],[6,6,3],[],[[[0],[8,8],[7],10],1,9,[[10]],[[7,4],[],0,5]],[[2],8,6,[0,7,[1,9,7,10],[8,0,7,9],7],5]]
|
||||||
|
[[0,0,[]]]
|
||||||
|
|
||||||
|
[[[[3,5],[8,2,9,7],[4,5],[2]]],[10,[]],[],[],[]]
|
||||||
|
[[[[0,9,3,7],2,1,[],[6]]]]
|
||||||
|
|
||||||
|
[[],[1,[],6,[[2,6,5,3],[],[4],[4,7,3,3,4],[8,8]],2]]
|
||||||
|
[[[[5,7]]],[3],[[4,3],[],[5],9]]
|
||||||
|
|
||||||
|
[[1,[[3,0,3,0,5],4,[],1]],[4,3]]
|
||||||
|
[[],[3,[[9,0,8],[8,5,1,4,3]],[[0,4],[2,1,5,7],[3,2,5,3]],[],3]]
|
||||||
|
|
||||||
|
[[],[[[]],[4,[4,8,0,2]],2,[[0,1,7,0],[4,2],6],[]],[],[4]]
|
||||||
[[[]]]
|
[[[]]]
|
||||||
|
|
||||||
[[[8,[3,9,1,0,2],[],[1,10,9,10],[1,10,3,2,7]],6,[[8,9,0],[8,1],4]],[[5,[],[3,2,3,2,2]],[],[0,[10],7,3],5],[[10]]]
|
[[5,6,[3],[10],0]]
|
||||||
[[0,10,[3,3,7,[1,1,5],5],1],[[1,5,5,7,6],[],[],7],[],[1,[9,8,[4],2]],[[],[0,0,[3],[1]],[5,[9,10,1,1],8,1]]]
|
[[[9,[7,8],[],5]],[7,[[5,10,9],[4,7,4,8],[],[0,3,5,9]],[7,[3,2,8],[]],[4,2],[2]]]
|
||||||
|
|
||||||
[[10,0,3],[2],[1],[[[9,9,3,10]],[],2]]
|
[[[[3,7],[2,6,8],4,5,[8,1,8,0,5]]],[[[10,7,0],7],5,7,[[],6]],[[[6,5,4,8,5]],[[0,4,1,0,5],[9,1],10,[]]],[]]
|
||||||
[[[0,3,[9,1,1,5],6,[]],[8,10,5,1,[8,2,4,0,8]],[[4,9,7,7,4],[7,7,7,5,5],7],[[],[2,10,4,6,2],[6],[6,4,2,2]],2]]
|
[[6,[[],8,[1,4,1,9,4]],[3]],[[6,[5,6,9,7,10],[6],4,[]],[9,3]]]
|
||||||
|
|
||||||
[[[[9,1,2,6,9],[8,4,5]],0]]
|
[[0,5,[],6,0],[7,[10,[2,3,10,7]]]]
|
||||||
[[9,[[6],[],2,7,0],1,[[8,0,9],[5,1,1],10,8]],[3,[[10,3,7,0,1]]],[1,[[],2,3,[5,5],0],[[8,6,1,9,2],10,[],4]],[]]
|
[[0,[3,[7],[4],[],5]],[8,3,[4,1,8,4,[]],5,1],[5]]
|
||||||
|
|
||||||
[[0,3,6,4]]
|
[[3,4],[],[0,4,[6,5],[5,4,[]]]]
|
||||||
[[7,3,[5,[5,7],[9,3,7],0],[[7,7,10,2,3]],[10,[0,9,0,5]]],[],[]]
|
[[7],[[4,[6],[1,4,1,5],5,[]],6,2,0],[6,[]]]
|
||||||
|
|
||||||
[[1,1,[2,[1]],[[8,2,7]]],[7],[[3],8],[[[7,1,7],[1,6,5,0,2],7,[4,3],4],1,8,2,[[8,9]]]]
|
[[4,3,6],[[6,8,3],[4,[9,8,5],[],2]],[6,[[1,2],0,3],10,10,[[4,3,5],[0,8,9],4,[],4]]]
|
||||||
[[[10,[],5]],[[3],[6,5,5,[1,2]],8,3]]
|
[[],[4],[6,[10,[1,2]],[1,[],[9,0],[2,8,7],5],10,0],[9,8,2,0],[2,[]]]
|
||||||
|
|
||||||
[[6,0,8,6],[2,5,[[10,8,6,0],6,[3,10,7]],[4,[3,9],[4,6,3]],9],[]]
|
[[4,3,5,6],[],[[[6],[]],4,[0,10,[],[],[8]],2],[7,10]]
|
||||||
[[10,[],[[10,5,6,1,10],5,[9,1,1,8]],[[2,8,8,6,5],10,4,[5,0,2,6,1],5]]]
|
[[4,6,8],[],[0,[],7],[1,2],[[[9,1,5],9,4,[4,6,2,8,10],[7,5,9,3]]]]
|
||||||
|
|
||||||
[[[[2,8,9,4],[8,9],[7,0],[10]],4,9],[[0,[3,2,4,0]],2,[[0,0],[10,9,1],6,[5,6,3,8]]]]
|
[[2,[],[8,2,9]],[0,10,1,[[0,3,4,6],[9,9,4],[1,8,9,8],5,6]]]
|
||||||
[[[6,10],[9,9],[1],[4,9,6,[3,6],[]]],[6,2,6,[[7,1,4],1,7,[4]],5],[[[10,4,6]],[4]],[5,[[5]],[[7,1,7,0,1],3,2,7,[4,5,7,8]],[10,8]],[[4,[]]]]
|
[[[9,10,[0,10,4],[]],[[1,6],[0,4],3,[6,6,9],6],1,5,[[3],3,5,[10,3,2]]]]
|
||||||
|
|
||||||
[[10]]
|
[[[2]],[8,[]],[],[],[[7,[6,3,10]],6,7,0]]
|
||||||
[[[7,[]],[10,[0,1,4,6,3],0]]]
|
[[9,8],[],[],[1,0,[[5,0,8],[10,3],0,[4,4]]]]
|
||||||
|
|
||||||
[[5],[8]]
|
|
||||||
[[[3],10,[[7,1,1,5,6],0,4,2],8,[[6,3],[10,2,9],[3,10,3,3],1]]]
|
|
||||||
|
|
||||||
|
[[[10],[[],4,[3,5,0],[1,6,7],[1,3,6,7,9]]],[1],[[0,[6,6,10,5,4],8],5],[],[]]
|
||||||
[[],[]]
|
[[],[]]
|
||||||
[[2,1]]
|
|
||||||
|
|
||||||
[[],[5,8,2],[[[1,0]],4,[[2,5],8,[6,0],10]],[[[3,8,10,7],8,8,1],1,9]]
|
[[6,[],5],[[[4,1]]],[[2],8,6]]
|
||||||
[[0,4,[[7],0,[],[5,8,7,8,4]],[2,0],4],[2,5,5,[]],[],[0,[[3,3],0,[10,1,0],5]],[]]
|
[[[3,[5,6,8,1,4],[3],0,4],[[8,2,9,6],8,2,10,1],[[10,7,2,0],5,[2,3,5,6,8],[]],10,3],[[],[8,[0,2,4,8],3,[0,8,8],5],[[10,5,9,7,7],9],[[],[5,9,3,7,4],[],5,[10,2]]],[5],[[7,[],[0],[4,8,7]],2,6]]
|
||||||
|
|
||||||
[[[[4,2,8],10],[7],0],[7,[10]],[[6,[],[1,5,8],[2,1,1],8]],[[]],[[[5,5,7]],[[]],[[],[],8],7]]
|
[[6,4],[[[3,3,5,4],4,0,1,2],[[2,9,5,8,7],[7,2,6],7,0,[]],4,[1]],[[[],[3,8,2,9,2],[10,7,4,10]],8,10]]
|
||||||
[[],[[[6,7,6,1,2],4,9,[7]],7,10,4],[[],4,1]]
|
[[0,[[9,6],[4,3],1],7,[[6,10,0,0],[],0,[4,3,2,8,3]],7],[],[0],[4,[5,9,[6,2,2,5,6],[2,2],[]]],[]]
|
||||||
|
|
||||||
[[6],[],[8],[[[6],2,9],[[],1,1,[],[2,5,3]],5,8,[[8,3],7,[],[2,10,7,0],9]]]
|
[[[8,[]],[[],[],[4,4,7,8],[9]],2]]
|
||||||
[[8,[[9,9,1,8],6,[6,8],1,7]],[[0,[5,7,8],6,8,6],0,2,4,[[10,6,10,6,8],[8,3,7,5],[0],2,[0]]],[],[[10],[[],[8,9,3,8,2],[6,3,2,1],[7,10,8,7,1]],[7]],[2]]
|
[[],[[[3,8,7,1,6],[1,9],10,1],[[1]]]]
|
||||||
|
|
||||||
[[10,[[4,6],[9,10,8,6,6],[10,6,0],1,0]],[[3],10,[]],[[1],2],[1,[1,[3,1,2],1,10],[[9,1],[2,4,0,10,4]],[0,8,[5,1,9,9,7],3],5],[[[10,4,3,3]],[[3,6,1],1],[[4,2,10,7,3],8,[2,6,0],[6]]]]
|
[[[[7,5]],[2],[2,1,4],6,[]]]
|
||||||
[[8],[[[9,6,0]],[],[],10],[[[],6,[7],[2,2,9,6]],0,10,1,1],[[[1,7,0],6,10,6,2],3,[]],[2,6,6,[]]]
|
[[1,[[0,4,0,1,5]],0,2],[],[2],[[[10]],0,8,[2,5,3,[],[9,1,0,9]],10],[[10,[1,2,5],10,0,5],[[3,4,4,6,10],1]]]
|
||||||
|
|
||||||
[[3,[[2,10,3,2,4],7],2,[[],7]],[],[],[[[1,4,9,3],[],7,[0,7]],0,1,3,4]]
|
[[],[10]]
|
||||||
[[4,3,[4,1,[]],[[6,5,1],10,4]]]
|
[[10],[10,[4,1,[9,1]],9,[],7],[[[7,2],9,6,0],6,8,[2,0,[]]],[[10,3],9,5,[7,[0],[],9,[]],3],[[10,2,[4,6,3,1,0]],[[]],[],[[10,9,1],9,[],7,[7]],[]]]
|
||||||
|
|
||||||
[[7],[0,[3,[0,9],10],[[9,5],9,7],1,[0,[0,8,9,3,7],2]],[2],[4],[[[8],4,[7,4],8],9,7,[2,5,8]]]
|
[[[4,[3,8,3,7,4]],2,[[3,10,3,4,0],1,[9,3,6,1,8]],0],[],[[2,3,10,[1,5,1,3,5],7],[10,3,0,[4,0]],[[2,5],[3,10],8,1,[7,7]],[]],[]]
|
||||||
[[10,[[0,3],[9]]]]
|
[[8],[[[6],10,[4],9],[0,[7,5,1,8,9],[8,0],[10,8],9],[9]],[[9,2]],[0,[[7,8,7],[9],6],[5,2,3,[8,8]],2]]
|
||||||
|
|
||||||
[[[[],9,[8,8,9,10,9]],[],10,10],[10,[],0]]
|
[5,6,7,10,10]
|
||||||
[[0,[],6,3,[[],[]]],[7,[8]],[[[4,3,3,2,9],10,4,[]],5],[]]
|
[5,6,7,10]
|
||||||
|
|
||||||
[[3]]
|
[[[],[3,6],1,[[8,10,7,6,6]],10],[1,1,4],[3,[2,[6,0,4,4,1],[9]],0],[]]
|
||||||
[[[3],[],[6,[7,9],[1,7,3],[8]],2,0]]
|
[[[],[8,5,[4],[]]],[[],[[8,3,0,0,7],5,[3],8,2],1],[],[[[9,5],10,4],[[3,9],[0,5],6],[],[[0,9,7,2,3]],[6]]]
|
||||||
|
|
||||||
[[[[5,8],[5],[7,5,7,6,4]],[[],1,[0,10,3,0,1]]],[]]
|
[[[[],[],3]],[[]],[4,6,[3,[],2]],[],[5,10,7,4,[0,[],5,4]]]
|
||||||
[[[[6,10],[1,4],[7]]]]
|
[[[3],[9,[5,1,4,7,0]],9,[]],[9,9,[10,4,2],[10,2],4],[[[5,8,3],[4,4],[4,5,6]],[],[[4,0,0],0,1,[3,6,10,10]],2],[[[2,10,0]],[8,[],4,[]],[[3,4,7,3],2],[0,[4]],10]]
|
||||||
|
|
||||||
[[[[6],[9,8,5]],4,[[7,6,3,2],[7,3,6,3],9,[6,4,0,5]],4],[5,[],9,[[],[6,0,9,9],4]],[[],1]]
|
[[0,[4,3,[5,9,10,4],[4,6,3,8,6]]],[[],[[],[3,7,2,5],[],4,[6,10,6,7,6]]],[],[9]]
|
||||||
[[[[],6,3],3,[]],[0,1,[8,[1,9,10]],0],[9,[[3,0,6,0,3],0,0],[2,[8,9,3,10]],7,[[6,3,8,9,4],[2]]],[[],0],[6,[6,[4,3]],[],4,[10,9,[2,7,9,8,3],8,[]]]]
|
[[[9,[2,7,10,4,0],7],[10,[0,6,1]],[10],[[9],9],0],[],[[0,0,5],[0,4,[]]],[]]
|
||||||
|
|
||||||
[[5,8,[[1,8],4,[8],[10],0],8],[],[[9,9,10,1],2,[1,8,[4,7,4,1,0],[8],6]],[[],[7,0,[4,2,7,5]],10,[]]]
|
[[],[[[2],4,[8,10],[7,2]],7,[[10,0],1],6,[]],[5],[1,10,8],[[7,3],3]]
|
||||||
[[0,[5,6],10],[[[2,9,5,1],4,[5,7,6,3,10]],8,[4,[2,4,3],9],5],[],[[9,[4],[9,5]]]]
|
[[],[[0,[8],[]],[9,1,10,[7,8],[7,8,8,8]],8,[],[1,4,6]]]
|
||||||
|
|
||||||
[[[],7,[[3],8,5,[8,7]]],[[5,4,3,8,[]],7,[[]],[],[4,[6,7],7,3]]]
|
[[],[7],[[[1,0,5],3,[],[2,9,3],[10,6,4,0,9]]]]
|
||||||
[[7,2,4,[8,[0,3],1,6,[]]],[],[9,6,[8,9,3,0],[]]]
|
[[0,[3]],[1,[7],2,[],[9]],[3,2,[[9,3,2,3],7,10,[3,10],[8,5,9,9]],[[0,2],[1,5,6]],[10,[7],[8,2],6,[4,9,2]]],[[8,[3,1,9,8],6,3],0,[],[2,[4,2],[10,8,10,0]]]]
|
||||||
|
|
||||||
[[[],7],[0,10,[0,[9,9],8,7,[8,3,0]]]]
|
[[[]],[[[7,5,3],[],2],[]],[]]
|
||||||
[[],[[[1,5],[10,4]],[[2,1,4,1],[3,2],4,[7,9,10,5,4]],7,[]]]
|
[[[7],2,3,[],5],[],[4,3,6,[[9,4,5,4,0]]],[6,[9]]]
|
||||||
|
|
||||||
[[10,4]]
|
[[[3,5,[2,4],[5]],2,[[2,1]]],[[],8,[4,9,9,[],[4,10,9]],0],[],[[[1],6],[[1,0]]],[[10,[5,9,6,3],3],[[3,1,7,0],[4,8],[]],1,1]]
|
||||||
[[[[8,3,10]]],[1,[[1,8,9,9,6],[6,5,2,6,3],5],8],[6,8],[10,1,[[4,4,8],7]]]
|
[[[4,4,[0,7,2],[4,2],[]]],[6,[],1],[10,8,9],[],[10,2,[],9]]
|
||||||
|
|
||||||
[[[[]]],[],[9,8]]
|
[[7],[[[],2,[],10,[]],[[]],[]],[6]]
|
||||||
[[0,1,8],[1,[5,1,[10,2,4,2,5],8,8],6,2],[4,[4,[3],3,[2,0,3],7],6,[]],[[[8,5,3],10,[1,2,6,6]],4]]
|
[[[3,[4,5,3,4],9],3,[7,2,[1,9,0,2],[4],[10,8,4,3]]],[[[7,10,5,7,2]],[[10],6]],[[[1,5,6],8,[7,4,8,9]],[10,6,0,9,[6]],[2,[8,5,3]],[]],[5,10]]
|
||||||
|
|
||||||
[[7,[2]],[]]
|
[[10,3,10]]
|
||||||
[[[[1,5,10,0,2],1,[8,2,8,2],[5,10,8,2]],4,2,[2],2],[[6,[],[],[]],[[]],9],[9,3],[8,2]]
|
[[[[2,2]],[3,[2],[1,4,3,3],10]],[[[9,2,8,6,10],10]]]
|
||||||
|
|
||||||
[[],[1],[2,[[0],8,9],5,[[10,0,3,5,2],7,2,[9,2,2],[9]],[[7],[]]]]
|
[[[[],[9,4,8,7,2]],3,[],5],[[5,[10,2,2,1,4],[10,6,6,10,9],2],2,10,5],[[9],7,7,10],[3]]
|
||||||
[[6],[[[5,4],[],[4,0]],[[5,3,0],7,[8,2,10,7],[0,8,5],5],[],[0,5],5],[[10,7],4,5,9]]
|
[[[[4,8,5,0],5,9,0],10,8],[9,[10,[0]]],[],[9,7],[0]]
|
||||||
|
|
||||||
[[7,10,3,2],[1]]
|
|
||||||
[[10,[[7,7,9,4,9]],2,[3,8,[],[],10]],[7,[[2,4],7,0,[9]],4,[[10]]]]
|
|
||||||
|
|
||||||
[[4,[2,[],[1],10],4],[[[7],[4,6],[9,1,10,0,4],3,[2]],[[7,4]]],[[4,4,5,0]],[5,1,[[3,0,8,10]]],[3,[[2],[3,8],[],[2,6]],3,[10,[7,3],9],3]]
|
|
||||||
[[[[2,0],[2,4,10,10,9],2],7,10,[],8]]
|
|
||||||
|
|
||||||
[[[[6,4,5,2,9]],1,[3],[6,[10,1],9,[10,10],[3,1,6,10]],5],[[]],[],[8,10,2,10,[[10,8,6],2,[],[10,9,1,10],1]]]
|
|
||||||
[[[],2],[[[7,2,2,9,7],7,2,4],[[2],3,5]]]
|
|
||||||
|
|
||||||
[[[],[[8,5,7],[0,0,10,7]],10],[[0,10]],[[8,6],4,[4],[[],[1,0,4],[5,2,0,3,8],[9,2,5,8]]]]
|
|
||||||
[[0,[[7,7]],0,[],4]]
|
|
||||||
|
|
||||||
[[5,0],[3,[],6,[3,10,0]]]
|
|
||||||
[[[],[4,[10,3,10],[9,4,5,0]],[],[[10,7,6,6,0],1],[10,10,7,[],[1,0,4,0,7]]],[[1],[],[],[4]],[8,[],8,[[2,6,8],2,[2]],10],[[[8,3,3,5,4],[5,8,2,8,9]],4,6],[3,2]]
|
|
||||||
|
|
||||||
|
[[],[[8,2],4,7,[[10],[5,9,3,0,5],[],0]],[3],[8,[8,[8,9,1,6,10],2,9]],[9,[[],3,[0,9,3],10,7],[7,[1,6,6],[2,7,10]]]]
|
||||||
[[1]]
|
[[1]]
|
||||||
[[9,1,2,6,3]]
|
|
||||||
|
|
||||||
[[8],[9,[[]],9,[[0,5,8,1],7,0,3,[0,4,1,6]],[[3,8,9,6,3],[],[8,7,4,6,10],[8,7,0]]],[[[5],[9,7,6],[8,3,2],1],8,6,[10,[6,6]],9],[[],10,[7,[6,4,3],[],6,4]],[[3],[[6]],[6,[],[],[9],[10]],9,6]]
|
[[[[10],[]],[8,2,8],[[0,10],10],2],[[]],[[],0],[9,[[5,5],0,9,4,4]]]
|
||||||
[[[],2,[0,[3,5],4,9],3,[]]]
|
[[[0,[1,2,0,5,8]],4,[7,4,[],[],0],6],[2,0],[[[10,9,5,9,8]],[]],[9,[[7,8,5,7],[6,7],5],4,[[3,9,5],8,[5,3]],[[0,9,2,0],[4,3,5,7],[8],[]]],[[3,[9,6,8,3],[10],[2,1,0,10,5],[2,3]],10,7,6,[7,[3,3,2,10],5,3,[]]]]
|
||||||
|
|
||||||
[[[[1],7],[[],4,[4,8,8],[10,7,3,2],[]],[]],[7,1,6,0,[3,0,[1,0,2,6,5],[2,2,9,6,2],[6,9,6,7,10]]]]
|
[[1,1],[[10,2]],[[8,[],[4]],4,[0,5]]]
|
||||||
[[[[3,2,8,9,3],[6,2,4,7],[2,7],[7,2,9,2],[3,4]],[]],[[3,2],[1,2,[9,10,3],[7],[8,8,7,3]],[0],[[4],10,5,3],[6,[],[0],[]]]]
|
[[[9,[7,1],1,1,9],[8,[],[]],2,[2,[5,9,3,7]],0],[],[[[5,8,10],[8],[3,3,0,10],5,4],[5,7],[10,[4,5,9,0,3],10],10,[4,[],10,[10,10],[0,3,9,10,5]]]]
|
||||||
|
|
||||||
[[[5,[],[],5],[0,[1,0,5,1,3],10]],[8,[4,10,3,[]],5,1]]
|
[[3,2],[[[5,3,7],[7,5,8,10,6],[8,9,3],[8,1,2,5]],[[0,5,10],[]],8],[[1,10,6],10,[],[2,4,5,4]],[[7,10,6,[3,1,5]],1,[10,1,1],[1,[10,10,10,6,2],10]]]
|
||||||
[[2,[[8,7],5],5,0],[],[[],5],[[],2,[[9],5,[7,2,1,0],[6,2,8]],[[2,4,2],8,[9,7,8,0,7]],10]]
|
[[1,[4],3],[2,1,[[0,9],[],8],[[1,0,10,1,10]]],[8,1]]
|
||||||
|
|
||||||
[[4,7,[2,3,9],3]]
|
[[[0,[2,5,2],6,1],[[]]],[3,0,7,[5],10]]
|
||||||
[[[[0],[0,1],7],[1,[]],4],[],[[[5,8,5,8],8,[10,6,8,4,8],[10,3,7,5],10],[]],[[[1,8,6],[5],[9,2,6,3,2]],[1,[9,10,3,2,7],[2,10],10,4],7]]
|
[[[2,[9]]],[3,[],[7,[4,3,7,3]]],[8,8,[],[[2,9],[6,1,8],[0,0]],[2,9,8,10]],[4,[],5],[[9,5,[4,10,1,0,2]]]]
|
||||||
|
|
||||||
[[[],[10],[4,[2],6,[8,1],7],8],[[9,[9,8,9,10,10],7,[8,0,9,7,4],[]],[[7,2],[5,5,9,1,3],[4,8,6],[2,10],5],3,[4,[5,6],8,[]]],[8,[7,[9,1],[1,8,6,2,7]]],[8,[],[],[[0,1],8,2],0]]
|
[[5,[[],0,9,[],6],[3,[3,5,5,0]]]]
|
||||||
[[8,[[1,6,3],1,[6,7,0],10],10],[9,[[7,6],9,[7,6,10],9],6],[10,[[6,7],9,4,5],7,0,1],[[3],[6,1,[3,4],[0,0,5],[]]],[[[0]],10,5,[[7],[],7,[7,7,3]]]]
|
[[7,[3,10,4],0,10,[7,[3,9],[10,10,10,1,1]]],[6,[[]],3],[7,7],[[]],[[],[5,[8,8],[0,9,1],[]]]]
|
||||||
|
|
||||||
[[[],7,5,1],[4],[4,[[3],0,6,[9,0,3,3,0],6],9,[[9,9,2,5]]]]
|
[[0],[5],[[6,[],[1,2,4]],[9],3,[1,[8,7,6,9,0],[2,1],5,1],[]]]
|
||||||
[[[[10,0,7],8],[[6,9,1],3,[2,1,1,0],10],4,10]]
|
[[4],[[4,[],2,6],2,[]],[],[4,[0,0,6],3]]
|
||||||
|
|
||||||
[[[[10,9,4,1,9],[1,4],0],3,[9,[2,5,0,9],9,8]],[7,[8,[1],3,[6,1,7,1,5],4],[[10,2],[9,4,7,4],[10,2]]],[10,6,0],[[[10],[],[2,3,8,6,8],2,6],[[5,3,2]],9,8,1],[[4],[[2,5,3,4],1],[2,7,4,6,[4,6]]]]
|
[[[10,[9,10,10,5,3],7],[10,[2],[6],[],1],9,2],[5,10],[],[4]]
|
||||||
[[10,[[4,0,7,7,2],[7],[6,8]],9,7],[6]]
|
[[[8,1],[[5,2],7,4,[3,7]],[5,[6,3,8,5],[2,9,0,4,7],6,4],4],[7,0],[[],10,[[1,3,10,5],6,[10,7,6,10,5],[2,6,8,3]],0],[[[8,6,6,3,1]],5,[[2,3,4,3,0]]]]
|
||||||
|
|
||||||
[[1,4,6],[],[[0,[7,6,10],[8]],[9],[[3,4],10,[9,6,5],3],[[3]]],[8,[],1,9]]
|
[[8,[[8,3,3,4]],6,[6,[5,4,0],2,[6],0]]]
|
||||||
[[[5]],[[2],[[1,3,6]],0,6,10],[4,1,[10,4,10,3],2],[6,6]]
|
[[[1,[1]],[],[[2,5,1],[],[2,8,0,3],9],[8,[5,0,3,3,5],8,1,2]],[0,[4]],[9,3,8],[[1,[1,5,0,10],[],4,1]]]
|
||||||
|
|
||||||
[[],[6,1,[[5,8]],2]]
|
[[6,[10,7,[8],3],[]],[10,1,[[1,3,1,4,4],[2],8,[5,5,10]],7]]
|
||||||
[[7,[9,[],[5]],[6,[8,1],3],8,[6,[10,0,1],3,[6],[]]],[8,1,3,[4,[5,3,5],[],[3,10],8],0]]
|
[[9,[7],7]]
|
||||||
|
|
||||||
[[[3],3],[3,[10,[2,6,4,7],[10,4,4,6]],[3,10],[0,8,6,2,[10,10,5,9,8]]],[[4,2,5,[],2],[[],[9,0,8],[2,4,5,0]],[[6,10,6],9],[4,4,9,4],10],[[]],[[[7]],7,[6,[6],8],8,[[8,8]]]]
|
[[[[6,2,4,2,10],4],1,[],0],[2],[[5,[6,3,3],[8,7,6,10]],[[3,9,4],2,1],[[0,0,4,0],[],7,[9,0],[9,8,5,9,2]]]]
|
||||||
[[0,[7,[3,10,4],2]],[0,1,[[1,1],[6,0,10],2,4,[10,3]],5,4],[[[3,3,2,4],[3],3,[0,2,8,5,3]]]]
|
[[[[1],9,3],6,9],[5]]
|
||||||
|
|
||||||
[[[],10,[4,2]],[]]
|
[10,5,2,0]
|
||||||
[[[4,[10,6,3,1],[0,2,10,2,3]],9,[4,1,7,9,8]],[[[5],2,2,[8,8]],7],[[],[[],[8,4,3,7],[],[2,9,4,4],[]],[[7,10,10,9,8],3,2,6],2],[3,[[4,8,8],[10,5],1,3,8]],[[[0,7,2,4,3],[],[2,10],4,4],[],1]]
|
[10,5,2,0,3]
|
||||||
|
|
||||||
[[3,9,10],[[[4,7,4],[10,2,4,7,7],[8]],[[3,1,5,4,4]]]]
|
[[5,0],[6,[0,0,4,[0,6,2,2],[2,1,7,3]],1,8,[[9,2,5,3,2]]],[],[2,[1,[0,6,1],[],[6,6,10]],[[8,6,2,0],[10],[],[]],[[8,7,3,2],10,1,[]]],[3]]
|
||||||
[[5,7,5,[[7,9,1]],[[9,7,1,4,2],1]],[10,10,5,[[0,0,7,8],3]],[[3],[],[1,[1,2]],[]],[[],0,6]]
|
[[[7]],[[6,[],8],7],[[3,[1,3]],[1,[]],4,8,[8,4,10,0,6]]]
|
||||||
|
|
||||||
[[[[0,6,9],[9,9],7],2,3],[[[8,9,7,7],8,5,[6]],4,5]]
|
[[[[10,3,1,1,0],6,[4,4,10,2],6],1,[],5]]
|
||||||
[[1],[10,[[]],8,[[0,2],[2,10,4],[3],[]]],[],[[1,5,[4,1,0]],[],[5,[8,2]],[5]],[0,9,[],6,7]]
|
[[],[[[2,1,0],[],[4,5,5,2],6],10,[10],[[5,10,6,1,1]]]]
|
||||||
|
|
||||||
[[9,4,[9,4]]]
|
[[],[6,[[10,1,2],7,0],[[7,4],[3,5,8,5]],3],[[[],[0,4,3,2],[]],10,[[10,10,4,5],[6],[10,6,9,10]],10],[5,7,[],[[0,0,9,1],[7,2,7,9],[3,7,3,0]]]]
|
||||||
[[[[2],8,8,[10,1],[6]]],[[[],[8,9],6],[]],[[1,[8],5,2,10],7]]
|
[[0,9,7,[7,0,3,[9,3,2,2],[2,10,1,2,6]]],[10,[8,[6,2,9,1,8],9,[],[10]]],[]]
|
||||||
|
|
||||||
[[[[3,1,2,2],0,[7,1]],[],2,9,2],[[6,[4,0,0],[4,4,6,3,2],[1,10,5,10,8],5],[4,[3,8,5,3],3,[2,6,0,4,0]],[[8,5,4,6]],3],[[[10,1,5],[],[2,3,9],[4,8]],3,[3,[],8,1]],[[[7,5,2,8,7],[4,8],[10,10],3,0],[[3],[6,9,9,5,9],4],6,5,[[2,10],[10,4],1,[10,8]]]]
|
[[3,[10,[6,7,6,9],2,0],0,[[6,4],8,[8,7,1]]]]
|
||||||
[[],[9,8,[0,[9]],8,[4,[3,5]]],[]]
|
[[5,[[10,10,8,0,5],[2,3],5,[8,0,3],2]],[[[4],3,[2]],[1,[1,5],[7,1,5,9],[2,2,7,0],7],[[6,1],3,[5],7],[4,[9],[9]]],[[],2],[[0,[2,6,3,3,5],[7,7,7,3,8],9,7]],[]]
|
||||||
|
|
||||||
[[[2,1]],[],[[],2],[[[1,7,2,9,7],3,6,[5,0,7]],6],[]]
|
[[5,5,8,1,9],[[6,[10,9,4,10],8,[9,2,3],9]],[[9,3,8,[1]],[0],[9,[],[9],0,6]],[[2,1,5,[5,9,1]],0,3],[1,[],8,[[],[8]]]]
|
||||||
[[2,[6,[5,4,8,0],8,6],[[8,7,5,3],[5,1,3,6],[1],2,[0,1]]],[[[9]],[[],[],2],5,6,7]]
|
[[[4,0]]]
|
||||||
|
|
||||||
[[[0],[9,[]]]]
|
|
||||||
[[],[1,[7,[10],[10,6],7,[7,8,9,3]],[[8],[0],[],[9]]],[[5],[6,8]],[[8,[0,4,0],5,[2,1,10,6],[]],6,6,[[],3]],[[[2,2,7,3,3]],3,3]]
|
|
||||||
|
|
||||||
[[9,4,[[5,10],[],[],[9,8,10,0,8],[1,6,8]],8,6],[[[0,1,9],2,[9,8,2,7]],0],[]]
|
|
||||||
[[10,5,2],[[7,[8,4]],7,4],[],[6],[4]]
|
|
||||||
|
|
||||||
[[[6,[8],[1,9,6,9],[10,1],6],[[7,3,3],2,7,[1,0,3,2,4],[7]],4],[9,[[7,5,10,4],6,4],[[4,2,9],[7,2],[0]],2]]
|
|
||||||
[[[]],[3,[[0],[9],[],[],10]],[3,10],[7,10,[],[0,7,2,8],[3,[8,6]]]]
|
|
||||||
|
|
||||||
[[6],[],[5,[6]]]
|
|
||||||
[[],[[9,[1,1]]],[3,0,[],2,[]]]
|
|
||||||
|
|
||||||
[[[6,10,[]],[1,[7,4],2],6,4,[[2,8,5],5,6,[1,6,9],[9,3,4,10]]],[]]
|
|
||||||
[[],[7,[5,[9,1,5,6],[1,4,10],[2,4,10,9,3]]]]
|
|
||||||
|
|
||||||
[[],[10,0,7,0],[2]]
|
|
||||||
[[10,[[6,2,8]]],[[1,9,[]],3,4],[1,[5],1,1]]
|
|
||||||
|
|
||||||
[[[5,7,4,1,[9,8,7,7]],[10]],[4,7,[[4,9,9],1,6,[10,4],7],[7,10,7,5],9]]
|
|
||||||
[[],[8,0],[2,[8,3,8,1]],[[[6,8,6]],[2,7,7],[[8],5,9]],[[1,[5,8,5,7]],[9],[0,8,4,7,[]],[9,5]]]
|
|
||||||
|
|
||||||
[[[6,6],1,10,9,10]]
|
|
||||||
[[6,6,7,[[8,7,6],3,[4],10],[8,6,[0,3,9,3,0],[5,9,10]]],[8,4,[5,[9,5,2,2],[8],4,10],2,[[10,6,6,0],[6,6,7,3],6,0,[1,6,6]]],[[],[],4],[4,[1,[2,3,1,7],3],8]]
|
|
||||||
|
|
||||||
[]
|
|
||||||
[[1,[[4,2,6,0,1],[8,6]],[6,[4,5,9,3],10,[0,7]],8],[6,3,7,[[10,7,10,4,7],[3,0,5,10,10],10]],[[]]]
|
|
||||||
|
|
||||||
[[5,5,[[],0,[3,10],[6,3]],[9,[10,0,6,8,8]]],[[[1,3,1],8]],[],[]]
|
|
||||||
[[6,5,[8,0,9],9,2],[10,[3]]]
|
|
||||||
|
|
||||||
[[[],8]]
|
|
||||||
[[8,0],[[6],[4,8,[9,2,2,0],[5],[]],2],[[4,3,[9,3,5,4,5]],[[1,6,0,8],5]],[4,10,[[9,8,5,10,5],2,[4,9,9,1],[10,8,9,2],[4,10,5]],[9,1]]]
|
|
||||||
|
|
||||||
[[[[5],[3,7],9]],[[7,10,[7,6,0],[1,0,5,6],[3,5,2,4,0]],[[2,0,7,1,7],1,[7,0,4,10],6],0,[9]],[3,[3,5,[10,8],[5,9,9]],2],[6,[],1,3]]
|
|
||||||
[[[[5,4]],[[1,9,0,5,8],4,[2,6,2,0],9]],[9,[0,7,[2,8,10,6]],[[10],[4,2,4,3,4],0],4],[],[2]]
|
|
||||||
|
|
||||||
[[[2,[2,10,4,4,6],10,6,[3,8,3,0,2]],[[3,0,2,0],[7,1],[1,0]]]]
|
|
||||||
[[[8,1,1,[9,2]],[[9,7,2],[],7,4,3],[1,[3],[2,3],3,4],[[1],[6,7,3,2]],7],[6],[[[2,5,4,4],[],4,9,4],[[10,8,4,0],8,[1,1,6,2,6],[6,8,5,10,0],7]]]
|
|
||||||
|
|
||||||
[[],[3],[[2,5,9],2,9,[[5,9],[2,3]]],[[3,1,[3,10,4,3,9],[2,0,6]],[[6,3],6,[9,7,9,7,10],[8,7,8,0,6]],7,[],[7]]]
|
|
||||||
[[[6,8,4,[4]]]]
|
|
||||||
|
|
||||||
[[2,7,[],[6,[1]]],[[[8,0],[4,8],[]],[0,[2,2,1,3],[8,0,3,7,4],[7,7,4,5,3],2],1,[7,[3,9],[5,6,8,8,5],[7,2,9]]],[[0,9,4,4],[9,4]]]
|
|
||||||
[[[10,[7],5,[]],10,10,4],[1,[[],0,[10,10,7],[7,10,1,4],10],4,[0,[8,9,1,8,8],3]],[]]
|
|
||||||
|
|
||||||
[[[3],0],[[5,1,[4,10,4],9]],[6,5,[[7,1,8],2,8,[0],5]],[[[5]],[5,[7,10],[1,9],2,[9]],2],[]]
|
|
||||||
[[[[10,5,0,1]],8,[]],[[1],[7]]]
|
|
||||||
|
|
||||||
[[3,6,4,[7,[6,9,4,9,9],8],[10]],[0,9,3,[[],8,[10,7,1,8],7,[1,2,5,7,7]]],[4],[[4],[],7],[[[2,9,1,5,6]],8,3]]
|
|
||||||
[[[5,[7,1,4,8,9]],[[2,8,8,2,10],7,[8,9],9],10,[[3,1,0,3,3],[3,7,10,0,8]],[5,2,[3],[2,3]]],[],[5,8]]
|
|
||||||
|
|
||||||
[[[],6,10,0]]
|
|
||||||
[[[[8],9,4,[],[]],[5,10,1,[1,4,10,9,0]],2,9,1]]
|
|
||||||
|
|
||||||
[[]]
|
|
||||||
[[[3,4]],[[8,0,[1,9,6,7]],[9,[10,2,6,3],2,[3,6,7,8,6]],[]]]
|
|
||||||
|
|
||||||
[[[[10],0,6,3,[4,4,3,5,10]],[2,[6,4,7]]],[]]
|
|
||||||
[[5,8,[0,[0,5],[0,8],6,[]],[8]],[[[5],[7,5,8,9],[2],[]]],[6],[[8,[9,8]],[[0,10,10],[7,6,6,2,10],[10],[]],[[2]],[4,[],[2,1],[7],4],[0,7]]]
|
|
||||||
|
|
||||||
[[0],[],[5],[4,7]]
|
|
||||||
[[3],[6,6],[5,0],[4]]
|
|
||||||
|
|
||||||
[[[]],[9,[[1,7,8]]]]
|
|
||||||
[[[4],7,8],[[10,3]],[10,[[7,6,10,10],7,7],[7,9,1],3,2]]
|
|
||||||
|
|
||||||
[[],[[[],[2,5,7,6,1],8,7,9],[4,[7,5],[10]],[[7,3,1,1,3],0,1]],[10,10,[4]],[],[8,[[9,4]],[8,[3,2],[7,4],0],5,8]]
|
|
||||||
[[4,[],2],[],[],[0,4]]
|
|
||||||
|
|
||||||
[[[4,1,9,[8,6],8],[6]],[2],[2],[[[2,3],[8,7,8,1,5],4,0,2],[[3],[1,9,10,6],3,[1,1,4,1]],[[9,5,6],[10,4,10,4],1],4],[7]]
|
|
||||||
[[[1],8,[[8]],[[6,10,5],7,7,9],[3]],[5],[[8,9],[[10,1,2],[4,8],5,6],4],[[4],8,[5],[[4,9,3,2,5],8,[],[0,4,9,4],0],9]]
|
|
||||||
|
|
||||||
[[[],[[],7,[]],8,1],[[[0,9,5,10,0],7,9,[1,5]],7,2],[[6,[4,2,0,0,1],6,2,[1,8]]],[[0,[]],5],[0,[],[[],[8,0,6],[9],2,10]]]
|
|
||||||
[[5,[[3,3,9],[3,1],[]],[9,[1,8,7,9],0,2,4]]]
|
|
||||||
|
|
||||||
[[0],[4,9,[[],8,[2]]],[[6,4,1,[],2],8,[[9,1,2],3,7,[1,1,2]],4,[2,[10,7,7,9,0],2,10]]]
|
|
||||||
[[10,[[0,2,5,10],8,[10],1,[8]]],[[[7],[4,8],[7],[9,10],9],0],[[[0,6],[8,3,3],[5,10,1,1,1],7],[4],[10],8,6]]
|
|
||||||
|
|
||||||
[[0,4],[4],[5,[3,[3,7,3]],[[4,1,0,7]],9],[4,[[5,6],[7],0,6,[7,6,7,0,5]]]]
|
|
||||||
[[],[1],[5,[[2,1,6]],1,[7,[8,7,6,1,4],2,[4,5]],1],[],[[9]]]
|
|
||||||
|
|
||||||
[[1,8],[6],[[[9],[9],[2,10,8],[2,3,1,0],[6,7]],0,2,[1]],[]]
|
|
||||||
[[[1,3,8],[[4,5,4],2,[8,8,7,9],[6,8]],9],[[1,8,[4,9,9,8,8]]],[6,[1,[5,8,3,1,4],[],[9],[6,5,2]]]]
|
|
||||||
|
|
||||||
[[],[[],[[9]]],[]]
|
|
||||||
[[5,[4,4,[1,3,8,5],10,0],0,[],7],[]]
|
|
||||||
|
|
||||||
[[5]]
|
[[5]]
|
||||||
[[[],5,3,10,3],[[1],[5,[0],[],10,8],[[10,6,3,2,6],[5,10,1,7],2,[7]]],[8,[[2,3,9,2,9]],10,10]]
|
[[],[4,6,[[],[2,8,2,8],[2],7,[10,0,7,5]]]]
|
||||||
|
|
||||||
[[[2,1,9],0,[10,5,6],[0]],[[4],9,[5,3]]]
|
[[[],1],[]]
|
||||||
[[7,2,0,9],[[1,3],4,3,7],[9],[],[5,[[8,3],7,[2,0,1,2]],9]]
|
[[10],[[[8,3,7],[],[2,4],2,1],4,6,10,[[],[5,2,3,8]]],[[[2,4,7],9,[],[9,2,2,5],[]],9],[[[0,8,2,9,2]]],[10,5]]
|
||||||
|
|
||||||
[[[5,3],5],[],[8,[1,10,[10,1]],[6,0],[[1,2,0,2],4,0],[]],[[10,6,7,1],3,[8],[[3,10,9,0],7,[5,1],3,8]],[[7,6],10]]
|
[[],[[[9,5,3,6,0],0],4,1],[9,[[5,8,8],0,[0,6,0,3,8],[6,5,4,6],4]],[[1,6,10,[2],[3,1,6]],[[3,5,7,2,7],[6,0],8]]]
|
||||||
[[2,8],[7,3],[[1,[6,2],7],5],[[6,[1,10,4],[0,5],[4,5]],10,10],[]]
|
[[[0],1,[]],[2,4,9,[2,[3]]],[[[8,3,7,9,3],6,3,9]]]
|
||||||
|
|
||||||
[[2],[[[],[],[0,8,6,2,1],6,[5]],[[1,4,5,5,7],1,2],1]]
|
[[],[[9,4,[5,9,0,0],2,9],[6,[],[2,6,5,4],8]],[],[9],[]]
|
||||||
[[],[[[8,5,9,8,7],5,[7,7,10]]],[8]]
|
[[7,2,4,[[4,3],0,2]]]
|
||||||
|
|
||||||
[[[],7],[[[9,10,6,6],[6,10,1,9,4]],[1,9,0,[0,4,10],10],4],[[[5,7],6,3,6],[[9],[2,3,5],0],2],[[[10,10]],[0,[8],[6,6],5],[[8,8],5,7],[8],2],[9,9,[[]]]]
|
[[9,[],[[],3,3,9]]]
|
||||||
[[[8],[[9,0,6,6,5],8],[4,[7],[4,6,6],[3,3],10],8,[]],[[[8,2]]],[9,4,[[4]],[[1,5],[0],[1,6,1],[]],0],[0,3,9,[6,7,1,0,[]]]]
|
[[[[1,9,2],[3,0,9],[9,3,9],[]]],[2,9,5,[]]]
|
||||||
|
|
||||||
[[3,[],[[1],[4],7,[1,2,0,6,5],[5]],6],[4,9,1,1],[5,[[4,2]],[]],[2],[8,2]]
|
[[9,[]],[5,6,[[1,2,10],[6,5,4,1],1,7,2],[10,7],7],[1]]
|
||||||
[[[8,[7,9,8,0,4],[2,3,3],[],[9,5,6]],3,[2,[2,1,3,10,10],9,[4,9,2,2],8],2],[3,0,0,5,[4,[2,1],6,[2,3,9,1,8]]],[9,0,7],[8,5,1,[],9]]
|
[[[[8,0,3,9,1],0,9,[9,10],9],5,7]]
|
||||||
|
|
||||||
[[],[[[2],[0,4],6],4,[[1,8],8]],[[],10]]
|
[[0,5],[6,0,3],[8,1,7]]
|
||||||
[[[],[5],10,[[10,5,0,7],[],1,[],7]],[3,[]],[],[2,[[8],9],[3,0,1],[[3,5],[9,2]]],[]]
|
[[1,10,[[3,6,8,3,7],5]],[[[4,5],[],[1,4],3],3],[[1,[],5,7],6,6],[]]
|
||||||
|
|
||||||
[[5,[[10],6,[3]],7],[3,10,[1]],[[[7,6,8,8,10],[5,5,2],[7,1,2],[]]],[3,9,[0,3]],[7]]
|
[[[10,9]],[[[9,3,4],[8,5],10,[1,3,1,8],[9,7]],[5],10,4],[5,9,[[2,3,3,7,10],[4],1,[2]]],[5,[5,7]],[3,[],[4,[2,5,1,4],4,7,0]]]
|
||||||
[[2,[[6]],10,[9,[8],[],[1,10,4,4,9],[5]],[8]],[10],[],[3,[10,3],2,[[4,10,5,6,7],[5,7,7],6]],[10,7]]
|
[[1,[8,[],0,[5],[]],[9,[2,4,9,3,1]],2,[]]]
|
||||||
|
|
||||||
[[[[],[5,2,9],10]],[[6,[],[2,0]],[[0,9,0],7,[]],[[9,3]],[]]]
|
[[9,[[]]]]
|
||||||
[[10,[[1,1,8],7,3],[[8,6,10],4,0],9,6],[],[7,[],[3,[9,1,5],[10,4,1,8,1],0],[[3,2,1],4],[[8,10]]]]
|
[[1,[8,[1,10,4,8],[5,9,6,4,3],6],[[3]],7,5],[[[6],[8,10,5,9,5],10],[8,[4,10]],7,[[0,3],[3],9,9],7],[]]
|
||||||
|
|
||||||
[[],[],[[[10,3,7,10]],0,0,6,[[6,3,4,8]]],[9,[[],[2,10]]],[[8,[],[3,10,5,8,10],6,[9,6]],6]]
|
[[],[[[7]],[5],[[1,3,5,2,2],[2,2,4,9]],[1,[8,3,7,1],0,[3,8,7,2]]]]
|
||||||
[[[],[9,3,[10,7],[6],7],[[6,10,10],[3],[10,7,0,5,0],7],6],[[[7,9,4,9,4],3,7,[7,1,7,4]],8,[9,7,[6,2,3,9,1]]],[4,[],3]]
|
[[[[0]],[6]],[[[9,1,10],1,8,9],[[],0,[0,1,5,3],[7,8,9,0],[2,0,0]],2,[],[[8,5,5],[],4,[]]],[],[3],[7,9,1,[6,[6,4,8,7,9],[9],6,2],[5,[]]]]
|
||||||
|
|
||||||
[[5,5,9],[[5,[8,9,7,2],[5,7],[5,1,4,3,4],4],[0,[],3],1,3,3],[5,5],[[2,[2,9,4],[1,3,4],[5,6,9],[1,2]],9]]
|
[[0],[[[3,2],[2],5,9],[[],10,0,7]],[8,[],[],[[]],[[1,2],[1]]],[[8]]]
|
||||||
[[[[8,6,9,9]],[[8,3,7,9],[10,1,0,3],8,[0,3,10,7]],[4,5,[3,4,3,2,6]],[[10]],9],[[[]],2],[8,10]]
|
[[1,[10,0,[3,5,5],[],2],10,[[3],[3,0,8]]],[[[2,10,8,8],[7,9,3,0,4],[7,1,2,0],[3,8,10],8],[0,[2,8,0,2,2]]],[10,10,[1,[6,0,9]],10,[[3,8],[5,3,5,4],3]]]
|
||||||
|
|
||||||
[[[0,1,[7]],8,[[3],4,0],[[]]],[[0,1],[[5],10,1,[4,6,0,10,0],[5,6,10,10]],4,[1,[1,8],[4,9,9,10,5]],[8,3,1,[],9]],[6],[[],[[2],9,[7,1,6,5],[9],[10,9]]],[[[0],[9,3]],[2,5,[8,1,7],[]],[],[],5]]
|
[[],[6,[4,2,4]],[[],5,[[10]],5]]
|
||||||
[[2,[[4,3,5,5,2],4,[9,6],2,9],9,[3,2]],[[]],[[[10,9],[2],10,4,4],3,[[3,7,3],[0,2,1,9,0]],[9,6,5]]]
|
[[4,[[5,4,6],2,8,[],6]],[7,[6,[4],10],[],[[7,8,10],[7],0,[4,4,8,9,0]]]]
|
||||||
|
|
||||||
[[],[[[8,7,10],6,[3,8],5],[2,1,[1,5,4,3]],9,[[],[],[8,3],6,[10]],2],[2,0,[[],3,2,5,[0,7,8]]],[[[5,5,6],[1,9],[6],[10],7],8,[[8,7,3],0]]]
|
[[],[0,9,6,[3,6,5,[2,3]]],[[],5],[1,3],[]]
|
||||||
[[8,[],5,0],[],[10,[[],9,4,[7]],[]],[9],[4,10,0]]
|
[[[],7,6]]
|
||||||
|
|
||||||
[[5,9],[[[10,8,5,6],5,9,7,[]],[],[0]],[[1,4]],[[[5,9,4,1],[10,7,5,9],[6],0,7],[4,8],4,10,4],[6,9,[8],1]]
|
[[[[2,1,5,10,10],3]]]
|
||||||
[[],[9,6,[6],7,0],[6]]
|
[[[6,[6,6]]],[[7,0],1,[[5,4,6,5,6],9,[9,8]],0],[8]]
|
||||||
|
|
||||||
[[3,1,3,5,[]]]
|
[[7,[2,[4,2,9],[3,6,8,1]],[8,[7,5,0,7,8],5,[8,4]],7],[7,[8,[4,3],10,4],[[0,8],3,[9,5],[3,1,1,4],2],3],[[[4,5],10],0,1,[3,7,8]]]
|
||||||
[[3,[[0,8,2,10,3],[5,1,3,4,0],10,9],0,6,1],[6],[0,3,8,[2,7]],[10,2,5,[7,10],[2,3,[],[2]]]]
|
[[[[1],0,[6],[2]],2],[[[6,4,4,4],3]],[[[7,4,4,3],5,4],8,5,4,[6,[3,2,7,5,8]]]]
|
||||||
|
|
||||||
[[3,8,5,[7,[5,2],4],[3]],[[1,[1,0,5,1],7],4],[[8],[[1,5,9,0,9],2,[]],7,[[4],[7],[0,10,2,5,5],8],[10,[1]]],[[10],[7,[5],5,[4,3,9],[]]]]
|
[[[7,0],[[],[],[1,4,4,7,2],4]],[0,[]]]
|
||||||
[[],[[6],[2]],[[2,[1,9],[8,3],1],10,0],[[10,1,[5],7,2],[4,3],[[6,4,9,1,4]]],[[5,[2,6,9],[4,7,9,6,3],[1,6,0,6,0]]]]
|
[[3,[[10,5]],6],[[4,[5,0],6]],[[9,6,[5,1,8,5]]],[[[7],5,[10,2]]],[[],3]]
|
||||||
|
|
||||||
[[[[0],7,[0]],[],[10,3,[5,9],6,[2,7,10]]],[],[[[5,7,3,3],[3]],0,[7,9],[7,4,[9],8,8],[7]],[10,7,10,0,5]]
|
[[[8,[6],1,4,[9,7,8,9,3]],[[0,5,8,5],[7]],[[],10,7],[[0,8],6],[]],[[[3,1,1]]],[6,2,9,5],[[[1,6],[5,10,10]],[[],[5,10,8,6],[7,7],[8]]]]
|
||||||
[[[],[],[[],8,0,[8]],0,[]],[6,3,9,5,9],[],[[],7,7,[4],[[0],[6,3,6,0,9],9]]]
|
[[],[0,[9]],[8,[[],[1,3,7,2,10],[]],[3,[9],[7,6]],5],[6,4,[7,0]]]
|
||||||
|
|
||||||
[[5,2,[[8,0,0],8,8]]]
|
[[[[8,9,4],6],7],[[5,7,[5,1]],[[9,9],[],[2,7],[10,0,0]]],[[7,9]],[9,10,[]],[2,[1,8,0,[0,2,7,0,8],[7,6,10]],[[7],[8,8,2,1,3],4],[]]]
|
||||||
[[6],[[4,[9,4],[3,1]],[6,2,0,[3]],0,7]]
|
[[[[6,6,7,5,3]],1,1,[4,6,[1,10,4,8]],[2,[10,7],[10,8,6,8],10]],[[[9,9],10,[1,8,1]]]]
|
||||||
|
|
||||||
[[],[[],[]],[],[10,[],[[7,4,1,3,5],9,0],[],7],[]]
|
[[8,[[10,10,4,9]]]]
|
||||||
[[[8,7]],[1,[0,[9],2,[]],9],[[[10,3,9,5,8],[],[]],7,[9,[3,0,3,8,9]],[[2,1],[7,2,0,2,9]]],[]]
|
[[4,2,7,3],[[4,4],[4,7,[9]]],[[[8]]],[2,[[6,4,5,10,10],0,8,9,[7,6,1,10]],[4,8,2,[9,5,1,5],[2,0,6,0]],[[0,6],2,1,4],5]]
|
||||||
|
|
||||||
[[[],[[7,7],[4]],6,[[],7],[]],[[[3,0,0,1],[1,9,10,4,10]],2,[10,[],[5,0],3],1,[[7,6,2],5,10,0,[7,8]]],[]]
|
[[[7,2,7],[5,6,[2,5]]],[8],[6,2,2]]
|
||||||
[[[1,[2,0,9,0,8]],[[],1,0],6,[5]],[[],10,[8,[1,2]],[]]]
|
[[[],9,1,2],[[[],8]]]
|
||||||
|
|
||||||
[[2,7,[[3,4,4,2],1,[9],5,3],[[2],8,[3,7,5],9]],[7],[[3,4,[],[]]],[4,[],5,[10,5,[4,4,5,0],1]]]
|
[[[1,7,[1,10,10,1]],0,0,9,1],[],[0,9,[[2,10,8,1],3,4,0,[6,7]],8],[[10,[],5,[7,2,10,4],8],[],8],[10,[1,[1,8,8,0],2,[3],10],[2,6,5,6,0],6]]
|
||||||
[[[0],2,7],[]]
|
[[3,4,4],[[6,[1],10],[[6,2,4,2,0],[1,2,10,1],[2,9,9,5],10]],[10,5,3],[1,[[]],[9],[0,[],4,4,2]]]
|
||||||
|
|
||||||
[[2],[[2,7],5,[[9],10,0],[[1,5,2,7],3,10,6,[6]],[[2,0,9,4],6]],[[[10,8,7,4,9],[10],[5,1,4],9],[[10,3,10],[],[5,9,9],[10,3,2,5,9]],[[0,7,3,10],8,3,[9,7],[3,4,9,8]],7],[[1,10,6,0],5,6]]
|
[[[],[[6,3,4,3],8,[7],3,8],[[9,1,5,2]],[[7,3],6,5,10]],[],[]]
|
||||||
[[[]],[[0,2,[4,1,9]],[],5,[[10,4,5,4,2],[10,3,0,1,3]]],[3,0]]
|
[[[4,0],5,[],[[3,1,1,5,3],2,1]],[1,8],[],[4,[[4,0,5]],10,[[],6,9]]]
|
||||||
|
|
||||||
[[8,4,4,[[],[7,9,2,8],8,6],8],[[[9],[10]],[[5,7,5],[],[4,6,0,5,5]]]]
|
[[[[10,0],6,[9]],[3,[0,7,3],[0],[],5],6,6],[],[4,3,5],[4,8,7,[[8,5,1,0,1],[6,3,3,8,2],8],6]]
|
||||||
[[2,[[6,6,0,2,5],6,[7,1,7,9],7],[[9,3],5,[9,2,7],[9,8,3],0],2],[[[3,8,3],[3,1,5],[0,0,0,6],[5,5,4,1],[3]],[0],6,[0,[]]]]
|
[[10,1,[]]]
|
||||||
|
|
||||||
[[2,[3],[]],[2,[[10,4,6,10,5],3,4,8]],[[[],5,1,10],[9,[8,0,2,5],9,8,[6,10,5,9,1]],[3]]]
|
[[8,[[9,3,9,4],0],[3,[2,5,2],8,[10,2,7,1,5]]],[],[9,[[7,5],0,2,6],[2,[9,0,5]],9],[10,[[],[],7],[1,1],3]]
|
||||||
[[4,[[7,10],9],[7,1]],[[[8],1,9,[1,10,5]],[[9]],[[4,1,3]],10,[4,2,[9],[7,8,2,1,1],5]],[[[],0,6,2],[2,[],1,[2,9,0,8,7]],[[8]],4],[[[6,3],[],5,8,[10,3,5]],6,0,6],[[[1,1,0],0,[10]]]]
|
[[[2,[],6,[2]],8,[],[[4,9,8,10,9],7,[2],[9,4,3,10,8],4],10],[[[],3],[8,0,[8,2,9,9]]],[6,[9,[4,0]],6]]
|
||||||
|
|
||||||
[[3,[[1,1,9],9,[6],8,4],[]]]
|
[[[],[[],4,[10,9,4,4],[]]]]
|
||||||
[[],[6,[7,1],[6,10,[0,2,1,3],[],[8,4]],10,2],[[[6,10]],8,6,[10,[0,2,3],1]],[0,5,4,6,[]]]
|
[[[7],[9],[7,[4]]],[4,2,[]]]
|
||||||
|
|
||||||
[[9,[[1,8,3,2],[3],[8,2,9,3],[6,8,7]]]]
|
[[[[1,5,7],[],1,[10,1],8],[7,4,[5,2,2,5],[],[10,4]]],[10]]
|
||||||
[[],[6,[[10,1,9]]],[10],[6,[[4]],[[2,8,10],[5,10],[2,8,3]],0],[7,5,1,[[7,10,3,1,9]],[[0,1,0,0,3],[]]]]
|
[[[1,[8,9,10,1],[7,10,10,5],5],9,[[2,0],10],[[4,10],[5,4,7,5],[2,10,5,0,1],2,6],7],[[[7],6],[5,[0,4],[0,6,0],[10,4,8]],[[5],[],[0,6,7]]],[[0,10,10,[1,0,1]],6,0,[3,[0,6,10],[8,5,2,7]],[1,3,[]]]]
|
||||||
|
|
||||||
[[1,7],[0,[],2]]
|
[[[3],6,3,10,5],[5,2],[[0,0,[0,2,9,10],4],0,6,[[10,6,5,3,0],1]],[0,[2,[2,5,1]],[[9,7,8,7],8,0,6,[4,4,2,2]],5,[[10],0,[7,8],10,8]]]
|
||||||
[[[[2,0,0,5,1],3,[5,6]]]]
|
[[[[10,8],4]]]
|
||||||
|
|
||||||
[[8,[[0,8],2,3],10,[[6,5,0,1,6],10,8,[10,4,5]],5],[1,4,2,6,[[9,7,10,7,9],2,5]],[5,[[6,0,4,8]],7,[[2,3,2,7]]],[[4,[],7,7,5],[[],10,[],8],[[1,6,5],2,0,8,[]],[[0,9,7,1,3],9,[7,2,9,8]],[[],[1,7],2,2]],[1,8]]
|
[[[5]],[]]
|
||||||
[[10,[]],[9,[]],[[4,[4],3],7,[[4,2,4],10]],[[5,[5,5,4,3],4,6,[6]],9,[[5,8,7,4,6],[],10,2,[1]]],[]]
|
[[[[0]],8,9],[[[],[],[],7,[2,3,8,0,2]],[[6,10,3,1],3]]]
|
||||||
|
|
||||||
[[6,9],[0,2,[[9],0,[8,10,9,7]],7,[4,4,2,[]]],[[9],[7,[8,4],[8,2],0],[[4,2],[5],[4,6],[0,6]],[5]],[[[9,2],8,[0],9,[1,9,4]],[[7,0,2,5,5],1,[6,8,2],6,7]],[[10],9,3,5,[]]]
|
[[4,0,9,[1,1,[4]]],[6,[],[8],5,[[],4]],[],[[[3],[],6,[]],[],2]]
|
||||||
[[[[4],0],[],[5,9,[9,3,4,9,7],8],3,9],[7,8,2,3,0],[4,[5,[7,2,3,9],6,[0,4,0,3],8]]]
|
[[],[[[6,1,8,1,0],0,[7],[0,7,9,10]],5,0],[],[5,4,7,[6,[4,7,5,7,1],[4,1,10,8],4]]]
|
||||||
|
|
||||||
[[[[2,4,0,1],[2,10,7,6,1],7,[7,1,10],7],[],[[8],1,[9,6,5,2],4,[4]]],[[4,1,[5,9,7],[4],6],4,3,[[8,2,8,8,9],[7,0,10]]],[[]],[[],[[0,0,1,3],5],9],[1]]
|
[[[[1,9,4],5,[],7,[5,1]],[6,10,7,[8,4,7]],8,1],[[5,[5],[],[4,9],10],[[7],3,[8,7,4,0],10,4],3,0,3],[0,8,5,7],[[[3,3,1],2,[1,4,10],9],[10,[6,7,10,4],2,[]],1,6]]
|
||||||
[[[[]],[9],[[6,5,0,0],[8,8,9,2],[10,10,10,8,2],[7,2,4,0,0]]],[8,[3,[6,1,5,7,4],5,0,4],3]]
|
[[4,[[4,4],[10,8,1,9],4,[10,7,5,0]],[1,7],[7,[9,6],[2,8,9],[2,2,0,0]]],[8,2,6,[[10,8],[6,3,5,0]],[[],8,3,[10,0,9,3]]],[2,3,[[],[4,10,4,9,10],4,6,10]],[[4],7,2,[[1,8,7,9,1],6,4,5,[9,5,7]],[[1,2,1,6]]]]
|
||||||
|
|
||||||
[[4,[]],[9,2,[0],[3,2,[2,6,7,5,6]]],[[[3],[],[4,5,9,0,2],[5,3,0,1],[2,7,7]],10,9,3,[[3,4,6,8,10],3,1,2]],[]]
|
[[0,[[10,4,5,9],[10],8,[9,0],[1,8]],2,[5,[],[8,4,0,6,6]]],[0,[8,2,6,[],[10]],0,[1],[[],4]],[[7,[3,5,4,4],10],[[7,6,8],5,[0]],5,3],[1,7],[5,10,[6,[],[1,4,3,1]],5]]
|
||||||
[[[8,[3,2,2],10,10,[8,7,8]],[[7,2,2],[1,8,2,7],[0,2,1,2,7]],[8],7],[10,0]]
|
[[9,2,7,2,[[6,0]]],[],[5,6,[],5,9],[7,10,7,1],[[1,2,6],8,3]]
|
||||||
|
|
||||||
[[[[6,6,3,4,0],5],[6,7,9],5,[[4,9,1],[9,2],0,6],[7]],[7]]
|
[[[[4,6],3]],[9,[1,[10,2,6],[7,7,10,6]],1,[0,[6,7,10,9,9]],[[9],7,[4,9,8,8,7],[7,7,3],[]]],[[],[3],[10,[4,0,9,8,2],6,2]],[[0,8,5,[8,2],6],[[5],1,2,6],[[0,1,6,3,3],[4,2],[7,4,8,4,9],[2,7],10],5,4],[[]]]
|
||||||
[[[0]]]
|
[[[]],[1,[1,[6,7,4],[8,0,6],[1,6,9],3],[[2,2]],6],[4]]
|
||||||
|
|
||||||
[[[],8,[]],[1],[]]
|
[[[[7,0,1,7],[4,4,6,8,0],[4,0,5],[4]],[[10],8,[1],[],2],[[],[4,8],10,[2]],2,[[3,9]]],[3,[[4],[1,0,0,0,9],5,[9,9,5,0,10],0],[[],[],[]],6]]
|
||||||
[[6,[]],[3,4],[[7,[9],3,4,7],[10,[3,10],0,3,[1,9]],[0,5,[6,3,6,7],2,9]]]
|
[[5,2,[3,[2,5,3,1,6]]],[6,[[9,1,3,4,8],5,5,3,9],[[2,9,8],[6,4,10,2],[7,3,2,8,7],[6,9,9,0,0],[7]],[0,[],[8,8,6]]],[[3,10],2,[10,10,[1,10],[7,2,0]]],[8,[],[10,7]]]
|
||||||
|
|
||||||
[7,6,8,6]
|
[[[[],[],10,2,[]],[],9,[],3]]
|
||||||
[7,6,8,6,4]
|
[[[[0]]]]
|
||||||
|
|
||||||
[[[5,[10],[6,2,2],3],7,[],[],7],[[2,[7,5,3],1,7,10],6,[[],4,9],[6,[4,8]],1],[],[[[2,4,3,6,3],[0,10,8],[2,2,7]],6,[[5,7],2,5,10],[9,[0,8,0,9,7]]]]
|
[[8,10],[6,10,[4,[10,6,10,8]],[3,[]]]]
|
||||||
[[10],[3,[[3,5,5],[5,2,10],[2,9,10],[1,3,3,0,7],1],[[7,2,4,3],1,[0,8]]],[5,0,[[3],5,8],[[],9,[4,10,1],7]]]
|
[[[[7,0,1,9],[8,5,0,4]],[[5,10]],6,[[7],[7,6],[5,9,1,0]],8],[[[7,5,0,6],[2,2,1,0,3]],[5,[4,7,9],[8],3,9],6,3],[[],[[],[],2,[5,0,0]]],[[[1,2,4]],[0,3],7],[]]
|
||||||
|
|
||||||
[[9,[[],1,1,4],[10,4,[5,3,1,6],10,[]],0,0],[8,7,4],[6,[3,[9,9,6,3,3],[10,0]],[[],4,[10,0,9],1]],[[4,[6,3],[0,10,8,5,5],1,7],[[]],2,3,1]]
|
[[],[2],[]]
|
||||||
[[[3,[3,8],[4,9,3,8,1]]],[],[[3,[],[4,3,9],8],4,1,2,2],[],[[[5,3,8,7]]]]
|
[[3,4,[4,[2,6,5,1,6],[],2]],[7,1,[10,[0,4],4,10,8]]]
|
||||||
|
|
||||||
[[[[8,9,3,6,4],[9,10,3],[],6],[4,1,[0,2,3]],4,[[9,6],10,9,0]],[[[9,8,1,0],[8,9,5,4,6]]],[[]],[[3],6,[2,6,8,[2,1,3,3,6],[4,7,5,1]]],[2]]
|
[[[6,7],6,4],[[2,7,[9,8,10]],1,1,6,[[3,2,8,0,8],3,1,1]],[[[],3,10,2],[5,9],7,7,[8,[8,0,9,5],4]],[],[7,2,5,10,[10,4,[]]]]
|
||||||
[[],[10],[[4],10,[8]]]
|
[[5,[],[1,[8,5,8]],8,6],[4,[[10,3,2,4,0]]]]
|
||||||
|
|
||||||
[[3,[[9,9],[4,4,5,8,3],0,4],9,[[1,9,0],4,1,0,8]]]
|
[[9]]
|
||||||
[[2,2,[6,4],[],7],[0],[10,8]]
|
[[],[9],[[10,[6,7,8,7,9]],[0,0,[9,10,0]]]]
|
||||||
|
|
||||||
[[[[]],6,[[3,8,6,3,9]],9,6],[5,[[0,9,8,7],1,8],9,7],[4,[2,[4,8,3,6]],5,[0,8,[3,9,6,3,10]],7]]
|
[[[],1],[[[6,8,8,5],3,1,[],[6,2,9,2,8]],[[0,0,7,8]],[[]],[[0,7,6,0],2,[2],[]],9]]
|
||||||
[[0,[],8]]
|
[[[],5,7,[[5,2,8],6,[7,10,5,7]]],[[4,7,[6,2,0,10,2],6,2],[[5],1,0]],[],[7,3,[[4,8,7],4,0,[0,0]],[[3]]],[5]]
|
||||||
|
|
||||||
[[[[6,8],[10,1,5,1,5]],[[]],[[4,0,10,6],4,[10,5,1],9],[10],[10,[],[10,2],[10,4,3,7],[3]]],[10,2,[10,[],8],[8,[1,5,0,7,5],[],[4,9,10]],9]]
|
[[[[9,1,4,1,6],[4,5],[],[2,5],8],6,4,[[3,1,1,0],2,10],[6,[4,9,6],[0]]],[8,2,[]],[4,[0,[3,4]],4,8,2]]
|
||||||
[[[],10,[],8,10],[[[],7,0,[10,0,1,10,4]],5],[8,[4,3],[[10,10,9,1],[3,0,6]],4],[[]],[]]
|
[[0,3,[2,10,7,[8,0,7,3],[0,0]],3,[10,6,10,[],[0,0,2,9,2]]],[[],9],[[6,[5,7,5,2],[5],6,2],[7,1,[1,9,5],0,[]],[[5,1],[0,10,7],4,[6,8],[4,1,10,6,2]],7]]
|
||||||
|
|
||||||
|
[[[2,8,3],[[3,7,7],0,8,[2,0]],5,[[6,0,6,9],[10,3]]],[0,7,[[5,8,5,6],5,7,[],[]],[[3],[],4,[6,7,9,0,4],5],[[1,7,8],2,10]],[4,[9,1],8,7],[[9,2,4]]]
|
||||||
|
[[[7,3,[],[9,7,9,9],[7,3]]],[0,1,0],[5,0,[0,7,[1,7,3,10]]],[4,[3,[5],[3]]]]
|
||||||
|
|
||||||
|
[[9],[],[[1,[],8,[1,4,1]],9,[[5,8]]]]
|
||||||
|
[[9,10,[5,[3,4],8,8],[4],[]]]
|
||||||
|
|
||||||
|
[[[[],7],4,[2,[0,5,6]],[9,7,[],[],1],[]],[[]],[7],[4,[],[[0,8,3],[10,0,7]],[[3,10,2],[8,10,1,3]],[]]]
|
||||||
|
[[[[0,5,3,2,5],7],2,10],[]]
|
||||||
|
|
||||||
|
[[5,6,[4,[3,4,2,1],2],7,8]]
|
||||||
|
[[],[1,[5],[[],[10,1,7,10]],[10,[2,9,6,8],3,10]],[[[8,9,5,0,8],[10,5,7,3],[7],2,1],0,[5,5,[9,2,4,9],[1,5,2]]],[6]]
|
||||||
|
|
||||||
|
[[0,3,5],[[]],[[5,[2,6,7,7]],[3],1,[[8],1],[0,[2],[5,6,6]]]]
|
||||||
|
[[[4],4],[10,[5],5,4,0],[5,1,0,7]]
|
||||||
|
|
||||||
|
[[[[5,9,3,4],2,2,[8,1,2]],[0],4,4],[5],[[10,3,[],5],6,[1,[7,9,4,6,8]],[0,4]]]
|
||||||
|
[[4,[5,[9,4,1]]],[10,[5,[6,4,9,5,2],[3,0,3]],[],8,[3,[2,7,9,9,4],8,2,[3]]],[0,[[5,5,2,10,4],[0],0,[3]]],[[],0,9,1],[0,7,[],[8,2,[6,9,6,2,6]]]]
|
||||||
|
|
||||||
|
[[9,[8,10,[4,10],3],[2,4,0]],[7,[6,[5,3,3,6],5,6,[3,4,0,5,5]]],[[[10,8,3],[],[4],6,[1]],6,1,10,0],[[2],[],8]]
|
||||||
|
[[[[7,2]],[6,1,[2],[10],2],6],[[4,10],[[],1]]]
|
||||||
|
|
||||||
|
[[[],[0,9,1,[4,1,10]],[7,3,[1,1],8,9]],[0],[0,[[8,10,1,8,9],5,[]],[10],[3]],[[[5,8],10,[0,7]]],[8,[],[[6,8]]]]
|
||||||
|
[[[[6],[4],[8,0],[3]],10],[[1],[3,0,[8,4,1,7,10],[3,10],7],2,7,6]]
|
||||||
|
|
||||||
|
[[[1,9],[[1,3],0,5,8]]]
|
||||||
|
[[2,[9,[0,8,4,6,0],[6,7,5,4],10]],[[2,[4,3,5,1],[7,6,8],8,[9,3,2]]],[[[7],[7,1,3],10],[],[5,[10,5],5,0,[]],[],[8,5]],[[7,[8,5,6,9,1],1],[[],[8,1],10],[[1]],2,3]]
|
||||||
|
|
||||||
|
[[[10,[4,8]],[[]],7,3,6],[9,[1,5],[0,[10],[6,0,9]]]]
|
||||||
|
[[10,3,7],[4,5,[[8,10,2,10,9],10,[0],7],3],[[],0]]
|
||||||
|
|
@ -1,179 +1,163 @@
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
482,143 -> 487,143
|
||||||
568,139 -> 573,139
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
517,81 -> 517,84 -> 509,84 -> 509,92 -> 524,92 -> 524,84 -> 522,84 -> 522,81
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
495,81 -> 495,83 -> 494,83 -> 494,91 -> 505,91 -> 505,83 -> 501,83 -> 501,81
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
487,32 -> 491,32
|
||||||
531,98 -> 531,102 -> 526,102 -> 526,109 -> 540,109 -> 540,102 -> 535,102 -> 535,98
|
472,137 -> 472,136 -> 472,137 -> 474,137 -> 474,134 -> 474,137 -> 476,137 -> 476,127 -> 476,137 -> 478,137 -> 478,129 -> 478,137 -> 480,137 -> 480,132 -> 480,137
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
534,78 -> 539,78
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
513,78 -> 518,78
|
478,106 -> 478,108 -> 472,108 -> 472,112 -> 489,112 -> 489,108 -> 483,108 -> 483,106
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
531,98 -> 531,102 -> 526,102 -> 526,109 -> 540,109 -> 540,102 -> 535,102 -> 535,98
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
553,133 -> 558,133
|
484,35 -> 488,35
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
511,53 -> 515,53
|
478,106 -> 478,108 -> 472,108 -> 472,112 -> 489,112 -> 489,108 -> 483,108 -> 483,106
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
498,13 -> 498,16 -> 490,16 -> 490,23 -> 511,23 -> 511,16 -> 503,16 -> 503,13
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
482,103 -> 486,103
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
543,144 -> 543,145 -> 560,145 -> 560,144
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
522,69 -> 527,69
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
478,106 -> 478,108 -> 472,108 -> 472,112 -> 489,112 -> 489,108 -> 483,108 -> 483,106
|
||||||
560,133 -> 565,133
|
478,106 -> 478,108 -> 472,108 -> 472,112 -> 489,112 -> 489,108 -> 483,108 -> 483,106
|
||||||
561,139 -> 566,139
|
494,103 -> 498,103
|
||||||
518,94 -> 518,95 -> 532,95 -> 532,94
|
476,38 -> 476,39 -> 484,39 -> 484,38
|
||||||
497,13 -> 497,17 -> 489,17 -> 489,22 -> 502,22 -> 502,17 -> 501,17 -> 501,13
|
489,70 -> 493,70
|
||||||
531,98 -> 531,102 -> 526,102 -> 526,109 -> 540,109 -> 540,102 -> 535,102 -> 535,98
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
553,118 -> 553,120 -> 549,120 -> 549,124 -> 561,124 -> 561,120 -> 557,120 -> 557,118
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
498,13 -> 498,16 -> 490,16 -> 490,23 -> 511,23 -> 511,16 -> 503,16 -> 503,13
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
472,137 -> 472,136 -> 472,137 -> 474,137 -> 474,134 -> 474,137 -> 476,137 -> 476,127 -> 476,137 -> 478,137 -> 478,129 -> 478,137 -> 480,137 -> 480,132 -> 480,137
|
||||||
517,53 -> 521,53
|
469,115 -> 469,119 -> 466,119 -> 466,124 -> 476,124 -> 476,119 -> 472,119 -> 472,115
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
518,94 -> 518,95 -> 532,95 -> 532,94
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
520,78 -> 525,78
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
495,81 -> 495,83 -> 494,83 -> 494,91 -> 505,91 -> 505,83 -> 501,83 -> 501,81
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
498,13 -> 498,16 -> 490,16 -> 490,23 -> 511,23 -> 511,16 -> 503,16 -> 503,13
|
||||||
546,114 -> 546,115 -> 554,115 -> 554,114
|
498,13 -> 498,16 -> 490,16 -> 490,23 -> 511,23 -> 511,16 -> 503,16 -> 503,13
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
478,106 -> 478,108 -> 472,108 -> 472,112 -> 489,112 -> 489,108 -> 483,108 -> 483,106
|
||||||
522,63 -> 527,63
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
469,115 -> 469,119 -> 466,119 -> 466,124 -> 476,124 -> 476,119 -> 472,119 -> 472,115
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
564,136 -> 569,136
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
534,111 -> 534,112 -> 549,112 -> 549,111
|
469,115 -> 469,119 -> 466,119 -> 466,124 -> 476,124 -> 476,119 -> 472,119 -> 472,115
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
472,137 -> 472,136 -> 472,137 -> 474,137 -> 474,134 -> 474,137 -> 476,137 -> 476,127 -> 476,137 -> 478,137 -> 478,129 -> 478,137 -> 480,137 -> 480,132 -> 480,137
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
497,13 -> 497,17 -> 489,17 -> 489,22 -> 502,22 -> 502,17 -> 501,17 -> 501,13
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
553,118 -> 553,120 -> 549,120 -> 549,124 -> 561,124 -> 561,120 -> 557,120 -> 557,118
|
495,70 -> 499,70
|
||||||
526,72 -> 531,72
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
472,146 -> 477,146
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
533,66 -> 538,66
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
478,140 -> 483,140
|
||||||
527,78 -> 532,78
|
481,32 -> 485,32
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
478,106 -> 478,108 -> 472,108 -> 472,112 -> 489,112 -> 489,108 -> 483,108 -> 483,106
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
469,115 -> 469,119 -> 466,119 -> 466,124 -> 476,124 -> 476,119 -> 472,119 -> 472,115
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
483,149 -> 488,149
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
496,35 -> 500,35
|
||||||
517,81 -> 517,84 -> 509,84 -> 509,92 -> 524,92 -> 524,84 -> 522,84 -> 522,81
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
517,81 -> 517,84 -> 509,84 -> 509,92 -> 524,92 -> 524,84 -> 522,84 -> 522,81
|
469,115 -> 469,119 -> 466,119 -> 466,124 -> 476,124 -> 476,119 -> 472,119 -> 472,115
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
499,77 -> 499,78 -> 509,78 -> 509,77
|
||||||
553,118 -> 553,120 -> 549,120 -> 549,124 -> 561,124 -> 561,120 -> 557,120 -> 557,118
|
478,106 -> 478,108 -> 472,108 -> 472,112 -> 489,112 -> 489,108 -> 483,108 -> 483,106
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
497,13 -> 497,17 -> 489,17 -> 489,22 -> 502,22 -> 502,17 -> 501,17 -> 501,13
|
492,68 -> 496,68
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
486,146 -> 491,146
|
||||||
550,136 -> 555,136
|
476,38 -> 476,39 -> 484,39 -> 484,38
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
469,149 -> 474,149
|
||||||
556,130 -> 561,130
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
517,81 -> 517,84 -> 509,84 -> 509,92 -> 524,92 -> 524,84 -> 522,84 -> 522,81
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
547,139 -> 552,139
|
479,146 -> 484,146
|
||||||
505,57 -> 509,57
|
472,137 -> 472,136 -> 472,137 -> 474,137 -> 474,134 -> 474,137 -> 476,137 -> 476,127 -> 476,137 -> 478,137 -> 478,129 -> 478,137 -> 480,137 -> 480,132 -> 480,137
|
||||||
497,13 -> 497,17 -> 489,17 -> 489,22 -> 502,22 -> 502,17 -> 501,17 -> 501,13
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
495,81 -> 495,83 -> 494,83 -> 494,91 -> 505,91 -> 505,83 -> 501,83 -> 501,81
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
472,137 -> 472,136 -> 472,137 -> 474,137 -> 474,134 -> 474,137 -> 476,137 -> 476,127 -> 476,137 -> 478,137 -> 478,129 -> 478,137 -> 480,137 -> 480,132 -> 480,137
|
||||||
567,133 -> 572,133
|
472,137 -> 472,136 -> 472,137 -> 474,137 -> 474,134 -> 474,137 -> 476,137 -> 476,127 -> 476,137 -> 478,137 -> 478,129 -> 478,137 -> 480,137 -> 480,132 -> 480,137
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
520,55 -> 524,55
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
517,81 -> 517,84 -> 509,84 -> 509,92 -> 524,92 -> 524,84 -> 522,84 -> 522,81
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
543,144 -> 543,145 -> 560,145 -> 560,144
|
472,137 -> 472,136 -> 472,137 -> 474,137 -> 474,134 -> 474,137 -> 476,137 -> 476,127 -> 476,137 -> 478,137 -> 478,129 -> 478,137 -> 480,137 -> 480,132 -> 480,137
|
||||||
553,118 -> 553,120 -> 549,120 -> 549,124 -> 561,124 -> 561,120 -> 557,120 -> 557,118
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
497,13 -> 497,17 -> 489,17 -> 489,22 -> 502,22 -> 502,17 -> 501,17 -> 501,13
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
575,139 -> 580,139
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
511,57 -> 515,57
|
495,81 -> 495,83 -> 494,83 -> 494,91 -> 505,91 -> 505,83 -> 501,83 -> 501,81
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
472,137 -> 472,136 -> 472,137 -> 474,137 -> 474,134 -> 474,137 -> 476,137 -> 476,127 -> 476,137 -> 478,137 -> 478,129 -> 478,137 -> 480,137 -> 480,132 -> 480,137
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
498,13 -> 498,16 -> 490,16 -> 490,23 -> 511,23 -> 511,16 -> 503,16 -> 503,13
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
472,137 -> 472,136 -> 472,137 -> 474,137 -> 474,134 -> 474,137 -> 476,137 -> 476,127 -> 476,137 -> 478,137 -> 478,129 -> 478,137 -> 480,137 -> 480,132 -> 480,137
|
||||||
497,13 -> 497,17 -> 489,17 -> 489,22 -> 502,22 -> 502,17 -> 501,17 -> 501,13
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
458,165 -> 458,166 -> 473,166 -> 473,165
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
469,115 -> 469,119 -> 466,119 -> 466,124 -> 476,124 -> 476,119 -> 472,119 -> 472,115
|
||||||
517,81 -> 517,84 -> 509,84 -> 509,92 -> 524,92 -> 524,84 -> 522,84 -> 522,81
|
486,72 -> 490,72
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
553,118 -> 553,120 -> 549,120 -> 549,124 -> 561,124 -> 561,120 -> 557,120 -> 557,118
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
531,98 -> 531,102 -> 526,102 -> 526,109 -> 540,109 -> 540,102 -> 535,102 -> 535,98
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
491,96 -> 501,96 -> 501,95
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
475,143 -> 480,143
|
||||||
514,55 -> 518,55
|
498,72 -> 502,72
|
||||||
546,114 -> 546,115 -> 554,115 -> 554,114
|
472,137 -> 472,136 -> 472,137 -> 474,137 -> 474,134 -> 474,137 -> 476,137 -> 476,127 -> 476,137 -> 478,137 -> 478,129 -> 478,137 -> 480,137 -> 480,132 -> 480,137
|
||||||
557,136 -> 562,136
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
571,136 -> 576,136
|
495,81 -> 495,83 -> 494,83 -> 494,91 -> 505,91 -> 505,83 -> 501,83 -> 501,81
|
||||||
546,114 -> 546,115 -> 554,115 -> 554,114
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
497,13 -> 497,17 -> 489,17 -> 489,22 -> 502,22 -> 502,17 -> 501,17 -> 501,13
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
476,38 -> 476,39 -> 484,39 -> 484,38
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
472,137 -> 472,136 -> 472,137 -> 474,137 -> 474,134 -> 474,137 -> 476,137 -> 476,127 -> 476,137 -> 478,137 -> 478,129 -> 478,137 -> 480,137 -> 480,132 -> 480,137
|
||||||
553,118 -> 553,120 -> 549,120 -> 549,124 -> 561,124 -> 561,120 -> 557,120 -> 557,118
|
478,35 -> 482,35
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
490,29 -> 494,29
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
495,81 -> 495,83 -> 494,83 -> 494,91 -> 505,91 -> 505,83 -> 501,83 -> 501,81
|
||||||
525,60 -> 530,60
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
559,127 -> 564,127
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
458,165 -> 458,166 -> 473,166 -> 473,165
|
||||||
517,81 -> 517,84 -> 509,84 -> 509,92 -> 524,92 -> 524,84 -> 522,84 -> 522,81
|
472,137 -> 472,136 -> 472,137 -> 474,137 -> 474,134 -> 474,137 -> 476,137 -> 476,127 -> 476,137 -> 478,137 -> 478,129 -> 478,137 -> 480,137 -> 480,132 -> 480,137
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
498,13 -> 498,16 -> 490,16 -> 490,23 -> 511,23 -> 511,16 -> 503,16 -> 503,13
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
472,137 -> 472,136 -> 472,137 -> 474,137 -> 474,134 -> 474,137 -> 476,137 -> 476,127 -> 476,137 -> 478,137 -> 478,129 -> 478,137 -> 480,137 -> 480,132 -> 480,137
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
529,63 -> 534,63
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
526,66 -> 531,66
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
491,96 -> 501,96 -> 501,95
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
508,55 -> 512,55
|
487,26 -> 491,26
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
485,101 -> 489,101
|
||||||
534,111 -> 534,112 -> 549,112 -> 549,111
|
491,101 -> 495,101
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
475,65 -> 475,60 -> 475,65 -> 477,65 -> 477,58 -> 477,65 -> 479,65 -> 479,57 -> 479,65 -> 481,65 -> 481,60 -> 481,65 -> 483,65 -> 483,55 -> 483,65 -> 485,65 -> 485,64 -> 485,65 -> 487,65 -> 487,64 -> 487,65 -> 489,65 -> 489,60 -> 489,65 -> 491,65 -> 491,63 -> 491,65 -> 493,65 -> 493,64 -> 493,65
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
492,72 -> 496,72
|
||||||
531,98 -> 531,102 -> 526,102 -> 526,109 -> 540,109 -> 540,102 -> 535,102 -> 535,98
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
516,75 -> 521,75
|
495,81 -> 495,83 -> 494,83 -> 494,91 -> 505,91 -> 505,83 -> 501,83 -> 501,81
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
523,75 -> 528,75
|
490,149 -> 495,149
|
||||||
523,57 -> 527,57
|
488,99 -> 492,99
|
||||||
519,66 -> 524,66
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
493,32 -> 497,32
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
499,77 -> 499,78 -> 509,78 -> 509,77
|
||||||
554,139 -> 559,139
|
458,165 -> 458,166 -> 473,166 -> 473,165
|
||||||
543,144 -> 543,145 -> 560,145 -> 560,144
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
490,35 -> 494,35
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
553,118 -> 553,120 -> 549,120 -> 549,124 -> 561,124 -> 561,120 -> 557,120 -> 557,118
|
499,77 -> 499,78 -> 509,78 -> 509,77
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
514,51 -> 518,51
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
472,137 -> 472,136 -> 472,137 -> 474,137 -> 474,134 -> 474,137 -> 476,137 -> 476,127 -> 476,137 -> 478,137 -> 478,129 -> 478,137 -> 480,137 -> 480,132 -> 480,137
|
||||||
517,57 -> 521,57
|
498,13 -> 498,16 -> 490,16 -> 490,23 -> 511,23 -> 511,16 -> 503,16 -> 503,13
|
||||||
531,98 -> 531,102 -> 526,102 -> 526,109 -> 540,109 -> 540,102 -> 535,102 -> 535,98
|
469,115 -> 469,119 -> 466,119 -> 466,124 -> 476,124 -> 476,119 -> 472,119 -> 472,115
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
476,149 -> 481,149
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
468,162 -> 468,158 -> 468,162 -> 470,162 -> 470,159 -> 470,162 -> 472,162 -> 472,156 -> 472,162 -> 474,162 -> 474,157 -> 474,162 -> 476,162 -> 476,152 -> 476,162 -> 478,162 -> 478,158 -> 478,162 -> 480,162 -> 480,155 -> 480,162
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
465,52 -> 465,44 -> 465,52 -> 467,52 -> 467,51 -> 467,52 -> 469,52 -> 469,44 -> 469,52 -> 471,52 -> 471,51 -> 471,52 -> 473,52 -> 473,50 -> 473,52 -> 475,52 -> 475,44 -> 475,52 -> 477,52 -> 477,44 -> 477,52 -> 479,52 -> 479,43 -> 479,52 -> 481,52 -> 481,48 -> 481,52 -> 483,52 -> 483,46 -> 483,52
|
||||||
518,94 -> 518,95 -> 532,95 -> 532,94
|
484,29 -> 488,29
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
488,103 -> 492,103
|
||||||
496,35 -> 496,29 -> 496,35 -> 498,35 -> 498,26 -> 498,35 -> 500,35 -> 500,25 -> 500,35 -> 502,35 -> 502,34 -> 502,35 -> 504,35 -> 504,31 -> 504,35 -> 506,35 -> 506,33 -> 506,35 -> 508,35 -> 508,25 -> 508,35
|
|
||||||
530,75 -> 535,75
|
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
|
||||||
519,72 -> 524,72
|
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
|
||||||
563,130 -> 568,130
|
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
|
||||||
531,98 -> 531,102 -> 526,102 -> 526,109 -> 540,109 -> 540,102 -> 535,102 -> 535,98
|
|
||||||
534,111 -> 534,112 -> 549,112 -> 549,111
|
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
|
||||||
561,171 -> 561,162 -> 561,171 -> 563,171 -> 563,168 -> 563,171 -> 565,171 -> 565,163 -> 565,171 -> 567,171 -> 567,163 -> 567,171 -> 569,171 -> 569,161 -> 569,171 -> 571,171 -> 571,170 -> 571,171 -> 573,171 -> 573,166 -> 573,171 -> 575,171 -> 575,161 -> 575,171 -> 577,171 -> 577,165 -> 577,171
|
|
||||||
501,48 -> 501,44 -> 501,48 -> 503,48 -> 503,39 -> 503,48 -> 505,48 -> 505,39 -> 505,48 -> 507,48 -> 507,41 -> 507,48 -> 509,48 -> 509,41 -> 509,48 -> 511,48 -> 511,47 -> 511,48 -> 513,48 -> 513,47 -> 513,48 -> 515,48 -> 515,43 -> 515,48
|
|
||||||
551,158 -> 551,154 -> 551,158 -> 553,158 -> 553,156 -> 553,158 -> 555,158 -> 555,152 -> 555,158 -> 557,158 -> 557,149 -> 557,158 -> 559,158 -> 559,156 -> 559,158 -> 561,158 -> 561,152 -> 561,158 -> 563,158 -> 563,155 -> 563,158 -> 565,158 -> 565,153 -> 565,158 -> 567,158 -> 567,155 -> 567,158 -> 569,158 -> 569,149 -> 569,158
|
|
||||||
|
|
@ -1,32 +1,34 @@
|
||||||
2000000
|
2000000
|
||||||
Sensor at x=3859432, y=2304903: closest beacon is at x=3677247, y=3140958
|
Sensor at x=2899860, y=3122031: closest beacon is at x=2701269, y=3542780
|
||||||
Sensor at x=2488890, y=2695345: closest beacon is at x=1934788, y=2667279
|
Sensor at x=1836719, y=1116779: closest beacon is at x=2037055, y=2000000
|
||||||
Sensor at x=3901948, y=701878: closest beacon is at x=4095477, y=368031
|
Sensor at x=3995802, y=2706630: closest beacon is at x=3944538, y=3053285
|
||||||
Sensor at x=2422190, y=1775708: closest beacon is at x=1765036, y=2000000
|
Sensor at x=2591204, y=2008272: closest beacon is at x=2597837, y=2509170
|
||||||
Sensor at x=2703846, y=3282799: closest beacon is at x=2121069, y=3230302
|
Sensor at x=2546593, y=1538222: closest beacon is at x=2037055, y=2000000
|
||||||
Sensor at x=172003, y=2579074: closest beacon is at x=-77667, y=3197309
|
Sensor at x=252214, y=61954: closest beacon is at x=1087565, y=-690123
|
||||||
Sensor at x=1813149, y=1311283: closest beacon is at x=1765036, y=2000000
|
Sensor at x=950, y=1106672: closest beacon is at x=-893678, y=1276864
|
||||||
Sensor at x=1704453, y=2468117: closest beacon is at x=1934788, y=2667279
|
Sensor at x=1349445, y=1752783: closest beacon is at x=2037055, y=2000000
|
||||||
Sensor at x=1927725, y=2976002: closest beacon is at x=1934788, y=2667279
|
Sensor at x=3195828, y=3483667: closest beacon is at x=3334657, y=3531523
|
||||||
Sensor at x=3176646, y=1254463: closest beacon is at x=2946873, y=2167634
|
Sensor at x=2057761, y=2154359: closest beacon is at x=2037055, y=2000000
|
||||||
Sensor at x=2149510, y=3722117: closest beacon is at x=2121069, y=3230302
|
Sensor at x=2315350, y=3364640: closest beacon is at x=2701269, y=3542780
|
||||||
Sensor at x=3804434, y=251015: closest beacon is at x=4095477, y=368031
|
Sensor at x=327139, y=2426600: closest beacon is at x=-88420, y=3646947
|
||||||
Sensor at x=2613561, y=3932220: closest beacon is at x=2121069, y=3230302
|
Sensor at x=3943522, y=2854345: closest beacon is at x=3944538, y=3053285
|
||||||
Sensor at x=3997794, y=3291220: closest beacon is at x=3677247, y=3140958
|
Sensor at x=3358620, y=516881: closest beacon is at x=3260516, y=2246079
|
||||||
Sensor at x=98328, y=3675176: closest beacon is at x=-77667, y=3197309
|
Sensor at x=1788376, y=8679: closest beacon is at x=1087565, y=-690123
|
||||||
Sensor at x=2006541, y=2259601: closest beacon is at x=1934788, y=2667279
|
Sensor at x=3344883, y=3537985: closest beacon is at x=3334657, y=3531523
|
||||||
Sensor at x=663904, y=122919: closest beacon is at x=1618552, y=-433244
|
Sensor at x=2961064, y=2697125: closest beacon is at x=2597837, y=2509170
|
||||||
Sensor at x=1116472, y=3349728: closest beacon is at x=2121069, y=3230302
|
Sensor at x=3780090, y=2093546: closest beacon is at x=3260516, y=2246079
|
||||||
Sensor at x=2810797, y=2300748: closest beacon is at x=2946873, y=2167634
|
Sensor at x=3291917, y=3398703: closest beacon is at x=3334657, y=3531523
|
||||||
Sensor at x=1760767, y=2024355: closest beacon is at x=1765036, y=2000000
|
Sensor at x=3999864, y=2998005: closest beacon is at x=3944538, y=3053285
|
||||||
Sensor at x=3098487, y=2529092: closest beacon is at x=2946873, y=2167634
|
Sensor at x=2919272, y=3732950: closest beacon is at x=2701269, y=3542780
|
||||||
Sensor at x=1716839, y=634872: closest beacon is at x=1618552, y=-433244
|
Sensor at x=2057404, y=2947435: closest beacon is at x=2037055, y=2000000
|
||||||
Sensor at x=9323, y=979154: closest beacon is at x=-245599, y=778791
|
Sensor at x=1072126, y=645784: closest beacon is at x=1087565, y=-690123
|
||||||
Sensor at x=1737623, y=2032367: closest beacon is at x=1765036, y=2000000
|
Sensor at x=3549465, y=2554712: closest beacon is at x=3260516, y=2246079
|
||||||
Sensor at x=26695, y=3049071: closest beacon is at x=-77667, y=3197309
|
Sensor at x=3550313, y=3121694: closest beacon is at x=3944538, y=3053285
|
||||||
Sensor at x=3691492, y=3766350: closest beacon is at x=3677247, y=3140958
|
Sensor at x=3405149, y=3483630: closest beacon is at x=3334657, y=3531523
|
||||||
Sensor at x=730556, y=1657010: closest beacon is at x=1765036, y=2000000
|
Sensor at x=2600212, y=3961193: closest beacon is at x=2701269, y=3542780
|
||||||
Sensor at x=506169, y=3958647: closest beacon is at x=-77667, y=3197309
|
Sensor at x=1102632, y=3932527: closest beacon is at x=-88420, y=3646947
|
||||||
Sensor at x=2728744, y=23398: closest beacon is at x=1618552, y=-433244
|
Sensor at x=67001, y=3506079: closest beacon is at x=-88420, y=3646947
|
||||||
Sensor at x=3215227, y=3077078: closest beacon is at x=3677247, y=3140958
|
Sensor at x=3994250, y=3975025: closest beacon is at x=3944538, y=3053285
|
||||||
Sensor at x=2209379, y=3030851: closest beacon is at x=2121069, y=3230302
|
Sensor at x=3019750, y=2125144: closest beacon is at x=3260516, y=2246079
|
||||||
|
Sensor at x=3282319, y=3656404: closest beacon is at x=3334657, y=3531523
|
||||||
|
Sensor at x=2797371, y=3645126: closest beacon is at x=2701269, y=3542780
|
||||||
10
data/day16/example01.txt
Normal file
10
data/day16/example01.txt
Normal file
|
|
@ -0,0 +1,10 @@
|
||||||
|
Valve AA has flow rate=0; tunnels lead to valves DD, II, BB
|
||||||
|
Valve BB has flow rate=13; tunnels lead to valves CC, AA
|
||||||
|
Valve CC has flow rate=2; tunnels lead to valves DD, BB
|
||||||
|
Valve DD has flow rate=20; tunnels lead to valves CC, AA, EE
|
||||||
|
Valve EE has flow rate=3; tunnels lead to valves FF, DD
|
||||||
|
Valve FF has flow rate=0; tunnels lead to valves EE, GG
|
||||||
|
Valve GG has flow rate=0; tunnels lead to valves FF, HH
|
||||||
|
Valve HH has flow rate=22; tunnel leads to valve GG
|
||||||
|
Valve II has flow rate=0; tunnels lead to valves AA, JJ
|
||||||
|
Valve JJ has flow rate=21; tunnel leads to valve II
|
||||||
51
data/day16/input.txt
Normal file
51
data/day16/input.txt
Normal file
|
|
@ -0,0 +1,51 @@
|
||||||
|
Valve PL has flow rate=4; tunnels lead to valves LI, GD, LB, IA, LZ
|
||||||
|
Valve LB has flow rate=0; tunnels lead to valves PL, VR
|
||||||
|
Valve QS has flow rate=0; tunnels lead to valves MG, YL
|
||||||
|
Valve RM has flow rate=17; tunnels lead to valves OQ, UN
|
||||||
|
Valve QM has flow rate=0; tunnels lead to valves RD, RO
|
||||||
|
Valve LI has flow rate=0; tunnels lead to valves AF, PL
|
||||||
|
Valve VR has flow rate=0; tunnels lead to valves YL, LB
|
||||||
|
Valve SJ has flow rate=0; tunnels lead to valves RO, TU
|
||||||
|
Valve PZ has flow rate=14; tunnels lead to valves KU, HE
|
||||||
|
Valve OQ has flow rate=0; tunnels lead to valves RM, OC
|
||||||
|
Valve YT has flow rate=0; tunnels lead to valves PX, IO
|
||||||
|
Valve TU has flow rate=5; tunnels lead to valves WS, GZ, MG, SJ, GD
|
||||||
|
Valve PC has flow rate=7; tunnels lead to valves RY, WK, OG, PD
|
||||||
|
Valve HE has flow rate=0; tunnels lead to valves PZ, OG
|
||||||
|
Valve IO has flow rate=20; tunnels lead to valves YT, TX
|
||||||
|
Valve OC has flow rate=19; tunnels lead to valves OQ, PD
|
||||||
|
Valve AA has flow rate=0; tunnels lead to valves NY, IA, WK, FU, NU
|
||||||
|
Valve UN has flow rate=0; tunnels lead to valves JY, RM
|
||||||
|
Valve NY has flow rate=0; tunnels lead to valves AA, WA
|
||||||
|
Valve HU has flow rate=0; tunnels lead to valves WA, RC
|
||||||
|
Valve GD has flow rate=0; tunnels lead to valves PL, TU
|
||||||
|
Valve WK has flow rate=0; tunnels lead to valves PC, AA
|
||||||
|
Valve RY has flow rate=0; tunnels lead to valves PV, PC
|
||||||
|
Valve GX has flow rate=0; tunnels lead to valves QX, YL
|
||||||
|
Valve RC has flow rate=0; tunnels lead to valves HU, RL
|
||||||
|
Valve TX has flow rate=0; tunnels lead to valves IO, WA
|
||||||
|
Valve PV has flow rate=12; tunnel leads to valve RY
|
||||||
|
Valve PP has flow rate=25; tunnel leads to valve KU
|
||||||
|
Valve RL has flow rate=9; tunnel leads to valve RC
|
||||||
|
Valve OG has flow rate=0; tunnels lead to valves PC, HE
|
||||||
|
Valve PD has flow rate=0; tunnels lead to valves OC, PC
|
||||||
|
Valve RO has flow rate=8; tunnels lead to valves SJ, QX, MO, QM
|
||||||
|
Valve QX has flow rate=0; tunnels lead to valves GX, RO
|
||||||
|
Valve WA has flow rate=6; tunnels lead to valves TX, AF, RG, HU, NY
|
||||||
|
Valve PX has flow rate=0; tunnels lead to valves YT, OE
|
||||||
|
Valve GZ has flow rate=0; tunnels lead to valves TU, FU
|
||||||
|
Valve RG has flow rate=0; tunnels lead to valves OE, WA
|
||||||
|
Valve MG has flow rate=0; tunnels lead to valves QS, TU
|
||||||
|
Valve AF has flow rate=0; tunnels lead to valves WA, LI
|
||||||
|
Valve WS has flow rate=0; tunnels lead to valves ND, TU
|
||||||
|
Valve OE has flow rate=18; tunnels lead to valves RG, PX
|
||||||
|
Valve YL has flow rate=3; tunnels lead to valves VR, GX, QS, NU
|
||||||
|
Valve ND has flow rate=0; tunnels lead to valves JY, WS
|
||||||
|
Valve FU has flow rate=0; tunnels lead to valves GZ, AA
|
||||||
|
Valve NU has flow rate=0; tunnels lead to valves YL, AA
|
||||||
|
Valve JY has flow rate=11; tunnels lead to valves UN, RD, ND
|
||||||
|
Valve IA has flow rate=0; tunnels lead to valves AA, PL
|
||||||
|
Valve KU has flow rate=0; tunnels lead to valves PZ, PP
|
||||||
|
Valve RD has flow rate=0; tunnels lead to valves JY, QM
|
||||||
|
Valve MO has flow rate=0; tunnels lead to valves RO, LZ
|
||||||
|
Valve LZ has flow rate=0; tunnels lead to valves PL, MO
|
||||||
|
|
@ -1,27 +1,17 @@
|
||||||
use itertools::Itertools;
|
use itertools::Itertools;
|
||||||
use std::{fs, io};
|
use std::{fs, io};
|
||||||
|
|
||||||
fn read_data(day_num: usize, file: &str) -> io::Result<String> {
|
fn format_path(day_num: usize, file: &str) -> String {
|
||||||
fs::read_to_string(format!("data/day{day_num:02}/{file}"))
|
format!("data/day{day_num:02}/{file}")
|
||||||
}
|
}
|
||||||
|
|
||||||
pub fn read_lines(day_num: usize, file: &str) -> io::Result<Vec<String>> {
|
pub fn read_lines(day_num: usize, file: &str) -> io::Result<Vec<String>> {
|
||||||
let lines = read_data(day_num, file)?;
|
Ok(fs::read_to_string(format_path(day_num, file))?
|
||||||
let x = lines
|
|
||||||
.split('\n')
|
.split('\n')
|
||||||
.with_position()
|
.with_position()
|
||||||
.filter_map(|line| match line {
|
.filter_map(|(pos, line)| match pos {
|
||||||
itertools::Position::First(line)
|
itertools::Position::Last if line.is_empty() => None,
|
||||||
| itertools::Position::Middle(line)
|
_ => Some(line.to_owned()),
|
||||||
| itertools::Position::Only(line) => Some(line.to_owned()),
|
|
||||||
itertools::Position::Last(line) => {
|
|
||||||
if line.is_empty() {
|
|
||||||
None
|
|
||||||
} else {
|
|
||||||
Some(line.to_owned())
|
|
||||||
}
|
|
||||||
}
|
|
||||||
})
|
})
|
||||||
.collect();
|
.collect())
|
||||||
Ok(x)
|
|
||||||
}
|
}
|
||||||
|
|
|
||||||
181
src/days/day16/mod.rs
Normal file
181
src/days/day16/mod.rs
Normal file
|
|
@ -0,0 +1,181 @@
|
||||||
|
use std::num::ParseIntError;
|
||||||
|
|
||||||
|
use super::template::{DayTrait, ResultType};
|
||||||
|
use const_format::concatcp;
|
||||||
|
use once_cell::sync::Lazy;
|
||||||
|
use regex::Regex;
|
||||||
|
use thiserror::Error;
|
||||||
|
|
||||||
|
const DAY_NUMBER: usize = 16;
|
||||||
|
|
||||||
|
pub struct Day;
|
||||||
|
|
||||||
|
impl DayTrait for Day {
|
||||||
|
fn get_day_number(&self) -> usize {
|
||||||
|
DAY_NUMBER
|
||||||
|
}
|
||||||
|
|
||||||
|
fn part1(&self, lines: &[String]) -> anyhow::Result<ResultType> {
|
||||||
|
Ok(ResultType::Nothing)
|
||||||
|
}
|
||||||
|
|
||||||
|
fn part2(&self, lines: &[String]) -> anyhow::Result<ResultType> {
|
||||||
|
Ok(ResultType::Nothing)
|
||||||
|
}
|
||||||
|
}
|
||||||
|
|
||||||
|
#[derive(Debug, Error)]
|
||||||
|
enum ValveError {
|
||||||
|
#[error("Not an Integer")]
|
||||||
|
NotAnInt(#[from] ParseIntError),
|
||||||
|
|
||||||
|
#[error("Not a valid valve: {0}")]
|
||||||
|
NotAValidValve(String),
|
||||||
|
}
|
||||||
|
|
||||||
|
const ID: &str = "[[:alpha:]]+";
|
||||||
|
const COMMON: &str = concatcp!("^Valve (?<id>", ID, r") has flow rate=(?<rate>\d+); ");
|
||||||
|
const PLURAL_STR: &str = concatcp!(
|
||||||
|
COMMON,
|
||||||
|
"tunnels lead to valves (?<exits>",
|
||||||
|
ID,
|
||||||
|
"(?:, ",
|
||||||
|
ID,
|
||||||
|
")+)$"
|
||||||
|
);
|
||||||
|
const SINGULAR_STR: &str = concatcp!(COMMON, "tunnel leads to valve (?<exits>", ID, ")$");
|
||||||
|
|
||||||
|
#[derive(Debug, PartialEq, Eq, PartialOrd, Ord)]
|
||||||
|
struct Valve {
|
||||||
|
id: String,
|
||||||
|
rate: i64,
|
||||||
|
distances: Vec<(String, i64)>,
|
||||||
|
}
|
||||||
|
|
||||||
|
impl Valve {
|
||||||
|
fn from_regex(regex: &Regex, line: &str) -> Option<Result<Valve, ValveError>> {
|
||||||
|
regex.captures(line).map(|caps| {
|
||||||
|
match (caps.name("id"), caps.name("rate"), caps.name("exits")) {
|
||||||
|
(Some(id), Some(rate), Some(exits)) => {
|
||||||
|
let rate = rate.as_str().parse()?;
|
||||||
|
let distances = exits
|
||||||
|
.as_str()
|
||||||
|
.split(",")
|
||||||
|
.map(|s| (s.trim_start().to_string(), 1))
|
||||||
|
.collect();
|
||||||
|
Ok(Valve {
|
||||||
|
id: id.as_str().to_string(),
|
||||||
|
rate,
|
||||||
|
distances,
|
||||||
|
})
|
||||||
|
}
|
||||||
|
_ => Err(ValveError::NotAValidValve(line.to_string())),
|
||||||
|
}
|
||||||
|
})
|
||||||
|
}
|
||||||
|
|
||||||
|
pub fn known_distances(&self) -> usize {
|
||||||
|
self.distances.len() + 1
|
||||||
|
}
|
||||||
|
|
||||||
|
pub fn steps_to(&self, to: &str) -> Option<i64> {
|
||||||
|
self.distances
|
||||||
|
.iter()
|
||||||
|
.find_map(|(other, distance)| if other == to { Some(*distance) } else { None })
|
||||||
|
.or_else(|| (to == self.id).then_some(0))
|
||||||
|
}
|
||||||
|
}
|
||||||
|
|
||||||
|
impl TryFrom<&str> for Valve {
|
||||||
|
type Error = ValveError;
|
||||||
|
|
||||||
|
fn try_from(value: &str) -> Result<Valve, Self::Error> {
|
||||||
|
static PLURAL: Lazy<Regex> = Lazy::new(|| Regex::new(PLURAL_STR).unwrap());
|
||||||
|
static SINGULAR: Lazy<Regex> = Lazy::new(|| Regex::new(SINGULAR_STR).unwrap());
|
||||||
|
Valve::from_regex(&PLURAL, value)
|
||||||
|
.or_else(|| Valve::from_regex(&SINGULAR, value))
|
||||||
|
.unwrap_or_else(|| Err(ValveError::NotAValidValve(value.to_string())))
|
||||||
|
}
|
||||||
|
}
|
||||||
|
|
||||||
|
struct System {
|
||||||
|
valves: Vec<Valve>,
|
||||||
|
}
|
||||||
|
|
||||||
|
impl System {
|
||||||
|
pub fn get_valve(&self, id: &str) -> Option<&Valve> {
|
||||||
|
self.valves.iter().find(|valve| valve.id == id)
|
||||||
|
}
|
||||||
|
|
||||||
|
pub fn len(&self) -> usize {
|
||||||
|
self.valves.len()
|
||||||
|
}
|
||||||
|
}
|
||||||
|
|
||||||
|
impl System {
|
||||||
|
fn build(lines: &[String]) -> Result<System, ValveError> {
|
||||||
|
Ok(System {
|
||||||
|
valves: lines
|
||||||
|
.iter()
|
||||||
|
.map(|line| Valve::try_from(line.as_str()))
|
||||||
|
.collect::<Result<Vec<_>, _>>()?,
|
||||||
|
})
|
||||||
|
}
|
||||||
|
}
|
||||||
|
|
||||||
|
#[cfg(test)]
|
||||||
|
mod test {
|
||||||
|
use super::*;
|
||||||
|
use crate::common::file::read_lines;
|
||||||
|
use anyhow::Result;
|
||||||
|
|
||||||
|
#[test]
|
||||||
|
fn test_part1() -> Result<()> {
|
||||||
|
let day = Day {};
|
||||||
|
let lines = read_lines(day.get_day_number(), "example01.txt")?;
|
||||||
|
let expected = ResultType::Nothing;
|
||||||
|
let result = day.part1(&lines)?;
|
||||||
|
assert_eq!(result, expected);
|
||||||
|
|
||||||
|
Ok(())
|
||||||
|
}
|
||||||
|
|
||||||
|
#[test]
|
||||||
|
fn test_part2() -> Result<()> {
|
||||||
|
let day = Day {};
|
||||||
|
let lines = read_lines(day.get_day_number(), "example01.txt")?;
|
||||||
|
let expected = ResultType::Nothing;
|
||||||
|
let result = day.part2(&lines)?;
|
||||||
|
assert_eq!(result, expected);
|
||||||
|
|
||||||
|
Ok(())
|
||||||
|
}
|
||||||
|
|
||||||
|
#[test]
|
||||||
|
fn parse_plural() -> Result<()> {
|
||||||
|
let line = "Valve BB has flow rate=13; tunnels lead to valves CC, AA";
|
||||||
|
let expected = Valve {
|
||||||
|
id: "BB".to_string(),
|
||||||
|
rate: 13,
|
||||||
|
distances: vec![("CC".to_string(), 1), ("AA".to_string(), 1)],
|
||||||
|
};
|
||||||
|
let result = Valve::try_from(line)?;
|
||||||
|
assert_eq!(expected, result);
|
||||||
|
|
||||||
|
Ok(())
|
||||||
|
}
|
||||||
|
|
||||||
|
#[test]
|
||||||
|
fn parse_singular() -> Result<()> {
|
||||||
|
let line = "Valve HH has flow rate=22; tunnel leads to valve GG";
|
||||||
|
let expected = Valve {
|
||||||
|
id: "HH".to_string(),
|
||||||
|
rate: 22,
|
||||||
|
distances: vec![("GG".to_string(), 1)],
|
||||||
|
};
|
||||||
|
let result = Valve::try_from(line)?;
|
||||||
|
assert_eq!(expected, result);
|
||||||
|
|
||||||
|
Ok(())
|
||||||
|
}
|
||||||
|
}
|
||||||
|
|
@ -13,6 +13,7 @@ mod day12;
|
||||||
mod day13;
|
mod day13;
|
||||||
mod day14;
|
mod day14;
|
||||||
mod day15;
|
mod day15;
|
||||||
|
mod day16;
|
||||||
mod template;
|
mod template;
|
||||||
|
|
||||||
pub use template::DayTrait;
|
pub use template::DayTrait;
|
||||||
|
|
@ -22,7 +23,7 @@ pub mod day_provider {
|
||||||
use super::*;
|
use super::*;
|
||||||
use thiserror::Error;
|
use thiserror::Error;
|
||||||
|
|
||||||
const MAX_DAY: usize = 15;
|
const MAX_DAY: usize = 16;
|
||||||
|
|
||||||
pub fn get_day(day_num: usize) -> Result<Box<dyn DayTrait>, ProviderError> {
|
pub fn get_day(day_num: usize) -> Result<Box<dyn DayTrait>, ProviderError> {
|
||||||
match day_num {
|
match day_num {
|
||||||
|
|
@ -41,6 +42,7 @@ pub mod day_provider {
|
||||||
13 => Ok(Box::new(day13::Day)),
|
13 => Ok(Box::new(day13::Day)),
|
||||||
14 => Ok(Box::new(day14::Day)),
|
14 => Ok(Box::new(day14::Day)),
|
||||||
15 => Ok(Box::new(day15::Day)),
|
15 => Ok(Box::new(day15::Day)),
|
||||||
|
16 => Ok(Box::new(day16::Day)),
|
||||||
_ => Err(ProviderError::InvalidNumber(day_num)),
|
_ => Err(ProviderError::InvalidNumber(day_num)),
|
||||||
}
|
}
|
||||||
}
|
}
|
||||||
|
|
|
||||||
Loading…
Add table
Add a link
Reference in a new issue