000000000000000f4aab8820ff070ea645751cab85600f29b43c517156167d3d

Summary

Date / Time
2022-08-22(3.2y ago)
Confirmations
2,394,057
Miner
Pega Pool
Total Output
1,606.81106083BTC

Fee Details

Total Fees
0.00330823BTC
Rate Percentiles(sat/vB)
10th
1
50th
1
90th
2
Min / Max Rates(sat/vB)
1-505
Min / Max Values
0.00000141BTC
0.00071920BTC

Technical Details

Weight(wu)
148,716(4%)
Size(B)
46,515
Inputs / Outputs
119/140
Difficulty
74.116 x 106
UTXO Δ
+21
Min / Max Tx Size(B)
191-23,371
Version
0x23bb2000
Nonce
2739063040
Bits
1939f2c0
Merkle Root
6c6a30…6c274
Chain Work(hashes)
34.79 x 1021

43 Transactions

20 - 39 of 43





 
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0.00142468BTC


 
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0.00341481BTC


 
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0.00240009BTC


 
0OP_RETURN
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0.00238839BTC


 
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0.00137788BTC



0OP_RETURN
utf8 Slower Than Your Love If You Hate Me ...... 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 Give Me Your Soul Song Even If You Really Hate Me With Any Reasons And I Love You Forever ...... Slower Than Your Love If You Hate Me ...... 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 Give Me Your Soul Song Even If You Really Hate Me With Any Reasons And I Love You Forever ......
20 - 39 of 43

Block Summary

{
    "hash": "000000000000000f4aab8820ff070ea645751cab85600f29b43c517156167d3d",
    "confirmations": 2394057,
    "strippedsize": 34067,
    "size": 46515,
    "weight": 148716,
    "height": 2343333,
    "version": 599465984,
    "versionHex": "23bb2000",
    "merkleroot": "6c6a30ae76fac9913383ad43967c5817a0178799ddd0769a843dd7f7c386c274",
    "tx": "See 'Transaction IDs'",
    "time": 1661157816,
    "mediantime": 1661156780,
    "nonce": 2739063040,
    "bits": "1939f2c0",
    "difficulty": 74116169.84175669,
    "chainwork": "00000000000000000000000000000000000000000000075e35965bb876cf76f1",
    "nTx": 43,
    "previousblockhash": "000000000000001f8aa7a24b74a58620f8df099d3cfb026f3841e050ad32c775",
    "nextblockhash": "00000000000000080552cacce4851b5a2581f659bab8c6d45f62abbbf202c2f0",
    "coinbaseTx": {
        "in_active_chain": true,
        "txid": "a7909edee7c2307fe66e26de6c30316fbdb005457911b42e1ffcb9ab77ae7ae4",
        "hash": "94bcf1f2a970b938a725c9941bc166269e33a9306e8a432b6746edcdeb2f0cda",
        "version": 1,
        "size": 197,
        "vsize": 170,
        "weight": 680,
        "locktime": 0,
        "vin": [
            {
                "coinbase": "03a5c12304b84103630808000036d10000000a2f70656761706f6f6c2f",
                "txinwitness": [
                    "0000000000000000000000000000000000000000000000000000000000000000"
                ],
                "sequence": 0
            }
        ],
        "vout": [
            {
                "value": 0,
                "n": 0,
                "scriptPubKey": {
                    "asm": "OP_RETURN aa21a9ed2c7c2e891007a16c94687f028a7882a8faa1b7f1444061ed2dbcd93c50480305",
                    "hex": "6a24aa21a9ed2c7c2e891007a16c94687f028a7882a8faa1b7f1444061ed2dbcd93c50480305",
                    "type": "nulldata"
                }
            },
            {
                "value": 0.02772229,
                "n": 1,
                "scriptPubKey": {
                    "asm": "OP_DUP OP_HASH160 cefd654b6a301c7f97b5eeb0c55448638dba1176 OP_EQUALVERIFY OP_CHECKSIG",
                    "hex": "76a914cefd654b6a301c7f97b5eeb0c55448638dba117688ac",
                    "reqSigs": 1,
                    "type": "pubkeyhash",
                    "addresses": [
                        "mzPR3p2uxSFMSHmEgptTA7pTARxesJscfn"
                    ]
                }
            }
        ],
        "hex": "010000000001010000000000000000000000000000000000000000000000000000000000000000ffffffff1d03a5c12304b84103630808000036d10000000a2f70656761706f6f6c2f00000000020000000000000000266a24aa21a9ed2c7c2e891007a16c94687f028a7882a8faa1b7f1444061ed2dbcd93c50480305054d2a00000000001976a914cefd654b6a301c7f97b5eeb0c55448638dba117688ac0120000000000000000000000000000000000000000000000000000000000000000000000000",
        "blockhash": "000000000000000f4aab8820ff070ea645751cab85600f29b43c517156167d3d",
        "confirmations": 2394057,
        "time": 1661157816,
        "blocktime": 1661157816
    },
    "totalFees": "0.003308228",
    "miner": {
        "name": "Pega Pool",
        "link": "https://www.pega-pool.com",
        "identifiedBy": "coinbase tag '/pegapool/'"
    },
    "subsidy": "0.024414062"
}

Transaction IDs

[
    "a7909edee7c2307fe66e26de6c30316fbdb005457911b42e1ffcb9ab77ae7ae4",
    "a7d1989d60c25678b3a7a25df92ce072b12ccdc216d888a7920aece0e269ac6b",
    "dfabed48dd5df96b3227d0ca10fcbe33cd55a503c911fba3faf17fbbe9154e08",
    "3480ec82657b072690ea9ce35ee60ed68a7f83b68974a2368953f647663ebd76",
    "9791087100ac411c9d66270039711f4bb3bcf4840a9789fe96ef023b7fddbfa6",
    "17ea88bc1f8ec9a3c58517c6948e6097abddf55242939ac9fdb804d01446d61e",
    "234aec6eca20b5d3485324b6f8c0e141621e245a2d775245666108f4381427e2",
    "aa61e7d04162e6ac70d26470babaf38b23bb50dd86b8ef3dfc1eb22cc2766a28",
    "d5f8b01ad301d1f395390b307699a800484fb6312819bdf3024232f1cc50c78b",
    "83aa797d0fe48d2ade7eef713dd2f7b7de48f5c2e88138c8917790073bce4939",
    "d78f1d4cfcf30caf808f375f2f8e9a554bb4759077ec692032e2e3e740562b46",
    "375e5e1d4ee9d85789d98350571558dc0c99bd42a89a6be58e018a21b1916414",
    "ba8cf8d9f79e14c76a2b0be33793ec8b81444a9add9f6c9aa1bf122ad4e82e47",
    "769dbdefe416a6886aef175d7760a234ce604e6fbde56d3d6e0344b401869d51",
    "a5a30a29575ba5e7585c2ab9b5c00cafb3765bb76bcb8324ea32f4de77c38bb6",
    "6d041f2d11748aad52533f8bac7403d6e241690772e4418bbe22913b8df340c5",
    "12ae1686c0e455f118580fd4a68f70f8bc8370dca674343f84adf2864059d7d3",
    "53a0679e274c7f8a150ba7a388f81f85ee5d23b7a7c6b112d53bdcf9928dedeb",
    "89da877adca1659e26571c376820864d1f65e4ebc4e49cffd4f5cf6a611977f8",
    "16c0c4743c25e1846d0f08bcfe09f62eab3ff7cac9fdf174378c67c9b4c2d14e",
    "2586d963cfd264951337b8c6e60208d180511d63409982bfbe7eb661cf422379",
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]

Block Stats

{
    "avgfee": 7876,
    "avgfeerate": 8,
    "avgtxsize": 1100,
    "blockhash": "000000000000000f4aab8820ff070ea645751cab85600f29b43c517156167d3d",
    "feerate_percentiles": [
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        1,
        1,
        1,
        2
    ],
    "height": 2343333,
    "ins": 119,
    "maxfee": 71920,
    "maxfeerate": 505,
    "maxtxsize": 23371,
    "medianfee": 906,
    "mediantime": 1661156780,
    "mediantxsize": 345,
    "minfee": 141,
    "minfeerate": 1,
    "mintxsize": 191,
    "outs": 140,
    "subsidy": 2441406,
    "swtotal_size": 45144,
    "swtotal_weight": 143340,
    "swtxs": 38,
    "time": 1661157816,
    "total_out": 160678333854,
    "total_size": 46237,
    "total_weight": 147712,
    "totalfee": 330823,
    "txs": 43,
    "utxo_increase": 21,
    "utxo_size_inc": 25117
}