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Cybenko's Theorem

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ÅIXVŽÒ [portion] (2020-04-15 15:51:02)  XV—š—ð
BPM175 - 175 ƒŒƒxƒ‹™50Œ®”Õ”9KEYS”»’胉ƒ“ƒNEASY
ƒ^ƒOSPRING 9KEYS BLOSSOM 2020
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2mysumluvš05/š02HARDAAA3128/3462(90.35%)544/17311214192901639“ï³BMLR2
3portionš05/™10HARDAA3073/3462(88.76%)412/173119138430527712“ï³BMLR2
4ƒC‚Ò‚Ü-/-FAILEDAA3061/3462(88.41%)472/173128137830527919³BMLR2
5DA-SU-/-HARDAA3008/3462(86.88%)1699/1731813083923017“ï³BMLR2
6ARsenic-/-HARDAA2969/3462(85.75%)519/1731321288393301220“ï³BMLR2
7”üŒ‹-/-EASYAA2887/3462(83.39%)456/1731441222443391628ˆÕ³BMLR2
8zyxwešš/™03EASYAA2844/3462(82.14%)240/1731871217410652463ˆÕ³KBLR2
9sirokuma398-/-HARDAA2838/3462(81.97%)390/1731331187464471732“ï³BMLR2
90310š08/™09HARDAA2838/3462(81.97%)473/1731421183472531329“ï³KBLR2
11ssdh233-/-HARDAA2828/3462(81.68%)523/1731211167494421431ˆÕ³BMLR2
12mirošš/š04CLEARAA2822/3462(81.51%)296/1731711193436673041³KBLR2
13Khibinešš/™03CLEARAA2802/3462(80.93%)352/1731631160482552143³KBLR2
14PSYKš06/ššHARDAA2800/3462(80.87%)402/1731471167466731730“ï³BMLR2
15Lollipopš05/™05EASYAA2715/3462(78.42%)228/1731961108499561581ˆÕ³BMLR2
16CYLTIE.š08/™10FAILEDA2666/3462(77%)201/17311131079508741895³BMLR2
17GINSEš08/-FAILEDA2498/3462(72.15%)153/1731110928642913278ˆÕ³BMLR2
18‚µ‚æš09/-FAILEDB2279/3462(65.82%)369/1731857537731572758³BMLR2
19ctcšš/-FAILEDB2245/3462(64.84%)145/173123682160314454182ˆÕ³KBLR2
20teat-/-FAILEDB2185/3462(63.11%)104/173121376864913959154³KBLR2
21klynbš02/-FAILEDB1954/3462(56.44%)105/173124556782021367178ˆÕ³BMLR2
22‚È‚³Ž®š05/-FAILEDD1460/3462(42.17%)79/1731402405650373100302³KBLR2