Transaction: 347b2b20f6f7aad360e2744b73062cef15a3b66f

Included in block 12,898,165 at 2017/06/17 11:15:12 (UTC).

Transaction overview

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Transaction info
transaction_id 347b2b20f6f7aad360e2744b73062cef15a3b66f
ref_block_num 53,107
block_num12,898,165
ref_block_prefix 527,131,747
expiration2017/06/17T11:15:21
transaction_num 1
extensions[]
signatures 1f0b6a5a1fc6efd42756dd33ae8a58bd28c8f2090cd34d187ff3aeb24d50947db9046e9caf27ae9fcf80770a344df9e3b653978f2b453d8e9c8ae3d4c52ce72990
operations
comment
"parent_author":"jonathanxvi",<br>"parent_permlink":"galileo-s-paradox",<br>"author":"rycharde",<br>"permlink":"re-jonathanxvi-galileo-s-paradox-2017617t18144886z",<br>"title":"",<br>"body":"Yes,<br> a number of other mathematicians looked at the same paradox... and fled. The idea that something as simple as one-to-one correspondence could help solve the 'sizes of infinity' is amusing.",<br>"json_metadata":" \"app\":\"chainbb\/0.1\",<br>\"format\":\"markdown+html\",<br>\"tags\":[ "
comment_options
"author":"rycharde",
"permlink":"re-jonathanxvi-galileo-s-paradox-2017617t18144886z",
"max_accepted_payout":"1000000.000 SBD",
"percent_steem_dollars":10000,
"allow_votes":true,
"allow_curation_rewards":true,
"extensions":[[0,
"beneficiaries":[ "account":"chainbb",
"weight":1500
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