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https://github.com/pezkuwichain/pezkuwi-subxt.git
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Companion for substrate/pull/6334 (#1263)
* fix all runtimes and add test' * Fix build * Undo changes to lock file? * Fix runtime test * Remove unused imports * cargo update -p sp-io * Update Cargo.lock * bump spec version Co-authored-by: Shawn Tabrizi <shawntabrizi@gmail.com>
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@@ -16,10 +16,9 @@
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//! Auxillary struct/enums for polkadot runtime.
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use sp_runtime::traits::{Convert, Saturating};
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use sp_runtime::{FixedPointNumber, FixedI128, Perquintill};
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use frame_support::traits::{OnUnbalanced, Imbalance, Currency, Get};
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use crate::{MaximumBlockWeight, NegativeImbalance};
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use sp_runtime::traits::Convert;
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use frame_support::traits::{OnUnbalanced, Imbalance, Currency};
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use crate::NegativeImbalance;
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/// Logic for the author to get a portion of fees.
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pub struct ToAuthor<R>(sp_std::marker::PhantomData<R>);
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@@ -72,55 +71,3 @@ where
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{
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fn convert(x: u128) -> u128 { x * Self::factor() }
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}
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/// Update the given multiplier based on the following formula
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///
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/// diff = (previous_block_weight - target_weight)/max_weight
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/// v = 0.00004
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/// next_weight = weight * (1 + (v * diff) + (v * diff)^2 / 2)
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///
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/// Where `target_weight` must be given as the `Get` implementation of the `T` generic type.
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/// https://research.web3.foundation/en/latest/polkadot/Token%20Economics/#relay-chain-transaction-fees
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pub struct TargetedFeeAdjustment<T, R>(sp_std::marker::PhantomData<(T, R)>);
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impl<T: Get<Perquintill>, R: system::Trait> Convert<FixedI128, FixedI128> for TargetedFeeAdjustment<T, R> {
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fn convert(multiplier: FixedI128) -> FixedI128 {
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let max_weight = MaximumBlockWeight::get();
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let block_weight = <system::Module<R>>::block_weight().total().min(max_weight);
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let target_weight = (T::get() * max_weight) as u128;
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let block_weight = block_weight as u128;
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// determines if the first_term is positive
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let positive = block_weight >= target_weight;
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let diff_abs = block_weight.max(target_weight) - block_weight.min(target_weight);
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// safe, diff_abs cannot exceed u64 and it can always be computed safely even with the lossy
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// `FixedI128::saturating_from_rational`.
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let diff = FixedI128::saturating_from_rational(diff_abs, max_weight.max(1));
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let diff_squared = diff.saturating_mul(diff);
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// 0.00004 = 4/100_000 = 40_000/10^9
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let v = FixedI128::saturating_from_rational(4, 100_000);
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// 0.00004^2 = 16/10^10 Taking the future /2 into account... 8/10^10
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let v_squared_2 = FixedI128::saturating_from_rational(8, 10_000_000_000u64);
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let first_term = v.saturating_mul(diff);
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let second_term = v_squared_2.saturating_mul(diff_squared);
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if positive {
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// Note: this is merely bounded by how big the multiplier and the inner value can go,
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// not by any economical reasoning.
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let excess = first_term.saturating_add(second_term);
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multiplier.saturating_add(excess)
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} else {
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// Defensive-only: first_term > second_term. Safe subtraction.
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let negative = first_term.saturating_sub(second_term);
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multiplier.saturating_sub(negative)
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// despite the fact that apply_to saturates weight (final fee cannot go below 0)
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// it is crucially important to stop here and don't further reduce the weight fee
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// multiplier. While at -1, it means that the network is so un-congested that all
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// transactions have no weight fee. We stop here and only increase if the network
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// became more busy.
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.max(FixedI128::saturating_from_integer(-1))
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}
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}
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}
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