Transaction

2b6eb8cd6a9d29501552f1b1af4da55701909a8b8acd84b6bcad53caa2a9a406
2021-09-28 13:41:47
0.00182304 BSV
(
0.16168371 BSV
-
0.15986067 BSV
)
499.9 sat/KB
1
196,310
364,606 B

2 Inputs

Total Input:
0.16168371 BSV
  • v©f±ä^axÚ^¸)‚Mõç(ˆ¬jM]{"schemaId":"Schema STAS Coupon","name":"SLICDEF","tokenId":"66b18f01e45e6178da5e080619b829824df5e728","tokenDescription":"adcefc11433d4ed0bc308e612ed3a7fd","issuerName":"SL Corp, LLC","issuerCountry":"US","issuerLegalForm":"Limited Liability Public Company","issuerEmail":"slictionaryllc@gmail.com","issuerWebsite":"https://slictionary.com","terms":"© 2020 SL Corp, LLC\nALL RIGHTS RESERVED. ANY USE OF THIS SOFTWARE IS SUBJECT TO TERMS AND CONDITIONS OF LICENSE. USE OF THIS SOFTWARE WITHOUT LICENSE CONSTITUTES INFRINGEMENT OF INTELLECTUAL PROPERTY. FOR LICENSE DETAILS OF THE SOFTWARE, PLEASE REFER TO: www.taal.com/stas-token-license-agreement","governingLaw":"United States Law","icon":"https://firebasestorage.googleapis.com/v0/b/slictionary-fc2a0.appspot.com/o/Slictionary-lightbulb.png?alt=media&token=f4886648-4f4c-476b-a295-047a74c851cf","protocolId":"To be decided","symbol":"SLICDEF-slictionary-adcefc11433d4ed0bc308e612ed3a7fd","description":"Example token on private Taalnet","image":"https://firebasestorage.googleapis.com/v0/b/slictionary-fc2a0.appspot.com/o/Slictionary-lightbulb.png?alt=media&token=f4886648-4f4c-476b-a295-047a74c851cf","totalSupply":10000,"decimals":0,"satsPerToken":1,"properties":{"legal":{"terms":"© 2020 TAAL TECHNOLOGIES SEZC\nALL RIGHTS RESERVED. ANY USE OF THIS SOFTWARE IS SUBJECT TO TERMS AND CONDITIONS OF LICENSE. USE OF THIS SOFTWARE WITHOUT LICENSE CONSTITUTES INFRINGEMENT OF INTELLECTUAL PROPERTY. FOR LICENSE DETAILS OF THE SOFTWARE, PLEASE REFER TO: www.taal.com/stas-token-license-agreement","licenceId":"1234"},"issuer":{"organisation":"SL Corp, LLC","legalForm":"Limited Liability Public Company","governingLaw":"US","mailingAddress":"","issuerCountry":"US","jurisdiction":"","email":"slictionaryllc@gmail.com"},"meta":{"schemaId":"token1","website":"https://www.slictionary.com","legal":{"terms":""},"media":{"type":"mp4"}}}}
    https://whatsonchain.com/tx/undefined

2 Outputs

Total Output:
0.15986067 BSV
  • v©g× ¬ Š{Bò|jdÉxˆ¬ivª`_|^|]|\|[|Z|Y|X|W|V|U|T|S|R|Q|~~~~~~~~~~~~~~~|_|^|]|\|[|Z|Y|X|W|V|U|T|S|R|Q|~~~~~~~~~~~~~~~~~‹!AA6Ќ^Ò¿; H¯æÜ®ºþÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ}—n|R– c”gwh‚v$“0|~# y¾f~ùÜ»¬U b•· ›üÛ-Î(ÙYò[ø˜~|~|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|‚vcŒh|~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~A~!ø=Œñ!!I ēÁJ£UPä2ÜZ\`‹’­Tw  w$Qx~ý cTgRhx~r~{w{UzvdqVzWzxcT€~~gmhªˆgvQX¥ivQ‡dR”VzSyXz~~xc|Œ|Sy~Wz~hxc|Œ|Sy~Wz~hxc|Œ|Sy~Wz~hxc|Œ|Sy~Wz~hxc|Œ|Sy~Wz~hgVzhvªXz}T€~WzYzZzxcT€~o~~ªr|~gmn~ª|h{~ªXz}‡vcQgRh|r‡›iSzduh|{TwQxS ‘i$wQ|~vü cý cTgRh|~hT“wxŒc$wQ|~vü cý cTgRh|~hT“wxR”c$wQ|~vü cý cTgRh|~hT“whhwQ|Ry}‹Ÿ|S ›‘i|vcŒ|XwQ|~vü cý cTgRh|~hw|hvcŒ|XwQ|~vü cý cTgRh|~hw|hcXwQ|~vü cý cTgRh|~hwhXQx~vü cý cTgRhx~r~{{huS|v©ˆwSydUyˆugrhvihx’cUgShzvlw‚cQ|vc~|guhwhkSy’cSyR‡cTzkTzkg|kVzkSz|q|qqhhTzX|TzUyd“gUyQ‡c|hkh|Tw utŒzvivX€tŒzvVz‡dWyv©~|~Uygv©|~ˆ¬h~~UyclvivtŒzX€~lv©~tŒz~l~~glvk‚c‚Œ|€Q~„hdtZ c|tŒzvi}“{{X€~Vyv©~tŒz~Uy~~hhhlVzQ‡cug‚c‚Œ|€Q~„hhdtY c|tŒzvi}“{{X€~Uyv©~tŒz~Uy~~htY c|tŒzvi}“{{X€~Uyv©~tŒz~Uy~~hh|SzTycUyX€~v©Uy~ˆ¬~~hª‡rmwwjf±ä^axÚ^¸)‚Mõç(N@‰{"author":"jackpitts@moneybutton.com","definition":"S = Self L = Learning Dictionary. A modern self-learning dictionary which optimizes itself for maximum efficiency and zero distractions, all for the price of a penny a search. The searcher's penny earns him the right to vote on best definition to improve the efficiency of the dictionary as well as pay a tribute to the WordSmith who created the helpful content. Words by the people for people in language's most natural form-- spoken word.","defId":"-M6HQYbQUtKTlYeVT8jC","usage":"John saved oodles of time using SLictionary to find the definitions for 'skeuomorph' in record time, and thanks to the picture he remembered what it meant for an 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
    https://whatsonchain.com/tx/2b6eb8cd6a9d29501552f1b1af4da55701909a8b8acd84b6bcad53caa2a9a406
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