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Transaction is accepted -> appeal. Instead of adding N + 2 validators to process the appeal, use the following formula.
add n + 2 validators, when appealFailed=0
add (2 * appealFailed * N + 1) + 2 validators, when appealFailed>0
appealFailed will be initialised at 0 and will be set to 0 when the appeal is successful.
Add appealFailed variable to the transaction model.
Example: Transaction goes to accepted. Appeal requested. Set P of N + 2 validators selected. Appeal fails. Appeal requested again. Set Q of (2 * N + 1) + 2 validators selected. Note that Q = [P + (N + 1) selected validators]. Appeal fails. Appeal requested again. Set R of (4 * N + 1) + 2 validators selected. Note that R = [Q + (2 * N) selected validators]. Appeal fails. Appeal requested again. Set S of (6 * N + 1) + 2 validators selected. Note that S = [R + (2 * N) selected validators]. etc.
The text was updated successfully, but these errors were encountered:
Transaction is accepted -> appeal. Instead of adding N + 2 validators to process the appeal, use the following formula.
appealFailed will be initialised at 0 and will be set to 0 when the appeal is successful.
Add appealFailed variable to the transaction model.
Example: Transaction goes to accepted. Appeal requested. Set P of N + 2 validators selected. Appeal fails. Appeal requested again. Set Q of (2 * N + 1) + 2 validators selected. Note that Q = [P + (N + 1) selected validators]. Appeal fails. Appeal requested again. Set R of (4 * N + 1) + 2 validators selected. Note that R = [Q + (2 * N) selected validators]. Appeal fails. Appeal requested again. Set S of (6 * N + 1) + 2 validators selected. Note that S = [R + (2 * N) selected validators]. etc.
The text was updated successfully, but these errors were encountered: