BTC Transaction Processing & Signing

1. Purpose
The purpose of this document is to outline functional specifications for signing of any BTC transaction that occurs on the sidechain network.
2. Scope
Sidechain operating node will monitor Bitcoin network for events of interest, namely transfer of assets to a Peerplays address. When transfer happens, sidechain will process it, in order to pick up information needed to handle it. Handling of BTC transaction involves creation of various objects, proposals, verification and signing of the transaction before it is recorded on Bitcoin network.
3. Background
SONs will handle BTC Deposits (conversion of BTC to pBTC) and withdrawals (conversion of pBTC to BTC).
We have identified three (3) distinct scenarios describing how deposits and withdrawals may be implemented. Scenarios are outlined in this article:
​Comparison between scenarios for handling deposits and withdrawals​
Requirements below are describing functional specifications based on Scenario 1 - Multisignature primary wallet controlled by SON network, holding all the funds. All transfers are made to and from this multisignature wallet.
This document outlines in detail how BTC transactions are handled by the sidechain network, regardless of transaction type.
4. Process Overview
Process overview below details typical steps in identifying and handling a BTC transaction.
Note that this process is transaction agnostic. For details surrounding specific transactions, check BTC Deposit and BTC Withdrawal requirements
Steps involved:
1.Listener identifies that a BTC transaction is initiated
2.Listener passes event data to handler
3.Handler receives event data and creates an object (normally SON Wallet Object, SON Wallet Deposit Object or SON Wallet Withdraw Object)
4.Object is checked by by all active SONs to compare object data from the chain against data generated by each SON.
1.If data does not match, transaction is terminated
2.If data matches, object is deemed ‘Confirmed'. Proceed to next step
5.Handler checks the number of active SONs
1.If active SONs are > 5, proceed to next step
2.If active SONs are < 5, store transaction for processing until required number of active SONs is available (this step will be repeated until SON availability requirement is met)
6.Issue proposal for for sidechain transaction create operation
7.Active SONs create local copies of transaction data to be verified against proposal
8.Proposal is verified by active sons by comparing local copies of transaction data to proposal
1.If data does not match, proposal is not approved and will eventually expire thus terminating the transaction
2.If data matches, proposal is approved. Proceed to next step
9.Transaction object containing a list of SONs expected to sign is created and published to the sidechain. List of SONs will be created based on list of active SONs
10.Expected SON signers initiate parallel processing of transaction. Offline SONs will not participate in signing and only the online SONs (regardless of status) will sign the transaction
11.Sign transaction
1.Each signing SON adds its signature
2.Each signing SON is added to list or received signatures
3.Operation evaluator checks signatures to determine if latest signature is the last signature required to complete transaction signing
1.If no, repeat this step after each SON’s signature
2.If yes, mark transaction object as ‘Completed’ (helper field complete = true)
12.Scheduled SON detects completed transaction object
13.Transaction is converted to a readable format and sent to Bitcoin network
5. Flow Diagram
6. Context
All bitcoin transactions must undergo verification checks and signing by at least 5 active SONs before transaction is signed and sent to Bitcoin network.
7. Requirements
7.1 Event Listener
SON must include a Bitcoin event listener which monitors a designated Bitcoin addresses reserved for deposits and withdrawals . Specifically, listener uses Bitcoin node interface for monitoring changes in the blockchain.
Listener must be able to recognize a change that signifies a bitcoin transaction and capture the following data associated with each transaction of this type:
Transaction unique identifier
Transfer operation’s source address
Transfer operation’s target address
Transaction amount
Transaction fee (for transfer operation)
Following identifying a transaction, Listener must check the number of active SONs to verify that a minimum of 5 SONs are active. If minimum is not met, deposit transaction must be stored for processing until minimum number of active SONs becomes available.
7.2 Event Handler
SON must include a Bitcoin event handler which uses information supplied by the Listener to perform a specific operation that’s based on transaction type submitted by listener. Event handler’s purpose is to perform a series of actions such as operation creation, verification checks, transaction signing leading up to packing of transaction data and sending it to bitcoin network.
Receiving data from Listener
When handler receives transaction notification from listener from the Listener, sidechain_event_data must be received and passed to sidechain_event_data_received.
Object creation
System must then create an object based on the transaction type. Possible objects are:
Son Wallet Object - recreated on new set of SON voted into list of active SONs.
Son Wallet Deposit Object - created when deposit is detected.
Son Wallet Withdraw Object - created when withdraw is detected.
Following creation of any object, all available SONs must begin processing the object to verify that its data is correct. To verify object, system must check local data of each SON against object data on the side chain. Object must be deemed valid when its data is confirmed, and rejected when its data cannot be confirmed. Transaction terminates if object data is not confirmed during this check.
Proposal
Next, system must issue a proposal for sidechain transaction create operation based on confirmed object. Created sidechain transaction object must contain reference to the sidechain where it should be processed, reference to the object it is created for, sidechain transaction body, list of expected signers, list of received signatures, and the helper fields for calculating signature weights.
SONs must then verify the proposal by locally re-creating transaction data (inputs, outputs, transfer value, sender, receiver) from the referred object, and comparing this copy to proposal. If data does not match, proposal will be deleted from proposal list and transaction won’t be completed. If data matches, system must approve the proposal. Approved proposals must result in object being published on the chain.
Signing
When the object is published on the chain, SONs specified on the list of expected signers must begin processing it in parallel. Note that SONs specified as signers must sign the transaction as long as they are online, disregarding their status (thus SON in any status must sign the transaction).
Each SON that signs a transaction must sign with its own key and add its signature to the list o received signatures, pair with its son_id. SON weight will be added to the current_weight helper field.
When adding each signature, sidechain transaction sign operation evaluator must check whether or not this signature is the last one required to complete sidechain transaction signing. If it’s not the last required signature, check is performed again when next signature is processed. If it is the last expected signature, system must mark sidechain transaction object as completed (set helper field complete to true). Note that transactions in ‘Completed’ state will not accept any more signatures, and it is possible that some SONs will continue sending signatures which will not be accepted (because enough signatures have been recorded). This is because SONs work and send their signatures in parallel and are unaware of incoming signatures from other SONs.
Lastly, when scheduled SON detects that a sidechain transaction object has been completed, it must collect all data from the sidechain transaction object, compile it, convert to a format that is ready for transmission to Bitcoin network, and send this transaction to the Bitcoin network.
7.3 Refund Scenario
In some cases a transaction will not be processed by SONs (such as when active SONs threshold is not met), which will cause funds to wait until required number of active SONs become available. System must allow users to initiate refunds of their transactions.
Refund scenario must adhere to same rules as regular bitcoin transaction:
1.User needs transaction id for the transaction they wish to refund
2.User creates another transaction using transaction id of transaction they want to refund to move funds to their own address
3.User signs the transaction using a private key that matches the public key he provided in sidechain address mapping
4.Transaction is pushed to bitcoin network and user is refunded once transaction is processed
7.4 Deposit Implementation Options
One-or-m-of-n
This deposit address implementation type allows to send funds with m-of-n SONs signatures or with single user signature. To create such address, system needs:
1.user public key
2.n represented by active SONs public keys
3.m represented by minimal required SONs signatures number.
When funds are being sent from this address, system must first check signature and complete transaction if signature check is successful. Otherwise system uses public keys of active SONs until minimum number of signature has been collected.
This address type is implemented by btc_one_or_m_of_n_multisig_address class.
7.4 Current Deposit Address Implementation - One-or-weighted-multisig
This deposit address implementation type allows to send funds from this address with 2/3 weights of SON votes (like in Primary Wallet) or with single user signature. To create such address we need:
1.user public key
2.all SONs public keys
3.every SON weight
When funds are being sent from this address, system must first check if user signature is correct. When signature is correct, system completes the transaction. Otherwise, when signature is incorrect, system checks for 2/3 weights of SON votes to complete the transaction.
Note: This is the current implementation of the Deposit address.
This address type is implemented by btc_one_or_weighted_multisig_address class.
7.1.3 Timelocked-one-or-weighted-multisig
This deposit address implementation type allows to send funds from this address with 2/3 weights of SON votes (like in Primary Wallet) or with single user signature after some latency. To create such address system needs:
1.user public key,
2.used latency
3.all SONs public keys
4.every SON weight
When funds are being sent from this address, system must first check if user signature is correct. When signature is correct, system waits until latency is passed to complete the transaction. This differentiates this implementation option from simply one-or-weighted-multisig type. Otherwise, when signature is incorrect, system checks for 2/3 weights of SON votes to complete the transaction.
note: nSquence must be greater than or equal to latency
This address type is implemented by btc_timelocked_one_or_weighted_multisig_address class.
8 Examples
Transaction object
1
class sidechain_transaction_object : public abstract_object<sidechain_transaction_object>
2
   {
3
      public:
4
         static const uint8_t space_id = protocol_ids;
5
         static const uint8_t type_id  = sidechain_transaction_object_type;
6
​
7
         sidechain_type sidechain;
8
         object_id_type object_id;
9
         std::string transaction;
10
         std::vector<son_info> signers;
11
         std::vector<std::pair<son_id_type, std::string>> signatures;
12
         std::string sidechain_transaction;
13
​
14
         uint32_t total_weight = 0;
15
         uint32_t current_weight = 0;
16
         uint32_t threshold = 0;
17
         bool valid = false;
18
         bool complete = false;
19
         bool sent = false;
20
   };
Copied!
 signed transaction
1
[{
2
    "id": "1.33.1",
3
    "sidechain": "bitcoin",
4
    "object_id": "1.29.0",
5
    "transaction": "cHNidP8BAPcCAAAABTIvR/hoINpwrdMHX+E+8mD2VHUH6FNo3dSM6Zj/LDCVAAAAAAD/////cpDO5vkpGaDoVxqr34U4mMSOisJPKOKRmZzs0TtG5R8AAAAAAP////+CeCertGFFkLqCsLxmnsixdfaamoWkf+gon/zI4PRQqAAAAAAA/////6yLpx5Cs9XLFZlBGLpPbIJysTbWSbgHrLcAXw2egiVWAAAAAAD/////x3YsKjM4FYBOsAaEo54okcwYH8NSbEjpflPw3owJwwIAAAAAAP////8BQDRf9AAAAAAXqRRxjBH9wxXffPW/rhZpsGYZorm0IIcAAAAAAAAAAAAAAA==",
6
    "signers": [{
7
        "son_id": "1.27.0",
8
        "weight": 1,
9
        "signing_key": "TEST8TCQFzyYDp3DPgWZ24261fMPSCzXxVyoF3miWeTj6JTi2DZdrL",
10
        "sidechain_public_keys": [[
11
            "bitcoin",
12
            "03456772301e221026269d3095ab5cb623fc239835b583ae4632f99a15107ef275"
13
          ]
14
        ]
15
      },{
16
        "son_id": "1.27.1",
17
        "weight": 1,
18
        "signing_key": "TEST82qv1LKFvwVKD9pg5JQf6qqwLcoeqUniQjWJ3wKTodyWa7gHUs",
19
        "sidechain_public_keys": [[
20
            "bitcoin",
21
            "02d67c26cf20153fe7625ca1454222d3b3aeb53b122d8a0f7d32a3dd4b2c2016f4"
22
          ]
23
        ]
24
      },{
25
        "son_id": "1.27.2",
26
        "weight": 1,
27
        "signing_key": "TEST6xdp7MrEPnaNK9GuF3KTeTizgGN6JC5nPmxx81higFepSZ8N7r",
28
        "sidechain_public_keys": [[
29
            "bitcoin",
30
            "025f7cfda933516fd590c5a34ad4a68e3143b6f4155a64b3aab2c55fb851150f61"
31
          ]
32
        ]
33
      },{
34
        "son_id": "1.27.3",
35
        "weight": 1,
36
        "signing_key": "TEST55j32Up75gHCxJBPN18vEytL9anDgEVFtsaCii38keGQG71X22",
37
        "sidechain_public_keys": [[
38
            "bitcoin",
39
            "0228155bb1ddcd11c7f14a2752565178023aa963f84ea6b6a052bddebad6fe9866"
40
          ]
41
        ]
42
      },{
43
        "son_id": "1.27.4",
44
        "weight": 1,
45
        "signing_key": "TEST68bX5bB16GkEAig6w2WTh9NbM9nHa66CemnDRx2njRY9bbWXhU",
46
        "sidechain_public_keys": [[
47
            "bitcoin",
48
            "037500441cfb4484da377073459511823b344f1ef0d46bac1efd4c7c466746f666"
49
          ]
50
        ]
51
      },{
52
        "son_id": "1.27.5",
53
        "weight": 1,
54
        "signing_key": "TEST7mtTyM2rD18xDTtLTxWhq6W6zFgAgPFu9KHSFNsfWJXZNT8Wc8",
55
        "sidechain_public_keys": [[
56
            "bitcoin",
57
            "02ef0d79bfdb99ab0be674b1d5d06c24debd74bffdc28d466633d6668cc281cccf"
58
          ]
59
        ]
60
      },{
61
        "son_id": "1.27.6",
62
        "weight": 1,
63
        "signing_key": "TEST7RMDnipLkFaQ4vtDyVvgyCedRoxyT9JWpAoM9mrE7rwVSyezoB",
64
        "sidechain_public_keys": [[
65
            "bitcoin",
66
            "0317941e4219548682fb8d8e172f0a8ce4d83ce21272435c85d598558c8e060b7f"
67
          ]
68
        ]
69
      },{
70
        "son_id": "1.27.7",
71
        "weight": 1,
72
        "signing_key": "TEST51nSJ2q1C9htnYWfTv73JxEc4nBWPNxJtUGPGpD4XwxeLzAd8t",
73
        "sidechain_public_keys": [[
74
            "bitcoin",
75
            "0266065b27f7e3d3ad45b471b1cd4e02de73fc4737dc2679915a45e293c5adcf84"
76
          ]
77
        ]
78
      },{
79
        "son_id": "1.27.8",
80
        "weight": 1,
81
        "signing_key": "TEST8EmMMvQdAPzcnxymRUpbYdg8fArUY473QosCQpuPtWXxXtoNp4",
82
        "sidechain_public_keys": [[
83
            "bitcoin",
84
            "023821cc3da7be9e8cdceb8f146e9ddd78a9519875ecc5b42fe645af690544bccf"
85
          ]
86
        ]
87
      },{
88
        "son_id": "1.27.9",
89
        "weight": 1,
90
        "signing_key": "TEST5815xbKy73Bx1LJWW1jg7GshWSEFWub3uoiEFP7FtP6z4YZtkU",
91
        "sidechain_public_keys": [[
92
            "bitcoin",
93
            "0229ff2b2106b76c27c393e82d71c20eec32bcf1f0cf1a9aca8a237269a67ff3e5"
94
          ]
95
        ]
96
      },{
97
        "son_id": "1.27.10",
98
        "weight": 1,
99
        "signing_key": "TEST61qgG2v6JArygFiQCKypymxhBqg1wKmmbdkHeNkXhYDvkZmBtY",
100
        "sidechain_public_keys": [[
101
            "bitcoin",
102
            "024d113381cc09deb8a6da62e0470644d1a06de82be2725b5052668c8845a4a8da"
103
          ]
104
        ]
105
      },{
106
        "son_id": "1.27.11",
107
        "weight": 1,
108
        "signing_key": "TEST6z33kHxQxyGvFWfpAnL3X3MvLtPEBknkNeFFJyk63PvRtaN1Xo",
109
        "sidechain_public_keys": [[
110
            "bitcoin",
111
            "03df2462a5a2f681a3896f61964a65566ff77448be9a55a6da18506fd9c6c051c1"
112
          ]
113
        ]
114
      },{
115
        "son_id": "1.27.12",
116
        "weight": 1,
117
        "signing_key": "TEST55eCWenoKmZct5YvUYv7aphMmSVkroZTJZWFHGTVj8r8bKEPMd",
118
        "sidechain_public_keys": [[
119
            "bitcoin",
120
            "02bafba3096f546cc5831ce1e49ba7142478a659f2d689bbc70ed37235255172a8"
121
          ]
122
        ]
123
      },{
124
        "son_id": "1.27.13",
125
        "weight": 1,
126
        "signing_key": "TEST5e4HXhA4yBEGzaXVyjuVabKhG1qGghi6rypvq5fLxAmU9XLRHT",
127
        "sidechain_public_keys": [[
128
            "bitcoin",
129
            "0287bcbd4f5d357f89a86979b386402445d7e9a5dccfd16146d1d2ab0dc2c32ae8"
130
          ]
131
        ]
132
      },{
133
        "son_id": "1.27.14",
134
        "weight": 1,
135
        "signing_key": "TEST89qMuZejYeeGvjr3bMEcGyvhD4dyUchmxbLNUBFbPodqJKJPZc",
136
        "sidechain_public_keys": [[
137
            "bitcoin",
138
            "02053859d76aa375d6f343a60e3678e906c008015e32fe4712b1fd2b26473bdd73"
139
          ]
140
        ]
141
      }
142
    ],
143
    "signatures": [[
144
        "1.27.0",
145
        "cHNidP8BAPcCAAAABTIvR/hoINpwrdMHX+E+8mD2VHUH6FNo3dSM6Zj/LDCVAAAAAAD/////cpDO5vkpGaDoVxqr34U4mMSOisJPKOKRmZzs0TtG5R8AAAAAAP////+CeCertGFFkLqCsLxmnsixdfaamoWkf+gon/zI4PRQqAAAAAAA/////6yLpx5Cs9XLFZlBGLpPbIJysTbWSbgHrLcAXw2egiVWAAAAAAD/////x3YsKjM4FYBOsAaEo54okcwYH8NSbEjpflPw3owJwwIAAAAAAP////8BQDRf9AAAAAAXqRRxjBH9wxXffPW/rhZpsGYZorm0IIcAAAAAAAEBIOB7mjsAAAAAF6kUu2OAlgSLheHVdDVz4c9KRZPNfS6HIgIDRWdyMB4iECYmnTCVq1y2I/wjmDW1g65GMvmaFRB+8nVHMEQCIBCUiz0YD0JNiCYKdJzByGOrg8hR4LeKFGev91pGQJ4hAiAc1Z7wqSUTynVqtO8pAgcI5m8YNBvyDaA+E4LSijuWiQEBBCIAIF/NzjxitHdVO43JV6k1rdqDBcvUekCPB9LLhn1YgnnrAQX9AQJbIQNFZ3IwHiIQJiadMJWrXLYj/COYNbWDrkYy+ZoVEH7ydSEC1nwmzyAVP+diXKFFQiLTs661OxItig99MqPdSywgFvQhAl98/akzUW/VkMWjStSmjjFDtvQVWmSzqrLFX7hRFQ9hIQIoFVux3c0Rx/FKJ1JWUXgCOqlj+E6mtqBSvd661v6YZiEDdQBEHPtEhNo3cHNFlRGCOzRPHvDUa6we/Ux8RmdG9mYhAu8Neb/bmasL5nSx1dBsJN69dL/9wo1GZjPWZozCgczPIQMXlB5CGVSGgvuNjhcvCozk2DziEnJDXIXVmFWMjgYLfyECZgZbJ/fj061FtHGxzU4C3nP8RzfcJnmRWkXik8Wtz4QhAjghzD2nvp6M3OuPFG6d3XipUZh17MW0L+ZFr2kFRLzPIQIp/yshBrdsJ8OT6C1xwg7sMrzx8M8amsqKI3Jppn/z5SECTREzgcwJ3rim2mLgRwZE0aBt6CvicltQUmaMiEWkqNohA98kYqWi9oGjiW9hlkplVm/3dEi+mlWm2hhQb9nGwFHBIQK6+6MJb1RsxYMc4eSbpxQkeKZZ8taJu8cO03I1JVFyqCECh7y9T101f4moaXmzhkAkRdfppdzP0WFG0dKrDcLDKughAgU4Wddqo3XW80OmDjZ46QbACAFeMv5HErH9KyZHO91zX64AAQEg4HuaOwAAAAAXqRS7Y4CWBIuF4dV0NXPhz0pFk819LociAgNFZ3IwHiIQJiadMJWrXLYj/COYNbWDrkYy+ZoVEH7ydUcwRAIgJ3XcuJ4sRIQJtgDkuyOkwkMNa+YQDJ4yclS1l+lPr0ICIGcUSKqE6JvEJNaHCudTDKZ1vhqE9L+/r8v63pZBdCjdAQEEIgAgX83OPGK0d1U7jclXqTWt2oMFy9R6QI8H0suGfViCeesBBf0BAlshA0VncjAeIhAmJp0wlatctiP8I5g1tYOuRjL5mhUQfvJ1IQLWfCbPIBU/52JcoUVCItOzrrU7Ei2KD30yo91LLCAW9CECX3z9qTNRb9WQxaNK1KaOMUO29BVaZLOqssVfuFEVD2EhAigVW7HdzRHH8UonUlZReAI6qWP4Tqa2oFK93rrW/phmIQN1AEQc+0SE2jdwc0WVEYI7NE8e8NRrrB79THxGZ0b2ZiEC7w15v9uZqwvmdLHV0Gwk3r10v/3CjUZmM9ZmjMKBzM8hAxeUHkIZVIaC+42OFy8KjOTYPOISckNchdWYVYyOBgt/IQJmBlsn9+PTrUW0cbHNTgLec/xHN9wmeZFaReKTxa3PhCECOCHMPae+nozc648Ubp3deKlRmHXsxbQv5kWvaQVEvM8hAin/KyEGt2wnw5PoLXHCDuwyvPHwzxqayoojcmmmf/PlIQJNETOBzAneuKbaYuBHBkTRoG3oK+JyW1BSZoyIRaSo2iED3yRipaL2gaOJb2GWSmVWb/d0SL6aVabaGFBv2cbAUcEhArr7owlvVGzFgxzh5JunFCR4plny1om7xw7TcjUlUXKoIQKHvL1PXTV/iahpebOGQCRF1+ml3M/RYUbR0qsNwsMq6CECBThZ12qjddbzQ6YONnjpBsAIAV4y/kcSsf0rJkc73XNfrgABASDgFs0dAAAAABepFLtjgJYEi4Xh1XQ1c+HPSkWTzX0uhyICA0VncjAeIhAmJp0wlatctiP8I5g1tYOuRjL5mhUQfvJ1RzBEAiA10P5K5U//BA8eu6+tnqPMbXspfQ/jiyCbe1EOZUcRdAIgNPdf3A5+aKXCUVjRmVrvngIFZzatwcqYEC6ZtJprxbIBAQQiACBfzc48YrR3VTuNyVepNa3agwXL1HpAjwfSy4Z9WIJ56wEF/QECWyEDRWdyMB4iECYmnTCVq1y2I/wjmDW1g65GMvmaFRB+8nUhAtZ8Js8gFT/nYlyhRUIi07OutTsSLYoPfTKj3UssIBb0IQJffP2pM1Fv1ZDFo0rUpo4xQ7b0FVpks6qyxV+4URUPYSECKBVbsd3NEcfxSidSVlF4AjqpY/hOpragUr3eutb+mGYhA3UARBz7RITaN3BzRZURgjs0Tx7w1GusHv1MfEZnRvZmIQLvDXm/25mrC+Z0sdXQbCTevXS//cKNRmYz1maMwoHMzyEDF5QeQhlUhoL7jY4XLwqM5Ng84hJyQ1yF1ZhVjI4GC38hAmYGWyf349OtRbRxsc1OAt5z/Ec33CZ5kVpF4pPFrc+EIQI4Icw9p76ejNzrjxRund14qVGYdezFtC/mRa9pBUS8zyECKf8rIQa3bCfDk+gtccIO7DK88fDPGprKiiNyaaZ/8+UhAk0RM4HMCd64ptpi4EcGRNGgbegr4nJbUFJmjIhFpKjaIQPfJGKlovaBo4lvYZZKZVZv93RIvppVptoYUG/ZxsBRwSECuvujCW9UbMWDHOHkm6cUJHimWfLWibvHDtNyNSVRcqghAoe8vU9dNX+JqGl5s4ZAJEXX6aXcz9FhRtHSqw3CwyroIQIFOFnXaqN11vNDpg42eOkGwAgBXjL+RxKx/SsmRzvdc1+uAAEBIOAWzR0AAAAAF6kUu2OAlgSLheHVdDVz4c9KRZPNfS6HIgIDRWdyMB4iECYmnTCVq1y2I/wjmDW1g65GMvmaFRB+8nVHMEQCIGergVeATG4ujebR6ai/a7K5BCRA8ClDaNlcVu8iu9aTAiAabLLDw7RFFFmY32kF8HmxFfID4lXBaGGeKfhM3f/O/AEBBCIAIF/NzjxitHdVO43JV6k1rdqDBcvUekCPB9LLhn1YgnnrAQX9AQJbIQNFZ3IwHiIQJiadMJWrXLYj/COYNbWDrkYy+ZoVEH7ydSEC1nwmzyAVP+diXKFFQiLTs661OxItig99MqPdSywgFvQhAl98/akzUW/VkMWjStSmjjFDtvQVWmSzqrLFX7hRFQ9hIQIoFVux3c0Rx/FKJ1JWUXgCOqlj+E6mtqBSvd661v6YZiEDdQBEHPtEhNo3cHNFlRGCOzRPHvDUa6we/Ux8RmdG9mYhAu8Neb/bmasL5nSx1dBsJN69dL/9wo1GZjPWZozCgczPIQMXlB5CGVSGgvuNjhcvCozk2DziEnJDXIXVmFWMjgYLfyECZgZbJ/fj061FtHGxzU4C3nP8RzfcJnmRWkXik8Wtz4QhAjghzD2nvp6M3OuPFG6d3XipUZh17MW0L+ZFr2kFRLzPIQIp/yshBrdsJ8OT6C1xwg7sMrzx8M8amsqKI3Jppn/z5SECTREzgcwJ3rim2mLgRwZE0aBt6CvicltQUmaMiEWkqNohA98kYqWi9oGjiW9hlkplVm/3dEi+mlWm2hhQb9nGwFHBIQK6+6MJb1RsxYMc4eSbpxQkeKZZ8taJu8cO03I1JVFyqCECh7y9T101f4moaXmzhkAkRdfppdzP0WFG0dKrDcLDKughAgU4Wddqo3XW80OmDjZ46QbACAFeMv5HErH9KyZHO91zX64AAQEg4FyQQQAAAAAXqRS7Y4CWBIuF4dV0NXPhz0pFk819LociAgNFZ3IwHiIQJiadMJWrXLYj/COYNbWDrkYy+ZoVEH7ydUcwRAIgBSm8JNMKO7fc/R+GSS8pDM15Z1MThE/AqOyBoJqJQdgCIFm5jKufYISiWu/587oFSIJoUXkMKF9S1slbf3LJGUmzAQEEIgAgX83OPGK0d1U7jclXqTWt2oMFy9R6QI8H0suGfViCeesBBf0BAlshA0VncjAeIhAmJp0wlatctiP8I5g1tYOuRjL5mhUQfvJ1IQLWfCbPIBU/52JcoUVCItOzrrU7Ei2KD30yo91LLCAW9CECX3z9qTNRb9WQxaNK1KaOMUO29BVaZLOqssVfuFEVD2EhAigVW7HdzRHH8UonUlZReAI6qWP4Tqa2oFK93rrW/phmIQN1AEQc+0SE2jdwc0WVEYI7NE8e8NRrrB79THxGZ0b2ZiEC7w15v9uZqwvmdLHV0Gwk3r10v/3CjUZmM9ZmjMKBzM8hAxeUHkIZVIaC+42OFy8KjOTYPOISckNchdWYVYyOBgt/IQJmBlsn9+PTrUW0cbHNTgLec/xHN9wmeZFaReKTxa3PhCECOCHMPae+nozc648Ubp3deKlRmHXsxbQv5kWvaQVEvM8hAin/KyEGt2wnw5PoLXHCDuwyvPHwzxqayoojcmmmf/PlIQJNETOBzAneuKbaYuBHBkTRoG3oK+JyW1BSZoyIRaSo2iED3yRipaL2gaOJb2GWSmVWb/d0SL6aVabaGFBv2cbAUcEhArr7owlvVGzFgxzh5JunFCR4plny1om7xw7TcjUlUXKoIQKHvL1PXTV/iahpebOGQCRF1+ml3M/RYUbR0qsNwsMq6CECBThZ12qjddbzQ6YONnjpBsAIAV4y/kcSsf0rJkc73XNfrgAA"
146
      ],[
147
        "1.27.1",
148
        ""
149
      ],[
150
        "1.27.2",
151
        "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"
152
      ],[
153
        "1.27.3",
154
        ""
155
      ],[
156
        "1.27.4",
157
        "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"
158
      ],[
159
        "1.27.5",
160
        "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"
161
      ],[
162
        "1.27.6",
163
        "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"
164
      ],[
165
        "1.27.7",
166
        "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"
167
      ],[
168
        "1.27.8",
169
        "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"
170
      ],[
171
        "1.27.9",
172
        "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"
173
      ],[
174
        "1.27.10",
175
        "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"
176
      ],[
177
        "1.27.11",
178
        "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"
179
      ],[
180
        "1.27.12",
181
        "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"
182
      ],[
183
        "1.27.13",
184
        "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"
185
      ],[
186
        "1.27.14",
187
        "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"
188
      ]
189
    ],
190
    "sidechain_transaction": "",
191
    "total_weight": 15,
192
    "current_weight": 13,
193
    "threshold": 11,
194
    "valid": true,
195
    "complete": true,
196
    "sent": true
197
  }
198
]
Copied!