Transaction

8b701ce2d02ca51a780f83d0785fafe4eb7a29d7548e4889503d3ebc19ff8ce7
Timestamp (utc)
2023-06-24 12:14:19
Fee Paid
0.00012942 BSV
(
0.00930322 BSV
-
0.00917380 BSV
)
Fee Rate
49.99 sat/KB
Version
1
Confirmations
133,607
Size Stats
258,840 B

2 Inputs

Total Input:
0.00930322 BSV
  • v©×¢nؚí¹ŽÎûðÅu•÷ˆðˆ¬jM_{"schemaId":"Schema STAS Coupon","name":"SLICDEF","tokenId":"d7a26ed89aed7fb98ecefbf019c57595f71788f0","tokenDescription":"06be38367e64444d82d8a7799e284c2d","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-polymath-06be38367e64444d82d8a7799e284c2d","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":916584,"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:
0.00917380 BSV
  • v©ëQa8Îa‚ö&¡±;¾#”@ˆ¬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‡rmwwj×¢nؚí¹ŽÎûðÅu•÷ˆð1SLICDEF-polymath-06be38367e64444d82d8a7799e284c2dNçë{"author":"dazo@handcash.io","definition":"Polymath is a noun that can also be an adjective used to describe a person who is highly cultured, serious and broad-minded. Their in-depth knowledge focuses particularly on the arts and sciences. Polymath comes from polymath (derived from polymath and polymath). The associated noun is polymath, sometimes also called \"person of universal mind\" or \"universal genius\". Polymaths relentlessly pursue new concepts to learn and ask countless questions to challenge their assumptions. They are also humble enough to recognise the time it takes to acquire an in-depth mastery of a given subject.\n","defId":"06be38367e64444d82d8a7799e284c2d","usage":"\"Aristotle was an encyclopaedic polymath, an all-time intellect\".\n\"Man produces evil as a bee produces 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    https://whatsonchain.com/tx/8b701ce2d02ca51a780f83d0785fafe4eb7a29d7548e4889503d3ebc19ff8ce7
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