Advertisements were blocked or nothing was served
We understand that advertisements are annoying, and fully support the usage with ads disabled. please support us in any way you can.
Browsing Testnet Chain
You are currently browsing the testnet chain on Gridcoin.
TX 9bef68687ce825c90f09fdac67564206f03dff87a860486f8c6761d50c76e4ec
Time Recieved:
2017-08-07 21:20:03Age:
7 years, 7 months, 2 weeks agoIn Block:
311476 - Tx No: 3Transaction Size:
42.91 kbConfirm time:
2 minutes, 37 secondsCoindays destroyed:
0.65 daysTransaction volumes
Volume in:
986.8289 GRCChain fee:
0.4400 GRCVolume out:
986.3889 GRC
1 Inputs Address | TXs | Values |
---|---|---|
myDiuu16pcyaepEjpBuXMXLn6JqAo44mpF | 1 | 986.8289 GRC |
@311473 from 0 days ago | 986.8289 GRC |
2 Outputs Address | TXs | Values |
---|---|---|
mxeBmFGt895Z6LQGkzi7A2hfPR3hek6ams | 1 | 1.0000 GRC |
@312485 in 1.25 days | 1.0000 GRC | |
mgCpwQh57XURsKCEQbrhV7Savx2Pionkm1 | 1 | 985.3889 GRC |
@311476 in 0 days | 985.3889 GRC |

"txid": "9bef68687ce825c90f09fdac67564206f03dff87a860486f8c6761d50c76e4ec"
"version": "1"
"size": "43944"
"time": "1502133603"
"locktime": "0"
"hashboinc": "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 "
"contracts":
"vin":
"0":
"txid": "7c05e8323cc3dd2a878e5d9673d4832061ebc6703c46e09266bd5c1c8edda426"
"vout": "0"
"scriptSig":
"asm": "30450221009f755e58b50e9830bd4ab319ecc81e209e1fc894a10be6fcccd2ebe4452b526e022053a7ea4586d646ed8c97228fc7cdb2784f6397caf36b97b05d8ccd5d0b3b772701 023bcc8db2abebfb0ba9b4c2e6d2e9108e11b5615afbfa3c0aabf3e592610fdab4"
"hex": "4830450221009f755e58b50e9830bd4ab319ecc81e209e1fc894a10be6fcccd2ebe4452b526e022053a7ea4586d646ed8c97228fc7cdb2784f6397caf36b97b05d8ccd5d0b3b77270121023bcc8db2abebfb0ba9b4c2e6d2e9108e11b5615afbfa3c0aabf3e592610fdab4"
"sequence": "-1"
"vout":
"0":
"value": "985.3888889"
"n": "0"
"scriptPubKey":
"asm": "OP_DUP OP_HASH160 078a7f7f7a581483082d9c7d94cbcdeb73825104 OP_EQUALVERIFY OP_CHECKSIG"
"hex": "76a914078a7f7f7a581483082d9c7d94cbcdeb7382510488ac"
"reqSigs": "1"
"type": "pubkeyhash"
"addresses":
"0": "mgCpwQh57XURsKCEQbrhV7Savx2Pionkm1"
"1":
"value": "1"
"n": "1"
"scriptPubKey":
"asm": "OP_DUP OP_HASH160 bbd84b1471b7e16b2a3be6b8af498992fb9f96aa OP_EQUALVERIFY OP_CHECKSIG"
"hex": "76a914bbd84b1471b7e16b2a3be6b8af498992fb9f96aa88ac"
"reqSigs": "1"
"type": "pubkeyhash"
"addresses":
"0": "mxeBmFGt895Z6LQGkzi7A2hfPR3hek6ams"
"version": "1"
"size": "43944"
"time": "1502133603"
"locktime": "0"
"hashboinc": "
"contracts":
"vin":
"0":
"txid": "7c05e8323cc3dd2a878e5d9673d4832061ebc6703c46e09266bd5c1c8edda426"
"vout": "0"
"scriptSig":
"asm": "30450221009f755e58b50e9830bd4ab319ecc81e209e1fc894a10be6fcccd2ebe4452b526e022053a7ea4586d646ed8c97228fc7cdb2784f6397caf36b97b05d8ccd5d0b3b772701 023bcc8db2abebfb0ba9b4c2e6d2e9108e11b5615afbfa3c0aabf3e592610fdab4"
"hex": "4830450221009f755e58b50e9830bd4ab319ecc81e209e1fc894a10be6fcccd2ebe4452b526e022053a7ea4586d646ed8c97228fc7cdb2784f6397caf36b97b05d8ccd5d0b3b77270121023bcc8db2abebfb0ba9b4c2e6d2e9108e11b5615afbfa3c0aabf3e592610fdab4"
"sequence": "-1"
"vout":
"0":
"value": "985.3888889"
"n": "0"
"scriptPubKey":
"asm": "OP_DUP OP_HASH160 078a7f7f7a581483082d9c7d94cbcdeb73825104 OP_EQUALVERIFY OP_CHECKSIG"
"hex": "76a914078a7f7f7a581483082d9c7d94cbcdeb7382510488ac"
"reqSigs": "1"
"type": "pubkeyhash"
"addresses":
"0": "mgCpwQh57XURsKCEQbrhV7Savx2Pionkm1"
"1":
"value": "1"
"n": "1"
"scriptPubKey":
"asm": "OP_DUP OP_HASH160 bbd84b1471b7e16b2a3be6b8af498992fb9f96aa OP_EQUALVERIFY OP_CHECKSIG"
"hex": "76a914bbd84b1471b7e16b2a3be6b8af498992fb9f96aa88ac"
"reqSigs": "1"
"type": "pubkeyhash"
"addresses":
"0": "mxeBmFGt895Z6LQGkzi7A2hfPR3hek6ams"
Disclaimer
All content provided herein our website, hyperlinked sites, associated applications, forums, blogs, social media accounts and other platforms is for your general information only, procured from third party sources. We make no warranties of any kind in relation to our content, including but not limited to accuracy and updatedness. No part of the content that we provide constitutes financial advice, legal advice or any other form of advice meant for your specific reliance for any purpose. Any use or reliance on our content is solely at your own risk and discretion. Sources are Berkeley Open Infrastructure for Network Computing or Gridcoin. Read on what and how you can remove yourself
Rendered in 0.0853s with 4 backend requests in 0.0784s
Memory Usage: 483.64 kb (680.83 kb)
Memory Usage: 483.64 kb (680.83 kb)
App version: a1042c2@refs/heads/branch1
Updated on:
Updated on: