From a3186d0944e3204dac7f63b93908c6f8889478d4 Mon Sep 17 00:00:00 2001 From: Sylvestre Ledru Date: Sun, 3 Nov 2024 14:28:08 +0100 Subject: [PATCH] run rustfmt on the code --- src/buffer.rs | 9 +- src/integer.rs | 1 - src/nt_funcs.rs | 2743 +++---- src/rand.rs | 12 +- src/tables.rs | 18205 +++++++++++++++++++++++++++++++++++++++++----- src/traits.rs | 12 +- 6 files changed, 17783 insertions(+), 3199 deletions(-) diff --git a/src/buffer.rs b/src/buffer.rs index b4dd47f..11402f0 100644 --- a/src/buffer.rs +++ b/src/buffer.rs @@ -265,7 +265,8 @@ impl Default for NaiveBuffer { impl NaiveBuffer { #[inline] - #[must_use] pub fn new() -> Self { + #[must_use] + pub fn new() -> Self { let list = SMALL_PRIMES.iter().map(|&p| u64::from(p)).collect(); NaiveBuffer { list, @@ -359,7 +360,8 @@ impl NaiveBuffer { } /// Returns all primes ≤ `limit` and takes ownership. The primes are sorted. - #[must_use] pub fn into_primes(mut self, limit: u64) -> std::vec::IntoIter { + #[must_use] + pub fn into_primes(mut self, limit: u64) -> std::vec::IntoIter { self.reserve(limit); let position = match self.list.binary_search(&limit) { Ok(p) => p + 1, @@ -379,7 +381,8 @@ impl NaiveBuffer { } /// Returns primes of certain amount counting from 2 and takes ownership. The primes are sorted. - #[must_use] pub fn into_nprimes(mut self, count: usize) -> std::vec::IntoIter { + #[must_use] + pub fn into_nprimes(mut self, count: usize) -> std::vec::IntoIter { let (_, bound) = nth_prime_bounds(&(count as u64)) .expect("Estimated size of the largest prime will be larger than u64 limit"); self.reserve(bound); diff --git a/src/integer.rs b/src/integer.rs index 7cbc0dc..f665686 100644 --- a/src/integer.rs +++ b/src/integer.rs @@ -157,7 +157,6 @@ impl ExactRoots for BigInt { #[cfg(test)] mod tests { use super::*; - #[test] fn exact_root_test() { diff --git a/src/nt_funcs.rs b/src/nt_funcs.rs index fae00c2..9cd8adb 100644 --- a/src/nt_funcs.rs +++ b/src/nt_funcs.rs @@ -1,1367 +1,1376 @@ -//! Standalone number theoretic functions -//! -//! The functions in this module can be called without an instance of [`crate::traits::PrimeBuffer`]. -//! However, some functions do internally call the implementation on [`PrimeBufferExt`] -//! (especially those dependent of integer factorization). For these functions, if you have -//! to call them repeatedly, it's recommended to create a [`crate::traits::PrimeBuffer`] -//! instance and use its associated methods for better performance. -//! -//! For number theoretic functions that depends on integer factorization, strongest primality -//! check will be used in factorization, since for these functions we prefer correctness -//! over speed. -//! - -use crate::buffer::{NaiveBuffer, PrimeBufferExt}; -use crate::factor::{one_line, pollard_rho, squfof, SQUFOF_MULTIPLIERS}; -use crate::mint::SmallMint; -use crate::primality::{PrimalityBase, PrimalityRefBase}; -use crate::tables::{ - MOEBIUS_ODD, SMALL_PRIMES, SMALL_PRIMES_NEXT, WHEEL_NEXT, WHEEL_PREV, - WHEEL_SIZE, -}; -#[cfg(feature = "big-table")] -use crate::tables::{SMALL_PRIMES_INV, ZETA_LOG_TABLE}; -use crate::traits::{FactorizationConfig, Primality, PrimalityTestConfig, PrimalityUtils}; -use crate::{BitTest, ExactRoots}; -use num_integer::Roots; -#[cfg(feature = "num-bigint")] -use num_modular::DivExact; -use num_modular::{ModularCoreOps, ModularInteger, MontgomeryInt}; -use num_traits::{CheckedAdd, FromPrimitive, Num, RefNum, ToPrimitive}; -use rand::random; -use std::collections::BTreeMap; -use std::convert::TryFrom; - -#[cfg(feature = "big-table")] -use crate::tables::{MILLER_RABIN_BASE64, MILLER_RABIN_BASE32}; - -/// Fast primality test on a u64 integer. It's based on -/// deterministic Miller-rabin tests. If target is larger than 2^64 or more -/// controlled primality tests are desired, please use [is_prime()] -#[cfg(not(feature = "big-table"))] -pub fn is_prime64(target: u64) -> bool { - // shortcuts - if target < 2 { - return false; - } - if target & 1 == 0 { - return target == 2; - } - if let Ok(u) = u8::try_from(target) { - // find in the prime list if the target is small enough - return SMALL_PRIMES.binary_search(&u).is_ok(); - } else { - // check remainder against the wheel table - // this step eliminates any number that is not coprime to WHEEL_SIZE - let pos = (target % WHEEL_SIZE as u64) as usize; - if pos == 0 || WHEEL_NEXT[pos] < WHEEL_NEXT[pos - 1] { - return false; - } - } - - // Then do a deterministic Miller-rabin test - is_prime64_miller(target) -} - -/// Very fast primality test on a u64 integer is a prime number. It's based on -/// deterministic Miller-rabin tests with hashing. if target is larger than 2^64 or more controlled -/// primality tests are desired, please use [`is_prime()`] -#[cfg(feature = "big-table")] -#[must_use] pub fn is_prime64(target: u64) -> bool { - // shortcuts - if target < 2 { - return false; - } - if target & 1 == 0 { - return target == 2; - } - - // remove small factors - if target < SMALL_PRIMES_NEXT { - // find in the prime list if the target is small enough - return SMALL_PRIMES.binary_search(&(target as u16)).is_ok(); - } else { - // check remainder against the wheel table - // this step eliminates any number that is not coprime to WHEEL_SIZE - let pos = (target % u64::from(WHEEL_SIZE)) as usize; - if pos == 0 || WHEEL_NEXT[pos] < WHEEL_NEXT[pos - 1] { - return false; - } - } - - // Then do a deterministic Miller-rabin test - is_prime64_miller(target) -} - -// Primality test for u64 with only miller-rabin tests, used during factorization. -// It assumes the target is odd, not too small and cannot be divided small primes -#[cfg(not(feature = "big-table"))] -fn is_prime64_miller(target: u64) -> bool { - // The collection of witnesses are from http://miller-rabin.appspot.com/ - if let Ok(u) = u32::try_from(target) { - const WITNESS32: [u32; 3] = [2, 7, 61]; - let u = SmallMint::from(u); - WITNESS32.iter().all(|&x| u.is_sprp(SmallMint::from(x))) - } else { - const WITNESS64: [u64; 7] = [2, 325, 9375, 28178, 450775, 9780504, 1795265022]; - let u = SmallMint::from(target); - WITNESS64.iter().all(|&x| u.is_sprp(SmallMint::from(x))) - } -} - -#[cfg(feature = "big-table")] -fn is_prime32_miller(target: u32) -> bool { - let h = u64::from(target); - let h = ((h >> 16) ^ h).wrapping_mul(0x045d_9f3b); - let h = ((h >> 16) ^ h).wrapping_mul(0x045d_9f3b); - let h = ((h >> 16) ^ h) & 255; - let u = SmallMint::from(target); - u.is_sprp(SmallMint::from(u32::from(MILLER_RABIN_BASE32[h as usize]))) -} - -// Primality test for u64 with only miller-rabin tests, used during factorization. -// It assumes the target is odd, not too small and cannot be divided small primes -#[cfg(feature = "big-table")] -fn is_prime64_miller(target: u64) -> bool { - if let Ok(u) = u32::try_from(target) { - return is_prime32_miller(u); - } - - let u = SmallMint::from(target); - if !u.is_sprp(2.into()) { - return false; - } - - let h = target; - let h = ((h >> 32) ^ h).wrapping_mul(0x045d_9f3b_3335_b369); - let h = ((h >> 32) ^ h).wrapping_mul(0x0333_5b36_945d_9f3b); - let h = ((h >> 32) ^ h) & 16383; - let b = MILLER_RABIN_BASE64[h as usize]; - u.is_sprp((u64::from(b) & 4095).into()) && u.is_sprp((u64::from(b) >> 12).into()) -} - -/// Fast integer factorization on a u64 target. It's based on a selection of factorization methods. -/// if target is larger than 2^128 or more controlled primality tests are desired, please use [`factors()`][crate::buffer::PrimeBufferExt::factors]. -/// -/// The factorization can be quite faster under 2^64 because: 1) faster and deterministic primality check, -/// 2) efficient montgomery multiplication implementation of u64 -#[must_use] pub fn factorize64(target: u64) -> BTreeMap { - // TODO: improve factorization performance - // REF: http://flintlib.org/doc/ulong_extras.html#factorisation - // https://mathoverflow.net/questions/114018/fastest-way-to-factor-integers-260 - // https://hal.inria.fr/inria-00188645v3/document - // https://github.com/coreutils/coreutils/blob/master/src/factor.c - // https://github.com/uutils/coreutils/blob/master/src/uu/factor/src/cli.rs - // https://github.com/elmomoilanen/prime-factorization - // https://github.com/radii/msieve - // https://github.com/zademn/facto-rs - // Pari/GP: ifac_crack - let mut result = BTreeMap::new(); - - // quick check on factors of 2 - let f2 = target.trailing_zeros(); - if f2 == 0 { - if is_prime64(target) { - result.insert(target, 1); - return result; - } - } else { - result.insert(2, f2 as usize); - } - - // trial division using primes in the table - let tsqrt = target.sqrt() + 1; - - let mut residual = target >> f2; - let mut factored = false; - - #[cfg(not(feature = "big-table"))] - for p in SMALL_PRIMES.iter().skip(1).map(|&v| v as u64) { - if p > tsqrt { - factored = true; - break; - } - - while residual % p == 0 { - residual = residual / p; - *result.entry(p).or_insert(0) += 1; - } - if residual == 1 { - factored = true; - break; - } - } - - #[cfg(feature = "big-table")] - // divisibility check with pre-computed tables, see comments on SMALL_PRIMES_INV for reference - for (p, &pinv) in SMALL_PRIMES - .iter() - .map(|&p| u64::from(p)) - .zip(SMALL_PRIMES_INV.iter()) - .skip(1) - { - // only need to test primes up to sqrt(target) - if p > tsqrt { - factored = true; - break; - } - - let mut exp: usize = 0; - while let Some(q) = residual.div_exact(p, &pinv) { - exp += 1; - residual = q; - } - if exp > 0 { - result.insert(p, exp); - } - - if residual == 1 { - factored = true; - break; - } - } - - if factored { - if residual != 1 { - result.insert(residual, 1); - } - return result; - } - - // then try advanced methods to find a divisor util fully factored - for (p, exp) in factorize64_advanced(&[(residual, 1usize)]) { - *result.entry(p).or_insert(0) += exp; - } - result -} - -// This function factorize all cofactors after some trivial division steps -pub(crate) fn factorize64_advanced(cofactors: &[(u64, usize)]) -> Vec<(u64, usize)> { - let mut todo: Vec<_> = cofactors.to_vec(); - let mut factored: Vec<(u64, usize)> = Vec::new(); // prime factor, exponent - - while let Some((target, exp)) = todo.pop() { - if is_prime64_miller(target) { - factored.push((target, exp)); - continue; - } - - // check perfect powers before other methods, this is required for SQUFOF - // it suffices to check square and cubic if big-table is enabled, since fifth power of - // the smallest prime that haven't been checked is 8167^5 > 2^64 - if let Some(d) = target.sqrt_exact() { - todo.push((d, exp * 2)); - continue; - } - if let Some(d) = target.cbrt_exact() { - todo.push((d, exp * 3)); - continue; - } - - // try to find a divisor - let mut i = 0usize; - let mut max_iter_ratio = 1; // increase max_iter after factorization round - let divisor = loop { - // try various factorization method iteratively - const NMETHODS: usize = 3; - match i % NMETHODS { - 0 => { - // Pollard's rho (quick check) - let start = MontgomeryInt::new(random::(), &target); - let offset = start.convert(random::()); - let max_iter = max_iter_ratio << (target.bits() / 6); // unoptimized heuristic - if let (Some(p), _) = pollard_rho( - &SmallMint::from(target), - start.into(), - offset.into(), - max_iter, - ) { - break p.value(); - } - } - 1 => { - // Hart's one-line (quick check) - let mul_target = target.checked_mul(480).unwrap_or(target); - let max_iter = max_iter_ratio << (mul_target.bits() / 6); // unoptimized heuristic - if let (Some(p), _) = one_line(&target, mul_target, max_iter) { - break p; - } - } - 2 => { - // Shanks's squfof (main power) - let mut d = None; - for &k in &SQUFOF_MULTIPLIERS { - if let Some(mul_target) = target.checked_mul(u64::from(k)) { - let max_iter = max_iter_ratio * 2 * mul_target.sqrt().sqrt() as usize; - if let (Some(p), _) = squfof(&target, mul_target, max_iter) { - d = Some(p); - break; - } - } - } - if let Some(p) = d { - break p; - } - } - _ => unreachable!(), - } - i += 1; - - // increase max iterations after trying all methods - if i % NMETHODS == 0 { - max_iter_ratio *= 2; - } - }; - todo.push((divisor, exp)); - todo.push((target / divisor, exp)); - } - factored -} - -/// Fast integer factorization on a u128 target. It's based on a selection of factorization methods. -/// if target is larger than 2^128 or more controlled primality tests are desired, please use [`factors()`][crate::buffer::PrimeBufferExt::factors]. -#[must_use] pub fn factorize128(target: u128) -> BTreeMap { - // shortcut for u64 - if target < (1u128 << 64) { - return factorize64(target as u64) - .into_iter() - .map(|(k, v)| (u128::from(k), v)) - .collect(); - } - - let mut result = BTreeMap::new(); - - // quick check on factors of 2 - let f2 = target.trailing_zeros(); - if f2 != 0 { - result.insert(2, f2 as usize); - } - let mut residual = target >> f2; - - // trial division using primes in the table - // note that p^2 is never larger than target (at least 64 bits), so we don't need to shortcut trial division - #[cfg(not(feature = "big-table"))] - for p in SMALL_PRIMES.iter().skip(1).map(|&v| v as u128) { - while residual % p == 0 { - residual = residual / p; - *result.entry(p).or_insert(0) += 1; - } - if residual == 1 { - return result; - } - } - - #[cfg(feature = "big-table")] - // divisibility check with pre-computed tables, see comments on SMALL_PRIMES_INV for reference - for (p, &pinv) in SMALL_PRIMES - .iter() - .map(|&p| u64::from(p)) - .zip(SMALL_PRIMES_INV.iter()) - .skip(1) - { - let mut exp: usize = 0; - while let Some(q) = residual.div_exact(p, &pinv) { - exp += 1; - residual = q; - } - if exp > 0 { - result.insert(u128::from(p), exp); - } - - if residual == 1 { - return result; - } - } - - // then try advanced methods to find a divisor util fully factored - for (p, exp) in factorize128_advanced(&[(residual, 1usize)]) { - *result.entry(p).or_insert(0) += exp; - } - result -} - -pub(crate) fn factorize128_advanced(cofactors: &[(u128, usize)]) -> Vec<(u128, usize)> { - let (mut todo128, mut todo64) = (Vec::new(), Vec::new()); // cofactors to be processed - let mut factored: Vec<(u128, usize)> = Vec::new(); // prime factor, exponent - for &(co, e) in cofactors { - if let Ok(co64) = u64::try_from(co) { - todo64.push((co64, e)); - } else { - todo128.push((co, e)); - }; - } - - while let Some((target, exp)) = todo128.pop() { - if is_prime(&SmallMint::from(target), Some(PrimalityTestConfig::bpsw())).probably() { - factored.push((target, exp)); - continue; - } - - // check perfect powers before other methods - // it suffices to check 2, 3, 5, 7 power if big-table is enabled, since tenth power of - // the smallest prime that haven't been checked is 8167^10 > 2^128 - if let Some(d) = target.sqrt_exact() { - if let Ok(d64) = u64::try_from(d) { - todo64.push((d64, exp * 2)); - } else { - todo128.push((d, exp * 2)); - } - continue; - } - if let Some(d) = target.cbrt_exact() { - if let Ok(d64) = u64::try_from(d) { - todo64.push((d64, exp * 3)); - } else { - todo128.push((d, exp * 3)); - } - continue; - } - // TODO: check 5-th, 7-th power - - // try to find a divisor - let mut i = 0usize; - let mut max_iter_ratio = 1; - - let divisor = loop { - // try various factorization method iteratively, sort by time per iteration - const NMETHODS: usize = 3; - match i % NMETHODS { - 0 => { - // Pollard's rho - let start = MontgomeryInt::new(random::(), &target); - let offset = start.convert(random::()); - let max_iter = max_iter_ratio << (target.bits() / 6); // unoptimized heuristic - if let (Some(p), _) = pollard_rho( - &SmallMint::from(target), - start.into(), - offset.into(), - max_iter, - ) { - break p.value(); - } - } - 1 => { - // Hart's one-line - let mul_target = target.checked_mul(480).unwrap_or(target); - let max_iter = max_iter_ratio << (mul_target.bits() / 6); // unoptimized heuristic - if let (Some(p), _) = one_line(&target, mul_target, max_iter) { - break p; - } - } - 2 => { - // Shanks's squfof, try all mutipliers - let mut d = None; - for &k in &SQUFOF_MULTIPLIERS { - if let Some(mul_target) = target.checked_mul(u128::from(k)) { - let max_iter = max_iter_ratio * 2 * mul_target.sqrt().sqrt() as usize; - if let (Some(p), _) = squfof(&target, mul_target, max_iter) { - d = Some(p); - break; - } - } - } - if let Some(p) = d { - break p; - } - } - _ => unreachable!(), - } - i += 1; - - // increase max iterations after trying all methods - if i % NMETHODS == 0 { - max_iter_ratio *= 2; - } - }; - - if let Ok(d64) = u64::try_from(divisor) { - todo64.push((d64, exp)); - } else { - todo128.push((divisor, exp)); - } - let co = target / divisor; - if let Ok(d64) = u64::try_from(co) { - todo64.push((d64, exp)); - } else { - todo128.push((co, exp)); - } - } - - // forward 64 bit cofactors - factored.extend( - factorize64_advanced(&todo64) - .into_iter() - .map(|(p, exp)| (u128::from(p), exp)), - ); - factored -} - -/// Primality test -/// -/// This function re-exports [`PrimeBufferExt::is_prime()`][crate::buffer::PrimeBufferExt::is_prime()] with a new [`NaiveBuffer`] distance -pub fn is_prime(target: &T, config: Option) -> Primality -where - for<'r> &'r T: PrimalityRefBase, -{ - NaiveBuffer::new().is_prime(target, config) -} - -/// Faillible factorization -/// -/// This function re-exports [`PrimeBufferExt::factors()`][crate::buffer::PrimeBufferExt::factors()] with a new [`NaiveBuffer`] instance -pub fn factors( - target: T, - config: Option, -) -> (BTreeMap, Option>) -where - for<'r> &'r T: PrimalityRefBase, -{ - NaiveBuffer::new().factors(target, config) -} - -/// Infaillible factorization -/// -/// This function re-exports [`PrimeBufferExt::factorize()`][crate::buffer::PrimeBufferExt::factorize()] with a new [`NaiveBuffer`] instance -pub fn factorize(target: T) -> BTreeMap -where - for<'r> &'r T: PrimalityRefBase, -{ - NaiveBuffer::new().factorize(target) -} - -/// Get a list of primes under a limit -/// -/// This function re-exports [`NaiveBuffer::primes()`] and collect result as a vector. -#[must_use] pub fn primes(limit: u64) -> Vec { - NaiveBuffer::new().into_primes(limit).collect() -} - -/// Get the first n primes -/// -/// This function re-exports [`NaiveBuffer::nprimes()`] and collect result as a vector. -#[must_use] pub fn nprimes(count: usize) -> Vec { - NaiveBuffer::new().into_nprimes(count).collect() -} - -/// Calculate and return the prime π function -/// -/// This function re-exports [`NaiveBuffer::prime_pi()`] -#[must_use] pub fn prime_pi(limit: u64) -> u64 { - NaiveBuffer::new().prime_pi(limit) -} - -/// Get the n-th prime (n counts from 1). -/// -/// This function re-exports [`NaiveBuffer::nth_prime()`] -#[must_use] pub fn nth_prime(n: u64) -> u64 { - NaiveBuffer::new().nth_prime(n) -} - -/// Calculate the primorial function -#[must_use] pub fn primorial(n: usize) -> T { - NaiveBuffer::new() - .into_nprimes(n) - .map(|p| T::from_u64(p).unwrap()) - .product() -} - -/// This function calculate the Möbius `μ(n)` function of the input integer `n` -/// -/// This function behaves like `moebius_factorized(factorize(target))`. -/// If the input integer is very hard to factorize, it's better to use -/// the [`factors()`] function to control how the factorization is done, and then call -/// [`moebius_factorized()`]. -/// -/// # Panics -/// if the factorization failed on target. -pub fn moebius(target: &T) -> i8 -where - for<'r> &'r T: PrimalityRefBase, -{ - // remove factor 2 - if target.is_even() { - let two = T::one() + T::one(); - let four = &two + &two; - if (target % four).is_zero() { - return 0; - } else { - return -moebius(&(target / &two)); - } - } - - // look up tables when input is smaller than 256 - if let Some(v) = (target - T::one()).to_u8() { - let m = MOEBIUS_ODD[(v >> 6) as usize]; - let m = m & (3 << (v & 63)); - let m = m >> (v & 63); - return m as i8 - 1; - } - - // short cut for common primes - let three_sq = T::from_u8(9).unwrap(); - let five_sq = T::from_u8(25).unwrap(); - let seven_sq = T::from_u8(49).unwrap(); - if (target % three_sq).is_zero() - || (target % five_sq).is_zero() - || (target % seven_sq).is_zero() - { - return 0; - } - - // then try complete factorization - moebius_factorized(&factorize(target.clone())) -} - -/// This function calculate the Möbius `μ(n)` function given the factorization -/// result of `n` -#[must_use] pub fn moebius_factorized(factors: &BTreeMap) -> i8 { - if factors.values().any(|exp| exp > &1) { - 0 - } else if factors.len() % 2 == 0 { - 1 - } else { - -1 - } -} - -/// Tests if the integer doesn't have any square number factor. -/// -/// # Panics -/// if the factorization failed on target. -pub fn is_square_free(target: &T) -> bool -where - for<'r> &'r T: PrimalityRefBase, -{ - moebius(target) != 0 -} - -/// Returns the estimated bounds (low, high) of prime π function, such that -/// low <= π(target) <= high -/// -/// # Reference: -/// - \[1] Dusart, Pierre. "Estimates of Some Functions Over Primes without R.H." -/// [arxiv:1002.0442](http://arxiv.org/abs/1002.0442). 2010. -/// - \[2] Dusart, Pierre. "Explicit estimates of some functions over primes." -/// The Ramanujan Journal 45.1 (2018): 227-251. -pub fn prime_pi_bounds(target: &T) -> (T, T) { - if let Some(x) = target.to_u64() { - // use existing primes and return exact value - if x <= u64::from(*SMALL_PRIMES.last().unwrap()) { - #[cfg(not(feature = "big-table"))] - let pos = SMALL_PRIMES.binary_search(&(x as u8)); - #[cfg(feature = "big-table")] - let pos = SMALL_PRIMES.binary_search(&(x as u16)); - - let n = match pos { - Ok(p) => p + 1, - Err(p) => p, - }; - return (T::from_usize(n).unwrap(), T::from_usize(n).unwrap()); - } - - // use function approximation - let n = x as f64; - let ln = n.ln(); - let invln = ln.recip(); - - let lo = match () { - // [2] Collary 5.3 - () if x >= 468_049 => n / (ln - 1. - invln), - // [2] Collary 5.2 - () if x >= 88789 => n * invln * (1. + invln * (1. + 2. * invln)), - // [2] Collary 5.3 - () if x >= 5393 => n / (ln - 1.), - // [2] Collary 5.2 - () if x >= 599 => n * invln * (1. + invln), - // [2] Collary 5.2 - () => n * invln, - }; - let hi = match () { - // [2] Theorem 5.1, valid for x > 4e9, intersects at 7.3986e9 - () if x >= 7_398_600_000 => n * invln * (1. + invln * (1. + invln * (2. + invln * 7.59))), - // [1] Theorem 6.9 - () if x >= 2_953_652_287 => n * invln * (1. + invln * (1. + invln * 2.334)), - // [2] Collary 5.3, valid for x > 5.6, intersects at 5668 - () if x >= 467_345 => n / (ln - 1. - 1.2311 * invln), - // [2] Collary 5.2, valid for x > 1, intersects at 29927 - () if x >= 29927 => n * invln * (1. + invln * (1. + invln * 2.53816)), - // [2] Collary 5.3, valid for x > exp(1.112), intersects at 5668 - () if x >= 5668 => n / (ln - 1.112), - // [2] Collary 5.2, valid for x > 1, intersects at 148 - () if x >= 148 => n * invln * (1. + invln * 1.2762), - // [2] Collary 5.2, valid for x > 1 - () => 1.25506 * n * invln, - }; - (T::from_f64(lo).unwrap(), T::from_f64(hi).unwrap()) - } else { - let n = target.to_f64().unwrap(); - let ln = n.ln(); - let invln = ln.recip(); - - // best bounds so far - let lo = n / (ln - 1. - invln); - let hi = n * invln * (1. + invln * (1. + invln * (2. + invln * 7.59))); - (T::from_f64(lo).unwrap(), T::from_f64(hi).unwrap()) - } -} - -/// Returns the estimated inclusive bounds (low, high) of the n-th prime. If the result -/// is larger than maximum of `T`, [None] will be returned. -/// -/// # Reference: -/// - \[1] Dusart, Pierre. "Estimates of Some Functions Over Primes without R.H." -/// arXiv preprint [arXiv:1002.0442](https://arxiv.org/abs/1002.0442) (2010). -/// - \[2] Rosser, J. Barkley, and Lowell Schoenfeld. "Approximate formulas for some -/// functions of prime numbers." Illinois Journal of Mathematics 6.1 (1962): 64-94. -/// - \[3] Dusart, Pierre. "The k th prime is greater than k (ln k+ ln ln k-1) for k≥ 2." -/// Mathematics of computation (1999): 411-415. -/// - \[4] Axler, Christian. ["New Estimates for the nth Prime Number."](https://www.emis.de/journals/JIS/VOL22/Axler/axler17.pdf) -/// Journal of Integer Sequences 22.2 (2019): 3. -/// - \[5] Axler, Christian. [Uber die Primzahl-Zählfunktion, die n-te Primzahl und verallgemeinerte Ramanujan-Primzahlen. Diss.](http://docserv.uniduesseldorf.de/servlets/DerivateServlet/Derivate-28284/pdfa-1b.pdf) -/// `PhD` thesis, Düsseldorf, 2013. -/// -/// Note that some of the results might depend on the Riemann Hypothesis. If you find -/// any prime that doesn't fall in the bound, then it might be a big discovery! -pub fn nth_prime_bounds(target: &T) -> Option<(T, T)> { - if let Some(x) = target.to_usize() { - if x == 0 { - return Some((T::from_u8(0).unwrap(), T::from_u8(0).unwrap())); - } - - // use existing primes and return exact value - if x <= SMALL_PRIMES.len() { - let p = SMALL_PRIMES[x - 1]; - - #[cfg(not(feature = "big-table"))] - return Some((T::from_u8(p).unwrap(), T::from_u8(p).unwrap())); - - #[cfg(feature = "big-table")] - return Some((T::from_u16(p).unwrap(), T::from_u16(p).unwrap())); - } - - // use function approximation - let n = x as f64; - let ln = n.ln(); - let lnln = ln.ln(); - - let lo = match () { - // [4] Theroem 4, valid for x >= 2, intersects as 3.172e5 - () if x >= 317_200 => { - n * (ln + lnln - 1. + (lnln - 2.) / ln - - (lnln * lnln - 6. * lnln + 11.321) / (2. * ln * ln)) - } - // [1] Proposition 6.7, valid for x >= 3, intersects at 3520 - () if x >= 3520 => n * (ln + lnln - 1. + (lnln - 2.1) / ln), - // [3] title - () => n * (ln + lnln - 1.), - }; - let hi = match () { - // [4] Theroem 1, valid for x >= 46254381 - () if x >= 46_254_381 => { - n * (ln + lnln - 1. + (lnln - 2.) / ln - - (lnln * lnln - 6. * lnln + 10.667) / (2. * ln * ln)) - } - // [5] Korollar 2.11, valid for x >= 8009824 - () if x >= 8_009_824 => { - n * (ln + lnln - 1. + (lnln - 2.) / ln - - (lnln * lnln - 6. * lnln + 10.273) / (2. * ln * ln)) - } - // [1] Proposition 6.6 - () if x >= 688_383 => n * (ln + lnln - 1. + (lnln - 2.) / ln), - // [1] Lemma 6.5 - () if x >= 178_974 => n * (ln + lnln - 1. + (lnln - 1.95) / ln), - // [3] in "Further Results" - () if x >= 39017 => n * (ln + lnln - 0.9484), - // [3] in "Further Results" - () if x >= 27076 => n * (ln + lnln - 1. + (lnln - 1.8) / ln), - // [2] Theorem 3, valid for x >= 20 - () => n * (ln + lnln - 0.5), - }; - Some((T::from_f64(lo)?, T::from_f64(hi)?)) - } else { - let n = target.to_f64().unwrap(); - let ln = n.ln(); - let lnln = ln.ln(); - - // best bounds so far - let lo = n - * (ln + lnln - 1. + (lnln - 2.) / ln - - (lnln * lnln - 6. * lnln + 11.321) / (2. * ln * ln)); - let hi = n - * (ln + lnln - 1. + (lnln - 2.) / ln - - (lnln * lnln - 6. * lnln + 10.667) / (2. * ln * ln)); - Some((T::from_f64(lo)?, T::from_f64(hi)?)) - } -} - -/// Test if the target is a safe prime under [Sophie German's definition](https://en.wikipedia.org/wiki/Safe_and_Sophie_Germain_primes). It will use the -/// [strict primality test configuration][FactorizationConfig::strict()]. -pub fn is_safe_prime(target: &T) -> Primality -where - for<'r> &'r T: PrimalityRefBase, -{ - let buf = NaiveBuffer::new(); - let config = Some(PrimalityTestConfig::strict()); - - // test (n-1)/2 first since its smaller - let sophie_p = buf.is_prime(&(target >> 1), config); - if matches!(sophie_p, Primality::No) { - return sophie_p; - } - - // and then test target itself - let target_p = buf.is_prime(target, config); - target_p & sophie_p -} - -/// Find the first prime number larger than `target`. If the result causes an overflow, -/// then [None] will be returned -#[cfg(not(feature = "big-table"))] -pub fn next_prime( - target: &T, - config: Option, -) -> Option -where - for<'r> &'r T: PrimalityRefBase, -{ - // first search in small primes - if let Some(x) = target.to_u8() { - return match SMALL_PRIMES.binary_search(&x) { - Ok(pos) => { - if pos + 1 == SMALL_PRIMES.len() { - T::from_u64(SMALL_PRIMES_NEXT) - } else { - T::from_u8(SMALL_PRIMES[pos + 1]) - } - } - Err(pos) => T::from_u8(SMALL_PRIMES[pos]), - }; - } - - // then moving along the wheel - let mut i = (target % T::from_u8(WHEEL_SIZE).unwrap()).to_u8().unwrap(); - let mut t = target.clone(); - loop { - let offset = WHEEL_NEXT[i as usize]; - t = t.checked_add(&T::from_u8(offset).unwrap())?; - i = i.addm(offset, &WHEEL_SIZE); - if is_prime(&t, config).probably() { - break Some(t); - } - } -} - -/// Find the first prime number larger than `target`. If the result causes an overflow, -/// then [None] will be returned -#[cfg(feature = "big-table")] -pub fn next_prime( - target: &T, - config: Option, -) -> Option -where - for<'r> &'r T: PrimalityRefBase, -{ - // first search in small primes - if target <= &T::from_u8(255).unwrap() // shortcut for T=u8 - || target < &T::from_u16(*SMALL_PRIMES.last().unwrap()).unwrap() - { - let next = match SMALL_PRIMES.binary_search(&target.to_u16().unwrap()) { - Ok(pos) => SMALL_PRIMES[pos + 1], - Err(pos) => SMALL_PRIMES[pos], - }; - return T::from_u16(next); - } - - // then moving along the wheel - let mut i = (target % T::from_u16(WHEEL_SIZE).unwrap()) - .to_u16() - .unwrap(); - let mut t = target.clone(); - loop { - let offset = WHEEL_NEXT[i as usize]; - t = t.checked_add(&T::from_u8(offset).unwrap())?; - i = i.addm(u16::from(offset), &WHEEL_SIZE); - if is_prime(&t, config).probably() { - break Some(t); - } - } -} - -/// Find the first prime number smaller than `target`. If target is less than 3, then [None] -/// will be returned. -#[cfg(not(feature = "big-table"))] -pub fn prev_prime(target: &T, config: Option) -> Option -where - for<'r> &'r T: PrimalityRefBase, -{ - if target <= &(T::one() + T::one()) { - return None; - } - - // first search in small primes - if let Some(x) = target.to_u8() { - let next = match SMALL_PRIMES.binary_search(&x) { - Ok(pos) => SMALL_PRIMES[pos - 1], - Err(pos) => SMALL_PRIMES[pos - 1], - }; - return Some(T::from_u8(next).unwrap()); - } - - // then moving along the wheel - let mut i = (target % T::from_u8(WHEEL_SIZE).unwrap()).to_u8().unwrap(); - let mut t = target.clone(); - loop { - let offset = WHEEL_PREV[i as usize]; - t = t - T::from_u8(offset).unwrap(); - i = i.subm(offset, &WHEEL_SIZE); - if is_prime(&t, config).probably() { - break Some(t); - } - } -} - -/// Find the first prime number smaller than `target`. If target is less than 3, then [None] -/// will be returned. -#[cfg(feature = "big-table")] -pub fn prev_prime(target: &T, config: Option) -> Option -where - for<'r> &'r T: PrimalityRefBase, -{ - if target <= &(T::one() + T::one()) { - return None; - } - - // first search in small primes - if target <= &T::from_u8(255).unwrap() // shortcut for u8 - || target < &T::from_u16(*SMALL_PRIMES.last().unwrap()).unwrap() - { - let next = match SMALL_PRIMES.binary_search(&target.to_u16().unwrap()) { - Ok(pos) => SMALL_PRIMES[pos - 1], - Err(pos) => SMALL_PRIMES[pos - 1], - }; - return Some(T::from_u16(next).unwrap()); - } - - // then moving along the wheel - let mut i = (target % T::from_u16(WHEEL_SIZE).unwrap()) - .to_u16() - .unwrap(); - let mut t = target.clone(); - loop { - let offset = WHEEL_PREV[i as usize]; - t = t - T::from_u8(offset).unwrap(); - i = i.subm(u16::from(offset), &WHEEL_SIZE); - if is_prime(&t, config).probably() { - break Some(t); - } - } -} - -/// Estimate the value of prime π() function by averaging the estimated bounds. -#[cfg(not(feature = "big-table"))] -pub fn prime_pi_est(target: &T) -> T { - let (lo, hi) = prime_pi_bounds(target); - (lo + hi) / T::from_u8(2).unwrap() -} - -/// Estimate the value of prime `π()` function by Riemann's R function. The estimation -/// error is roughly of scale O(sqrt(x)log(x)). -/// -/// Reference: -#[cfg(feature = "big-table")] -pub fn prime_pi_est(target: &T) -> T { - // shortcut - if let Some(x) = target.to_u16() { - if x <= { *SMALL_PRIMES.last().unwrap() } { - let (lo, hi) = prime_pi_bounds(&x); - debug_assert_eq!(lo, hi); - return T::from_u16(lo).unwrap(); - } - } - - // Gram expansion with logarithm arithmetics - let lnln = target.to_f64().unwrap().ln().ln(); - let mut total = 0f64; - let mut lnp = 0f64; // k*ln(ln(x)) - let mut lnfac = 0f64; // ln(k!) - - for k in 1usize..100 { - lnp += lnln; - let lnk = (k as f64).ln(); - lnfac += lnk; - let lnzeta = if k > 64 { 0f64 } else { ZETA_LOG_TABLE[k - 1] }; - let t = lnp - lnk - lnfac - lnzeta; - if t < -4. { - // stop if the increment is too small - break; - } - total += t.exp(); - } - T::from_f64(total + 1f64).unwrap() -} - -/// Estimate the value of nth prime by bisecting on [`prime_pi_est`]. -/// If the result is larger than maximum of `T`, [None] will be returned. -pub fn nth_prime_est(target: &T) -> Option -where - for<'r> &'r T: RefNum, -{ - let (mut lo, mut hi) = nth_prime_bounds(target)?; - if lo == hi { - return Some(lo); - } - - while lo != &hi - T::from_u8(1).unwrap() { - let x = (&lo + &hi) / T::from_u8(2).unwrap(); - let mid = prime_pi_est(&x); - if &mid < target { - lo = x; - } else if &mid > target { - hi = x; - } else { - return Some(x); - } - } - Some(lo) -} - -// TODO: More functions -// REF: http://www.numbertheory.org/gnubc/bc_programs.html -// REF: https://github.com/TilmanNeumann/java-math-library -// - is_smooth: checks if the smoothness bound is at least b -// - euler_phi: Euler's totient function -// - jordan_tot: Jordan's totient function -// Others include Louiville function, Mangoldt function, Dedekind psi function, Dickman rho function, etc.. - -#[cfg(test)] -mod tests { - use super::*; - use rand::{prelude::SliceRandom, random}; - use std::iter::FromIterator; - - #[test] - fn is_prime64_test() { - // test small primes - for x in 2..100 { - assert_eq!(SMALL_PRIMES.contains(&x), is_prime64(u64::from(x))); - } - assert!(is_prime64(677)); - - // from PR #7 - assert!(!is_prime64(9773)); - assert!(!is_prime64(13357)); - assert!(!is_prime64(18769)); - - // some large primes - assert!(is_prime64(6_469_693_333)); - assert!(is_prime64(13_756_265_695_458_089_029)); - assert!(is_prime64(13_496_181_268_022_124_907)); - assert!(is_prime64(10_953_742_525_620_032_441)); - assert!(is_prime64(17_908_251_027_575_790_097)); - - // primes from examples in Bradley Berg's hash method - assert!(is_prime64(480_194_653)); - assert!(!is_prime64(20_074_069)); - assert!(is_prime64(8_718_775_377_449)); - assert!(is_prime64(3_315_293_452_192_821_991)); - assert!(!is_prime64(8_651_776_913_431)); - assert!(!is_prime64(1_152_965_996_591_997_761)); - - // false positives reported by JASory (#4) - assert!(!is_prime64(600_437_059_821_397)); - assert!(!is_prime64(3_866_032_210_719_337)); - assert!(!is_prime64(4_100_599_722_623_587)); - - // ensure no factor for 100 random primes - let mut rng = rand::thread_rng(); - for _ in 0..100 { - let x = random(); - if !is_prime64(x) { - continue; - } - assert_ne!(x % u64::from(*SMALL_PRIMES.choose(&mut rng).unwrap()), 0); - } - - // create random composites - for _ in 0..100 { - let x = u64::from(random::()); - let y = u64::from(random::()); - assert!(!is_prime64(x * y)); - } - } - - #[test] - fn factorize64_test() { - // some simple cases - let fac4095 = BTreeMap::from_iter([(3, 2), (5, 1), (7, 1), (13, 1)]); - let fac = factorize64(4095); - assert_eq!(fac, fac4095); - - let fac123456789 = BTreeMap::from_iter([(3, 2), (3803, 1), (3607, 1)]); - let fac = factorize64(123_456_789); - assert_eq!(fac, fac123456789); - - let fac1_17 = BTreeMap::from_iter([(2_071_723, 1), (5_363_222_357, 1)]); - let fac = factorize64(11_111_111_111_111_111); - assert_eq!(fac, fac1_17); - - // perfect powers - for exp in 2u32..5 { - assert_eq!( - factorize128(8167u128.pow(exp)), - BTreeMap::from_iter([(8167, exp as usize)]) - ); - } - - // 100 random factorization tests - for _ in 0..100 { - let x = random(); - let fac = factorize64(x); - let mut prod = 1; - for (p, exp) in fac { - assert!( - is_prime64(p), - "factorization result should have prime factors! (get {})", - p - ); - prod *= p.pow(exp as u32); - } - assert_eq!(x, prod, "factorization check failed! ({x} != {prod})"); - } - } - - #[test] - fn factorize128_test() { - // some simple cases - let fac_primorial19 = - BTreeMap::from_iter(SMALL_PRIMES.iter().take(19).map(|&p| (u128::from(p), 1))); - let fac = factorize128(7_858_321_551_080_267_055_879_090); - assert_eq!(fac, fac_primorial19); - - let fac_smallbig = BTreeMap::from_iter([(167, 1), (2_417_851_639_229_258_349_412_369, 1)]); - let fac = factorize128(403_781_223_751_286_144_351_865_623); - assert_eq!(fac, fac_smallbig); - - // perfect powers - for exp in 5u32..10 { - // 2^64 < 8167^5 < 8167^9 < 2^128 - assert_eq!( - factorize128(8167u128.pow(exp)), - BTreeMap::from_iter([(8167, exp as usize)]) - ); - } - - // random factorization tests - for _ in 0..4 { - let x = random::() >> 28; // test 100 bit numbers - let fac = factorize128(x); - let mut prod = 1; - for (p, exp) in fac { - assert!( - is_prime(&p, None).probably(), - "factorization result should have prime factors! (get {})", - p - ); - prod *= p.pow(exp as u32); - } - assert_eq!(x, prod, "factorization check failed! ({x} != {prod})"); - } - } - - #[test] - fn is_safe_prime_test() { - // OEIS:A005385 - let safe_primes = [ - 5u16, 7, 11, 23, 47, 59, 83, 107, 167, 179, 227, 263, 347, 359, 383, 467, 479, 503, - 563, 587, 719, 839, 863, 887, 983, 1019, 1187, 1283, 1307, 1319, 1367, 1439, 1487, - 1523, 1619, 1823, 1907, - ]; - for p in SMALL_PRIMES { - let p = p; - if p > 1500 { - break; - } - assert_eq!( - is_safe_prime(&p).probably(), - safe_primes.iter().any(|v| &p == v) - ); - } - } - - #[test] - fn moebius_test() { - // test small examples - let mu20: [i8; 20] = [ - 1, -1, -1, 0, -1, 1, -1, 0, 0, 1, -1, 0, -1, 1, 1, 0, -1, 0, -1, 0, - ]; - for i in 0..20 { - assert_eq!(moebius(&(i + 1)), mu20[i], "moebius on {i}"); - } - - // some square numbers - assert_eq!(moebius(&1024u32), 0); - assert_eq!(moebius(&(8081u32 * 8081)), 0); - - // sphenic numbers - let sphenic3: [u8; 20] = [ - 30, 42, 66, 70, 78, 102, 105, 110, 114, 130, 138, 154, 165, 170, 174, 182, 186, 190, - 195, 222, - ]; // OEIS:A007304 - for i in 0..20 { - assert_eq!(moebius(&sphenic3[i]), -1i8, "moebius on {}", sphenic3[i]); - } - let sphenic5: [u16; 23] = [ - 2310, 2730, 3570, 3990, 4290, 4830, 5610, 6006, 6090, 6270, 6510, 6630, 7410, 7590, - 7770, 7854, 8610, 8778, 8970, 9030, 9282, 9570, 9690, - ]; // OEIS:A046387 - for i in 0..20 { - assert_eq!(moebius(&sphenic5[i]), -1i8, "moebius on {}", sphenic5[i]); - } - } - - #[test] - fn prime_pi_bounds_test() { - fn check(n: u64, pi: u64) { - let (lo, hi) = prime_pi_bounds(&n); - let est = prime_pi_est(&n); - assert!( - lo <= pi && pi <= hi, - "fail to satisfy {} <= pi({}) = {} <= {}", - lo, - n, - pi, - hi - ); - assert!(lo <= est && est <= hi); - } - - // test with sieved primes - let mut pb = NaiveBuffer::new(); - let mut last = 0; - for (i, p) in pb.primes(100_000).copied().enumerate() { - for j in last..p { - check(j, i as u64); - } - last = p; - } - - // test with some known cases with input as 10^n, OEIS:A006880 - let pow10_values = [ - 0, - 4, - 25, - 168, - 1229, - 9592, - 78498, - 664_579, - 5_761_455, - 50_847_534, - 455_052_511, - 4_118_054_813, - 37_607_912_018, - 346_065_536_839, - 3_204_941_750_802, - 29_844_570_422_669, - 279_238_341_033_925, - 2_623_557_157_654_233, - ]; - for (exponent, gt) in pow10_values.iter().enumerate() { - let n = 10u64.pow(exponent as u32); - check(n, *gt); - } - } - - #[test] - fn nth_prime_bounds_test() { - fn check(n: u64, p: u64) { - let (lo, hi) = super::nth_prime_bounds(&n).unwrap(); - assert!( - lo <= p && p <= hi, - "fail to satisfy: {} <= {}-th prime = {} <= {}", - lo, - n, - p, - hi - ); - let est = super::nth_prime_est(&n).unwrap(); - assert!(lo <= est && est <= hi); - } - - // test with sieved primes - let mut pb = NaiveBuffer::new(); - for (i, p) in pb.primes(100_000).copied().enumerate() { - check(i as u64 + 1, p); - } - - // test with some known cases with input as 10^n, OEIS:A006988 - let pow10_values = [ - 2, - 29, - 541, - 7919, - 104_729, - 1_299_709, - 15_485_863, - 179_424_673, - 2_038_074_743, - 22_801_763_489, - 252_097_800_623, - 2_760_727_302_517, - 29_996_224_275_833, - 323_780_508_946_331, - 3_475_385_758_524_527, - 37_124_508_045_065_437, - ]; - for (exponent, nth_prime) in pow10_values.iter().enumerate() { - let n = 10u64.pow(exponent as u32); - check(n, *nth_prime); - } - } - - #[test] - fn prev_next_test() { - assert_eq!(prev_prime(&2u32, None), None); - - // prime table boundary test - assert_eq!(prev_prime(&257u16, None), Some(251)); - assert_eq!(next_prime(&251u16, None), Some(257)); - assert_eq!(next_prime(&251u8, None), None); - assert_eq!(prev_prime(&8167u16, None), Some(8161)); - assert_eq!(next_prime(&8161u16, None), Some(8167)); - - // OEIS:A077800 - let twine_primes: [(u32, u32); 8] = [ - (2, 3), // not exactly twine - (3, 5), - (5, 7), - (11, 13), - (17, 19), - (29, 31), - (41, 43), - (617, 619), - ]; - for (p1, p2) in twine_primes { - assert_eq!(prev_prime(&p2, None).unwrap(), p1); - assert_eq!(next_prime(&p1, None).unwrap(), p2); - } - - let adj10_primes: [(u32, u32); 7] = [ - (7, 11), - (97, 101), - (997, 1009), - (9973, 10007), - (99991, 100_003), - (999_983, 1_000_003), - (9_999_991, 10_000_019), - ]; - for (i, (p1, p2)) in adj10_primes.iter().enumerate() { - assert_eq!(prev_prime(p2, None).unwrap(), *p1); - assert_eq!(next_prime(p1, None).unwrap(), *p2); - - let pow = 10u32.pow((i + 1) as u32); - assert_eq!(prev_prime(&pow, None).unwrap(), *p1); - assert_eq!(next_prime(&pow, None).unwrap(), *p2); - } - } -} +//! Standalone number theoretic functions +//! +//! The functions in this module can be called without an instance of [`crate::traits::PrimeBuffer`]. +//! However, some functions do internally call the implementation on [`PrimeBufferExt`] +//! (especially those dependent of integer factorization). For these functions, if you have +//! to call them repeatedly, it's recommended to create a [`crate::traits::PrimeBuffer`] +//! instance and use its associated methods for better performance. +//! +//! For number theoretic functions that depends on integer factorization, strongest primality +//! check will be used in factorization, since for these functions we prefer correctness +//! over speed. +//! + +use crate::buffer::{NaiveBuffer, PrimeBufferExt}; +use crate::factor::{one_line, pollard_rho, squfof, SQUFOF_MULTIPLIERS}; +use crate::mint::SmallMint; +use crate::primality::{PrimalityBase, PrimalityRefBase}; +use crate::tables::{ + MOEBIUS_ODD, SMALL_PRIMES, SMALL_PRIMES_NEXT, WHEEL_NEXT, WHEEL_PREV, WHEEL_SIZE, +}; +#[cfg(feature = "big-table")] +use crate::tables::{SMALL_PRIMES_INV, ZETA_LOG_TABLE}; +use crate::traits::{FactorizationConfig, Primality, PrimalityTestConfig, PrimalityUtils}; +use crate::{BitTest, ExactRoots}; +use num_integer::Roots; +use num_modular::DivExact; +use num_modular::{ModularCoreOps, ModularInteger, MontgomeryInt}; +use num_traits::{CheckedAdd, FromPrimitive, Num, RefNum, ToPrimitive}; +use rand::random; +use std::collections::BTreeMap; +use std::convert::TryFrom; + +#[cfg(feature = "big-table")] +use crate::tables::{MILLER_RABIN_BASE32, MILLER_RABIN_BASE64}; + +/// Fast primality test on a u64 integer. It's based on +/// deterministic Miller-rabin tests. If target is larger than 2^64 or more +/// controlled primality tests are desired, please use [is_prime()] +#[cfg(not(feature = "big-table"))] +pub fn is_prime64(target: u64) -> bool { + // shortcuts + if target < 2 { + return false; + } + if target & 1 == 0 { + return target == 2; + } + if let Ok(u) = u8::try_from(target) { + // find in the prime list if the target is small enough + return SMALL_PRIMES.binary_search(&u).is_ok(); + } else { + // check remainder against the wheel table + // this step eliminates any number that is not coprime to WHEEL_SIZE + let pos = (target % WHEEL_SIZE as u64) as usize; + if pos == 0 || WHEEL_NEXT[pos] < WHEEL_NEXT[pos - 1] { + return false; + } + } + + // Then do a deterministic Miller-rabin test + is_prime64_miller(target) +} + +/// Very fast primality test on a u64 integer is a prime number. It's based on +/// deterministic Miller-rabin tests with hashing. if target is larger than 2^64 or more controlled +/// primality tests are desired, please use [`is_prime()`] +#[cfg(feature = "big-table")] +#[must_use] +pub fn is_prime64(target: u64) -> bool { + // shortcuts + if target < 2 { + return false; + } + if target & 1 == 0 { + return target == 2; + } + + // remove small factors + if target < SMALL_PRIMES_NEXT { + // find in the prime list if the target is small enough + return SMALL_PRIMES.binary_search(&(target as u16)).is_ok(); + } else { + // check remainder against the wheel table + // this step eliminates any number that is not coprime to WHEEL_SIZE + let pos = (target % u64::from(WHEEL_SIZE)) as usize; + if pos == 0 || WHEEL_NEXT[pos] < WHEEL_NEXT[pos - 1] { + return false; + } + } + + // Then do a deterministic Miller-rabin test + is_prime64_miller(target) +} + +// Primality test for u64 with only miller-rabin tests, used during factorization. +// It assumes the target is odd, not too small and cannot be divided small primes +#[cfg(not(feature = "big-table"))] +fn is_prime64_miller(target: u64) -> bool { + // The collection of witnesses are from http://miller-rabin.appspot.com/ + if let Ok(u) = u32::try_from(target) { + const WITNESS32: [u32; 3] = [2, 7, 61]; + let u = SmallMint::from(u); + WITNESS32.iter().all(|&x| u.is_sprp(SmallMint::from(x))) + } else { + const WITNESS64: [u64; 7] = [2, 325, 9375, 28178, 450775, 9780504, 1795265022]; + let u = SmallMint::from(target); + WITNESS64.iter().all(|&x| u.is_sprp(SmallMint::from(x))) + } +} + +#[cfg(feature = "big-table")] +fn is_prime32_miller(target: u32) -> bool { + let h = u64::from(target); + let h = ((h >> 16) ^ h).wrapping_mul(0x045d_9f3b); + let h = ((h >> 16) ^ h).wrapping_mul(0x045d_9f3b); + let h = ((h >> 16) ^ h) & 255; + let u = SmallMint::from(target); + u.is_sprp(SmallMint::from(u32::from(MILLER_RABIN_BASE32[h as usize]))) +} + +// Primality test for u64 with only miller-rabin tests, used during factorization. +// It assumes the target is odd, not too small and cannot be divided small primes +#[cfg(feature = "big-table")] +fn is_prime64_miller(target: u64) -> bool { + if let Ok(u) = u32::try_from(target) { + return is_prime32_miller(u); + } + + let u = SmallMint::from(target); + if !u.is_sprp(2.into()) { + return false; + } + + let h = target; + let h = ((h >> 32) ^ h).wrapping_mul(0x045d_9f3b_3335_b369); + let h = ((h >> 32) ^ h).wrapping_mul(0x0333_5b36_945d_9f3b); + let h = ((h >> 32) ^ h) & 16383; + let b = MILLER_RABIN_BASE64[h as usize]; + u.is_sprp((u64::from(b) & 4095).into()) && u.is_sprp((u64::from(b) >> 12).into()) +} + +/// Fast integer factorization on a u64 target. It's based on a selection of factorization methods. +/// if target is larger than 2^128 or more controlled primality tests are desired, please use [`factors()`][crate::buffer::PrimeBufferExt::factors]. +/// +/// The factorization can be quite faster under 2^64 because: 1) faster and deterministic primality check, +/// 2) efficient montgomery multiplication implementation of u64 +#[must_use] +pub fn factorize64(target: u64) -> BTreeMap { + // TODO: improve factorization performance + // REF: http://flintlib.org/doc/ulong_extras.html#factorisation + // https://mathoverflow.net/questions/114018/fastest-way-to-factor-integers-260 + // https://hal.inria.fr/inria-00188645v3/document + // https://github.com/coreutils/coreutils/blob/master/src/factor.c + // https://github.com/uutils/coreutils/blob/master/src/uu/factor/src/cli.rs + // https://github.com/elmomoilanen/prime-factorization + // https://github.com/radii/msieve + // https://github.com/zademn/facto-rs + // Pari/GP: ifac_crack + let mut result = BTreeMap::new(); + + // quick check on factors of 2 + let f2 = target.trailing_zeros(); + if f2 == 0 { + if is_prime64(target) { + result.insert(target, 1); + return result; + } + } else { + result.insert(2, f2 as usize); + } + + // trial division using primes in the table + let tsqrt = target.sqrt() + 1; + + let mut residual = target >> f2; + let mut factored = false; + + #[cfg(not(feature = "big-table"))] + for p in SMALL_PRIMES.iter().skip(1).map(|&v| v as u64) { + if p > tsqrt { + factored = true; + break; + } + + while residual % p == 0 { + residual = residual / p; + *result.entry(p).or_insert(0) += 1; + } + if residual == 1 { + factored = true; + break; + } + } + + #[cfg(feature = "big-table")] + // divisibility check with pre-computed tables, see comments on SMALL_PRIMES_INV for reference + for (p, &pinv) in SMALL_PRIMES + .iter() + .map(|&p| u64::from(p)) + .zip(SMALL_PRIMES_INV.iter()) + .skip(1) + { + // only need to test primes up to sqrt(target) + if p > tsqrt { + factored = true; + break; + } + + let mut exp: usize = 0; + while let Some(q) = residual.div_exact(p, &pinv) { + exp += 1; + residual = q; + } + if exp > 0 { + result.insert(p, exp); + } + + if residual == 1 { + factored = true; + break; + } + } + + if factored { + if residual != 1 { + result.insert(residual, 1); + } + return result; + } + + // then try advanced methods to find a divisor util fully factored + for (p, exp) in factorize64_advanced(&[(residual, 1usize)]) { + *result.entry(p).or_insert(0) += exp; + } + result +} + +// This function factorize all cofactors after some trivial division steps +pub(crate) fn factorize64_advanced(cofactors: &[(u64, usize)]) -> Vec<(u64, usize)> { + let mut todo: Vec<_> = cofactors.to_vec(); + let mut factored: Vec<(u64, usize)> = Vec::new(); // prime factor, exponent + + while let Some((target, exp)) = todo.pop() { + if is_prime64_miller(target) { + factored.push((target, exp)); + continue; + } + + // check perfect powers before other methods, this is required for SQUFOF + // it suffices to check square and cubic if big-table is enabled, since fifth power of + // the smallest prime that haven't been checked is 8167^5 > 2^64 + if let Some(d) = target.sqrt_exact() { + todo.push((d, exp * 2)); + continue; + } + if let Some(d) = target.cbrt_exact() { + todo.push((d, exp * 3)); + continue; + } + + // try to find a divisor + let mut i = 0usize; + let mut max_iter_ratio = 1; // increase max_iter after factorization round + let divisor = loop { + // try various factorization method iteratively + const NMETHODS: usize = 3; + match i % NMETHODS { + 0 => { + // Pollard's rho (quick check) + let start = MontgomeryInt::new(random::(), &target); + let offset = start.convert(random::()); + let max_iter = max_iter_ratio << (target.bits() / 6); // unoptimized heuristic + if let (Some(p), _) = pollard_rho( + &SmallMint::from(target), + start.into(), + offset.into(), + max_iter, + ) { + break p.value(); + } + } + 1 => { + // Hart's one-line (quick check) + let mul_target = target.checked_mul(480).unwrap_or(target); + let max_iter = max_iter_ratio << (mul_target.bits() / 6); // unoptimized heuristic + if let (Some(p), _) = one_line(&target, mul_target, max_iter) { + break p; + } + } + 2 => { + // Shanks's squfof (main power) + let mut d = None; + for &k in &SQUFOF_MULTIPLIERS { + if let Some(mul_target) = target.checked_mul(u64::from(k)) { + let max_iter = max_iter_ratio * 2 * mul_target.sqrt().sqrt() as usize; + if let (Some(p), _) = squfof(&target, mul_target, max_iter) { + d = Some(p); + break; + } + } + } + if let Some(p) = d { + break p; + } + } + _ => unreachable!(), + } + i += 1; + + // increase max iterations after trying all methods + if i % NMETHODS == 0 { + max_iter_ratio *= 2; + } + }; + todo.push((divisor, exp)); + todo.push((target / divisor, exp)); + } + factored +} + +/// Fast integer factorization on a u128 target. It's based on a selection of factorization methods. +/// if target is larger than 2^128 or more controlled primality tests are desired, please use [`factors()`][crate::buffer::PrimeBufferExt::factors]. +#[must_use] +pub fn factorize128(target: u128) -> BTreeMap { + // shortcut for u64 + if target < (1u128 << 64) { + return factorize64(target as u64) + .into_iter() + .map(|(k, v)| (u128::from(k), v)) + .collect(); + } + + let mut result = BTreeMap::new(); + + // quick check on factors of 2 + let f2 = target.trailing_zeros(); + if f2 != 0 { + result.insert(2, f2 as usize); + } + let mut residual = target >> f2; + + // trial division using primes in the table + // note that p^2 is never larger than target (at least 64 bits), so we don't need to shortcut trial division + #[cfg(not(feature = "big-table"))] + for p in SMALL_PRIMES.iter().skip(1).map(|&v| v as u128) { + while residual % p == 0 { + residual = residual / p; + *result.entry(p).or_insert(0) += 1; + } + if residual == 1 { + return result; + } + } + + #[cfg(feature = "big-table")] + // divisibility check with pre-computed tables, see comments on SMALL_PRIMES_INV for reference + for (p, &pinv) in SMALL_PRIMES + .iter() + .map(|&p| u64::from(p)) + .zip(SMALL_PRIMES_INV.iter()) + .skip(1) + { + let mut exp: usize = 0; + while let Some(q) = residual.div_exact(p, &pinv) { + exp += 1; + residual = q; + } + if exp > 0 { + result.insert(u128::from(p), exp); + } + + if residual == 1 { + return result; + } + } + + // then try advanced methods to find a divisor util fully factored + for (p, exp) in factorize128_advanced(&[(residual, 1usize)]) { + *result.entry(p).or_insert(0) += exp; + } + result +} + +pub(crate) fn factorize128_advanced(cofactors: &[(u128, usize)]) -> Vec<(u128, usize)> { + let (mut todo128, mut todo64) = (Vec::new(), Vec::new()); // cofactors to be processed + let mut factored: Vec<(u128, usize)> = Vec::new(); // prime factor, exponent + for &(co, e) in cofactors { + if let Ok(co64) = u64::try_from(co) { + todo64.push((co64, e)); + } else { + todo128.push((co, e)); + }; + } + + while let Some((target, exp)) = todo128.pop() { + if is_prime(&SmallMint::from(target), Some(PrimalityTestConfig::bpsw())).probably() { + factored.push((target, exp)); + continue; + } + + // check perfect powers before other methods + // it suffices to check 2, 3, 5, 7 power if big-table is enabled, since tenth power of + // the smallest prime that haven't been checked is 8167^10 > 2^128 + if let Some(d) = target.sqrt_exact() { + if let Ok(d64) = u64::try_from(d) { + todo64.push((d64, exp * 2)); + } else { + todo128.push((d, exp * 2)); + } + continue; + } + if let Some(d) = target.cbrt_exact() { + if let Ok(d64) = u64::try_from(d) { + todo64.push((d64, exp * 3)); + } else { + todo128.push((d, exp * 3)); + } + continue; + } + // TODO: check 5-th, 7-th power + + // try to find a divisor + let mut i = 0usize; + let mut max_iter_ratio = 1; + + let divisor = loop { + // try various factorization method iteratively, sort by time per iteration + const NMETHODS: usize = 3; + match i % NMETHODS { + 0 => { + // Pollard's rho + let start = MontgomeryInt::new(random::(), &target); + let offset = start.convert(random::()); + let max_iter = max_iter_ratio << (target.bits() / 6); // unoptimized heuristic + if let (Some(p), _) = pollard_rho( + &SmallMint::from(target), + start.into(), + offset.into(), + max_iter, + ) { + break p.value(); + } + } + 1 => { + // Hart's one-line + let mul_target = target.checked_mul(480).unwrap_or(target); + let max_iter = max_iter_ratio << (mul_target.bits() / 6); // unoptimized heuristic + if let (Some(p), _) = one_line(&target, mul_target, max_iter) { + break p; + } + } + 2 => { + // Shanks's squfof, try all mutipliers + let mut d = None; + for &k in &SQUFOF_MULTIPLIERS { + if let Some(mul_target) = target.checked_mul(u128::from(k)) { + let max_iter = max_iter_ratio * 2 * mul_target.sqrt().sqrt() as usize; + if let (Some(p), _) = squfof(&target, mul_target, max_iter) { + d = Some(p); + break; + } + } + } + if let Some(p) = d { + break p; + } + } + _ => unreachable!(), + } + i += 1; + + // increase max iterations after trying all methods + if i % NMETHODS == 0 { + max_iter_ratio *= 2; + } + }; + + if let Ok(d64) = u64::try_from(divisor) { + todo64.push((d64, exp)); + } else { + todo128.push((divisor, exp)); + } + let co = target / divisor; + if let Ok(d64) = u64::try_from(co) { + todo64.push((d64, exp)); + } else { + todo128.push((co, exp)); + } + } + + // forward 64 bit cofactors + factored.extend( + factorize64_advanced(&todo64) + .into_iter() + .map(|(p, exp)| (u128::from(p), exp)), + ); + factored +} + +/// Primality test +/// +/// This function re-exports [`PrimeBufferExt::is_prime()`][crate::buffer::PrimeBufferExt::is_prime()] with a new [`NaiveBuffer`] distance +pub fn is_prime(target: &T, config: Option) -> Primality +where + for<'r> &'r T: PrimalityRefBase, +{ + NaiveBuffer::new().is_prime(target, config) +} + +/// Faillible factorization +/// +/// This function re-exports [`PrimeBufferExt::factors()`][crate::buffer::PrimeBufferExt::factors()] with a new [`NaiveBuffer`] instance +pub fn factors( + target: T, + config: Option, +) -> (BTreeMap, Option>) +where + for<'r> &'r T: PrimalityRefBase, +{ + NaiveBuffer::new().factors(target, config) +} + +/// Infaillible factorization +/// +/// This function re-exports [`PrimeBufferExt::factorize()`][crate::buffer::PrimeBufferExt::factorize()] with a new [`NaiveBuffer`] instance +pub fn factorize(target: T) -> BTreeMap +where + for<'r> &'r T: PrimalityRefBase, +{ + NaiveBuffer::new().factorize(target) +} + +/// Get a list of primes under a limit +/// +/// This function re-exports [`NaiveBuffer::primes()`] and collect result as a vector. +#[must_use] +pub fn primes(limit: u64) -> Vec { + NaiveBuffer::new().into_primes(limit).collect() +} + +/// Get the first n primes +/// +/// This function re-exports [`NaiveBuffer::nprimes()`] and collect result as a vector. +#[must_use] +pub fn nprimes(count: usize) -> Vec { + NaiveBuffer::new().into_nprimes(count).collect() +} + +/// Calculate and return the prime π function +/// +/// This function re-exports [`NaiveBuffer::prime_pi()`] +#[must_use] +pub fn prime_pi(limit: u64) -> u64 { + NaiveBuffer::new().prime_pi(limit) +} + +/// Get the n-th prime (n counts from 1). +/// +/// This function re-exports [`NaiveBuffer::nth_prime()`] +#[must_use] +pub fn nth_prime(n: u64) -> u64 { + NaiveBuffer::new().nth_prime(n) +} + +/// Calculate the primorial function +#[must_use] +pub fn primorial(n: usize) -> T { + NaiveBuffer::new() + .into_nprimes(n) + .map(|p| T::from_u64(p).unwrap()) + .product() +} + +/// This function calculate the Möbius `μ(n)` function of the input integer `n` +/// +/// This function behaves like `moebius_factorized(factorize(target))`. +/// If the input integer is very hard to factorize, it's better to use +/// the [`factors()`] function to control how the factorization is done, and then call +/// [`moebius_factorized()`]. +/// +/// # Panics +/// if the factorization failed on target. +pub fn moebius(target: &T) -> i8 +where + for<'r> &'r T: PrimalityRefBase, +{ + // remove factor 2 + if target.is_even() { + let two = T::one() + T::one(); + let four = &two + &two; + if (target % four).is_zero() { + return 0; + } else { + return -moebius(&(target / &two)); + } + } + + // look up tables when input is smaller than 256 + if let Some(v) = (target - T::one()).to_u8() { + let m = MOEBIUS_ODD[(v >> 6) as usize]; + let m = m & (3 << (v & 63)); + let m = m >> (v & 63); + return m as i8 - 1; + } + + // short cut for common primes + let three_sq = T::from_u8(9).unwrap(); + let five_sq = T::from_u8(25).unwrap(); + let seven_sq = T::from_u8(49).unwrap(); + if (target % three_sq).is_zero() + || (target % five_sq).is_zero() + || (target % seven_sq).is_zero() + { + return 0; + } + + // then try complete factorization + moebius_factorized(&factorize(target.clone())) +} + +/// This function calculate the Möbius `μ(n)` function given the factorization +/// result of `n` +#[must_use] +pub fn moebius_factorized(factors: &BTreeMap) -> i8 { + if factors.values().any(|exp| exp > &1) { + 0 + } else if factors.len() % 2 == 0 { + 1 + } else { + -1 + } +} + +/// Tests if the integer doesn't have any square number factor. +/// +/// # Panics +/// if the factorization failed on target. +pub fn is_square_free(target: &T) -> bool +where + for<'r> &'r T: PrimalityRefBase, +{ + moebius(target) != 0 +} + +/// Returns the estimated bounds (low, high) of prime π function, such that +/// low <= π(target) <= high +/// +/// # Reference: +/// - \[1] Dusart, Pierre. "Estimates of Some Functions Over Primes without R.H." +/// [arxiv:1002.0442](http://arxiv.org/abs/1002.0442). 2010. +/// - \[2] Dusart, Pierre. "Explicit estimates of some functions over primes." +/// The Ramanujan Journal 45.1 (2018): 227-251. +pub fn prime_pi_bounds(target: &T) -> (T, T) { + if let Some(x) = target.to_u64() { + // use existing primes and return exact value + if x <= u64::from(*SMALL_PRIMES.last().unwrap()) { + #[cfg(not(feature = "big-table"))] + let pos = SMALL_PRIMES.binary_search(&(x as u8)); + #[cfg(feature = "big-table")] + let pos = SMALL_PRIMES.binary_search(&(x as u16)); + + let n = match pos { + Ok(p) => p + 1, + Err(p) => p, + }; + return (T::from_usize(n).unwrap(), T::from_usize(n).unwrap()); + } + + // use function approximation + let n = x as f64; + let ln = n.ln(); + let invln = ln.recip(); + + let lo = match () { + // [2] Collary 5.3 + () if x >= 468_049 => n / (ln - 1. - invln), + // [2] Collary 5.2 + () if x >= 88789 => n * invln * (1. + invln * (1. + 2. * invln)), + // [2] Collary 5.3 + () if x >= 5393 => n / (ln - 1.), + // [2] Collary 5.2 + () if x >= 599 => n * invln * (1. + invln), + // [2] Collary 5.2 + () => n * invln, + }; + let hi = match () { + // [2] Theorem 5.1, valid for x > 4e9, intersects at 7.3986e9 + () if x >= 7_398_600_000 => { + n * invln * (1. + invln * (1. + invln * (2. + invln * 7.59))) + } + // [1] Theorem 6.9 + () if x >= 2_953_652_287 => n * invln * (1. + invln * (1. + invln * 2.334)), + // [2] Collary 5.3, valid for x > 5.6, intersects at 5668 + () if x >= 467_345 => n / (ln - 1. - 1.2311 * invln), + // [2] Collary 5.2, valid for x > 1, intersects at 29927 + () if x >= 29927 => n * invln * (1. + invln * (1. + invln * 2.53816)), + // [2] Collary 5.3, valid for x > exp(1.112), intersects at 5668 + () if x >= 5668 => n / (ln - 1.112), + // [2] Collary 5.2, valid for x > 1, intersects at 148 + () if x >= 148 => n * invln * (1. + invln * 1.2762), + // [2] Collary 5.2, valid for x > 1 + () => 1.25506 * n * invln, + }; + (T::from_f64(lo).unwrap(), T::from_f64(hi).unwrap()) + } else { + let n = target.to_f64().unwrap(); + let ln = n.ln(); + let invln = ln.recip(); + + // best bounds so far + let lo = n / (ln - 1. - invln); + let hi = n * invln * (1. + invln * (1. + invln * (2. + invln * 7.59))); + (T::from_f64(lo).unwrap(), T::from_f64(hi).unwrap()) + } +} + +/// Returns the estimated inclusive bounds (low, high) of the n-th prime. If the result +/// is larger than maximum of `T`, [None] will be returned. +/// +/// # Reference: +/// - \[1] Dusart, Pierre. "Estimates of Some Functions Over Primes without R.H." +/// arXiv preprint [arXiv:1002.0442](https://arxiv.org/abs/1002.0442) (2010). +/// - \[2] Rosser, J. Barkley, and Lowell Schoenfeld. "Approximate formulas for some +/// functions of prime numbers." Illinois Journal of Mathematics 6.1 (1962): 64-94. +/// - \[3] Dusart, Pierre. "The k th prime is greater than k (ln k+ ln ln k-1) for k≥ 2." +/// Mathematics of computation (1999): 411-415. +/// - \[4] Axler, Christian. ["New Estimates for the nth Prime Number."](https://www.emis.de/journals/JIS/VOL22/Axler/axler17.pdf) +/// Journal of Integer Sequences 22.2 (2019): 3. +/// - \[5] Axler, Christian. [Uber die Primzahl-Zählfunktion, die n-te Primzahl und verallgemeinerte Ramanujan-Primzahlen. Diss.](http://docserv.uniduesseldorf.de/servlets/DerivateServlet/Derivate-28284/pdfa-1b.pdf) +/// `PhD` thesis, Düsseldorf, 2013. +/// +/// Note that some of the results might depend on the Riemann Hypothesis. If you find +/// any prime that doesn't fall in the bound, then it might be a big discovery! +pub fn nth_prime_bounds(target: &T) -> Option<(T, T)> { + if let Some(x) = target.to_usize() { + if x == 0 { + return Some((T::from_u8(0).unwrap(), T::from_u8(0).unwrap())); + } + + // use existing primes and return exact value + if x <= SMALL_PRIMES.len() { + let p = SMALL_PRIMES[x - 1]; + + #[cfg(not(feature = "big-table"))] + return Some((T::from_u8(p).unwrap(), T::from_u8(p).unwrap())); + + #[cfg(feature = "big-table")] + return Some((T::from_u16(p).unwrap(), T::from_u16(p).unwrap())); + } + + // use function approximation + let n = x as f64; + let ln = n.ln(); + let lnln = ln.ln(); + + let lo = match () { + // [4] Theroem 4, valid for x >= 2, intersects as 3.172e5 + () if x >= 317_200 => { + n * (ln + lnln - 1. + (lnln - 2.) / ln + - (lnln * lnln - 6. * lnln + 11.321) / (2. * ln * ln)) + } + // [1] Proposition 6.7, valid for x >= 3, intersects at 3520 + () if x >= 3520 => n * (ln + lnln - 1. + (lnln - 2.1) / ln), + // [3] title + () => n * (ln + lnln - 1.), + }; + let hi = match () { + // [4] Theroem 1, valid for x >= 46254381 + () if x >= 46_254_381 => { + n * (ln + lnln - 1. + (lnln - 2.) / ln + - (lnln * lnln - 6. * lnln + 10.667) / (2. * ln * ln)) + } + // [5] Korollar 2.11, valid for x >= 8009824 + () if x >= 8_009_824 => { + n * (ln + lnln - 1. + (lnln - 2.) / ln + - (lnln * lnln - 6. * lnln + 10.273) / (2. * ln * ln)) + } + // [1] Proposition 6.6 + () if x >= 688_383 => n * (ln + lnln - 1. + (lnln - 2.) / ln), + // [1] Lemma 6.5 + () if x >= 178_974 => n * (ln + lnln - 1. + (lnln - 1.95) / ln), + // [3] in "Further Results" + () if x >= 39017 => n * (ln + lnln - 0.9484), + // [3] in "Further Results" + () if x >= 27076 => n * (ln + lnln - 1. + (lnln - 1.8) / ln), + // [2] Theorem 3, valid for x >= 20 + () => n * (ln + lnln - 0.5), + }; + Some((T::from_f64(lo)?, T::from_f64(hi)?)) + } else { + let n = target.to_f64().unwrap(); + let ln = n.ln(); + let lnln = ln.ln(); + + // best bounds so far + let lo = n + * (ln + lnln - 1. + (lnln - 2.) / ln + - (lnln * lnln - 6. * lnln + 11.321) / (2. * ln * ln)); + let hi = n + * (ln + lnln - 1. + (lnln - 2.) / ln + - (lnln * lnln - 6. * lnln + 10.667) / (2. * ln * ln)); + Some((T::from_f64(lo)?, T::from_f64(hi)?)) + } +} + +/// Test if the target is a safe prime under [Sophie German's definition](https://en.wikipedia.org/wiki/Safe_and_Sophie_Germain_primes). It will use the +/// [strict primality test configuration][FactorizationConfig::strict()]. +pub fn is_safe_prime(target: &T) -> Primality +where + for<'r> &'r T: PrimalityRefBase, +{ + let buf = NaiveBuffer::new(); + let config = Some(PrimalityTestConfig::strict()); + + // test (n-1)/2 first since its smaller + let sophie_p = buf.is_prime(&(target >> 1), config); + if matches!(sophie_p, Primality::No) { + return sophie_p; + } + + // and then test target itself + let target_p = buf.is_prime(target, config); + target_p & sophie_p +} + +/// Find the first prime number larger than `target`. If the result causes an overflow, +/// then [None] will be returned +#[cfg(not(feature = "big-table"))] +pub fn next_prime( + target: &T, + config: Option, +) -> Option +where + for<'r> &'r T: PrimalityRefBase, +{ + // first search in small primes + if let Some(x) = target.to_u8() { + return match SMALL_PRIMES.binary_search(&x) { + Ok(pos) => { + if pos + 1 == SMALL_PRIMES.len() { + T::from_u64(SMALL_PRIMES_NEXT) + } else { + T::from_u8(SMALL_PRIMES[pos + 1]) + } + } + Err(pos) => T::from_u8(SMALL_PRIMES[pos]), + }; + } + + // then moving along the wheel + let mut i = (target % T::from_u8(WHEEL_SIZE).unwrap()).to_u8().unwrap(); + let mut t = target.clone(); + loop { + let offset = WHEEL_NEXT[i as usize]; + t = t.checked_add(&T::from_u8(offset).unwrap())?; + i = i.addm(offset, &WHEEL_SIZE); + if is_prime(&t, config).probably() { + break Some(t); + } + } +} + +/// Find the first prime number larger than `target`. If the result causes an overflow, +/// then [None] will be returned +#[cfg(feature = "big-table")] +pub fn next_prime( + target: &T, + config: Option, +) -> Option +where + for<'r> &'r T: PrimalityRefBase, +{ + // first search in small primes + if target <= &T::from_u8(255).unwrap() // shortcut for T=u8 + || target < &T::from_u16(*SMALL_PRIMES.last().unwrap()).unwrap() + { + let next = match SMALL_PRIMES.binary_search(&target.to_u16().unwrap()) { + Ok(pos) => SMALL_PRIMES[pos + 1], + Err(pos) => SMALL_PRIMES[pos], + }; + return T::from_u16(next); + } + + // then moving along the wheel + let mut i = (target % T::from_u16(WHEEL_SIZE).unwrap()) + .to_u16() + .unwrap(); + let mut t = target.clone(); + loop { + let offset = WHEEL_NEXT[i as usize]; + t = t.checked_add(&T::from_u8(offset).unwrap())?; + i = i.addm(u16::from(offset), &WHEEL_SIZE); + if is_prime(&t, config).probably() { + break Some(t); + } + } +} + +/// Find the first prime number smaller than `target`. If target is less than 3, then [None] +/// will be returned. +#[cfg(not(feature = "big-table"))] +pub fn prev_prime(target: &T, config: Option) -> Option +where + for<'r> &'r T: PrimalityRefBase, +{ + if target <= &(T::one() + T::one()) { + return None; + } + + // first search in small primes + if let Some(x) = target.to_u8() { + let next = match SMALL_PRIMES.binary_search(&x) { + Ok(pos) => SMALL_PRIMES[pos - 1], + Err(pos) => SMALL_PRIMES[pos - 1], + }; + return Some(T::from_u8(next).unwrap()); + } + + // then moving along the wheel + let mut i = (target % T::from_u8(WHEEL_SIZE).unwrap()).to_u8().unwrap(); + let mut t = target.clone(); + loop { + let offset = WHEEL_PREV[i as usize]; + t = t - T::from_u8(offset).unwrap(); + i = i.subm(offset, &WHEEL_SIZE); + if is_prime(&t, config).probably() { + break Some(t); + } + } +} + +/// Find the first prime number smaller than `target`. If target is less than 3, then [None] +/// will be returned. +#[cfg(feature = "big-table")] +pub fn prev_prime(target: &T, config: Option) -> Option +where + for<'r> &'r T: PrimalityRefBase, +{ + if target <= &(T::one() + T::one()) { + return None; + } + + // first search in small primes + if target <= &T::from_u8(255).unwrap() // shortcut for u8 + || target < &T::from_u16(*SMALL_PRIMES.last().unwrap()).unwrap() + { + let next = match SMALL_PRIMES.binary_search(&target.to_u16().unwrap()) { + Ok(pos) => SMALL_PRIMES[pos - 1], + Err(pos) => SMALL_PRIMES[pos - 1], + }; + return Some(T::from_u16(next).unwrap()); + } + + // then moving along the wheel + let mut i = (target % T::from_u16(WHEEL_SIZE).unwrap()) + .to_u16() + .unwrap(); + let mut t = target.clone(); + loop { + let offset = WHEEL_PREV[i as usize]; + t = t - T::from_u8(offset).unwrap(); + i = i.subm(u16::from(offset), &WHEEL_SIZE); + if is_prime(&t, config).probably() { + break Some(t); + } + } +} + +/// Estimate the value of prime π() function by averaging the estimated bounds. +#[cfg(not(feature = "big-table"))] +pub fn prime_pi_est(target: &T) -> T { + let (lo, hi) = prime_pi_bounds(target); + (lo + hi) / T::from_u8(2).unwrap() +} + +/// Estimate the value of prime `π()` function by Riemann's R function. The estimation +/// error is roughly of scale O(sqrt(x)log(x)). +/// +/// Reference: +#[cfg(feature = "big-table")] +pub fn prime_pi_est(target: &T) -> T { + // shortcut + if let Some(x) = target.to_u16() { + if x <= { *SMALL_PRIMES.last().unwrap() } { + let (lo, hi) = prime_pi_bounds(&x); + debug_assert_eq!(lo, hi); + return T::from_u16(lo).unwrap(); + } + } + + // Gram expansion with logarithm arithmetics + let lnln = target.to_f64().unwrap().ln().ln(); + let mut total = 0f64; + let mut lnp = 0f64; // k*ln(ln(x)) + let mut lnfac = 0f64; // ln(k!) + + for k in 1usize..100 { + lnp += lnln; + let lnk = (k as f64).ln(); + lnfac += lnk; + let lnzeta = if k > 64 { 0f64 } else { ZETA_LOG_TABLE[k - 1] }; + let t = lnp - lnk - lnfac - lnzeta; + if t < -4. { + // stop if the increment is too small + break; + } + total += t.exp(); + } + T::from_f64(total + 1f64).unwrap() +} + +/// Estimate the value of nth prime by bisecting on [`prime_pi_est`]. +/// If the result is larger than maximum of `T`, [None] will be returned. +pub fn nth_prime_est(target: &T) -> Option +where + for<'r> &'r T: RefNum, +{ + let (mut lo, mut hi) = nth_prime_bounds(target)?; + if lo == hi { + return Some(lo); + } + + while lo != &hi - T::from_u8(1).unwrap() { + let x = (&lo + &hi) / T::from_u8(2).unwrap(); + let mid = prime_pi_est(&x); + if &mid < target { + lo = x; + } else if &mid > target { + hi = x; + } else { + return Some(x); + } + } + Some(lo) +} + +// TODO: More functions +// REF: http://www.numbertheory.org/gnubc/bc_programs.html +// REF: https://github.com/TilmanNeumann/java-math-library +// - is_smooth: checks if the smoothness bound is at least b +// - euler_phi: Euler's totient function +// - jordan_tot: Jordan's totient function +// Others include Louiville function, Mangoldt function, Dedekind psi function, Dickman rho function, etc.. + +#[cfg(test)] +mod tests { + use super::*; + use rand::{prelude::SliceRandom, random}; + use std::iter::FromIterator; + + #[test] + fn is_prime64_test() { + // test small primes + for x in 2..100 { + assert_eq!(SMALL_PRIMES.contains(&x), is_prime64(u64::from(x))); + } + assert!(is_prime64(677)); + + // from PR #7 + assert!(!is_prime64(9773)); + assert!(!is_prime64(13357)); + assert!(!is_prime64(18769)); + + // some large primes + assert!(is_prime64(6_469_693_333)); + assert!(is_prime64(13_756_265_695_458_089_029)); + assert!(is_prime64(13_496_181_268_022_124_907)); + assert!(is_prime64(10_953_742_525_620_032_441)); + assert!(is_prime64(17_908_251_027_575_790_097)); + + // primes from examples in Bradley Berg's hash method + assert!(is_prime64(480_194_653)); + assert!(!is_prime64(20_074_069)); + assert!(is_prime64(8_718_775_377_449)); + assert!(is_prime64(3_315_293_452_192_821_991)); + assert!(!is_prime64(8_651_776_913_431)); + assert!(!is_prime64(1_152_965_996_591_997_761)); + + // false positives reported by JASory (#4) + assert!(!is_prime64(600_437_059_821_397)); + assert!(!is_prime64(3_866_032_210_719_337)); + assert!(!is_prime64(4_100_599_722_623_587)); + + // ensure no factor for 100 random primes + let mut rng = rand::thread_rng(); + for _ in 0..100 { + let x = random(); + if !is_prime64(x) { + continue; + } + assert_ne!(x % u64::from(*SMALL_PRIMES.choose(&mut rng).unwrap()), 0); + } + + // create random composites + for _ in 0..100 { + let x = u64::from(random::()); + let y = u64::from(random::()); + assert!(!is_prime64(x * y)); + } + } + + #[test] + fn factorize64_test() { + // some simple cases + let fac4095 = BTreeMap::from_iter([(3, 2), (5, 1), (7, 1), (13, 1)]); + let fac = factorize64(4095); + assert_eq!(fac, fac4095); + + let fac123456789 = BTreeMap::from_iter([(3, 2), (3803, 1), (3607, 1)]); + let fac = factorize64(123_456_789); + assert_eq!(fac, fac123456789); + + let fac1_17 = BTreeMap::from_iter([(2_071_723, 1), (5_363_222_357, 1)]); + let fac = factorize64(11_111_111_111_111_111); + assert_eq!(fac, fac1_17); + + // perfect powers + for exp in 2u32..5 { + assert_eq!( + factorize128(8167u128.pow(exp)), + BTreeMap::from_iter([(8167, exp as usize)]) + ); + } + + // 100 random factorization tests + for _ in 0..100 { + let x = random(); + let fac = factorize64(x); + let mut prod = 1; + for (p, exp) in fac { + assert!( + is_prime64(p), + "factorization result should have prime factors! (get {})", + p + ); + prod *= p.pow(exp as u32); + } + assert_eq!(x, prod, "factorization check failed! ({x} != {prod})"); + } + } + + #[test] + fn factorize128_test() { + // some simple cases + let fac_primorial19 = + BTreeMap::from_iter(SMALL_PRIMES.iter().take(19).map(|&p| (u128::from(p), 1))); + let fac = factorize128(7_858_321_551_080_267_055_879_090); + assert_eq!(fac, fac_primorial19); + + let fac_smallbig = BTreeMap::from_iter([(167, 1), (2_417_851_639_229_258_349_412_369, 1)]); + let fac = factorize128(403_781_223_751_286_144_351_865_623); + assert_eq!(fac, fac_smallbig); + + // perfect powers + for exp in 5u32..10 { + // 2^64 < 8167^5 < 8167^9 < 2^128 + assert_eq!( + factorize128(8167u128.pow(exp)), + BTreeMap::from_iter([(8167, exp as usize)]) + ); + } + + // random factorization tests + for _ in 0..4 { + let x = random::() >> 28; // test 100 bit numbers + let fac = factorize128(x); + let mut prod = 1; + for (p, exp) in fac { + assert!( + is_prime(&p, None).probably(), + "factorization result should have prime factors! (get {})", + p + ); + prod *= p.pow(exp as u32); + } + assert_eq!(x, prod, "factorization check failed! ({x} != {prod})"); + } + } + + #[test] + fn is_safe_prime_test() { + // OEIS:A005385 + let safe_primes = [ + 5u16, 7, 11, 23, 47, 59, 83, 107, 167, 179, 227, 263, 347, 359, 383, 467, 479, 503, + 563, 587, 719, 839, 863, 887, 983, 1019, 1187, 1283, 1307, 1319, 1367, 1439, 1487, + 1523, 1619, 1823, 1907, + ]; + for p in SMALL_PRIMES { + let p = p; + if p > 1500 { + break; + } + assert_eq!( + is_safe_prime(&p).probably(), + safe_primes.iter().any(|v| &p == v) + ); + } + } + + #[test] + fn moebius_test() { + // test small examples + let mu20: [i8; 20] = [ + 1, -1, -1, 0, -1, 1, -1, 0, 0, 1, -1, 0, -1, 1, 1, 0, -1, 0, -1, 0, + ]; + for i in 0..20 { + assert_eq!(moebius(&(i + 1)), mu20[i], "moebius on {i}"); + } + + // some square numbers + assert_eq!(moebius(&1024u32), 0); + assert_eq!(moebius(&(8081u32 * 8081)), 0); + + // sphenic numbers + let sphenic3: [u8; 20] = [ + 30, 42, 66, 70, 78, 102, 105, 110, 114, 130, 138, 154, 165, 170, 174, 182, 186, 190, + 195, 222, + ]; // OEIS:A007304 + for i in 0..20 { + assert_eq!(moebius(&sphenic3[i]), -1i8, "moebius on {}", sphenic3[i]); + } + let sphenic5: [u16; 23] = [ + 2310, 2730, 3570, 3990, 4290, 4830, 5610, 6006, 6090, 6270, 6510, 6630, 7410, 7590, + 7770, 7854, 8610, 8778, 8970, 9030, 9282, 9570, 9690, + ]; // OEIS:A046387 + for i in 0..20 { + assert_eq!(moebius(&sphenic5[i]), -1i8, "moebius on {}", sphenic5[i]); + } + } + + #[test] + fn prime_pi_bounds_test() { + fn check(n: u64, pi: u64) { + let (lo, hi) = prime_pi_bounds(&n); + let est = prime_pi_est(&n); + assert!( + lo <= pi && pi <= hi, + "fail to satisfy {} <= pi({}) = {} <= {}", + lo, + n, + pi, + hi + ); + assert!(lo <= est && est <= hi); + } + + // test with sieved primes + let mut pb = NaiveBuffer::new(); + let mut last = 0; + for (i, p) in pb.primes(100_000).copied().enumerate() { + for j in last..p { + check(j, i as u64); + } + last = p; + } + + // test with some known cases with input as 10^n, OEIS:A006880 + let pow10_values = [ + 0, + 4, + 25, + 168, + 1229, + 9592, + 78498, + 664_579, + 5_761_455, + 50_847_534, + 455_052_511, + 4_118_054_813, + 37_607_912_018, + 346_065_536_839, + 3_204_941_750_802, + 29_844_570_422_669, + 279_238_341_033_925, + 2_623_557_157_654_233, + ]; + for (exponent, gt) in pow10_values.iter().enumerate() { + let n = 10u64.pow(exponent as u32); + check(n, *gt); + } + } + + #[test] + fn nth_prime_bounds_test() { + fn check(n: u64, p: u64) { + let (lo, hi) = super::nth_prime_bounds(&n).unwrap(); + assert!( + lo <= p && p <= hi, + "fail to satisfy: {} <= {}-th prime = {} <= {}", + lo, + n, + p, + hi + ); + let est = super::nth_prime_est(&n).unwrap(); + assert!(lo <= est && est <= hi); + } + + // test with sieved primes + let mut pb = NaiveBuffer::new(); + for (i, p) in pb.primes(100_000).copied().enumerate() { + check(i as u64 + 1, p); + } + + // test with some known cases with input as 10^n, OEIS:A006988 + let pow10_values = [ + 2, + 29, + 541, + 7919, + 104_729, + 1_299_709, + 15_485_863, + 179_424_673, + 2_038_074_743, + 22_801_763_489, + 252_097_800_623, + 2_760_727_302_517, + 29_996_224_275_833, + 323_780_508_946_331, + 3_475_385_758_524_527, + 37_124_508_045_065_437, + ]; + for (exponent, nth_prime) in pow10_values.iter().enumerate() { + let n = 10u64.pow(exponent as u32); + check(n, *nth_prime); + } + } + + #[test] + fn prev_next_test() { + assert_eq!(prev_prime(&2u32, None), None); + + // prime table boundary test + assert_eq!(prev_prime(&257u16, None), Some(251)); + assert_eq!(next_prime(&251u16, None), Some(257)); + assert_eq!(next_prime(&251u8, None), None); + assert_eq!(prev_prime(&8167u16, None), Some(8161)); + assert_eq!(next_prime(&8161u16, None), Some(8167)); + + // OEIS:A077800 + let twine_primes: [(u32, u32); 8] = [ + (2, 3), // not exactly twine + (3, 5), + (5, 7), + (11, 13), + (17, 19), + (29, 31), + (41, 43), + (617, 619), + ]; + for (p1, p2) in twine_primes { + assert_eq!(prev_prime(&p2, None).unwrap(), p1); + assert_eq!(next_prime(&p1, None).unwrap(), p2); + } + + let adj10_primes: [(u32, u32); 7] = [ + (7, 11), + (97, 101), + (997, 1009), + (9973, 10007), + (99991, 100_003), + (999_983, 1_000_003), + (9_999_991, 10_000_019), + ]; + for (i, (p1, p2)) in adj10_primes.iter().enumerate() { + assert_eq!(prev_prime(p2, None).unwrap(), *p1); + assert_eq!(next_prime(p1, None).unwrap(), *p2); + + let pow = 10u32.pow((i + 1) as u32); + assert_eq!(prev_prime(&pow, None).unwrap(), *p1); + assert_eq!(next_prime(&pow, None).unwrap(), *p2); + } + } +} diff --git a/src/rand.rs b/src/rand.rs index c201595..e9561d2 100644 --- a/src/rand.rs +++ b/src/rand.rs @@ -83,7 +83,10 @@ impl_randprime_prim!(u8 u16 u32 u64); impl RandPrime for R { #[inline] fn gen_prime(&mut self, bit_size: usize, config: Option) -> u128 { - assert!(bit_size <= (u128::BITS as usize), "The given bit size limit exceeded the capacity of the integer type!"); + assert!( + bit_size <= (u128::BITS as usize), + "The given bit size limit exceeded the capacity of the integer type!" + ); loop { let t: u128 = self.gen(); @@ -99,7 +102,10 @@ impl RandPrime for R { #[inline] fn gen_prime_exact(&mut self, bit_size: usize, config: Option) -> u128 { - assert!(bit_size <= (u128::BITS as usize), "The given bit size limit exceeded the capacity of the integer type!"); + assert!( + bit_size <= (u128::BITS as usize), + "The given bit size limit exceeded the capacity of the integer type!" + ); loop { let t: u128 = self.gen(); @@ -255,7 +261,7 @@ mod tests { let p: u128 = rng.gen_prime_exact(128, None); assert!(is_prime(&p, None).probably()); assert_eq!(p.leading_zeros(), 0); - + // test random safe prime generation let p: u8 = rng.gen_safe_prime_exact(8); assert!(is_safe_prime(&p).probably()); diff --git a/src/tables.rs b/src/tables.rs index 4805d95..5d7ca07 100644 --- a/src/tables.rs +++ b/src/tables.rs @@ -1159,1827 +1159,16390 @@ pub const MILLER_RABIN_BASE32: [u16; 256] = [ #[cfg(feature = "big-table")] pub const MILLER_RABIN_BASE64: [u32; 16384] = [ - 0x0024_b047, 0x002e_32a1, 0x0038_b06b, 0x0031_d047, 0x0018_50d3, 0x0059_5115, 0x0017_b04f, 0x001c_f1b1, 0x002c_502b, - 0x0055_732b, 0x0014_b137, 0x001f_315b, 0x0004_7005, 0x0011_9005, 0x0019_10df, 0x002e_f125, 0x000a_3029, 0x0028_708b, - 0x0012_50c7, 0x001a_5005, 0x003f_11eb, 0x0044_9347, 0x0011_901d, 0x0028_d02f, 0x0024_b1a5, 0x000a_3053, 0x0003_d029, - 0x002c_5017, 0x0013_304f, 0x0013_d10f, 0x000c_703d, 0x0003_b005, 0x000f_10c5, 0x001c_11b7, 0x0010_d0ad, 0x0002_501d, - 0x0021_d101, 0x0032_917b, 0x0033_b0e5, 0x0016_f151, 0x0017_f0fb, 0x0028_d0a3, 0x0025_11fd, 0x002a_b2a1, 0x0015_1005, - 0x0006_7043, 0x0023_9017, 0x001a_3115, 0x0010_d095, 0x002a_1257, 0x0012_5047, 0x0033_d03b, 0x000f_1011, 0x0013_302f, - 0x002c_f23b, 0x001e_7049, 0x0019_117f, 0x001a_317f, 0x0016_7049, 0x0004_3029, 0x004c_d259, 0x0029_51bb, 0x000b_5065, - 0x002b_d25f, 0x0004_f03b, 0x0010_1005, 0x0016_f119, 0x0010_f0c5, 0x0033_70e5, 0x000d_3059, 0x004e_b36d, 0x002b_303d, - 0x0048_118d, 0x001c_f049, 0x0035_b0a7, 0x000d_f04f, 0x0028_d025, 0x0013_70e9, 0x0016_1005, 0x0006_1005, 0x0028_715d, - 0x0007_1059, 0x0026_b02f, 0x000c_7043, 0x0011_9011, 0x0004_901d, 0x0019_9011, 0x001e_b095, 0x0013_7005, 0x0022_d10f, - 0x0004_7005, 0x0041_b35b, 0x0017_b095, 0x002c_f0b5, 0x0013_9089, 0x0028_1025, 0x0005_301f, 0x000f_b0b3, 0x0015_d125, - 0x0003_5005, 0x003f_12d7, 0x0010_f011, 0x0030_12e7, 0x001d_3115, 0x0004_300d, 0x0032_b0ad, 0x001e_70fb, 0x0017_5095, - 0x000e_90e3, 0x000e_f07f, 0x0006_d01f, 0x001c_f03d, 0x000f_10bf, 0x0019_1005, 0x0037_32ef, 0x000b_308b, 0x000e_f09d, - 0x0032_920b, 0x0013_d047, 0x0026_b1b1, 0x0019_103b, 0x0010_102b, 0x0033_714b, 0x003e_5125, 0x0016_1035, 0x000b_f059, - 0x000e_f067, 0x0012_50b3, 0x0017_502b, 0x001c_d1c9, 0x001f_d005, 0x0009_7071, 0x0017_b0a7, 0x0007_f007, 0x0010_10c1, - 0x000f_1005, 0x0017_507f, 0x0010_1007, 0x0018_5017, 0x000f_b0e3, 0x000c_700d, 0x000d_f00d, 0x0011_b047, 0x0016_1029, - 0x0027_715d, 0x0012_5107, 0x000e_3067, 0x001c_104f, 0x0019_1059, 0x001c_d007, 0x000e_f07f, 0x0005_9049, 0x0007_f06d, - 0x003f_1295, 0x0047_f16f, 0x0035_9065, 0x0035_f259, 0x0022_d1cf, 0x000c_1065, 0x001a_517f, 0x0033_51cf, 0x0030_11cf, - 0x0014_b035, 0x001f_3035, 0x003d_f01d, 0x0008_b083, 0x001c_d15b, 0x0009_7083, 0x0004_3035, 0x000f_b089, 0x000a_302f, - 0x0004_301f, 0x0018_d0fb, 0x002f_50e5, 0x0025_723b, 0x0003_5029, 0x0006_1017, 0x0013_d035, 0x000c_5003, 0x0010_f047, - 0x0011_906d, 0x0019_1049, 0x003f_d1fd, 0x0006_5025, 0x001f_d16f, 0x000f_b0c1, 0x000f_1095, 0x0012_5089, 0x0008_b035, - 0x0006_b03b, 0x001c_f08b, 0x002a_b175, 0x0009_700b, 0x000d_f0bf, 0x0022_d003, 0x0013_90ad, 0x0035_b0c5, 0x002d_d101, - 0x001c_f005, 0x001c_f0fb, 0x0010_d0a3, 0x003d_f07f, 0x001d_30e3, 0x0037_3185, 0x0025_71f7, 0x0012_50d3, 0x0004_903d, - 0x0028_121d, 0x0011_5013, 0x0013_703d, 0x0017_f101, 0x0031_d283, 0x0035_f33b, 0x0011_9053, 0x0035_5083, 0x0035_51c9, - 0x000e_f02b, 0x0004_900b, 0x0025_11e7, 0x000d_30c5, 0x001b_7067, 0x0023_b0f1, 0x0004_f017, 0x001f_71b7, 0x0068_5047, - 0x001b_1065, 0x000a_3049, 0x001c_11bb, 0x000e_f005, 0x000a_300d, 0x0010_d06d, 0x0012_5029, 0x003b_335f, 0x0022_31fd, - 0x0021_d0f1, 0x0029_315b, 0x0016_1125, 0x0018_5035, 0x0033_7071, 0x000a_706b, 0x000a_7029, 0x000c_5025, 0x0022_d175, - 0x000b_3059, 0x0016_1071, 0x0009_7017, 0x001c_107f, 0x0028_306d, 0x0040_71bb, 0x0041_91c1, 0x0006_b02b, 0x0022_3137, - 0x0025_103d, 0x0007_1035, 0x0009_703b, 0x0038_b02f, 0x0006_b01f, 0x0010_703b, 0x000e_5083, 0x000f_1067, 0x000b_f00d, - 0x004b_d283, 0x0018_5071, 0x0023_31f3, 0x0024_b005, 0x0019_902f, 0x0010_d071, 0x003e_5161, 0x000a_d035, 0x0023_90bf, - 0x0012_503b, 0x0013_300d, 0x000e_f0b5, 0x0004_3035, 0x001a_5133, 0x002d_d1a5, 0x0013_710f, 0x001f_311b, 0x0019_900d, - 0x0025_911b, 0x0010_d01f, 0x0041_b03d, 0x001a_f0bf, 0x0028_10f1, 0x001e_b007, 0x0018_50d3, 0x000c_100d, 0x000f_b065, - 0x000b_5035, 0x0007_106d, 0x0024_b0df, 0x001f_d071, 0x0055_135b, 0x000c_109d, 0x0010_f0d3, 0x0012_50c7, 0x003b_9071, - 0x000c_5043, 0x0035_52b3, 0x0013_d0ad, 0x0022_301d, 0x000c_106b, 0x000b_503b, 0x0017_507f, 0x0044_f0b3, 0x0045_542d, - 0x0020_9043, 0x001a_500d, 0x0019_918d, 0x0038_f25f, 0x002b_3119, 0x0026_503d, 0x0011_50b5, 0x001d_f1cd, 0x0013_d04f, - 0x002e_302f, 0x0043_f2dd, 0x0026_b1bb, 0x003f_b1e7, 0x003f_124b, 0x000f_b0c5, 0x0016_7137, 0x0032_9133, 0x0025_7013, - 0x0009_5053, 0x001c_d061, 0x0008_907f, 0x0026_b259, 0x0011_5017, 0x0021_d053, 0x000c_1011, 0x0013_d011, 0x003d_715b, - 0x000b_f06d, 0x0016_70fb, 0x0023_b0d3, 0x0008_b083, 0x000a_d00b, 0x001e_b167, 0x000a_306d, 0x0033_d0f1, 0x001d_f0fb, - 0x000c_101f, 0x0017_f025, 0x000c_70b5, 0x0026_9067, 0x002d_d1b7, 0x0020_b097, 0x0018_d0ad, 0x000f_1029, 0x0029_5071, - 0x000c_1005, 0x0026_b095, 0x0007_1035, 0x0017_f0b5, 0x0025_f06b, 0x000b_5083, 0x0049_d17b, 0x000e_301d, 0x0013_311b, - 0x002a_1287, 0x0008_9071, 0x0012_5061, 0x0006_5017, 0x0017_b01f, 0x0025_f067, 0x0055_d0c7, 0x001b_71af, 0x0033_d191, - 0x000e_302b, 0x0014_b0e5, 0x000a_7053, 0x0004_703b, 0x0044_5185, 0x000a_3043, 0x0005_901f, 0x0044_f0fb, 0x000d_30c7, - 0x000f_b0c7, 0x001a_f025, 0x0035_91fd, 0x000f_b013, 0x0049_314b, 0x0015_103b, 0x0015_b14b, 0x002c_f185, 0x0010_f01d, - 0x0010_1011, 0x001a_5191, 0x0023_30b5, 0x003a_900b, 0x000f_1025, 0x0029_317b, 0x0002_5007, 0x001b_b067, 0x002b_d295, - 0x000a_d047, 0x000c_70a7, 0x000e_f065, 0x0012_5065, 0x0029_3119, 0x002e_7071, 0x0021_d101, 0x0034_71eb, 0x0030_10c7, - 0x0033_704f, 0x0003_d02b, 0x003f_b3e5, 0x0050_315d, 0x003d_721d, 0x0017_50c1, 0x0009_d02b, 0x0011_904f, 0x0028_126b, - 0x0047_f1f7, 0x0035_9167, 0x0010_f0b3, 0x002c_5049, 0x0002_900d, 0x0017_50f1, 0x0001_7011, 0x0084_12cf, 0x000d_f03b, - 0x0002_5017, 0x0018_d0b3, 0x001b_b0f1, 0x0028_100d, 0x0005_300d, 0x0003_b02b, 0x0028_109d, 0x0021_d0e5, 0x0026_b0a7, - 0x0001_f00d, 0x0027_7071, 0x000f_b09d, 0x0051_71b1, 0x0015_b07f, 0x0008_9035, 0x0020_91e7, 0x0015_10e5, 0x0010_1025, - 0x005e_7125, 0x003d_f26b, 0x0026_b1cf, 0x000d_306d, 0x000a_3049, 0x0023_b089, 0x003b_3119, 0x0023_3095, 0x001a_3053, - 0x0025_710d, 0x000c_70b3, 0x0010_f0a3, 0x0035_532b, 0x0029_5101, 0x002e_f1f7, 0x0009_703d, 0x0017_b067, 0x0026_504f, - 0x001b_b191, 0x0064_d61f, 0x0010_d09d, 0x0027_7259, 0x004f_f33b, 0x0016_f0df, 0x0003_502f, 0x0012_5095, 0x000a_3003, - 0x0004_703d, 0x0025_907f, 0x0056_500d, 0x000e_307f, 0x0020_91df, 0x0006_d017, 0x002d_d2c5, 0x0015_101f, 0x0025_f02b, - 0x0019_10ad, 0x0005_3029, 0x002b_d137, 0x0024_b1b7, 0x0018_510d, 0x0020_b161, 0x001e_71c1, 0x0044_3329, 0x001c_d0e9, - 0x003f_b337, 0x001e_b0d3, 0x001e_b067, 0x000d_f095, 0x001a_f07f, 0x0034_702b, 0x000f_b0a3, 0x0010_d043, 0x004c_d481, - 0x001f_d1df, 0x001b_b0b5, 0x0028_7283, 0x0016_f0b5, 0x0035_f0c1, 0x000c_709d, 0x000c_706b, 0x0033_d2f5, 0x0003_d00d, - 0x0004_f011, 0x0020_90e3, 0x000a_3005, 0x0013_d029, 0x0008_b003, 0x002a_52a1, 0x000e_90ad, 0x0028_1139, 0x0022_d191, - 0x0037_735f, 0x000b_3047, 0x002f_9151, 0x0010_f101, 0x0003_5017, 0x000d_f0d3, 0x0052_73b9, 0x000d_3029, 0x0014_b115, - 0x0026_b1fd, 0x0028_1239, 0x0022_d06d, 0x001a_f0a3, 0x0024_b10d, 0x001b_b107, 0x0034_72d7, 0x0010_100b, 0x0027_70ef, - 0x0011_50f1, 0x0006_704f, 0x000e_30df, 0x0011_5013, 0x0028_3151, 0x0004_3025, 0x0002_b00d, 0x002b_d259, 0x0024_b0ad, - 0x0005_304f, 0x0014_b047, 0x0017_b0df, 0x0018_50b5, 0x000d_3043, 0x000c_1043, 0x0023_9107, 0x0012_5035, 0x000b_f0a7, - 0x0012_50bf, 0x000a_701d, 0x001e_b0b3, 0x0013_70d3, 0x0010_f0bf, 0x0006_1005, 0x0013_9125, 0x0015_b029, 0x0013_906b, - 0x000a_3089, 0x0013_d00d, 0x0019_906b, 0x004c_f065, 0x0011_900d, 0x000b_f043, 0x001a_501d, 0x0007_101d, 0x002c_f25f, - 0x0010_100d, 0x0028_d0e3, 0x000e_f03b, 0x000a_703b, 0x0024_1089, 0x001b_1025, 0x0046_335b, 0x003c_72a1, 0x0037_1089, - 0x0062_3397, 0x0058_f125, 0x0025_90ef, 0x0019_1043, 0x000e_906d, 0x000c_70b5, 0x0016_f065, 0x0008_b089, 0x0029_31f3, - 0x0001_300d, 0x0011_b0c7, 0x0040_708b, 0x001c_10d3, 0x0042_d1df, 0x0013_7017, 0x000d_301d, 0x002a_510d, 0x003d_102f, - 0x000e_902b, 0x0010_1089, 0x001a_f00b, 0x0011_5005, 0x0028_3101, 0x002d_d02b, 0x0029_307f, 0x0006_b00d, 0x0014_b115, - 0x0016_706d, 0x001c_1175, 0x0027_70d3, 0x001d_301f, 0x0018_d06d, 0x001a_5191, 0x002f_5043, 0x0035_f295, 0x000e_30b3, - 0x0011_b067, 0x0006_7005, 0x0026_b0a7, 0x001e_70ad, 0x0022_30df, 0x0015_b10d, 0x0009_d071, 0x0006_7043, 0x001c_f06d, - 0x0009_d053, 0x0016_f03b, 0x0022_30c1, 0x0025_f0fb, 0x0014_b053, 0x0017_f15b, 0x0016_f097, 0x001c_f083, 0x0013_906d, - 0x001a_30b5, 0x002e_f1cf, 0x0023_b17f, 0x000f_b00d, 0x001f_30fb, 0x0019_117f, 0x0009_706d, 0x001c_f151, 0x0027_7185, - 0x0010_108b, 0x0017_b03d, 0x0009_d061, 0x001e_70ad, 0x0007_f005, 0x0020_9139, 0x001b_717f, 0x0023_308b, 0x001d_f18d, - 0x0017_f095, 0x001b_b011, 0x0051_5301, 0x0015_10ef, 0x0048_131d, 0x0016_f09d, 0x0033_d259, 0x0019_90df, 0x0051_14c1, - 0x000e_506d, 0x000d_3053, 0x0026_5061, 0x001a_30f1, 0x0013_9049, 0x0028_7097, 0x0013_7101, 0x002a_100b, 0x001a_5005, - 0x000c_7083, 0x001a_f125, 0x001b_1025, 0x0035_f167, 0x0024_b095, 0x0037_32a5, 0x001c_f071, 0x0011_b065, 0x0034_70fb, - 0x0020_b04f, 0x0033_5265, 0x0017_b0b5, 0x0051_501f, 0x003a_9161, 0x000d_f0c7, 0x003b_331d, 0x0010_f0c1, 0x0016_106b, - 0x003d_f281, 0x001e_70fb, 0x0019_908b, 0x000a_309d, 0x0023_901d, 0x002a_1101, 0x000c_70b5, 0x000b_f029, 0x0016_101d, - 0x0010_d061, 0x0006_500d, 0x0016_1115, 0x0039_721d, 0x0040_9305, 0x000d_f0a3, 0x0021_d06b, 0x0028_100d, 0x0027_71df, - 0x001b_b0b3, 0x001a_314b, 0x0023_3185, 0x0013_7011, 0x0024_1137, 0x003a_12d7, 0x0010_10fb, 0x0040_f20b, 0x0022_d15d, - 0x0006_1011, 0x000d_306d, 0x0028_3139, 0x0016_7119, 0x0023_b18d, 0x0017_b01d, 0x002b_d295, 0x0012_500d, 0x0043_f233, - 0x000d_f09d, 0x000c_1067, 0x001f_303d, 0x000f_b053, 0x0010_d083, 0x0033_d06b, 0x0032_92cf, 0x004a_940f, 0x0019_9083, - 0x000b_5049, 0x0015_d09d, 0x0013_d01f, 0x0008_303d, 0x001c_1017, 0x0017_f095, 0x0006_700d, 0x001c_d15b, 0x002a_b1a5, - 0x000b_f0b3, 0x0009_503d, 0x0042_7017, 0x001d_30ef, 0x0025_702b, 0x000f_b04f, 0x000e_507f, 0x0011_50e5, 0x0006_1005, - 0x0019_902f, 0x0018_d10d, 0x0022_30e9, 0x0009_501d, 0x001c_d03b, 0x0041_936d, 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0x0004_902b, 0x0013_d0a7, 0x0015_d151, 0x0029_5259, 0x0035_917f, 0x002d_7241, 0x0004_300b, 0x0018_d167, 0x0022_300d, - 0x000b_3005, 0x0018_d0a3, 0x002c_525f, 0x0051_b3c7, 0x0018_500d, 0x0010_1025, 0x0033_70c7, 0x0006_5025, 0x0023_b09d, - 0x000f_b09d, 0x0018_5107, 0x0008_b065, 0x000e_f0e5, 0x0010_d01f, 0x004c_1469, 0x0013_3119, 0x0002_b00d, 0x003b_31f3, - 0x0026_51c1, 0x0011_50a7, 0x000c_70a7, 0x000e_501f, 0x0029_31b1, 0x001a_5017, 0x0010_10c1, 0x0015_d139, 0x000d_307f, - 0x002e_f2c5, 0x0013_30c1, 0x001d_30d3, 0x0011_50c1, 0x000e_506b, 0x000b_3005, 0x001c_115b, 0x0000_d003, 0x0008_307f, - 0x0023_b1af, 0x004c_f133, 0x0046_91fd, 0x0031_3025, 0x001f_d1cd, 0x0007_f065, 0x000c_500d, 0x0030_50e9, 0x0046_30a7, - 0x0033_b029, 0x000e_90bf, 0x0039_735b, 0x0011_b115, 0x000f_b01f, 0x0009_d013, 0x0016_1005, 0x002e_317b, 0x0015_b115, - 0x003f_10c1, 0x0037_30e9, 0x001f_3125, 0x0026_9061, 0x002f_92b3, 0x003d_7373, 0x0049_30e9, 0x001c_10ad, 0x0037_3295, - 0x003c_72a1, 0x0010_1059, 0x0033_5185, 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0x000d_300d, 0x0028_3241, 0x004d_50c7, 0x0035_90c7, 0x0022_d1f7, 0x0032_b2e3, 0x0028_d005, 0x0026_91a5, 0x0025_f01f, - 0x0008_3067, 0x0028_d1bb, 0x0026_911b, 0x0010_f053, 0x0022_3137, 0x000b_f00d, 0x0033_52cf, 0x0039_7035, 0x001a_3101, - 0x0032_9175, 0x0015_d0ad, 0x0033_b0ad, 0x0013_90a7, 0x0009_d025, 0x0028_70c1, 0x002f_5133, 0x0048_b06b, 0x000b_3005, - 0x000f_1089, 0x002a_5277, 0x0019_1097, 0x001f_70a3, 0x002d_726b, 0x0001_f017, 0x0018_5175, 0x0009_d02b, 0x0031_d1a3, - 0x0025_70fb, 0x0027_70e3, 0x0031_31fd, 0x002a_50e5, 0x001c_f0ef, 0x0040_902f, 0x0023_90b3, 0x0009_7095, 0x0018_d0ef, - 0x0026_b067, 0x0026_5241, 0x0033_d2e3, 0x0022_d167, 0x0071_f2b3, 0x0019_104f, 0x0028_7003, 0x0006_504f, 0x0017_5005, - 0x001f_30a7, 0x000c_7089, 0x000b_f065, 0x0038_f00d, 0x003f_b2f5, 0x0002_f00d, 0x0033_b101, 0x0009_7049, 0x000f_102b, - 0x004a_333d, 0x0011_503b, 0x0020_b1eb, 0x0016_f0e3, 0x0020_b11b, 0x0022_d01f, 0x0060_d5b3, 0x0037_7313, 0x000c_7097, - 0x0029_315d, 0x000e_f065, 0x002a_1293, 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0x001a_3161, 0x0012_5095, 0x003c_b043, 0x0011_90c1, 0x0016_102f, 0x0049_32ef, 0x002a_1083, 0x0011_910d, 0x0025_900d, - 0x0030_5191, 0x0012_5025, 0x0022_3101, 0x003a_d0c5, 0x003b_9049, 0x0004_901d, 0x0035_518d, 0x0015_1097, 0x0020_b0c5, - 0x0013_909d, 0x0021_d137, 0x000f_b09d, 0x0015_10c5, 0x000c_104f, 0x0016_7161, 0x0032_b305, 0x0027_701d, 0x0006_b049, - 0x0008_b01f, 0x000f_100d, 0x0015_d03d, 0x0022_3185, 0x0011_50ef, 0x0033_b10f, 0x0042_d1df, 0x0009_508b, 0x001c_f175, - 0x0002_500d, 0x0008_b007, 0x001b_7115, 0x002b_d119, 0x0019_101d, 0x001c_d0e9, 0x0008_302f, 0x0005_9049, 0x002a_106b, - 0x002d_d005, 0x000b_3049, 0x0017_511b, 0x000b_f043, 0x0008_901d, 0x000a_d03b, 0x0018_d175, 0x0013_7005, 0x000b_f00d, - 0x0020_b13d, 0x0025_9209, 0x0013_d01f, 0x0023_90d3, 0x0006_7029, 0x0023_90a3, 0x0013_9083, 0x001f_30ad, 0x0004_f047, - 0x001c_114b, 0x000b_f0a3, 0x0023_b03d, 0x001b_b08b, 0x0017_5095, 0x0082_9649, 0x0044_f3d7, 0x0043_f061, 0x0014_b025, - 0x0027_720b, 0x0029_301f, 0x001c_1071, 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0x0022_3065, 0x0026_51bb, 0x0037_1281, 0x0039_722d, 0x002f_5095, 0x0012_5061, 0x003e_53d7, 0x001c_106b, 0x0011_500b, - 0x000f_b00d, 0x000b_f07f, 0x000d_f035, 0x0017_501f, 0x001a_30b3, 0x003a_92ab, 0x000a_7013, 0x0021_d0df, 0x0033_717b, - 0x000c_5065, 0x002d_d139, 0x002a_102f, 0x001f_d067, 0x0064_722d, 0x0018_515b, 0x003d_71bb, 0x002a_b125, 0x001b_115b, - 0x001c_9025, 0x001b_1025, 0x0011_b0e3, 0x000d_f065, 0x000a_308b, 0x000d_30ad, 0x002e_30d3, 0x003e_5329, 0x001d_f0e9, - 0x000a_d01d, 0x0025_f1a5, 0x000f_10c5, 0x000c_502f, 0x0033_b1cd, 0x001e_b17b, 0x001b_7101, 0x0010_10e3, 0x001a_3095, - 0x0064_95cb, 0x0033_715d, 0x0001_d00d, 0x002b_31c9, 0x001b_70c7, 0x0010_f0c7, 0x0043_f313, 0x0060_d175, 0x0017_b167, - 0x0005_9007, 0x0041_b09d, 0x005d_5287, 0x0030_115b, 0x0013_d02f, 0x0011_901d, 0x0023_30ef, 0x0015_d125, 0x0033_d18d, - 0x0004_700d, 0x0013_3083, 0x0025_1083, 0x0010_1017, 0x0005_9005, 0x001b_b0a3, 0x0007_f005, 0x0022_3191, 0x003f_51f3, - 0x0015_10e9, 0x0004_303b, 0x001d_f0bf, 0x0050_332b, 0x0042_51cf, 0x0011_50c5, 0x0020_90a3, 0x0023_30f1, 0x004f_d3b3, - 0x0032_91b1, 0x0022_30c5, 0x000e_3071, 0x000a_7097, 0x001c_d0fb, 0x002a_5061, 0x000b_30a3, 0x003a_133b, 0x0018_500b, - 0x0033_70e5, 0x000f_b0a7, 0x0017_b011, 0x0004_7017, 0x0026_9049, 0x0026_51cd, 0x001a_3097, 0x0010_f097, 0x000f_108b, - 0x0009_503b, 0x001d_30df, 0x000c_5089, 0x000a_7061, 0x000c_503d, 0x001d_3005, 0x0010_70df, 0x000d_30bf, 0x0028_70e5, - 0x0016_f133, 0x000f_b0c1, 0x000b_5097, 0x000b_5007, 0x001a_f0bf, 0x0016_10d3, 0x001f_d199, 0x0015_b0a3, 0x0017_f029, - 0x0009_d061, 0x0019_1035, 0x0011_50e5, 0x0030_5095, 0x0007_106b, 0x004b_d15d, 0x0037_1097, 0x0016_1005, 0x003b_3257, - 0x0040_f185, 0x000e_50c7, 0x0032_b04f, 0x001b_70df, 0x0017_5049, 0x0026_923b, 0x0037_702f, 0x000e_f071, 0x0031_d151, - 0x001e_b11b, 0x000b_f03d, 0x0031_31f3, 0x0043_f0b5, 0x000e_5095, 0x0035_b089, 0x0011_9089, 0x0015_10c5, 0x0013_d007, - 0x0008_b061, 0x000b_5053, 0x0018_d107, 0x000b_306d, 0x0013_90df, 0x000c_70bf, 0x0025_715b, 0x0006_501d, 0x0017_5025, - 0x0006_5029, 0x001d_f0e3, 0x0015_b017, 0x000e_f049, 0x000a_d03d, 0x0035_506d, 0x0026_5067, 0x000f_100d, 0x0017_50a7, - 0x0011_50a3, 0x0028_1277, 0x0033_5269, 0x0006_b00d, 0x0031_d119, 0x0011_9017, 0x0009_5049, 0x0035_b2c5, 0x000c_702f, - 0x0016_f065, 0x000c_102b, 0x0043_f2cf, 0x0021_d059, 0x0004_9005, 0x0025_90c5, 0x0025_100d, 0x0032_b199, 0x000e_508b, - 0x0028_703d, 0x0002_f005, 0x0051_143f, 0x0008_b017, 0x000c_1007, 0x000e_506d, 0x000c_10ad, 0x0011_b0ad, 0x0016_f11b, - 0x0002_900d, 0x000a_d06b, 0x0006_b005, 0x001e_7029, 0x0025_71f3, 0x0006_5007, 0x0003_5013, 0x0033_b2f5, 0x0003_d005, - 0x0019_90c5, 0x002c_f17f, 0x0009_d02f, 0x0034_72d7, 0x002c_f07f, 0x0038_f33b, 0x001d_f139, 0x0035_5005, 0x0022_d043, - 0x000c_1059, 0x001e_b09d, 0x003c_b061, 0x001c_d199, 0x0011_9013, 0x000e_f061, 0x002a_b16f, 0x0016_108b, 0x002c_50ef, - 0x0011_b04f, 0x0041_b0c5, 0x0016_107f, 0x0008_9053, 0x0033_50c7, 0x0035_5259, 0x002e_71a3, 0x0010_7047, 0x001e_70c1, - 0x004a_902b, 0x000a_3043, 0x001a_30c7, 0x0017_f017, 0x000d_3097, 0x0033_5269, 0x001b_b0bf, 0x0010_d059, 0x001f_3005, - 0x003a_9119, 0x001f_d133, 0x0020_9137, 0x001c_11bb, 0x0021_d01f, 0x001c_9043, 0x0016_f03d, 0x001b_71af, 0x0061_720b, - 0x0010_7035, 0x0012_50e3, 0x000e_9067, 0x0010_d029, 0x0005_9049, 0x001a_5161, 0x0003_d01f, 0x0028_7025, 0x000e_90b5, - 0x0016_710d, 0x0036_d251, 0x001c_d115, 0x0035_5259, 0x001c_d035, 0x0009_5049, 0x0016_111b, 0x001f_31a5, 0x000b_3097, - 0x001e_71a3, 0x0009_7007, 0x0008_b03b, 0x0036_d035, 0x001c_d0c1, 0x000b_5071, 0x0051_b083, 0x0013_7067, 0x001c_1043, - 0x002b_3151, 0x0004_9003, 0x000c_1083, 0x0061_1527, 0x0025_9101, 0x0000_d007, 0x0010_d04f, 0x000e_f04f, 0x0006_b065, - 0x0028_d0b3, 0x0002_501d, 0x000b_3089, 0x0057_710f, 0x0017_b07f, 0x0015_1095, 0x0027_71c9, 0x001e_7133, 0x0006_d065, - 0x001a_501d, 0x001b_71b1, 0x0025_7005, 0x0025_722d, 0x0006_d035, 0x0011_9005, 0x0013_d025, 0x0018_5119, 0x0005_900b, - 0x0035_91b7, 0x002a_5061, 0x0010_d043, 0x0023_909d, 0x002e_70df, 0x0020_b097, 0x0064_70e3, 0x0022_d133, 0x0028_7223, - 0x003a_1137, 0x0011_90c5, 0x001f_d04f, 0x000d_f095, 0x005b_f3a1, 0x0006_7025, 0x0023_b185, 0x0017_50e9, 0x000a_d01d, - 0x000b_f0b3, 0x001a_f167, 0x0000_d007, 0x004b_116f, 0x0033_510d, 0x003a_d1c1, 0x0013_d049, 0x0015_b005, 0x0011_5013, - 0x0020_9139, 0x0019_9013, 0x0025_f0b3, 0x0046_9101, 0x0005_903d, 0x002e_f241, 0x004d_501d, 0x0018_d175, 0x001e_70fb, - 0x002e_30b5, 0x0009_7043, 0x0000_7005, 0x0001_d013, 0x000f_1047, 0x001e_b005, 0x0005_302b, 0x0010_70c7, 0x000c_709d, - 0x0010_d01d, 0x001e_b0a3, 0x0096_b005, 0x0017_b0ef, 0x000d_3089, 0x0021_d133, 0x001e_7061, 0x0010_703d, 0x0015_b01d, - 0x0025_1161, 0x0018_5065, 0x0013_30f1, 0x0013_3083, 0x0025_709d, 0x0010_d00d, 0x002a_11af, 0x003d_113d, 0x0010_70f1, - 0x0026_9199, 0x0006_b01d, 0x0017_f011, 0x0011_50e5, 0x0034_7133, 0x0005_9007, 0x000c_507f, 0x0012_510d, 0x0017_502b, - 0x000b_306d, 0x0038_f257, 0x0044_9355, 0x0005_901d, 0x001d_30c1, 0x001b_10c1, 0x0004_903d, 0x0015_d02f, 0x000a_d095, - 0x0012_50c5, 0x003b_9281, 0x0006_100d, 0x0021_d107, 0x001e_b07f, 0x0017_5133, 0x004b_d0a7, 0x0013_301d, 0x000a_3043, - 0x0020_b005, 0x0013_909d, 0x0019_9007, 0x000c_5029, 0x0033_d0f1, 0x0035_92a5, 0x002c_51b1, 0x001a_f061, 0x0028_108b, - 0x001f_7025, 0x0035_b03b, 0x0030_106d, 0x0017_50c1, 0x000c_103b, 0x002d_7251, 0x0017_503d, 0x0016_1005, 0x0006_b03d, - 0x0025_9241, 0x0028_324b, 0x0014_b029, 0x0007_100d, 0x000e_303b, 0x0010_70ef, 0x0018_d161, 0x002a_10bf, 0x0003_d01f, - 0x0017_b025, 0x0020_b1fd, 0x0017_510f, 0x0034_701f, 0x0015_d10d, 0x001c_f0ef, 0x0006_701d, 0x000f_10e3, 0x000c_101d, - 0x0028_325f, 0x0017_508b, 0x0003_b029, 0x001a_5047, 0x0004_f017, 0x0051_7503, 0x0033_701f, 0x0010_7101, 0x000e_f07f, - 0x0045_5065, 0x0012_502b, 0x0024_b061, 0x0033_5199, 0x001c_f071, 0x003d_11a5, 0x0016_f115, 0x0011_5013, 0x0013_d0e9, - 0x0020_9043, 0x0022_306d, 0x0025_9101, 0x000a_3003, 0x002d_7067, 0x0015_106d, 0x001d_f15b, 0x0055_1029, 0x001c_109d, - 0x0007_f025, 0x0031_d0a3, 0x0005_9047, 0x002b_3101, 0x0011_9053, 0x0006_501f, 0x0022_d16f, 0x0044_938f, 0x0023_916f, - 0x0032_903d, 0x000c_1017, 0x0025_71af, 0x006d_f067, 0x0013_70a3, 0x000d_303b, 0x0022_311b, 0x0004_900d, 0x001f_3065, - 0x0014_b071, 0x002c_511b, 0x001c_117f, 0x0025_f029, 0x0033_7029, 0x0005_3013, 0x0009_7061, 0x0024_b005, 0x004d_528d, - 0x000c_700b, 0x001a_5167, 0x002f_506d, 0x005d_1265, 0x0033_b0bf, 0x002d_d107, 0x0023_90a3, 0x001f_3089, 0x0007_1005, - 0x001f_717b, 0x0050_925f, 0x005c_90bf, 0x0009_5065, 0x0035_5137, 0x0013_906b, 0x000b_5061, 0x0023_9053, 0x003f_53e5, - 0x0035_b0a7, 0x0046_33a1, 0x0025_90c5, 0x002e_3209, 0x0025_90d3, 0x0017_5005, 0x0028_7025, 0x001e_7167, 0x000e_30b5, - 0x004d_5223, 0x0013_703d, 0x0033_7305, 0x0035_515b, 0x001b_1043, 0x000e_f04f, 0x0028_1209, 0x000e_3005, 0x001b_711b, - 0x001c_f167, 0x0011_501d, 0x0010_d0c7, 0x0022_30f1, 0x000a_d04f, 0x004b_d013, 0x0016_7097, 0x001e_b1cd, 0x0040_90e3, - 0x0028_70ad, 0x0010_f06d, 0x0030_50a3, 0x0029_5005, 0x001c_900d, 0x000f_b08b, 0x0009_502b, 0x001d_304f, 0x0013_30c1, - 0x0033_5053, 0x0033_7101, 0x0014_b0ef, 0x001c_9067, 0x0015_d02b, 0x0042_d2d7, 0x000c_5053, 0x004a_9277, 0x0006_b013, - 0x0015_b013, 0x0013_d0ad, 0x000e_3053, 0x000b_3005, 0x001b_10e3, 0x001d_30b3, 0x0022_d00b, 0x000f_b0a3, 0x0042_5355, - 0x002c_501f, 0x0013_903d, 0x001d_309d, 0x000b_308b, 0x0021_d1cd, 0x0017_f097, 0x0023_306b, 0x0013_900d, 0x0001_f00d, - 0x0012_50f1, 0x000a_3095, 0x0005_9049, 0x0021_d0e9, 0x000e_306d, 0x0003_b013, 0x0021_d17b, 0x0011_5097, 0x0004_901f, - 0x001a_5125, 0x0040_902b, 0x002f_500d, 0x0016_115b, 0x000e_f053, 0x0010_d013, 0x0031_d02b, 0x0050_b1bb, 0x0022_d083, - 0x002a_b28d, 0x0028_318d, 0x0013_3043, 0x005c_f067, 0x0005_3029, 0x0025_10c1, 0x0020_b1b7, 0x0007_f067, 0x001c_917f, - 0x0050_b41b, 0x000c_5053, 0x0011_9089, 0x0015_10a3, 0x003f_1115, 0x0020_91b1, 0x0022_3133, 0x001f_7011, 0x001c_d097, - 0x0018_d133, 0x000e_f053, 0x0010_103b, 0x0003_5007, 0x000d_f013, 0x0017_b059, 0x0016_70e3, 0x002b_3259, 0x000c_1017, - 0x0013_3071, 0x003d_7209, 0x0012_510d, 0x0016_f00d, 0x000a_709d, 0x0017_f061, 0x0011_5083, 0x0029_51f3, 0x0026_518d, - 0x000e_307f, 0x0030_121d, 0x0030_5067, 0x0010_1035, 0x0013_d0d3, 0x0025_1059, 0x001c_f06b, 0x0031_3175, 0x0023_922d, - 0x0028_3061, 0x0000_b003, 0x0016_7107, 0x001f_715b, 0x002d_d0f1, 0x0006_b005, 0x0009_d02b, 0x0041_91e7, 0x000d_f095, - 0x0031_3013, 0x001b_7083, 0x000a_d03b, 0x000d_f071, 0x002c_f01f, 0x001a_5005, 0x0010_f06b, 0x000e_3053, 0x000b_303b, - 0x001a_30b5, 0x003c_71cd, 0x0016_f043, 0x0032_9017, 0x0006_b005, 0x0006_b005, 0x0006_700d, 0x0017_b097, 0x001f_d1a5, - 0x001b_10b5, 0x001f_d0bf, 0x0018_5017, 0x004c_14a3, 0x000f_10c5, 0x000e_508b, 0x001e_717f, 0x0014_b133, 0x003e_53c7, - 0x0006_102f, 0x001b_110f, 0x002d_d23b, 0x000a_3029, 0x0006_7059, 0x0006_7013, 0x000f_b0e9, 0x000b_f065, 0x0010_103d, - 0x0013_30f1, 0x000e_f025, 0x000e_903d, 0x0015_b059, 0x0025_900d, 0x0035_b01d, 0x0015_b00d, 0x000a_707f, 0x0040_f11b, - 0x000c_1029, 0x0023_b061, 0x000c_7013, 0x003b_3101, 0x001d_315d, 0x0016_108b, 0x0013_7003, 0x0015_b101, 0x0031_d24b, - 0x001b_b133, 0x0003_b005, 0x0029_503d, 0x0016_70e9, 0x0013_d0ef, 0x0010_d067, 0x0029_51b1, 0x002a_5125, 0x0033_b287, - 0x0029_317f, 0x0010_f0a7, 0x001f_d06b, 0x002c_50bf, 0x002c_f1f7, 0x002a_b089, 0x003a_91d3, 0x0018_5017, 0x0010_103d, - 0x0032_92e7, 0x0022_d14b, 0x0022_3119, 0x000d_3013, 0x0028_3265, 0x0013_d03d, 0x0039_7161, 0x0014_b133, 0x0012_5007, - 0x0008_301d, 0x0015_d043, 0x000c_10a3, 0x0018_5065, 0x0027_7013, 0x0037_7335, 0x0007_1025, 0x0011_50a7, 0x001e_70f1, - 0x0016_101d, 0x0019_9065, 0x002f_910f, 0x0004_900b, 0x000b_3061, 0x001b_70ad, 0x0052_f16f, 0x0003_d00d, 0x0035_9139, - 0x001c_9137, 0x0011_90e3, 0x0017_b14b, 0x002e_f097, 0x0006_b04f, 0x0008_9071, 0x0015_10b5, 0x0003_d007, 0x0026_9065, - 0x004f_f133, 0x001b_709d, 0x0046_9313, 0x003f_5161, 0x0008_b089, 0x0007_f02f, 0x0014_b01d, 0x001b_b025, 0x0020_90c1, - 0x001a_515b, 0x001c_1029, 0x0001_300b, 0x0031_d2e3, 0x002b_3283, 0x0042_526b, 0x0025_921d, 0x001c_91c1, 0x0017_5107, - 0x0034_7067, 0x0014_b0b3, 0x0008_300b, 0x0016_10b5, 0x0010_d005, 0x0010_10b5, 0x0002_b011, 0x0045_d0b5, 0x0033_5071, - 0x000e_f0c5, 0x0004_303d, 0x0015_b043, 0x002b_d007, 0x002e_32d7, 0x0023_b15d, 0x000b_3047, 0x0034_72e7, 0x0004_3025, - 0x000c_5005, 0x0032_b0ad, 0x0017_50c5, 0x0037_31fd, 0x0010_d03b, 0x0029_317b, 0x0008_b02f, 0x002b_d0fb, 0x001e_7049, - 0x0006_b025, 0x0004_901f, 0x0015_1125, 0x0019_1005, 0x0011_503b, 0x002b_3115, 0x0013_70a7, 0x0017_5061, 0x0011_50df, - 0x001b_b0e9, 0x0015_b049, 0x0016_10ef, 0x002e_701f, 0x001c_f06b, 0x001a_30b3, 0x0020_b115, 0x0055_1115, 0x0029_30fb, - 0x0042_d199, 0x0023_b137, 0x001c_10d3, 0x0026_5241, 0x0013_7049, 0x003c_b119, 0x0035_f295, 0x000b_5059, 0x001a_f18d, - 0x0001_f017, 0x001f_71c9, 0x001e_b0ef, 0x0015_d013, 0x003b_9167, 0x0023_3151, 0x0011_5029, 0x0038_b1bb, 0x0008_b053, - 0x001c_d047, 0x0011_50df, 0x0028_3043, 0x0013_703b, 0x0037_3167, 0x0028_325f, 0x0008_301d, 0x001f_d0ad, 0x0029_51cd, - 0x000a_302f, 0x000e_906b, 0x0012_50df, 0x001f_d1f7, 0x002d_7047, 0x0013_d00d, 0x0015_1029, 0x0007_1049, 0x0013_9097, - 0x000b_f01f, 0x0006_1059, 0x000f_100d, 0x0010_d0c7, 0x0004_7025, 0x0013_70d3, 0x0005_9025, 0x0017_b00d, 0x0010_d01f, - 0x0024_1139, 0x001a_f06b, 0x0013_d053, 0x0010_7005, 0x0010_f03d, 0x0023_b067, 0x0008_b089, 0x0034_72bd, 0x002e_f0e3, - 0x0016_f119, 0x001c_109d, 0x001b_7175, 0x0011_5003, 0x002f_52bd, 0x000d_f0c1, 0x002a_1167, 0x000e_5017, 0x002b_30fb, - 0x000c_104f, 0x0015_110f, 0x0010_f06d, 0x0007_102b, 0x0059_f061, 0x0006_500d, 0x000a_d02b, 0x000e_f00d, 0x0006_500d, - 0x000b_5047, 0x0017_f0e5, 0x000a_d053, 0x0034_70f1, 0x0038_b31d, 0x0010_f03d, 0x0023_9137, 0x0028_100d, 0x003a_1287, - 0x000a_d065, 0x001a_314b, 0x000c_1097, 0x000e_3053, 0x0006_d067, 0x001c_d067, 0x0026_51f7, 0x002c_f17f, 0x0024_11af, - 0x0011_b115, 0x0027_716f, 0x0030_11cd, 0x0016_108b, 0x0036_d0c1, 0x0012_5043, 0x001e_b133, 0x006c_d683, 0x0015_d0e9, - 0x001a_f017, 0x0059_34cf, 0x0013_7005, 0x001d_3005, 0x0012_50a7, 0x000f_b04f, 0x0042_d059, 0x001f_d06d, 0x0033_5239, - 0x006a_335b, 0x001b_1025, 0x0011_9011, 0x0016_101f, 0x003a_1137, 0x0015_b053, 0x0025_7191, 0x0013_910d, 0x0015_103b, - 0x0017_f17b, 0x0011_506d, 0x0015_1139, 0x0008_9067, 0x001f_3119, 0x000b_3011, 0x0010_d02f, 0x0009_d02f, 0x001c_f01f, - 0x001d_f191, 0x002b_3137, 0x0016_7071, 0x004b_1133, 0x0004_700d, 0x0012_50ad, 0x0013_3017, 0x0013_303d, 0x000f_1053, - 0x0017_f025, 0x001c_f0d3, 0x0044_f089, 0x0020_b02b, 0x0011_9007, 0x0018_5047, 0x0006_b011, 0x000d_304f, 0x0016_100b, - 0x0010_7011, 0x0016_708b, 0x0004_3035, 0x002f_5125, 0x0011_5059, 0x001e_70a3, 0x0002_9005, 0x0018_d0df, 0x0018_509d, - 0x0016_f15d, 0x003a_10f1, 0x000f_b043, 0x000b_502f, 0x000e_9005, 0x0002_900d, 0x0001_7005, 0x0016_7161, 0x000f_103b, - 0x0006_d03b, 0x0027_700b, 0x001c_d04f, 0x0040_918d, 0x0023_9047, 0x001c_d059, 0x0027_70e5, 0x0022_d14b, 0x0013_702f, - 0x000d_303d, 0x000d_f06d, 0x0031_315b, 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0x0022_3199, 0x000e_50c1, 0x002e_f0b3, 0x0014_b005, 0x000c_101d, 0x0011_b095, 0x0033_520b, 0x000e_906d, 0x0015_b0c7, - 0x0035_523b, 0x0035_f115, 0x0044_f22d, 0x0017_b0e5, 0x0015_10c1, 0x0008_b061, 0x0033_51cd, 0x003f_5137, 0x001e_b175, - 0x0011_b047, 0x0024_b167, 0x000d_3013, 0x0040_9005, 0x0024_1151, 0x000f_b005, 0x003b_9293, 0x000a_7049, 0x0005_9005, - 0x000c_5005, 0x0010_f0a7, 0x001c_9035, 0x003e_535f, 0x000d_f07f, 0x0009_d059, 0x002b_306b, 0x0022_d049, 0x0016_10e3, - 0x002c_510d, 0x005d_502f, 0x0011_b03d, 0x001f_31bb, 0x0010_d0fb, 0x0009_700d, 0x000e_300d, 0x002a_108b, 0x0017_f03b, - 0x0033_70c1, 0x0001_d017, 0x0016_f08b, 0x0010_10e5, 0x0061_15f3, 0x0019_10e9, 0x003e_5335, 0x0009_5049, 0x0019_1043, - 0x0034_71b1, 0x0028_704f, 0x000e_5095, 0x000b_3007, 0x0026_5239, 0x0004_f049, 0x000b_5061, 0x0026_518d, 0x0025_f043, - 0x001d_303d, 0x000d_3065, 0x001d_f0c5, 0x000e_50a7, 0x0017_b15d, 0x0011_5061, 0x0018_50a3, 0x0004_702f, 0x0017_b0e9, - 0x003d_7355, 0x0028_108b, 0x0025_f1d3, 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0x0038_b313, 0x0035_9029, 0x002e_7047, - 0x0037_10a7, 0x0029_30b3, 0x0028_700d, 0x000a_300d, 0x000a_303d, 0x0020_9011, 0x0019_1175, 0x0009_d03d, 0x0018_d061, - 0x0017_b0d3, 0x0015_b0e3, 0x002b_d005, 0x0026_b0bf, 0x002c_50e3, 0x000f_1059, 0x0013_908b, 0x0004_9025, 0x0005_3029, - 0x0006_7043, 0x0015_d02b, 0x000f_b06b, 0x0008_901f, 0x002e_f017, 0x000d_307f, 0x002a_5125, 0x0065_3427, 0x0000_7005, - 0x0020_915d, 0x0030_1167, 0x0076_15a7, 0x000c_102f, 0x0030_1125, 0x0040_9097, 0x0037_7025, 0x0006_b00b, 0x0001_100b, - 0x0024_b097, 0x001e_70e5, 0x002a_5067, 0x000a_303b, 0x0006_103b, 0x002e_7283, 0x0034_7017, 0x000c_7035, 0x000b_3007, - 0x0036_d1b7, 0x007b_b6b9, 0x0035_90e9, 0x0012_510f, 0x0032_9269, 0x0007_f043, 0x0041_91b7, 0x0028_11b1, 0x0010_102b, - 0x0028_7029, 0x0018_506b, 0x0036_d161, 0x003c_7061, 0x0036_d035, 0x0033_d07f, 0x0017_b0e3, 0x0034_72dd, 0x0016_f059, - 0x0008_300b, 0x000e_f01d, 0x0030_12ab, 0x0017_500d, 0x0003_d005, 0x0020_918d, 0x0018_d03d, 0x0004_f02b, 0x0013_301d, - 0x0026_5047, 0x003f_b313, 0x002c_f0ad, 0x0002_b011, 0x0008_3071, 0x003a_d265, 0x002a_1071, 0x001c_f0f1, 0x002d_d083, - 0x001c_1151, 0x0001_3007, 0x0021_d1f7, 0x0010_d0a3, 0x0028_10a7, 0x0033_50df, 0x0013_d0fb, 0x0024_b0c5, 0x0035_9029, - 0x0027_710f, 0x000d_3025, 0x000c_503d, 0x002a_11c9, 0x003f_11b7, 0x000b_f059, 0x0010_70c5, 0x0025_f199, 0x0008_3049, - 0x001d_f01d, 0x0020_9035, 0x001a_50ad, 0x0018_d10d, 0x0022_30c5, 0x0028_1047, 0x002f_91a5, 0x000e_f06d, 0x0007_1007, - 0x001a_3017, 0x000b_509d, 0x0011_9107, 0x0004_9047, 0x0024_b15b, 0x0002_b003, 0x0042_d335, 0x0006_1011, 0x001b_1059, - 0x001e_704f, 0x001a_317b, 0x003d_71d3, 0x001b_b15b, 0x0010_10df, 0x0014_b02b, 0x0006_1005, 0x0017_f02f, 0x001c_901d, - 0x0016_f043, 0x0013_d0f1, 0x0015_d017, 0x0023_b239, 0x0030_51f7, 0x001a_f011, 0x001b_1061, 0x0010_1097, 0x0001_d00d, - 0x004f_d481, 0x0013_d0e3, 0x001b_1151, 0x001a_f059, 0x0006_b025, 0x000f_1097, 0x0015_b139, 0x0024_b09d, 0x0035_f20b, - 0x0023_b1c1, 0x0004_900d, 0x0010_1061, 0x001b_70fb, 0x0007_f061, 0x004f_d1df, 0x0011_50e5, 0x0015_101d, 0x0013_70ad, - 0x0017_b0fb, 0x0010_f08b, 0x0004_f025, 0x000a_d06d, 0x000b_f071, 0x001d_f0f1, 0x0062_b26b, 0x001a_3097, 0x0011_5067, - 0x000a_3089, 0x0004_f007, 0x005d_5277, 0x0017_b00d, 0x002e_300d, 0x001a_3101, 0x001d_3097, 0x0025_f1b7, 0x0009_508b, - 0x000f_1047, 0x0001_1005, 0x0041_90c1, 0x001a_3115, 0x0049_d161, 0x000c_50b5, 0x0000_7005, 0x003f_1035, 0x0018_d01d, - 0x001f_d0e9, 0x0036_d151, 0x000e_300b, 0x0021_d119, 0x0015_d03d, 0x0010_104f, 0x003b_32f5, 0x0048_b1bb, 0x0044_f097, - 0x0009_5005, 0x001c_f10d, 0x0019_1071, 0x0026_90b3, 0x0037_106b, 0x0051_51d3, 0x0003_b011, 0x0013_9043, 0x0008_9029, - 0x002f_90b5, 0x0019_9025, 0x0006_1005, 0x0010_d02b, 0x0021_d18d, 0x0004_3005, 0x0005_9049, 0x0007_1059, 0x0005_901d, - 0x0023_900d, 0x0044_9175, 0x0004_f007, 0x0028_306b, 0x0016_103d, 0x000e_9043, 0x0004_302b, 0x0015_d043, 0x001d_31af, - 0x0017_502b, 0x001a_510f, 0x003f_5359, 0x0017_b175, 0x0025_70a7, 0x001d_f199, 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0x0011_5061, 0x001b_7119, 0x0031_3209, 0x0008_306d, 0x000b_5049, 0x005f_b2c5, 0x001d_f139, 0x0009_5047, 0x0016_f017, - 0x0023_b1b1, 0x001d_f10f, 0x0025_f23b, 0x0031_d0ad, 0x0015_10d3, 0x0015_b061, 0x002e_3283, 0x001f_700d, 0x0005_9029, - 0x0039_7107, 0x001c_f0e9, 0x0016_10ef, 0x000f_b059, 0x001f_d15d, 0x0014_b0a3, 0x000f_b071, 0x0009_5065, 0x0020_9199, - 0x0006_503b, 0x0025_f02f, 0x000b_3061, 0x004a_30b3, 0x0010_d0f1, 0x000c_7089, 0x0041_9119, 0x0013_3125, 0x0023_91fd, - 0x001b_b06b, 0x000a_d0a7, 0x0010_70e5, 0x0010_f0f1, 0x001f_d06d, 0x002f_92dd, 0x0024_114b, 0x0013_300d, 0x0031_31c1, - 0x001b_109d, 0x003d_f0df, 0x000a_3067, 0x003f_138b, 0x001f_3083, 0x0008_b025, 0x0009_d025, 0x0018_5107, 0x001f_3071, - 0x0025_10a3, 0x0030_12e3, 0x0004_f003, 0x0009_5071, 0x001f_7061, 0x0018_d01d, 0x0027_70e9, 0x001b_b191, 0x001d_309d, - 0x0013_9071, 0x001c_d011, 0x003c_b139, 0x002c_5005, 0x001f_71df, 0x004e_b1b1, 0x0007_100b, 0x000e_309d, 0x0008_900d, - 0x0010_70fb, 0x0011_900d, 0x005a_d223, 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0x000d_f03d, 0x0018_507f, 0x0029_51df, 0x0012_50bf, 0x001f_718d, 0x001d_f15d, 0x0018_50a3, 0x001f_703b, 0x0009_500b, - 0x0037_100d, 0x001e_b1e7, 0x001e_7167, 0x0028_111b, 0x0013_3101, 0x003c_b1e7, 0x0002_b007, 0x000a_3089, 0x0009_5013, - 0x002a_1067, 0x0028_317b, 0x001a_5115, 0x0017_b013, 0x0018_d185, 0x000c_50a7, 0x0013_70fb, 0x0030_1293, 0x0026_916f, - 0x0044_f2ef, 0x0010_f089, 0x001d_30e9, 0x003a_d0d3, 0x002f_9035, 0x003f_b18d, 0x001c_1199, 0x0008_b025, 0x0010_101d, - 0x0029_306b, 0x0006_b007, 0x000b_f011, 0x001c_d0e3, 0x0026_b083, 0x001f_d017, 0x0025_f107, 0x0019_104f, 0x002a_10c1, - 0x0013_30e3, 0x0055_11e7, 0x0011_500d, 0x003d_7397, 0x0033_501d, 0x000a_d02f, 0x001b_b059, 0x0025_71bb, 0x0035_f26b, - 0x0017_f059, 0x000c_7067, 0x0025_9101, 0x0051_1107, 0x0017_b0d3, 0x002f_92c5, 0x0017_5119, 0x0004_9003, 0x001d_f137, - 0x0016_7059, 0x0020_90c5, 0x0006_7043, 0x0030_10fb, 0x0010_1011, 0x0023_b1cf, 0x0032_b287, 0x0017_f10f, 0x0016_1053, - 0x0013_3029, 0x0019_9115, 0x000b_50b3, 0x000f_1003, 0x0030_50e9, 0x001c_10e3, 0x0018_5101, 0x0018_50e9, 0x000f_b011, - 0x001a_301d, 0x003f_b329, 0x0026_525f, 0x0028_30ef, 0x000f_b0ef, 0x0076_103d, 0x0039_72e3, 0x000a_300b, 0x002c_5053, - 0x005f_b10d, 0x0042_d3fd, 0x0062_3005, 0x000f_b06d, 0x0015_b02b, 0x000e_f01d, 0x001f_3167, 0x002c_f16f, 0x003a_915d, - 0x0024_1115, 0x000d_f065, 0x0051_13e5, 0x000c_70c5, 0x0008_3017, 0x000e_30b5, 0x0019_103d, 0x001a_30f1, 0x0026_90fb, - 0x0000_d003, 0x0017_f17b, 0x0020_b1fd, 0x0030_52a5, 0x0016_706d, 0x0037_1025, 0x0021_d1fd, 0x0012_502f, 0x0010_10df, - 0x000f_102b, 0x0042_7013, 0x0037_3257, 0x0016_7029, 0x0009_d049, 0x005d_10ef, 0x001c_d10f, 0x002d_7047, 0x000f_100d, - 0x001e_b06b, 0x000c_70c1, 0x0029_5049, 0x0002_9007, 0x001f_d049, 0x0028_7125, 0x001b_b125, 0x0011_50fb, 0x0025_100d, - 0x002e_f083, 0x0006_503b, 0x0050_b313, 0x001a_3059, 0x000e_50e3, 0x0013_d02b, 0x0002_900d, 0x0001_7013, 0x0006_b00b, - 0x0023_b01d, 0x0009_503d, 0x002f_515d, 0x0003_d00b, 0x0028_d1eb, 0x0011_908b, 0x001d_f061, 0x0019_10ef, 0x0010_10a7, - 0x001c_9185, 0x0016_1133, 0x0006_1043, 0x001b_1005, 0x000a_7089, 0x000e_30b5, 0x000e_3005, 0x001c_f0c1, 0x0006_b067, - 0x000b_f07f, 0x000e_906b, 0x008f_95f3, 0x0030_510d, 0x000d_f01d, 0x0010_d029, 0x001d_3029, 0x0007_f005, 0x0021_d07f, - 0x0023_b223, 0x0010_107f, 0x0010_f0c1, 0x003f_d0df, 0x0030_1139, 0x0020_b095, 0x000a_7011, 0x000e_90c1, 0x001a_3083, - 0x0020_b0c7, 0x0007_f00d, 0x0026_b0e5, 0x0008_3047, 0x0026_9101, 0x0005_3011, 0x0006_b053, 0x0021_d119, 0x0019_90ad, - 0x002f_52b3, 0x001b_1083, 0x002b_d083, 0x0024_1209, 0x0018_5167, 0x000e_308b, 0x0038_f199, 0x0007_f00d, 0x0030_10b3, - 0x000e_50b5, 0x001e_7029, 0x0023_90e9, 0x0022_d0c5, 0x0026_516f, 0x003b_301f, 0x0005_902f, 0x0019_117f, 0x003a_1281, - 0x000d_3043, 0x002d_d0a3, 0x0018_5007, 0x0009_5005, 0x0026_90a7, 0x0009_700d, 0x000b_f01f, 0x0011_5029, 0x0017_b139, - 0x002a_113d, 0x001f_709d, 0x0015_d10d, 0x0010_70df, 0x0009_503d, 0x001c_10b3, 0x001e_b005, 0x0028_d137, 0x0002_b029, - 0x0017_5071, 0x0032_91d3, 0x003b_909d, 0x0060_7293, 0x002d_d11b, 0x0025_1005, 0x0025_9043, 0x001c_107f, 0x0011_5025, - 0x0025_10c5, 0x004c_f0a7, 0x001a_f0e5, 0x001a_5007, 0x0026_510f, 0x0022_d1e7, 0x0013_7049, 0x0024_10d3, 0x003f_d335, - 0x0037_1049, 0x0022_d0c5, 0x001e_b17f, 0x0025_f259, 0x003e_5101, 0x0039_70e3, 0x0024_b025, 0x004e_117b, 0x0023_3191, - 0x0010_f0e9, 0x0011_900b, 0x000a_706b, 0x0001_f013, 0x000f_b061, 0x0028_109d, 0x000c_10a3, 0x0035_b067, 0x0015_d09d, - 0x0026_50ad, 0x001b_104f, 0x000b_f01f, 0x0052_725f, 0x0008_b005, 0x0007_f02f, 0x0033_7239, 0x0010_d061, 0x000a_3005, - 0x000e_30c7, 0x0002_5003, 0x000e_50b3, 0x000f_b02f, 0x0037_1241, 0x0015_d0c5, 0x0052_9377, 0x001f_3025, 0x0019_900d, - 0x0022_3133, 0x0035_52d7, 0x0018_516f, 0x0014_b0a3, 0x001b_10c1, 0x0041_90d3, 0x005a_d3fd, 0x0035_f26b, 0x0009_706d, - 0x0006_d005, 0x0010_70a3, 0x000c_700b, 0x0006_7005, 0x0059_9005, 0x0003_d013, 0x0008_9047, 0x004c_d047, 0x000a_d025, - 0x003d_71c9, 0x000c_7049, 0x002e_f0bf, 0x0008_902b, 0x002f_9025, 0x0019_1053, 0x0007_1035, 0x001e_b017, 0x0008_b061, - 0x001f_30a3, 0x001a_f0d3, 0x0001_d017, 0x000b_500d, 0x0001_d005, 0x003c_7083, 0x0013_d06d, 0x001b_7095, 0x0005_900d, - 0x0008_9049, 0x001c_90df, 0x0004_701f, 0x001a_502b, 0x001c_901d, 0x0030_52ef, 0x0010_d065, 0x0002_f007, 0x0013_9119, - 0x0013_30df, 0x0015_d0df, 0x003b_3397, 0x0038_f0b5, 0x001e_b15d, 0x0010_d08b, 0x001e_b09d, 0x0006_1053, 0x0018_50c7, - 0x0018_d0a3, 0x0051_54cd, 0x0001_100d, 0x0033_d02b, 0x0003_d025, 0x001f_314b, 0x002e_3017, 0x0046_30bf, 0x001a_3043, - 0x002a_b21d, 0x0003_d01d, 0x003a_d24b, 0x000e_3025, 0x0036_d10d, 0x0010_1047, 0x001b_715b, 0x002a_1005, 0x0042_7083, - 0x001f_d139, 0x0028_70c5, 0x001f_310d, 0x0004_9025, 0x002a_500d, 0x0029_50b3, 0x000e_908b, 0x0011_b0ef, 0x0028_d239, - 0x0048_b101, 0x0011_b0b5, 0x0017_f133, 0x0013_3089, 0x0006_100d, 0x0013_d047, 0x0034_7065, 0x0015_d071, 0x0017_b0ef, - 0x002f_9283, 0x001a_3029, 0x0005_3049, 0x0011_b0ad, 0x0028_d0b5, 0x002b_3095, 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0x001a_5013, 0x0008_303b, 0x0011_b115, 0x0010_70b5, 0x001b_7107, 0x0007_f00d, 0x001b_118d, 0x001b_7191, 0x0040_70a3, - 0x0038_b065, 0x0002_5017, 0x001b_b029, 0x002e_323b, 0x001c_114b, 0x001c_d10f, 0x0013_903b, 0x002f_910d, 0x004a_9449, - 0x0013_9047, 0x0016_7125, 0x0010_f011, 0x0035_f0a7, 0x003a_d1a5, 0x000c_10a3, 0x0016_f06d, 0x0022_30a7, 0x002a_b107, - 0x001f_d1eb, 0x002e_3089, 0x0026_51fd, 0x000d_3065, 0x001c_9139, 0x0042_701d, 0x0030_5125, 0x001c_d0c5, 0x0004_3017, - 0x0004_7005, 0x002e_7059, 0x0026_b0b5, 0x0011_b0e9, 0x0005_300d, 0x000a_d095, 0x0026_b0bf, 0x0026_91f7, 0x0023_916f, - 0x0004_f011, 0x0037_117f, 0x0009_7065, 0x0002_b00b, 0x0004_302b, 0x0010_d005, 0x0035_f283, 0x000b_501f, 0x0010_7043, - 0x0025_90fb, 0x0019_1151, 0x008b_f125, 0x000a_703d, 0x000e_90d3, 0x0026_5061, 0x0037_7241, 0x0004_3005, 0x0035_b029, - 0x000e_f02f, 0x000f_b013, 0x0008_903b, 0x0003_d029, 0x0016_70c7, 0x0009_7095, 0x0029_509d, 0x003d_f0ef, 0x001d_31cd, - 0x001b_10f1, 0x0011_b0ad, 0x0029_507f, 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0x0017_b061, 0x0017_f0a3, 0x0013_d0fb, - 0x0009_5025, 0x0011_503d, 0x0012_509d, 0x0015_b035, 0x001b_103d, 0x0024_b1b1, 0x000c_5097, 0x002a_5191, 0x000b_5011, - 0x0008_b025, 0x0018_50c1, 0x0013_7125, 0x0064_700d, 0x0008_3017, 0x002a_1007, 0x001b_10c5, 0x001b_1139, 0x0011_5025, - 0x002e_31eb, 0x0013_7005, 0x0020_b1a5, 0x000b_3089, 0x0018_d15d, 0x000e_f09d, 0x000c_103b, 0x0022_d01f, 0x0037_306b, - 0x002d_707f, 0x0005_300b, 0x0012_5097, 0x0006_7053, 0x0026_b00b, 0x000e_3043, 0x000e_f005, 0x0005_903d, 0x0033_d0b3, - 0x0006_5043, 0x0035_b0ef, 0x0011_b0a3, 0x0011_b035, 0x003a_9139, 0x001d_3005, 0x001c_1047, 0x0036_d22d, 0x0023_30c7, - 0x000e_f06d, 0x0010_7025, 0x000f_106d, 0x000e_f03d, 0x000b_f089, 0x001b_1115, 0x0022_d119, 0x002c_525f, 0x0015_b139, - 0x0020_903d, 0x0007_1067, 0x0028_d18d, 0x001a_5035, 0x001f_3061, 0x0023_b01d, 0x0017_b0df, 0x0040_f241, 0x0008_9029, - 0x0013_310f, 0x002f_9191, 0x0027_7025, 0x000b_302f, 0x0015_111b, 0x0023_b059, 0x000b_5003, 0x0021_d00d, 0x003b_91f3, - 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0x0028_702b, 0x0011_9053, 0x0037_3329, 0x0013_3083, 0x001c_f167, 0x0025_100d, - 0x003e_53b3, 0x0031_31cf, 0x0011_9101, 0x002d_d281, 0x002d_71d3, 0x0008_9061, 0x0016_10a7, 0x001a_f0ad, 0x0006_1005, - 0x0010_7025, 0x002d_7185, 0x0009_7089, 0x001c_10d3, 0x002b_d233, 0x0050_b1b7, 0x003a_d265, 0x0020_91df, 0x0018_517f, - 0x000f_b0ef, 0x0004_9005, 0x000e_f007, 0x0016_f08b, 0x0033_5065, 0x0011_50a7, 0x0033_b049, 0x0009_d013, 0x0044_93fd, - 0x0028_d005, 0x0023_b09d, 0x003b_91d3, 0x0013_d0c5, 0x0009_501d, 0x000e_f01f, 0x0023_b03d, 0x0015_b115, 0x005c_924b, - 0x000a_7083, 0x001c_f199, 0x0010_7025, 0x0042_d305, 0x000b_3059, 0x000f_10c7, 0x0022_310f, 0x0016_1151, 0x001e_711b, - 0x0013_d00b, 0x000e_3043, 0x000f_b08b, 0x003b_31c9, 0x0051_b40f, 0x0019_911b, 0x0015_d095, 0x000d_3029, 0x000a_d03b, - 0x0029_315b, 0x0025_1209, 0x0016_70ef, 0x000c_506b, 0x0003_b005, 0x0025_70bf, 0x0013_d089, 0x003f_d14b, 0x0048_140f, - 0x0017_50e5, 0x002a_5097, 0x002a_51cf, 0x0022_303d, 0x0018_5125, 0x0025_f251, 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0x0031_d17b, 0x0025_700d, 0x004d_54cf, 0x0028_3047, 0x001d_f107, 0x001b_11a3, 0x0019_9097, 0x0035_90ad, 0x0027_7137, - 0x0008_b06b, 0x0037_1233, 0x0026_5241, 0x0013_709d, 0x001c_f119, 0x003d_f025, 0x001e_b1c9, 0x001c_10a7, 0x001b_7029, - 0x000e_5065, 0x0008_3007, 0x0020_b059, 0x0012_510f, 0x0015_d02f, 0x0038_f095, 0x0030_5151, 0x0006_5005, 0x0022_d06b, - 0x000c_501f, 0x0013_d017, 0x001a_5007, 0x004c_13cb, 0x0018_500d, 0x0025_f00b, 0x001e_b1af, 0x0035_b28d, 0x001f_d03d, - 0x0005_3013, 0x0029_5199, 0x000a_300b, 0x0013_303b, 0x000d_f017, 0x0011_502f, 0x0042_d2bd, 0x0011_910d, 0x003d_136d, - 0x0016_1137, 0x0020_9071, 0x0020_b161, 0x001d_3029, 0x0012_510d, 0x0020_907f, 0x003b_33a9, 0x002e_30c5, 0x0032_926b, - 0x0056_5241, 0x000c_500d, 0x000b_3067, 0x002e_700b, 0x000e_30ad, 0x0009_708b, 0x0002_900d, 0x000b_508b, 0x002a_508b, - 0x003c_b283, 0x002e_7251, 0x0020_b0c1, 0x0037_128d, 0x0012_50fb, 0x000f_b029, 0x0015_b00d, 0x0017_f071, 0x001c_1133, - 0x0013_301f, 0x0002_b025, 0x0018_d067, 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0x0007_100d, 0x001b_700d, 0x0011_90e3, 0x0002_500d, 0x001f_301f, 0x000e_5017, 0x002a_b20b, 0x0018_d047, 0x0011_90b5, - 0x001a_518d, 0x0024_114b, 0x0023_b0ad, 0x0009_d065, 0x0059_90c1, 0x0025_90c7, 0x0023_b199, 0x0026_b1a5, 0x0009_d02b, - 0x000c_50c1, 0x002e_7185, 0x001b_107f, 0x0025_7011, 0x000f_1097, 0x0008_b043, 0x0015_d0c7, 0x0004_9011, 0x000b_f043, - 0x0021_d03b, 0x0026_50f1, 0x001c_10f1, 0x0032_9161, 0x001e_702b, 0x0007_1007, 0x0007_102f, 0x0004_700b, 0x001b_7095, - 0x0006_b061, 0x0023_31af, 0x001b_71a3, 0x0025_1043, 0x0016_10e3, 0x000c_70b3, 0x000d_f017, 0x002c_f0a3, 0x0023_30b5, - 0x0021_d14b, 0x0015_1115, 0x0022_d21d, 0x001c_f07f, 0x000b_500d, 0x001b_b025, 0x0015_10c7, 0x0060_d347, 0x0037_3005, - 0x0002_b00d, 0x0010_d097, 0x000a_303b, 0x0008_906b, 0x002d_d0b3, 0x0038_f1e7, 0x0027_70e9, 0x000b_50a7, 0x001a_f065, - 0x001b_1053, 0x001c_902f, 0x0011_5013, 0x0006_1013, 0x0044_90bf, 0x003f_503b, 0x0003_b00d, 0x002e_326b, 0x0031_d1af, - 0x0028_30b5, 0x001e_7175, 0x000e_300b, 0x002c_5133, 0x002d_71eb, 0x0023_9199, 0x0006_1005, 0x001e_b025, 0x000e_90b3, - 0x0028_3133, 0x0017_50f1, 0x001f_d191, 0x0009_d053, 0x001e_b025, 0x002d_71b7, 0x0010_d0b5, 0x000c_702f, 0x0044_516f, - 0x003f_5043, 0x0009_702f, 0x0019_9083, 0x0008_9043, 0x000b_f071, 0x0016_710f, 0x0011_501d, 0x0011_90ad, 0x0025_10fb, - 0x001c_f17f, 0x000f_b0b3, 0x0039_731d, 0x002d_d28d, 0x000f_b003, 0x0023_907f, 0x0016_f119, 0x001a_f199, 0x001b_b115, - 0x001f_3115, 0x0029_525f, 0x0023_b10d, 0x000a_306d, 0x0010_d0e5, 0x0009_d097, 0x0009_7025, 0x0035_b137, 0x0020_b17b, - 0x0022_d00d, 0x0004_f013, 0x0011_9011, 0x0011_b0e3, 0x0017_f151, 0x001c_909d, 0x001c_1107, 0x0000_b005, 0x0032_9005, - 0x0011_902f, 0x0025_f125, 0x0023_91df, 0x0015_d071, 0x0016_f067, 0x001d_f1b1, 0x001f_d01f, 0x0044_f1a3, 0x002c_5251, - 0x0026_b101, 0x0016_7067, 0x0002_5005, 0x0035_9119, 0x0013_d10f, 0x0002_b00d, 0x0007_1053, 0x0009_d02b, 0x0024_b15d, - 0x003d_11e7, 0x0009_702f, 0x0044_51d3, 0x0023_313d, 0x000e_906d, 0x0026_5209, 0x0056_555d, 0x0007_1067, 0x0035_520b, - 0x000e_909d, 0x0016_f0fb, 0x0001_f00d, 0x0040_7047, 0x0035_5251, 0x0023_30c5, 0x0031_d2a5, 0x0011_504f, 0x000c_701d, - 0x002c_f003, 0x0037_3071, 0x0005_9013, 0x0046_3449, 0x000e_f065, 0x002d_d233, 0x0018_d083, 0x001c_f14b, 0x0012_5061, - 0x0015_10f1, 0x000b_503d, 0x003c_b24b, 0x001c_904f, 0x000b_301f, 0x003e_511b, 0x0020_b025, 0x0031_32dd, 0x0013_901d, - 0x002b_d067, 0x0025_723b, 0x0009_508b, 0x000c_500b, 0x0033_514b, 0x0015_1065, 0x0011_901d, 0x001b_10a3, 0x000c_70a7, - 0x005d_5329, 0x002e_304f, 0x000e_f003, 0x000b_5067, 0x0017_5125, 0x0037_71b1, 0x000c_103d, 0x0025_924b, 0x0016_700b, - 0x0042_71cd, 0x0010_d02f, 0x0025_103d, 0x0051_50c7, 0x0023_310f, 0x0012_50b5, 0x0022_d133, 0x0013_30c1, 0x000b_f0ad, - 0x0009_500b, 0x0004_3035, 0x0028_70fb, 0x0022_d0b5, 0x001f_d139, 0x002e_7101, 0x000e_30b5, 0x0005_302f, 0x001f_715d, - 0x0006_101d, 0x000f_1089, 0x001e_b025, 0x000f_b071, 0x001c_1151, 0x0017_f0c5, 0x0013_3059, 0x0009_d03d, 0x0026_91e7, - 0x0011_b0df, 0x001e_7035, 0x0009_d035, 0x003d_72dd, 0x000d_3061, 0x0017_5061, 0x000e_9089, 0x000a_3061, 0x0006_7053, - 0x0013_3029, 0x002c_f1a5, 0x000a_3065, 0x0033_717b, 0x0016_7151, 0x0011_9101, 0x0033_5005, 0x0005_9011, 0x0018_5011, - 0x0025_70e9, 0x002d_d09d, 0x0027_715b, 0x000e_5089, 0x0023_3053, 0x000d_f04f, 0x0033_d2ef, 0x002e_30c1, 0x000f_1007, - 0x0064_d5c9, 0x0006_5059, 0x000a_d059, 0x001d_310f, 0x002e_7049, 0x0051_5493, 0x0017_f07f, 0x000b_5059, 0x0045_523b, - 0x001b_b035, 0x0002_f017, 0x0013_9083, 0x0002_900d, 0x001c_109d, 0x004c_d335, 0x0019_9139, 0x002e_f025, 0x0032_b059, - 0x0023_b013, 0x0022_30fb, 0x003b_311b, 0x0000_7005, 0x0022_d0fb, 0x0001_d011, 0x001a_3061, 0x0001_d00d, 0x0049_d42d, - 0x002b_d1af, 0x002e_7223, 0x0004_302f, 0x0034_7337, 0x001e_70a7, 0x000d_f0ad, 0x0019_10c5, 0x002b_d035, 0x0017_b089, - 0x000e_500d, 0x0002_5013, 0x005d_523b, 0x002e_720b, 0x0029_3185, 0x0011_b04f, 0x001f_30df, 0x0018_5061, 0x0043_f16f, - 0x003f_13c7, 0x0017_5151, 0x000e_30a7, 0x0021_d1bb, 0x002c_f067, 0x001d_3139, 0x004e_b443, 0x000e_f01f, 0x0021_d0ad, - 0x0029_50b5, 0x001f_70ad, 0x001d_3061, 0x0017_b139, 0x0019_1005, 0x0030_1089, 0x007d_b209, 0x000a_d017, 0x0025_9029, - 0x0026_9035, 0x0013_d06d, 0x0033_5083, 0x001c_f0bf, 0x0006_d011, 0x0013_90d3, 0x0063_d44f, 0x0013_90a3, 0x0052_9281, - 0x0042_d0ef, 0x000c_501d, 0x0010_d083, 0x0011_5071, 0x001a_511b, 0x0028_1107, 0x0024_b1a3, 0x0005_901d, 0x0018_500d, - 0x0013_9059, 0x0023_90ad, 0x0013_d125, 0x003a_d371, 0x000c_7043, 0x0041_b0e9, 0x0016_703d, 0x0013_910f, 0x000b_f043, - 0x0042_d2dd, 0x003b_3167, 0x002c_f00d, 0x001c_100d, 0x0049_d0e9, 0x0008_3065, 0x0024_b0ef, 0x001c_d00d, 0x0028_11af, - 0x001d_f1c9, 0x0013_9115, 0x001e_b1af, 0x001c_f175, 0x0023_317b, 0x002b_31d3, 0x0010_f0a7, 0x000e_f061, 0x0002_9005, - 0x0019_114b, 0x0026_5043, 0x001f_31d3, 0x000f_b089, 0x0011_b089, 0x0005_9013, 0x0042_d089, 0x0031_d011, 0x0028_3095, - 0x0018_5137, 0x0013_7035, 0x0021_d0ad, 0x000e_5025, 0x000b_3029, 0x0029_325f, 0x0018_5089, 0x0042_53b3, 0x000b_50a3, - 0x0031_3035, 0x000a_d08b, 0x0011_90a7, 0x0025_f233, 0x0026_5035, 0x001b_b053, 0x001c_9005, 0x0007_1035, 0x0016_f10d, - 0x000f_b0e9, 0x000f_10e5, 0x0024_10d3, 0x0010_d095, 0x0010_701f, 0x0011_506b, 0x001d_f04f, 0x000e_f00b, 0x0019_10ef, - 0x002a_115d, 0x002c_f18d, 0x000d_f025, 0x0026_50ef, 0x0003_d011, 0x005a_d371, 0x0018_d053, 0x001b_101d, 0x0017_f01f, - 0x001f_d137, 0x001e_b161, 0x0016_70c5, 0x0026_b1cd, 0x0024_b0f1, 0x0010_1067, 0x0033_51e7, 0x001f_715b, 0x001f_d137, - 0x0023_b22d, 0x0001_300b, 0x0025_702b, 0x0025_1083, 0x0004_900b, 0x000e_3047, 0x0027_700d, 0x0001_d017, 0x001b_70c5, - 0x001b_7161, 0x0017_b029, 0x000e_9047, 0x002a_b15d, 0x002c_f175, 0x001d_301f, 0x005b_351b, 0x003b_900d, 0x000c_5053, - 0x0003_d013, 0x0043_f043, 0x0006_b061, 0x0010_106b, 0x0013_7011, 0x0001_700d, 0x0013_3053, 0x0013_70fb, 0x0065_3005, - 0x0015_b0df, 0x001c_1083, 0x001a_f125, 0x001f_7167, 0x0017_f0b3, 0x0017_b011, 0x0028_7137, 0x001a_f06d, 0x0016_f00b, - 0x0018_507f, 0x0015_d0f1, 0x0004_7017, 0x0060_d4cd, 0x002d_d0e9, 0x0051_1025, 0x002e_f01f, 0x0006_7053, 0x0017_f03b, - 0x0002_501d, 0x000b_500d, 0x0006_7049, 0x0036_d233, 0x0044_911b, 0x0002_9025, 0x002f_50bf, 0x0020_b02b, 0x0015_108b, - 0x002c_51a3, 0x002e_7097, 0x001c_f047, 0x0016_106b, 0x004f_d2c5, 0x0013_7043, 0x0030_1043, 0x0036_d2ef, 0x0019_106b, - 0x005b_3133, 0x0016_7053, 0x0028_7119, 0x002f_503d, 0x0025_10d3, 0x0037_3083, 0x002c_5167, 0x0015_b049, 0x0008_b011, - 0x0004_7025, 0x000e_5025, 0x0006_103d, 0x002f_91e7, 0x0017_f133, 0x0046_3449, 0x0010_f0b3, 0x0032_9029, 0x0048_b35b, - 0x0035_b0e9, 0x002a_1125, 0x000e_f061, 0x002c_5053, 0x0035_b2dd, 0x000d_f0c5, 0x0006_5011, 0x0049_d1fd, 0x0041_b397, - 0x0006_103d, 0x001e_b0e3, 0x002f_913d, 0x0011_9005, 0x000f_102f, 0x0031_d239, 0x0011_50e3, 0x0006_703b, 0x0013_7119, - 0x0011_b043, 0x0008_306b, 0x002b_30df, 0x0006_5059, 0x0024_b0d3, 0x0014_b0df, 0x002a_b223, 0x0028_10e3, 0x0004_f03d, - 0x0023_91af, 0x000b_f049, 0x0017_501f, 0x000b_3059, 0x000a_d097, 0x001b_706d, 0x000b_301d, 0x0004_3017, 0x0018_d011, - 0x0062_f0c1, 0x0025_71bb, 0x0024_117b, 0x0012_501f, 0x001e_70d3, 0x0013_30bf, 0x000f_b0b5, 0x0037_3191, 0x0010_100d, - 0x000f_1053, 0x001a_f0fb, 0x000a_d005, 0x002e_f125, 0x0037_335f, 0x0006_7025, 0x0017_b035, 0x002d_d28d, 0x0019_1101, - 0x000a_d047, 0x002a_115d, 0x000d_f097, 0x0032_90ef, 0x0030_120b, 0x0033_b337, 0x000e_90c5, 0x0034_70bf, 0x000b_f0b5, - 0x0017_f0b3, 0x0013_700d, 0x0013_d017, 0x0017_b167, 0x0016_10ef, 0x003a_90f1, 0x000a_d02f, 0x0037_124b, 0x001d_f1c1, - 0x000a_d01f, 0x0031_d18d, 0x0009_d047, 0x0028_71c1, 0x0020_b035, 0x001d_f0c5, 0x0025_904f, 0x001a_504f, 0x0021_d0b3, - 0x001b_b0ad, 0x000e_900b, 0x0007_f01d, 0x000e_301f, 0x0004_9005, 0x0010_706d, 0x0021_d17f, 0x0008_304f, 0x000c_103b, - 0x0018_517b, 0x001e_b1cf, 0x0001_d005, 0x000c_700b, 0x0004_f035, 0x0001_100d, 0x0028_10e9, 0x0031_32b3, 0x002d_7239, - 0x0025_1061, 0x002a_120b, 0x000b_f00d, 0x001f_310d, 0x0023_b0f1, 0x0052_7025, 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0x0011_90e3, 0x0016_f0c7, 0x0023_31e7, 0x001c_f185, 0x001b_7065, 0x0013_310f, 0x0009_5053, 0x0018_d0e9, 0x0009_d013, - 0x0007_1059, 0x000f_b0bf, 0x001a_f0e3, 0x0014_b013, 0x0006_7047, 0x000c_10b5, 0x0033_70a7, 0x0006_b01d, 0x008e_1685, - 0x0011_b03b, 0x005b_f269, 0x0024_10c1, 0x0033_5301, 0x0019_9013, 0x0003_501f, 0x0035_925f, 0x0033_7137, 0x002d_d071, - 0x0035_9151, 0x0062_31b1, 0x004f_f305, 0x0000_d005, 0x0002_500d, 0x002d_d1f7, 0x0025_70e5, 0x0028_716f, 0x000b_5011, - 0x0009_7059, 0x000a_d09d, 0x0033_d0bf, 0x000e_500b, 0x0030_51fd, 0x000f_b011, 0x002e_72bd, 0x001c_d1c1, 0x000e_f00d, - 0x0017_5017, 0x001d_3191, 0x0008_300d, 0x0019_9133, 0x0008_b029, 0x000c_5005, 0x0049_d071, 0x0022_3209, 0x000b_f083, - 0x0007_100d, 0x001b_b125, 0x000a_3095, 0x0023_31a3, 0x001c_9005, 0x002f_9025, 0x004b_d481, 0x0027_70a3, 0x0085_f0ef, - 0x0009_5049, 0x001c_90e3, 0x0015_d02b, 0x0028_d029, 0x003d_f08b, 0x0011_9047, 0x004b_d2ab, 0x0036_d08b, 0x0019_9097, - 0x000f_b02f, 0x0049_306d, 0x001f_3161, 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0x001a_50fb, 0x000e_f0d3, 0x0011_500d, 0x0012_5029, 0x000e_f0c7, 0x001c_91a5, 0x003c_718d, 0x000e_903d, 0x000e_f08b, - 0x0028_3281, 0x0019_90b3, 0x0017_f083, 0x001f_7003, 0x0029_31f7, 0x0017_516f, 0x000b_5005, 0x0016_70c7, 0x0039_71eb, - 0x0029_511b, 0x000b_508b, 0x001f_311b, 0x0030_5161, 0x0028_d0df, 0x003e_510f, 0x0023_9083, 0x0042_d3fd, 0x0014_b013, - 0x0013_90d3, 0x001d_f1bb, 0x0009_d03d, 0x002b_3175, 0x0024_11c1, 0x0015_d01f, 0x0016_f03d, 0x000c_507f, 0x0009_7007, - 0x002a_502f, 0x003d_71e7, 0x0006_d065, 0x002d_d02b, 0x000a_7013, 0x001c_d06d, 0x0018_516f, 0x0015_d0e5, 0x0014_b13d, - 0x001a_50ef, 0x0028_70e3, 0x0020_91e7, 0x0050_9043, 0x0040_708b, 0x000c_50c1, 0x0017_516f, 0x0013_302f, 0x001b_1071, - 0x0005_301d, 0x0011_90a7, 0x0013_30ef, 0x000a_7095, 0x0030_110f, 0x0022_3185, 0x001c_f089, 0x000b_3059, 0x0016_7151, - 0x0025_1095, 0x000f_b04f, 0x0005_3035, 0x001d_f1b7, 0x0037_1283, 0x001c_1107, 0x0017_5043, 0x0029_3053, 0x003c_b32b, - 0x0014_b02f, 0x001a_f107, 0x000e_50ad, 0x0017_5061, 0x0028_d0b3, 0x002c_50b3, 0x0017_b0a3, 0x000e_30a3, 0x0015_b011, - 0x0024_113d, 0x0021_d03d, 0x003b_3107, 0x0035_910f, 0x0002_f00d, 0x001e_b0b3, 0x0028_d185, 0x000b_500b, 0x001b_702f, - 0x000e_9049, 0x003f_d03d, 0x0048_1017, 0x0030_511b, 0x001b_1101, 0x001c_d053, 0x000f_10b3, 0x0008_900d, 0x000f_b0c5, - 0x0013_d0c1, 0x002f_926b, 0x0036_d287, 0x0033_b2f5, 0x002e_f1e7, 0x0044_5133, 0x0003_b011, 0x0067_9283, 0x0010_103d, - 0x0011_50ad, 0x001a_f059, 0x0008_9025, 0x0028_1185, 0x001c_9035, 0x0023_9065, 0x0007_f01f, 0x003b_92dd, 0x0019_10b5, - 0x001e_b1c1, 0x001c_d1a3, 0x0021_d1d3, 0x0007_f06d, 0x0000_d00b, 0x002c_51d3, 0x002f_9025, 0x001c_d007, 0x000c_700d, - 0x000c_102f, 0x0033_d101, 0x0015_b02b, 0x001f_d0e5, 0x0003_b01d, 0x0015_1107, 0x0028_11af, 0x0040_7241, 0x0002_b01d, - 0x000a_7029, 0x001d_f1c1, 0x0005_302f, 0x0025_7007, 0x0003_b029, 0x0017_500d, 0x001a_30b3, 0x003c_b0d3, 0x002a_510d, - 0x0015_b125, 0x0013_d059, 0x001e_b083, 0x000a_707f, 0x0023_30ad, 0x0018_d035, 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0x001f_3083, 0x004b_1449, 0x0011_9043, 0x001d_310f, 0x0027_71d3, 0x002e_70ad, 0x002d_d083, 0x0029_507f, 0x0016_709d, - 0x0017_503d, 0x001d_30fb, 0x001f_70b3, 0x0028_115d, 0x0019_10a3, 0x0002_501d, 0x003c_b2d7, 0x0021_d1a5, 0x003d_715d, - 0x0015_d049, 0x000d_3071, 0x0023_b133, 0x004a_3295, 0x001a_f0b3, 0x0031_d233, 0x001c_9011, 0x002d_d11b, 0x003d_1025, - 0x001c_f1b1, 0x003e_506b, 0x000e_3095, 0x000a_3053, 0x0004_7043, 0x0015_d0ad, 0x0031_32c5, 0x0013_309d, 0x0011_b02f, - 0x001a_300d, 0x0025_11af, 0x0025_903b, 0x0015_d011, 0x0012_50e9, 0x000b_f013, 0x0010_10ad, 0x0042_d2cf, 0x0035_928d, - 0x0017_f13d, 0x0015_10fb, 0x0015_111b, 0x0012_5047, 0x000e_90c5, 0x002f_901d, 0x001a_3005, 0x0022_d209, 0x0005_902f, - 0x002a_50c7, 0x0033_b03d, 0x001c_f0ef, 0x0022_30bf, 0x0013_30e3, 0x0049_3251, 0x000b_5067, 0x005f_b4cd, 0x0019_10df, - 0x0028_315b, 0x000f_10e5, 0x0016_f15b, 0x0019_100d, 0x0003_d013, 0x001a_f059, 0x0010_d0b5, 0x000e_9065, 0x0026_9151, - 0x000c_504f, 0x0028_d0c1, 0x003a_d329, 0x0017_f005, 0x0014_b101, 0x0017_b107, 0x0011_503d, 0x0047_f33b, 0x0006_b029, - 0x0017_5133, 0x001f_d0e5, 0x001b_1151, 0x000a_d049, 0x003f_1089, 0x0011_506d, 0x0024_b1cd, 0x0011_9061, 0x0031_d02f, - 0x0025_f03d, 0x0004_3011, 0x002a_516f, 0x001c_d005, 0x003a_9265, 0x0016_7059, 0x0016_f167, 0x000c_502b, 0x0022_300d, - 0x000c_5017, 0x0032_b265, 0x0013_907f, 0x0005_3029, 0x0019_115d, 0x0015_b02f, 0x0033_728d, 0x001d_3185, 0x0029_3223, - 0x0010_702f, 0x001f_3005, 0x001c_91c1, 0x0011_b0e5, 0x005d_116f, 0x000e_906b, 0x0016_f065, 0x0024_10fb, 0x0011_909d, - 0x0019_100d, 0x002a_106b, 0x0006_b047, 0x0006_d005, 0x000d_f02f, 0x0029_51b7, 0x004c_7035, 0x002e_717b, 0x0037_10c5, - 0x0015_b03b, 0x001d_310d, 0x001e_b151, 0x0006_5005, 0x001f_302b, 0x0020_9097, 0x000e_30b3, 0x0015_1065, 0x0029_5257, - 0x001b_7005, 0x0013_902b, 0x0011_90c1, 0x0044_33f1, 0x0029_3125, 0x0037_10c1, 0x0010_d0c5, 0x0028_d003, 0x000b_3025, - 0x0035_f25f, 0x0011_b00d, 0x000e_5017, 0x0001_100d, 0x0025_1133, 0x0008_b07f, 0x000b_303d, 0x000a_d007, 0x0009_7029, - 0x000c_102b, 0x0006_b02b, 0x0028_1209, 0x0032_9265, 0x0031_d029, 0x0009_7095, 0x000b_5017, 0x0022_d0c1, 0x0018_d06b, - 0x0016_7071, 0x0035_f2b3, 0x0010_d007, 0x0024_10a3, 0x0010_f061, 0x0006_500d, 0x001e_710f, 0x001c_d107, 0x0019_1137, - 0x003b_935b, 0x0057_7175, 0x0013_d0e3, 0x0009_5089, 0x0019_9071, 0x0025_90b3, 0x0006_d017, 0x005c_f067, 0x0001_d013, - 0x001a_f0b5, 0x0025_9011, 0x000e_509d, 0x0025_f16f, 0x0013_9107, 0x002d_716f, 0x000e_50d3, 0x0011_902b, 0x0027_7257, - 0x0014_b047, 0x000c_1095, 0x000d_3011, 0x000d_f0d3, 0x001b_7061, 0x0006_b04f, 0x001c_f14b, 0x0027_70bf, 0x0049_d281, - 0x003d_11a5, 0x0010_d0df, 0x0016_1029, 0x0010_70a7, 0x000e_900b, 0x0055_7277, 0x0040_93f1, 0x001f_311b, 0x0074_541b, - 0x0043_f1eb, 0x0006_702b, 0x001f_703b, 0x0018_d0e9, 0x0009_702b, 0x000f_10ad, 0x002a_128d, 0x0013_d00b, 0x001c_9025, - 0x0020_b11b, 0x002e_7277, 0x0013_d0ad, 0x0019_1005, 0x001e_7185, 0x0013_d003, 0x0018_5059, 0x002b_318d, 0x0011_b0c7, - 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0x0033_7065, 0x0023_30e9, 0x0006_7035, 0x0000_d003, 0x003b_3337, 0x0033_5133, - 0x001a_f151, 0x001b_10e3, 0x0013_9083, 0x001c_9025, 0x0023_30df, 0x000b_3005, 0x001f_d08b, 0x0027_71b7, 0x002c_51f7, - 0x000a_7049, 0x001d_31c1, 0x000a_d061, 0x0013_d035, 0x001e_b035, 0x0023_30a7, 0x0007_f02b, 0x0012_50a3, 0x0035_f1c9, - 0x0042_5095, 0x001d_31c1, 0x0019_9133, 0x001f_700d, 0x000e_50c5, 0x001a_f049, 0x001a_508b, 0x002d_d01f, 0x0019_10c1, - 0x0022_d0ef, 0x0025_7101, 0x0028_3101, 0x000c_7065, 0x000d_f017, 0x0030_51cf, 0x0025_70c5, 0x0013_901d, 0x0009_d035, - 0x0035_9005, 0x0003_b00b, 0x0015_d0e9, 0x0017_b03b, 0x002c_5295, 0x0050_b1e7, 0x001a_30d3, 0x000e_303b, 0x0026_507f, - 0x000b_3005, 0x0031_31a5, 0x003b_933d, 0x0018_d00d, 0x0004_901f, 0x001b_10c1, 0x0006_100d, 0x0033_523b, 0x000e_306d, - 0x002a_113d, 0x000f_b0c7, 0x0001_100d, 0x0030_1269, 0x0026_b14b, 0x000e_f00d, 0x000c_5049, 0x0029_50f1, 0x0037_31df, - 0x002d_71e7, 0x0017_5097, 0x001c_1191, 0x0019_1047, 0x0004_301d, 0x0037_3035, 0x0008_b017, 0x000b_5061, 0x0055_10ef, - 0x0006_103b, 0x0024_11f7, 0x0011_5029, 0x006a_d655, 0x0028_d065, 0x0006_104f, 0x001a_5083, 0x0003_d035, 0x0023_906d, - 0x001f_717b, 0x002b_d265, 0x001d_31cd, 0x003f_50c7, 0x000d_f007, 0x004c_1377, 0x0018_d0f1, 0x0042_d01f, 0x003c_703d, - 0x002a_506d, 0x006c_538b, 0x0002_b029, 0x0006_d00d, 0x000b_301f, 0x0035_90f1, 0x0049_3133, 0x0028_31d3, 0x0009_d01f, - 0x0028_d191, 0x0030_10ef, 0x001f_d10d, 0x000b_503b, 0x000a_d071, 0x0013_306b, 0x002e_70e5, 0x0009_d02f, 0x0029_31c9, - 0x0009_7035, 0x0002_b013, 0x0026_5223, 0x0011_502b, 0x0046_940f, 0x0009_d01d, 0x0031_30c1, 0x000b_5013, 0x003a_1293, - 0x0016_7137, 0x002a_b15d, 0x0015_1035, 0x002a_b02b, 0x0033_703b, 0x0026_5017, 0x0011_5003, 0x001d_f133, 0x000e_5005, - 0x000e_901d, 0x0048_b049, 0x0043_f283, 0x000d_f025, 0x0005_9025, 0x0011_50a3, 0x000e_9017, 0x0012_500d, 0x0022_31a3, - 0x003f_b281, 0x0001_d013, 0x0044_5281, 0x0010_f0b3, 0x002a_1007, 0x0010_d0ef, 0x0018_d0ad, 0x0007_102f, 0x000c_7089, - 0x002d_d1bb, 0x0047_f0df, 0x0026_50b5, 0x0029_316f, 0x005b_f133, 0x0013_30c1, 0x0017_b017, 0x0006_b01f, 0x0056_5233, - 0x001d_f01f, 0x0001_f01d, 0x000a_702f, 0x000b_506d, 0x0039_703b, 0x0023_900d, 0x0034_7233, 0x0014_b0e3, 0x0010_d005, - 0x003f_d1f7, 0x0006_702b, 0x000d_f097, 0x0017_b0e5, 0x003a_d18d, 0x001c_d053, 0x0027_71a5, 0x0008_b061, 0x0017_5083, - 0x0011_9097, 0x0023_3101, 0x0018_511b, 0x000e_3035, 0x000e_5043, 0x001d_f1b1, 0x0013_3061, 0x0033_b2b3, 0x0042_d2a5, - 0x0002_f02b, 0x0026_5115, 0x0016_f067, 0x0004_303d, 0x002f_91b7, 0x002a_11b1, 0x0011_903b, 0x001c_f02b, 0x003f_5053, - 0x0006_d035, 0x001c_102f, 0x0014_b013, 0x0017_f095, 0x000e_90a3, 0x001f_d011, 0x0015_d101, 0x0029_515b, 0x004c_7305, - 0x0008_3005, 0x002a_b13d, 0x0015_b04f, 0x0018_5161, 0x0019_90c7, 0x0008_901d, 0x0058_f2c5, 0x0026_b199, 0x0033_d083, - 0x0026_5049, 0x001c_f191, 0x002a_10f1, 0x001e_b0c1, 0x0032_b04f, 0x0008_301d, 0x001c_9083, 0x001f_30e3, 0x000c_10bf, - 0x0015_d0d3, 0x0017_b0b5, 0x0012_503d, 0x001f_30b5, 0x000f_b09d, 0x0033_500b, 0x001a_3043, 0x0020_b067, 0x003d_f007, - 0x002f_51e7, 0x0017_f14b, 0x006f_b515, 0x0022_3017, 0x000d_307f, 0x0023_3017, 0x0020_b0bf, 0x0017_b0bf, 0x0006_503d, - 0x003c_b101, 0x0035_b0c1, 0x002e_717b, 0x0018_5133, 0x0019_10f1, 0x003f_5013, 0x0013_d035, 0x0009_d06b, 0x0040_70bf, - 0x0019_100d, 0x0030_12dd, 0x0020_b0df, 0x0017_506d, 0x002e_701d, 0x000e_300d, 0x0031_d01f, 0x0016_10a7, 0x000d_303d, - 0x0018_5053, 0x0006_700d, 0x0014_b013, 0x0017_f15b, 0x0017_5125, 0x0036_d0c7, 0x0022_3013, 0x0018_5083, 0x0017_f107, - 0x0011_b005, 0x001b_b1a5, 0x001a_f02f, 0x0010_d0a7, 0x0003_501d, 0x000d_306d, 0x003c_72e7, 0x000f_10b3, 0x0013_709d, - 0x0029_31b1, 0x0007_1067, 0x001c_1125, 0x0006_103d, 0x000b_5029, 0x0025_f1b1, 0x0035_5043, 0x0008_b053, 0x0010_7003, - 0x0004_700d, 0x002b_308b, 0x001a_f175, 0x0010_d061, 0x0023_9005, 0x001a_5013, 0x000d_3089, 0x0007_f047, 0x002a_5259, - 0x002e_f13d, 0x0028_d11b, 0x0013_703d, 0x000b_30a3, 0x001b_716f, 0x001a_306d, 0x0006_b00b, 0x001e_b065, 0x0020_b1d3, - 0x001a_3035, 0x0033_7047, 0x0011_90ef, 0x0008_904f, 0x0006_d02b, 0x0015_102b, 0x0019_107f, 0x000a_7083, 0x0015_d005, - 0x0032_b2a1, 0x0005_3047, 0x0013_9137, 0x0028_3025, 0x001c_d17b, 0x0016_f101, 0x0013_901f, 0x0035_f1eb, 0x001a_30c5, - 0x0023_906d, 0x0030_51a3, 0x0015_d0c1, 0x0013_3025, 0x0023_3097, 0x0032_b0b3, 0x0059_f199, 0x000b_f083, 0x000a_702b, - 0x0006_704f, 0x0004_f005, 0x0006_5035, 0x0022_d0ef, 0x0008_b011, 0x000e_3095, 0x0022_d1c1, 0x000b_308b, 0x001e_7097, - 0x0021_d01f, 0x0019_1005, 0x002e_f10f, 0x0009_7035, 0x0035_923b, 0x000b_f047, 0x000b_f049, 0x0017_503b, 0x0045_5373, - 0x002e_326b, 0x003e_5047, 0x0011_9005, 0x0010_7071, 0x0014_b035, 0x0006_503d, 0x000f_b0ef, 0x0015_b0f1, 0x001d_f08b, - 0x0016_702f, 0x0013_d047, 0x0040_73a9, 0x0001_300b, 0x001c_117f, 0x001b_1029, 0x002f_90e5, 0x0026_51b7, 0x0012_508b, - 0x0003_b02b, 0x0016_f005, 0x0009_700d, 0x000b_5017, 0x0015_d06d, 0x0028_3025, 0x0020_b1df, 0x000e_90bf, 0x0008_b059, - 0x001c_902b, 0x0006_5025, 0x0008_306d, 0x000d_30b5, 0x0033_71eb, 0x001d_f133, 0x001d_f02b, 0x0044_32ab, 0x0025_f08b, - 0x002c_f089, 0x000e_306d, 0x001c_908b, 0x0025_9233, 0x0005_9005, 0x000c_1067, 0x0029_50ef, 0x0039_70ef, 0x0046_90d3, - 0x000c_706b, 0x0024_10fb, 0x0013_7005, 0x0024_10e5, 0x0017_50e5, 0x0015_100d, 0x0021_d1b1, 0x001d_3107, 0x0010_101f, - 0x003c_71fd, 0x0016_1107, 0x0013_7029, 0x001a_f185, 0x0003_d011, 0x003f_1301, 0x0022_d0a3, 0x000e_f06d, 0x002c_f17f, - 0x0021_d08b, 0x0022_30b5, 0x000f_b097, 0x0016_f053, 0x001a_5095, 0x0023_91f3, 0x002d_d18d, 0x0010_d08b, 0x0010_108b, - 0x0048_1013, 0x000b_5029, 0x0006_1047, 0x0021_d089, 0x0015_107f, 0x0007_103d, 0x0039_735f, 0x0010_d0a3, 0x001e_7071, - 0x001c_f0c7, 0x0005_3047, 0x0001_100d, 0x0013_9005, 0x000b_f00b, 0x001b_1101, 0x0037_306d, 0x002a_b0df, 0x0024_10bf, - 0x0013_7083, 0x0039_72c5, 0x0016_f0e9, 0x002f_51bb, 0x0033_71b7, 0x002e_72d7, 0x001d_f151, 0x000f_b0a7, 0x0029_5107, - 0x001a_f125, 0x001f_315d, 0x000a_702f, 0x0019_1119, 0x0037_7371, 0x0015_10fb, 0x001c_101f, 0x0046_90b5, 0x0009_d013, - 0x0025_f035, 0x001a_3029, 0x0016_100b, 0x0020_910f, 0x003c_724b, 0x0008_3053, 0x001b_b09d, 0x002d_d17f, 0x003e_5347, - 0x0019_10f1, 0x000f_b005, 0x0010_7097, 0x0011_9005, 0x0004_f049, 0x0008_3011, 0x0006_d02f, 0x0010_d06b, 0x001b_1185, - 0x001a_501d, 0x001c_d0c1, 0x001b_b08b, 0x0016_f0d3, 0x002c_f067, 0x0013_d00d, 0x0013_301f, 0x0017_f005, 0x0010_1083, - 0x001b_b01d, 0x002c_508b, 0x0016_10e3, 0x0013_70bf, 0x0049_31af, 0x000e_f07f, 0x0011_b049, 0x0006_7013, 0x0008_306d, - 0x002a_1043, 0x0006_5059, 0x000c_5089, 0x0011_5067, 0x0035_b01f, 0x001d_f191, 0x0025_9107, 0x001b_7011, 0x002c_f13d, - 0x0031_3011, 0x0024_b003, 0x0021_d065, 0x000f_1061, 0x0011_b0e9, 0x0010_70c5, 0x0023_3209, 0x0005_9005, 0x003a_1005, - 0x0021_d17b, 0x001a_310d, 0x0019_118d, 0x002b_d005, 0x001c_d061, 0x0011_50fb, 0x0010_70a3, 0x001b_7139, 0x0016_f15d, - 0x001e_b133, 0x0033_d0fb, 0x000b_302b, 0x0013_3071, 0x0030_51c1, 0x000b_3061, 0x0017_500d, 0x0011_90c7, 0x0009_700d, - 0x001a_314b, 0x0036_d1cf, 0x000f_b0b3, 0x0022_3199, 0x0013_d017, 0x0015_b09d, 0x001d_f00d, 0x0004_f035, 0x0037_126b, - 0x0031_316f, 0x0015_b029, 0x0011_b065, 0x0040_72c5, 0x0009_7065, 0x001a_3175, 0x0009_5083, 0x0016_f0b3, 0x000e_5061, - 0x001c_115b, 0x0015_d011, 0x001f_3139, 0x0035_b257, 0x0004_3005, 0x0016_710d, 0x000f_101f, 0x0009_506d, 0x0044_522d, - 0x0002_9025, 0x001f_7005, 0x0022_31e7, 0x0018_507f, 0x0015_d005, 0x0011_902b, 0x0017_5059, 0x002b_d005, 0x002b_32a1, - 0x0035_f13d, 0x0012_50bf, 0x0027_7241, 0x000c_50b3, 0x0026_90b3, 0x0015_1043, 0x000f_b02b, 0x0026_5061, 0x000f_107f, - 0x001c_f14b, 0x000a_d089, 0x000c_100d, 0x0008_9061, 0x0019_906d, 0x0010_d107, 0x0001_1003, 0x0020_9029, 0x002c_5295, - 0x0024_b14b, 0x00aa_99c7, 0x0006_700b, 0x0016_103d, 0x0004_9005, 0x0018_d119, 0x000e_9061, 0x0042_53d7, 0x0014_b02b, - 0x0017_f013, 0x0038_f2ef, 0x002c_f0a7, 0x0003_b025, 0x003f_116f, 0x001e_70ad, 0x0013_706d, 0x0059_f269, 0x0011_b011, - 0x000c_10b5, 0x0016_f089, 0x002c_5161, 0x000c_503d, 0x0014_b0c7, 0x0002_5017, 0x001f_d1b7, 0x0009_7061, 0x001b_b11b, - 0x0006_5005, 0x0013_9137, 0x001b_103b, 0x0028_3017, 0x0015_b00d, 0x0014_b0c5, 0x000c_700d, 0x0015_b02b, 0x0013_d013, - 0x001f_700d, 0x0023_902b, 0x000a_701d, 0x0033_51f7, 0x0029_30c7, 0x0024_b241, 0x001b_104f, 0x0028_70e3, 0x001d_3011, - 0x000c_709d, 0x001e_71d3, 0x0025_71f7, 0x0010_f03d, 0x001b_110f, 0x004a_90c5, 0x005a_d557, 0x0007_100d, 0x002b_30df, - 0x002b_300d, 0x0040_925f, 0x000e_90c1, 0x003f_b32b, 0x0013_30e5, 0x0040_9251, 0x0014_b137, 0x0008_3035, 0x000c_7017, - 0x0000_5003, 0x0013_9065, 0x002b_d02f, 0x0011_5029, 0x0031_30c7, 0x000c_1013, 0x002d_72a5, 0x0008_b06b, 0x0013_d0e5, - 0x0010_7013, 0x0011_b0fb, 0x0074_b005, 0x001e_b06d, 0x0026_910d, 0x0010_7047, 0x002b_d00d, 0x0035_f2ef, 0x002e_7125, - 0x0008_b06d, 0x0019_10c7, 0x0011_902b, 0x0010_f00d, 0x0003_d025, 0x002c_5053, 0x0006_d03b, 0x0011_b01f, 0x0015_100d, - 0x0025_91a3, 0x0015_102b, 0x000b_f017, 0x0013_910d, 0x0019_9067, 0x0021_d06d, 0x0009_506b, 0x0019_1175, 0x001a_50e9, - 0x0009_d029, 0x0004_703d, 0x0026_b11b, 0x0004_701d, 0x0022_d00d, 0x004c_d071, 0x000e_909d, 0x001a_f16f, 0x0038_f095, - 0x001e_b005, 0x000a_306d, 0x0013_9101, 0x001c_f043, 0x0005_9029, 0x0003_d017, 0x001e_70f1, 0x001e_706b, 0x0011_b017, - 0x0016_70b3, 0x000f_10c1, 0x0008_300d, 0x004a_947f, 0x0023_310f, 0x0005_3017, 0x001d_315b, 0x0010_d011, 0x0077_32cf, - 0x0008_3049, 0x0046_900b, 0x0028_7269, 0x0006_5007, 0x0028_716f, 0x0047_f025, 0x0039_7347, 0x0033_71b1, 0x0023_900b, - 0x000c_500d, 0x002f_5281, 0x0024_11b7, 0x001a_f0d3, 0x000b_f06b, 0x0038_f08b, 0x0003_d007, 0x003c_7223, 0x0017_b119, - 0x005a_74eb, 0x000d_30b3, 0x002e_326b, 0x001f_31cd, 0x000b_500d, 0x0015_b06d, 0x0023_b1af, 0x001a_301f, 0x001a_f0c5, - 0x0033_5313, 0x001c_90c7, 0x0036_d025, 0x003a_900d, 0x002f_9089, 0x001b_1065, 0x000a_d07f, 0x0025_9007, 0x000e_f089, - 0x0046_900d, 0x0011_90ef, 0x001a_5013, 0x000c_1065, 0x0011_9071, 0x001b_70a3, 0x0037_7191, 0x0032_b0bf, 0x0022_d1a3, - 0x0028_d223, 0x0010_d00d, 0x0017_b00b, 0x0026_5025, 0x0046_9029, 0x0015_d13d, 0x0056_5101, 0x0003_502f, 0x0013_90ad, - 0x0010_1065, 0x001b_b119, 0x0011_b0b3, 0x002f_508b, 0x0030_5017, 0x001c_1025, 0x001d_f0fb, 0x0060_d06b, 0x0058_f1a5, - 0x0009_7053, 0x0017_5029, 0x0003_b025, 0x0028_d1df, 0x002c_f1e7, 0x0016_f06b, 0x0023_9061, 0x0057_71df, 0x0023_b10f, - 0x0050_33c7, 0x000c_5067, 0x002a_52a1, 0x0013_3025, 0x0009_d02f, 0x0037_30d3, 0x0033_d00d, 0x0007_f011, 0x0010_d0d3, - 0x0018_d00d, 0x0017_510f, 0x001b_10a7, 0x0012_50e5, 0x0012_50d3, 0x000b_f005, 0x0014_b03d, 0x0037_331d, 0x0025_91cf, - 0x001d_f0c7, 0x0041_917f, 0x0046_9359, 0x0017_50ef, 0x0050_b3a9, 0x005f_b4e1, 0x000c_7029, 0x002a_108b, 0x002d_7167, - 0x001d_f199, 0x0010_f0ad, 0x0014_b119, 0x001f_d191, 0x001f_31a3, 0x0004_303d, 0x0031_d00d, 0x0024_1209, 0x0009_d00d, - 0x0024_b00d, 0x001c_1049, 0x001b_b01d, 0x0030_1005, 0x0029_320b, 0x0018_515d, 0x0007_101d, 0x0033_b257, 0x0010_70f1, - 0x0010_f053, 0x0013_30b5, 0x0011_b083, 0x0017_f065, 0x0004_f00b, 0x0010_f0ef, 0x000b_50ad, 0x0035_b125, 0x0009_701d, - 0x0008_303d, 0x0011_501f, 0x0051_b305, 0x0062_b407, 0x001b_7199, 0x002c_51fd, 0x0058_1241, 0x002d_d15b, 0x0002_5013, - 0x0010_d00b, 0x001c_d0b3, 0x000c_50b3, 0x002f_50df, 0x0064_d1df, 0x001c_d161, 0x0011_5005, 0x001b_b18d, 0x0003_5005, - 0x0010_1083, 0x001e_70a3, 0x0030_504f, 0x000e_5083, 0x000b_f06b, 0x0013_9061, 0x002b_3049, 0x000c_5065, 0x0049_d481, - 0x000f_1005, 0x004c_704f, 0x0007_102b, 0x0019_1125, 0x000d_f047, 0x000a_3095, 0x0030_11bb, 0x002b_318d, 0x003d_711b, - 0x0022_310f, 0x0028_1003, 0x0015_b0e3, 0x002b_d053, 0x002d_72a1, 0x000a_303b, 0x002e_32dd, 0x0025_7239, 0x0011_b059, - 0x000b_50a3, 0x001f_7025, 0x0023_908b, 0x0015_1139, 0x0020_906d, 0x0023_b0f1, 0x0040_f095, 0x000c_50a3, 0x0008_b01f, - 0x000a_d083, 0x000f_b065, 0x004e_142d, 0x0024_101d, 0x000b_5005, 0x0060_d24b, 0x001a_3047, 0x0040_f283, 0x0028_326b, - 0x0010_d03b, 0x0059_5409, 0x0013_3065, 0x001f_d0b5, 0x0035_9065, 0x0020_91af, 0x000c_10bf, 0x000b_f049, 0x002c_f287, - 0x0013_700d, 0x0017_b0d3, 0x004b_d017, 0x002c_5083, 0x002d_d1c1, 0x0016_f04f, 0x001e_7089, 0x0026_51a3, 0x0010_7011, - 0x0003_5011, 0x0073_7493, 0x0031_d2bd, 0x0025_7223, 0x0020_91a5, 0x0050_343f, 0x0024_100d, 0x0018_d0c5, 0x0002_b025, - 0x0016_f0b5, 0x000a_d03d, 0x0013_70ad, 0x001f_d15b, 0x002e_706d, 0x0016_f017, 0x0009_7053, 0x0007_1029, 0x0005_9047, - 0x000c_10ad, 0x0023_91b1, 0x003f_117f, 0x001f_306b, 0x0014_b133, 0x0022_3133, 0x0028_d0ad, 0x001c_9003, 0x0013_9043, - 0x001a_5185, 0x0009_702b, 0x0002_5005, 0x003a_9305, 0x0002_f00d, 0x0026_9125, 0x0018_d17b, 0x002a_503b, 0x0010_704f, - 0x0040_900d, 0x002c_f11b, 0x0011_9101, 0x001f_31d3, 0x0035_90df, 0x004c_73df, 0x001d_f17b, 0x0010_d00d, 0x0015_d02b, - 0x0022_d095, 0x0011_900d, 0x000e_302b, 0x000e_302f, 0x0006_7059, 0x002c_f1f7, 0x001c_f13d, 0x0024_114b, 0x0013_9083, - 0x0016_7151, 0x0020_9011, 0x0003_b025, 0x0025_1175, 0x0019_9185, 0x0004_f00d, 0x001a_5071, 0x000f_b0c7, 0x0029_328d, - 0x0008_306d, 0x001d_3199, 0x0004_f017, 0x0039_72ef, 0x0025_901f, 0x0015_d0e5, 0x001d_f0d3, 0x0049_d119, 0x003b_3089, - 0x000e_90d3, 0x0001_f00b, 0x0013_9053, 0x0025_709d, 0x003c_7175, 0x0011_90e3, 0x000d_f061, 0x0013_3005, 0x0026_91f7, - 0x0022_3017, 0x0002_f00d, 0x0028_3007, 0x0003_d005, 0x0015_b0a7, 0x0010_f107, 0x001d_f1b7, 0x0013_30a7, 0x0004_f00d, - 0x0028_101f, 0x002a_514b, 0x001c_110d, 0x0014_b035, 0x001e_b16f, 0x002e_f2cf, 0x0006_500d, 0x004c_d42d, 0x0010_f003, - 0x000e_3083, 0x0009_5017, 0x000d_3097, 0x0025_1025, 0x0006_b005, 0x000e_90ad, 0x0033_d1b7, 0x0016_f097, 0x000e_3049, - 0x0017_b161, 0x0032_9007, 0x0006_100b, 0x0011_b061, 0x0026_9119, 0x000f_1065, 0x0008_b06b, 0x001d_f01d, 0x001d_31a5, - 0x0033_d15b, 0x0015_d10f, 0x0009_d035, 0x001a_5035, 0x001b_110f, 0x000e_3049, 0x0017_5095, 0x0003_d013, 0x001a_304f, - 0x0011_5011, 0x0020_b17b, 0x0049_30df, 0x0025_91d3, 0x000c_500d, 0x001a_5161, 0x0010_f067, 0x002d_d265, 0x003b_914b, - 0x001f_31c9, 0x0002_f00d, 0x004c_f2ef, 0x0018_5175, 0x0051_702b, 0x0010_70df, 0x0006_d013, 0x0017_50df, 0x0008_3013, - 0x002f_92ef, 0x001a_3013, 0x0012_5095, 0x000a_d04f, 0x0015_b0ad, 0x0001_3005, 0x0002_501f, 0x0022_302b, 0x0025_f01f, - 0x0017_5133, 0x0004_901d, 0x0028_3151, 0x0010_103d, 0x0033_d00d, 0x003f_52bd, 0x001c_1005, 0x000e_f043, 0x0037_1175, - 0x0033_5089, 0x0006_103d, 0x0015_d0a3, 0x000a_7089, 0x0015_1003, 0x001a_3115, 0x0022_d1cd, 0x000c_1059, 0x0033_72a1, - 0x004d_5283, 0x0004_f02b, 0x001d_f00d, 0x0006_b01f, 0x0021_d059, 0x0036_d1b7, 0x001e_b1a3, 0x0002_901f, 0x0035_9071, - 0x0037_706b, 0x0009_5053, 0x0075_56c5, 0x0012_510f, 0x000f_b047, 0x0009_7061, 0x0026_b241, 0x001b_70d3, 0x0009_d007, - 0x0023_300d, 0x0003_d01f, 0x001c_10d3, 0x003f_53cb, 0x0023_3185, 0x0019_900d, 0x002a_5017, 0x0018_d0b5, 0x0028_d1bb, - 0x0006_7025, 0x0016_7053, 0x0008_9043, 0x000d_f043, 0x0040_f1fd, 0x0018_5067, 0x000a_70a3, 0x0028_723b, 0x001e_711b, - 0x0025_902b, 0x0006_700d, 0x0033_b175, 0x000e_903b, 0x002b_3017, 0x0018_d04f, 0x0009_d071, 0x001b_1017, 0x0013_d0ad, - 0x0022_d209, 0x001c_9101, 0x0022_31d3, 0x0023_b233, 0x002f_9281, 0x000b_300b, 0x0016_7095, 0x0049_3481, 0x000f_b02b, - 0x005d_52e7, 0x001a_f07f, 0x001d_3065, 0x001c_903d, 0x000f_b0a3, 0x0020_9095, 0x0044_942d, 0x0004_700d, 0x0025_701f, - 0x0037_306d, 0x0016_103d, 0x0025_70fb, 0x0022_31c1, 0x0008_906b, 0x0014_b0b5, 0x003d_1083, 0x0021_d14b, 0x0023_b1f7, - 0x0013_301d, 0x0010_f005, 0x0006_7017, 0x000c_500d, 0x001d_3067, 0x0037_700b, 0x0011_910d, 0x002c_f277, 0x000e_9059, - 0x000c_502b, 0x0006_500d, 0x0013_d061, 0x0005_3049, 0x000f_b0b5, 0x0029_3107, 0x000b_506d, 0x0043_f2dd, 0x002a_524b, - 0x003c_7151, 0x0005_900d, 0x0004_9011, 0x000b_3005, 0x000b_f0a3, 0x001d_3137, 0x0009_d07f, 0x0032_9305, 0x0010_7025, - 0x0042_7167, 0x0015_101d, 0x0029_517b, 0x004a_910f, 0x0023_b005, 0x0006_b007, 0x0009_5025, 0x0010_10e9, 0x0011_908b, - 0x000a_3017, 0x001a_3101, 0x003f_138f, 0x0018_d14b, 0x0011_50e9, 0x0014_b0bf, 0x0014_b035, 0x0016_7119, 0x000b_307f, - 0x001f_3167, 0x000a_7065, 0x0030_526b, 0x0016_10e5, 0x0022_3209, 0x0037_1277, 0x0016_f09d, 0x0059_549d, 0x0006_502f, - 0x0017_f0b5, 0x0024_b047, 0x0037_1089, 0x0028_715d, 0x0031_d0a7, 0x0029_322d, 0x002c_f2c5, 0x000a_3043, 0x000e_f007, - 0x001c_90ad, 0x000e_300d, 0x0018_5097, 0x001a_f10d, 0x002c_50a3, 0x000b_5005, 0x001a_310f, 0x0005_300d, 0x0006_102b, - 0x0004_7035, 0x003f_d115, 0x0009_700d, 0x003d_12f9, 0x0013_7017, 0x0010_7097, 0x000a_3065, 0x002f_91af, 0x0023_900d, - 0x000b_5097, 0x0023_9035, 0x0017_f061, 0x0004_900d, 0x000b_501d, 0x001f_311b, 0x001c_d14b, 0x0051_1029, 0x0018_d0c1, - 0x0008_b067, 0x0029_520b, 0x001a_50bf, 0x0017_506b, 0x001a_3151, 0x001b_b1af, 0x0028_313d, 0x0019_1053, 0x0028_d08b, - 0x0015_d003, 0x0005_903d, 0x0009_d013, 0x0020_b095, 0x000c_501f, 0x002f_517b, 0x0001_300d, 0x000d_f07f, 0x000e_308b, - 0x0059_9101, 0x0008_9035, 0x000d_f005, 0x0019_115b, 0x0025_7067, 0x0044_f359, 0x002a_5209, 0x0068_32b3, 0x005c_f0c7, - 0x0013_90c5, 0x0004_301d, 0x000b_309d, 0x002c_f053, 0x002a_b029, 0x0049_d313, 0x0038_b0d3, 0x000d_f06b, 0x000c_7053, - 0x0004_3025, 0x0006_d059, 0x0026_b161, 0x000f_b005, 0x0031_d115, 0x0019_910f, 0x0040_f035, 0x0017_b09d, 0x0006_501d, - 0x0028_7119, 0x001a_f101, 0x000a_708b, 0x0031_d1fd, 0x0025_f15b, 0x000f_10c1, 0x0008_b005, 0x001f_3185, 0x005c_f3ad, - 0x0009_d07f, 0x0018_510d, 0x0024_120b, 0x0026_90c5, 0x0024_1185, 0x0028_11cf, 0x0016_70c5, 0x001a_5011, 0x0022_3067, - 0x0011_b083, 0x002d_d139, 0x0018_5061, 0x002b_3107, 0x0023_b0a3, 0x0028_710d, 0x0025_9065, 0x0001_d003, 0x0028_30a3, - 0x0022_3083, 0x0002_b029, 0x001b_b059, 0x0034_7301, 0x0001_d005, 0x0052_9251, 0x000d_f025, 0x0038_b347, 0x0027_71af, - 0x001d_f1a5, 0x000b_f049, 0x0021_d0c1, 0x0027_71df, 0x0026_50f1, 0x0028_3065, 0x0004_9003, 0x0005_9007, 0x001a_508b, - 0x001e_71d3, 0x0023_900d, 0x0051_b1fd, 0x0015_1035, 0x000a_3005, 0x000c_50bf, 0x0013_d061, 0x002b_d1af, 0x0024_b0e3, - 0x000e_5047, 0x000c_102b, 0x0044_f0e5, 0x0032_b22d, 0x0012_501d, 0x0023_31b1, 0x001b_10bf, 0x0004_7017, 0x0026_913d, - 0x0006_500d, 0x001e_7025, 0x000c_506b, 0x0016_107f, 0x0024_118d, 0x001b_b005, 0x001c_9125, 0x0018_510d, 0x0020_b0ad, - 0x0013_30b3, 0x004c_70a3, 0x0018_50e3, 0x001e_b00d, 0x001a_3137, 0x002a_111b, 0x001e_701f, 0x0028_31fd, 0x0010_70e3, - 0x0006_5025, 0x001d_f061, 0x001c_1139, 0x0023_b20b, 0x0021_d17f, 0x001b_1083, 0x0013_d005, 0x0010_70e5, 0x001c_d09d, - 0x0025_9017, 0x000b_f005, 0x0015_10f1, 0x0004_7013, 0x0016_7017, 0x0026_90ef, 0x000b_5047, 0x0013_9025, 0x003c_b047, - 0x0014_b0d3, 0x0027_71cf, 0x001e_b0b5, 0x001d_f025, 0x0025_7241, 0x0040_9239, 0x001b_b0fb, 0x0028_d00b, 0x000a_7083, - 0x0004_7025, 0x0021_d06b, 0x002f_922d, 0x001c_100b, 0x001c_d1bb, 0x0013_703b, 0x001c_90c7, 0x0059_51f3, 0x000b_5005, - 0x003b_3269, 0x002c_f28d, 0x0031_d25f, 0x0018_d0a3, 0x000c_706b, 0x0010_109d, 0x002f_90d3, 0x0009_503d, 0x000b_500d, - 0x0028_700d, 0x0015_d11b, 0x0035_502f, 0x0003_d035, 0x0025_1043, 0x0005_301f, 0x0030_52a5, 0x002b_d1af, 0x0022_321d, - 0x0009_503d, 0x0028_10c1, 0x0013_706d, 0x0005_9025, 0x0033_501f, 0x000d_307f, 0x0009_d071, 0x0079_f611, 0x000c_702f, - 0x002f_9277, 0x0022_301d, 0x0004_303b, 0x0000_b005, 0x005b_f239, 0x000a_d03b, 0x0042_528d, 0x0023_30c5, 0x0061_150b, - 0x0028_113d, 0x001b_716f, 0x0004_f043, 0x000a_300d, 0x0007_1025, 0x0008_9035, 0x0012_501d, 0x0031_323b, 0x0038_f095, - 0x003c_b1c9, 0x000f_b0d3, 0x0020_91a5, 0x0023_303d, 0x001e_b067, 0x0023_904f, 0x0035_b043, 0x000f_b0df, 0x0015_d0c1, - 0x0013_30ef, 0x0010_1017, 0x001f_314b, 0x0004_3005, 0x0025_11f3, 0x001d_300d, 0x0002_b01f, 0x000c_7053, 0x0011_90df, - 0x002d_d1a3, 0x0029_30c1, 0x0013_70b3, 0x0008_900b, 0x0026_9059, 0x000c_7017, 0x003f_1011, 0x0022_3107, 0x0029_504f, - 0x0017_b005, 0x002b_d25f, 0x0008_3029, 0x0020_b01d, 0x001e_b00b, 0x0034_7313, 0x001b_110d, 0x0010_7059, 0x001b_70e9, - 0x0026_b269, 0x0019_1119, 0x0008_903d, 0x0011_50e3, 0x0023_9161, 0x000d_f011, 0x0020_b11b, 0x0016_7047, 0x0035_514b, - 0x000e_9059, 0x000c_5029, 0x0010_d0c1, 0x0006_700d, 0x0025_9017, 0x0008_900d, 0x001e_70fb, 0x003c_b3b9, 0x0011_b053, - 0x004c_f4c1, 0x002c_5257, 0x0037_110d, 0x0009_d047, 0x0011_510f, 0x0023_b0f1, 0x0046_9161, 0x001f_303b, 0x0018_506d, - 0x0014_b061, 0x0027_717f, 0x000e_3097, 0x0008_9005, 0x001c_110d, 0x0027_7259, 0x000b_50b3, 0x000d_f097, 0x0009_7071, - 0x0013_9071, 0x000a_306d, 0x001a_3119, 0x0017_5095, 0x0026_510d, 0x000e_509d, 0x0018_506b, 0x000e_f06b, 0x001b_10a3, - 0x000f_b059, 0x0010_d047, 0x000b_f00d, 0x0013_908b, 0x003a_100b, 0x0020_90d3, 0x0009_d095, 0x000a_7049, 0x0023_90ad, - 0x000e_900d, 0x0035_b065, 0x0013_7101, 0x002e_30e3, 0x0007_101f, 0x001c_1097, 0x0007_101f, 0x0008_b083, 0x003c_7049, - 0x000a_308b, 0x0016_1049, 0x0022_d053, 0x003f_1259, 0x0017_b047, 0x0022_31df, 0x0031_308b, 0x0005_300b, 0x0013_d071, - 0x0020_91a3, 0x001f_d053, 0x001c_1029, 0x0013_7025, 0x0042_d005, 0x0020_91a5, 0x0037_32b3, 0x0008_3061, 0x0022_d07f, - 0x0032_b10f, 0x0017_b005, 0x0009_7017, 0x0029_3053, 0x0049_347f, 0x0033_72cf, 0x000a_d049, 0x0015_b095, 0x0006_b005, - 0x0003_502b, 0x0016_7083, 0x001c_100b, 0x000d_f03d, 0x001c_904f, 0x0008_3017, 0x002e_71e7, 0x000c_1011, 0x001c_f0c7, - 0x001a_303d, 0x002d_d251, 0x0019_1151, 0x0033_710f, 0x0011_5095, 0x0019_10b5, 0x0023_b095, 0x0023_3097, 0x0028_d017, - 0x004c_d281, 0x001f_d0c7, 0x0032_9017, 0x000a_7025, 0x000b_306d, 0x0037_72b3, 0x0037_3011, 0x000f_1043, 0x002c_5251, - 0x0010_f06d, 0x0026_902b, 0x0009_5071, 0x0012_5095, 0x0018_d0e9, 0x002a_50fb, 0x001d_f0e3, 0x000c_5025, 0x0028_71b7, - 0x0029_5047, 0x0018_5053, 0x0055_10f1, 0x0024_1115, 0x0014_b03d, 0x0024_b0a3, 0x001e_71c1, 0x0005_904f, 0x0011_5059, - 0x0038_b005, 0x0018_50e3, 0x0013_d049, 0x0001_f005, 0x001d_30a7, 0x0050_b32b, 0x0012_5047, 0x003c_71a3, 0x001a_f071, - 0x000c_5005, 0x0003_b00d, 0x002e_f03b, 0x004b_d0b5, 0x0037_1089, 0x0011_500d, 0x0006_b01f, 0x004a_92cf, 0x0008_9071, - 0x000a_3007, 0x0011_9043, 0x003a_933b, 0x0013_30ef, 0x001b_b02f, 0x000d_f005, 0x001a_3167, 0x000d_f0b5, 0x0016_7011, - 0x002b_d00d, 0x0012_5067, 0x003f_5377, 0x000e_909d, 0x0004_900b, 0x0011_b0df, 0x0013_d0c1, 0x0025_909d, 0x0022_d1bb, - 0x000e_50a7, 0x0010_d067, 0x001a_f0b5, 0x002f_5089, 0x003b_3269, 0x0040_710d, 0x003b_3305, 0x0015_1137, 0x001a_506d, - 0x0018_513d, 0x0022_d10d, 0x0035_f175, 0x002d_700d, 0x0006_1013, 0x0005_903d, 0x0019_901d, 0x001c_d0ef, 0x0013_9065, - 0x0011_b04f, 0x002a_500d, 0x0055_1065, 0x0028_324b, 0x001f_d18d, 0x0008_9083, 0x002b_d139, 0x000e_3053, 0x0016_70e3, - 0x000e_50c1, 0x0032_b2cf, 0x000f_b0e9, 0x0052_710f, 0x0008_3029, 0x004f_f335, 0x0052_f1c9, 0x000a_d04f, 0x0017_b0b3, - 0x0020_b047, 0x0035_52a1, 0x000a_d097, 0x0018_d095, 0x0011_9089, 0x002b_d1e7, 0x001a_5071, 0x0008_900d, 0x000e_f017, - 0x0008_3043, 0x0057_7059, 0x0029_3265, 0x0014_b0ef, 0x001c_d175, 0x0035_b101, 0x0026_b15d, 0x0010_70fb, 0x003e_51d3, - 0x0008_9013, 0x000b_3005, 0x0028_d283, 0x0024_1233, 0x0039_7125, 0x001d_3139, 0x000e_f017, 0x0015_b043, 0x0011_b03d, - 0x0037_7287, 0x0020_b199, 0x001d_303b, 0x001f_704f, 0x0011_b03b, 0x0023_917b, 0x0028_3089, 0x0002_900d, 0x002f_9139, - 0x0004_7003, 0x005d_5059, 0x0011_50a7, 0x0032_9283, 0x0013_d035, 0x0015_b08b, 0x002c_5115, 0x0010_d02f, 0x000a_d0a3, - 0x0002_500d, 0x0046_3223, 0x0027_710f, 0x0017_f151, 0x0015_d151, 0x001d_f161, 0x0022_d083, 0x003b_917f, 0x0015_d101, - 0x0013_303b, 0x0006_7049, 0x000b_300b, 0x0026_506d, 0x001e_7071, 0x001c_9139, 0x0020_b089, 0x0006_703b, 0x001c_906b, - 0x001a_f115, 0x0038_b2c5, 0x0021_d0e3, 0x0022_31e7, 0x002e_704f, 0x0030_502f, 0x000b_f0a3, 0x0051_13e5, 0x0016_10e3, - 0x0027_7241, 0x000c_1007, 0x0019_1049, 0x0020_90e5, 0x001a_308b, 0x001c_d133, 0x003b_902b, 0x0025_f137, 0x0028_70b5, - 0x0017_b017, 0x0020_91af, 0x0011_90f1, 0x0044_f0fb, 0x001f_30a3, 0x0033_5035, 0x002b_d029, 0x0008_300d, 0x0019_117b, - 0x0006_7007, 0x000f_b061, 0x002f_911b, 0x001a_5059, 0x0029_306d, 0x004a_3443, 0x0038_f239, 0x000c_70a7, 0x001b_b005, - 0x0018_5125, 0x000c_5035, 0x0029_3133, 0x001a_f0bf, 0x0013_9043, 0x0011_5017, 0x0023_91e7, 0x0011_b0f1, 0x0023_3139, - 0x0032_b281, 0x0004_3035, 0x003e_5239, 0x002e_7061, 0x000f_b005, 0x0025_f10d, 0x0014_b01d, 0x0030_503d, 0x003f_5005, - 0x0038_f005, 0x0032_91fd, 0x0011_510d, 0x0044_9281, 0x0004_703b, 0x0006_d017, 0x0017_f03d, 0x002a_51e7, 0x0010_703b, - 0x0036_d15d, 0x0033_d17f, 0x001b_7133, 0x0040_928d, 0x001f_7017, 0x000c_100d, 0x001e_b017, 0x0020_9161, 0x0006_5049, - 0x0006_d025, 0x003a_d185, 0x001c_104f, 0x000c_7047, 0x001f_718d, 0x0017_5133, 0x0009_d013, 0x0013_7065, 0x0019_103d, - 0x001a_515b, 0x000f_1065, 0x0032_9049, 0x000d_f011, 0x001b_71af, 0x0015_b0f1, 0x0013_3125, 0x0013_703d, 0x002b_d175, - 0x0015_1119, 0x0004_3011, 0x001c_f125, 0x0010_1029, 0x001f_d04f, 0x002f_90e3, 0x005d_b107, 0x0033_7175, 0x0010_7095, - 0x0008_9035, 0x0007_f003, 0x000c_5035, 0x000d_f0c5, 0x003b_3371, 0x0025_7047, 0x0019_9185, 0x001b_b095, 0x0009_700d, - 0x0020_b1b1, 0x0026_513d, 0x0006_7061, 0x001a_3053, 0x0023_b017, 0x0010_700d, 0x0008_b049, 0x001c_106d, 0x0006_7025, - 0x0013_910f, 0x0008_b053, 0x0046_3359, 0x0015_b101, 0x0023_b08b, 0x0018_d151, 0x001e_710d, 0x0027_7071, 0x000f_b01d, - 0x002c_5257, 0x000a_703d, 0x0025_7101, 0x001a_3035, 0x000e_501d, 0x0007_1059, 0x001e_b005, 0x0011_50e5, 0x0025_f14b, - 0x0001_f00d, 0x001f_d0df, 0x0025_91d3, 0x000e_301f, 0x0028_70b3, 0x0031_d06d, 0x001b_b0a3, 0x003c_717b, 0x003f_d2f9, - 0x0013_710d, 0x0003_d035, 0x000b_f029, 0x0016_f0bf, 0x001a_50b3, 0x0006_d017, 0x0026_910f, 0x0004_700d, 0x001f_71eb, - 0x0015_b017, 0x0017_5139, 0x000f_b071, 0x004f_d013, 0x002e_f281, 0x001b_b0ef, 0x0016_f003, 0x0012_5043, 0x0023_31b1, - 0x0016_f10f, 0x0011_9029, 0x001c_90b5, 0x001c_9119, 0x0006_5061, 0x0030_104f, 0x001b_1047, 0x001f_d14b, 0x0005_3005, - 0x0008_b089, 0x0031_30df, 0x0009_5007, 0x001b_b035, 0x0024_b1f3, 0x001e_71b1, 0x0016_f03d, 0x0010_d00d, 0x0018_d03d, - 0x0031_d0c7, 0x0025_71df, 0x0033_71eb, 0x0024_1095, 0x0055_d061, 0x0005_3013, 0x0010_f043, 0x0024_b13d, 0x0009_5049, - 0x000d_f005, 0x003a_9281, 0x001f_71a5, 0x001f_d00d, 0x0004_7029, 0x002d_71af, 0x0028_d281, 0x000d_f0bf, 0x0011_500b, - 0x0020_9089, 0x0020_b043, 0x000e_f065, 0x003b_3241, 0x001d_30c5, 0x0026_5191, 0x0006_d02b, 0x0025_90ef, 0x000a_701d, - 0x000f_1067, 0x0045_d1b7, 0x001c_100d, 0x001b_b029, 0x0020_b00d, 0x0008_3043, 0x001a_f007, 0x0041_b2cf, 0x0028_d1fd, - 0x0008_b06d, 0x0035_f00d, 0x0026_b0e5, 0x0004_3035, 0x002a_503b, 0x0010_10bf, 0x0033_d1f7, 0x0026_b107, 0x003a_d005, - 0x0016_10bf, 0x0031_d2ef, 0x0004_f03d, 0x002e_7101, 0x0058_13b3, 0x0014_b0b3, 0x0010_f013, 0x0018_5043, 0x000e_309d, - 0x000d_f059, 0x0031_307f, 0x0038_f035, 0x004e_1257, 0x0021_d1af, 0x001f_315b, 0x000a_3059, 0x0033_d2c5, 0x004f_d02b, - 0x0017_502b, 0x0028_110f, 0x0023_3053, 0x000f_b089, 0x001b_700d, 0x0010_f029, 0x0044_52bd, 0x002b_31cf, 0x006f_1097, - 0x0028_1233, 0x0022_d035, 0x0019_90e3, 0x0018_d025, 0x003a_1049, 0x0016_10df, 0x002c_511b, 0x0025_118d, 0x002f_924b, - 0x0001_7013, 0x0001_f00b, 0x0004_300d, 0x0015_b119, 0x0018_d049, 0x001a_504f, 0x0023_b223, 0x0026_910d, 0x000a_d08b, - 0x000e_9067, 0x0029_3013, 0x0023_3059, 0x0020_90f1, 0x0026_b0a3, 0x0012_510d, 0x0032_b313, 0x0033_d1a5, 0x0017_50ad, - 0x001c_10c7, 0x0029_3101, 0x0009_d067, 0x0029_51eb, 0x0019_9013, 0x001c_107f, 0x0023_9185, 0x0009_5059, 0x0032_b1fd, - 0x0025_7199, 0x000c_707f, 0x0001_d011, 0x000b_300b, 0x000c_1005, 0x0020_b10d, 0x0016_f15b, 0x000b_507f, 0x003d_1167, - 0x000e_902b, 0x0006_100d, 0x0017_f107, 0x0015_b0f1, 0x000d_30ad, 0x0001_300d, 0x002a_b0f1, 0x0026_51df, 0x0017_f06b, - 0x0023_916f, 0x0016_f047, 0x0029_3035, 0x0006_500d, 0x000b_500d, 0x000e_9049, 0x0023_916f, 0x0033_5329, 0x003b_32ef, - 0x0004_f00d, 0x0025_1071, 0x0019_902f, 0x0013_d06b, 0x0010_f071, 0x001d_304f, 0x0042_53d1, 0x000e_308b, 0x0006_102f, - 0x000d_3013, 0x0015_b029, 0x0024_b06b, 0x0013_3059, 0x000e_9011, 0x001a_50b5, 0x0014_b101, 0x0032_92a1, 0x0006_7059, - 0x0023_b013, 0x0037_309d, 0x001a_50fb, 0x000d_3095, 0x0023_b06b, 0x001a_3005, 0x0030_504f, 0x0019_9167, 0x0026_5003, - 0x0013_d119, 0x0021_d17f, 0x0009_d071, 0x0015_b049, 0x0047_f16f, 0x0030_10a3, 0x0033_b2dd, 0x003f_5305, 0x001f_d043, - 0x0028_d251, 0x001a_f1a3, 0x0018_d16f, 0x002f_9125, 0x0002_f013, 0x0020_b00d, 0x0023_309d, 0x0002_f029, 0x001b_70c7, - 0x0046_30ef, 0x000d_3035, 0x0033_d313, 0x0015_1011, 0x0002_900d, 0x001e_7119, 0x004c_d2c5, 0x003c_7265, 0x0034_7059, - 0x001c_9119, 0x001c_d137, 0x0018_d0ad, 0x0035_f0e5, 0x0018_d10f, 0x001c_90ad, 0x0016_10bf, 0x002a_b035, 0x0035_50e3, - 0x001f_307f, 0x0017_503b, 0x0023_b161, 0x0071_f6df, 0x0017_50f1, 0x0013_d139, 0x0011_5065, 0x0041_b28d, 0x0018_d125, - 0x002e_f0b5, 0x000c_5005, 0x0021_d161, 0x0042_d3df, 0x0040_71c1, 0x001c_f00d, 0x0004_301f, 0x0031_30e3, 0x0013_304f, - 0x000b_300d, 0x0026_b10f, 0x0013_7065, 0x000e_50d3, 0x001b_1065, 0x0010_f09d, 0x0044_91c9, 0x0010_d02b, 0x0013_7005, - 0x0033_d137, 0x001e_7095, 0x0023_b035, 0x0016_7133, 0x0028_11c9, 0x001f_d133, 0x000b_304f, 0x0033_7305, 0x000b_309d, - 0x0021_d00b, 0x0005_304f, 0x000a_d0a7, 0x0016_1139, 0x0010_d0b3, 0x0010_d083, 0x0002_901d, 0x001c_9097, 0x001b_1175, - 0x0055_d17f, 0x0049_d013, 0x001e_7083, 0x002e_f0c7, 0x003d_715d, 0x0010_1011, 0x0009_706d, 0x0026_5139, 0x0035_90c5, - 0x000c_703b, 0x0007_f025, 0x000e_5017, 0x001e_b119, 0x0008_3025, 0x0005_302b, 0x002d_7053, 0x0042_d241, 0x002c_f1a3, - 0x0045_52b3, 0x0015_1089, 0x0025_f067, 0x002d_d003, 0x0004_f005, 0x000e_3013, 0x0010_f083, 0x002b_3003, 0x000d_3035, - 0x002c_51b7, 0x0004_9047, 0x001e_b101, 0x001a_510f, 0x0024_b0fb, 0x0011_b089, 0x001a_f059, 0x002a_523b, 0x002f_915b, - 0x0032_91e7, 0x002e_31c9, 0x0042_72a1, 0x0011_90c7, 0x0017_f00d, 0x000f_b02b, 0x000f_b0ef, 0x000f_b07f, 0x0030_503d, - 0x0010_f029, 0x0027_7241, 0x0023_3071, 0x0003_5025, 0x000d_f0a7, 0x002a_b01f, 0x0013_7133, 0x002e_306b, 0x0017_5119, - 0x0023_307f, 0x0022_d025, 0x0004_702b, 0x0012_5003, 0x0006_b049, 0x0000_d005, 0x0000_5003, 0x0020_91af, 0x0037_3209, - 0x001c_10e3, 0x001f_3095, 0x0012_50c1, 0x0001_1005, 0x0025_71bb, 0x0024_1101, 0x0015_b119, 0x000e_902f, 0x0017_f029, - 0x0011_b07f, 0x0014_b13d, 0x0013_7061, 0x001a_3125, 0x0006_b04f, 0x0022_31cf, 0x0022_d10f, 0x001a_f125, 0x0040_910d, - 0x0006_7029, 0x0015_d0c1, 0x000c_5049, 0x0004_7025, 0x0027_7125, 0x0007_103d, 0x005c_9005, 0x0020_9101, 0x001a_30b3, - 0x001f_d191, 0x000c_70a7, 0x0013_d01d, 0x0032_b1fd, 0x000e_30b3, 0x000f_1053, 0x001b_70e5, 0x0024_b071, 0x001c_9097, - 0x002b_3025, 0x0022_302b, 0x0018_5017, 0x0024_115d, 0x0015_d089, 0x000f_102b, 0x0047_f26b, 0x0067_91df, 0x0026_5067, - 0x0034_72ab, 0x002b_d0c7, 0x003c_7137, 0x0018_510d, 0x000f_b0ad, 0x0034_71eb, 0x0016_f07f, 0x000d_f0bf, 0x0018_50e3, - 0x000a_d049, 0x0034_71eb, 0x0003_b011, 0x0023_9199, 0x0035_901f, 0x000d_303b, 0x000b_303b, 0x0016_101d, 0x0006_b043, - 0x0006_100d, 0x0001_f005, 0x001f_31b1, 0x0028_7047, 0x0013_d0f1, 0x0015_d07f, 0x0014_b133, 0x0011_500d, 0x0001_d005, - 0x0019_916f, 0x001d_30f1, 0x001f_d097, 0x0012_50a7, 0x0006_1029, 0x0015_d003, 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0x0040_9293, 0x001a_501d, 0x000f_b035, - 0x0013_d0b3, 0x0013_d0bf, 0x0018_d0e5, 0x002e_313d, 0x001d_f0c1, 0x002b_d1cf, 0x0040_f097, 0x002d_7025, 0x001e_7029, - 0x0005_900d, 0x0019_1035, 0x0023_91d3, 0x0008_902b, 0x0004_f043, 0x0016_7059, 0x000b_f089, 0x0025_9053, 0x0019_9175, - 0x0007_f06b, 0x0038_f067, 0x0028_d095, 0x001f_70ad, 0x001f_d1bb, 0x0018_506b, 0x001b_b1b7, 0x001a_500d, 0x0016_10a7, - 0x0055_13b3, 0x0006_7025, 0x0004_703d, 0x000f_b06b, 0x0011_50a7, 0x000c_10b5, 0x001a_f151, 0x000b_f00d, 0x0026_91cd, - 0x001c_90e3, 0x001b_b0ef, 0x0010_f08b, 0x000a_703d, 0x0008_b043, 0x003f_1067, 0x0023_3097, 0x002b_315b, 0x0033_b095, - 0x0003_b013, 0x004f_f40f, 0x0020_b0c1, 0x001a_302b, 0x004a_910f, 0x000c_100b, 0x0007_f01f, 0x0018_d0c5, 0x000a_3095, - 0x0011_5029, 0x002f_9137, 0x0015_b13d, 0x0013_300d, 0x008e_12cf, 0x0026_9259, 0x0031_323b, 0x0016_7107, 0x003f_128d, - 0x0013_90a3, 0x0013_900d, 0x002d_d017, 0x000f_1025, 0x0019_904f, 0x001a_f0c1, 0x0022_304f, 0x0006_d005, 0x0016_10e9, - 0x0055_7175, 0x0033_d1e7, 0x0044_30f1, 0x0001_f005, 0x0017_f15b, 0x0010_f047, 0x0022_d1a3, 0x0033_b161, 0x002c_50a7, - 0x0025_1151, 0x0027_71af, 0x0011_9029, 0x0013_307f, 0x0011_b0c5, 0x001b_b061, 0x0037_70c5, 0x0076_d0e5, 0x0020_906b, - 0x0020_90c5, 0x0002_9025, 0x001f_d0ef, 0x0026_50c5, 0x0025_f251, 0x0025_1035, 0x0003_500d, 0x0040_f251, 0x0040_f3ad, - 0x0017_b053, 0x000d_f0ad, 0x0074_f5ad, 0x002a_51df, 0x007c_34eb, 0x0024_11c9, 0x0018_d01d, 0x001a_5071, 0x001a_f067, - 0x0044_5239, 0x0031_d2e3, 0x0010_f101, 0x0014_b0fb, 0x0023_304f, 0x0009_d013, 0x0006_b059, 0x0009_706b, 0x003f_d251, - 0x0016_7011, 0x0044_92ab, 0x002e_3259, 0x0007_1011, 0x001f_316f, 0x0016_711b, 0x0037_113d, 0x0007_1025, 0x0017_5095, - 0x003b_90e5, 0x0025_7185, 0x000c_503b, 0x0040_72bd, 0x002e_3167, 0x0019_1005, 0x000e_50b5, 0x000a_d035, 0x0010_10ad, - 0x0023_b1df, 0x001e_710f, 0x0007_f06d, 0x0006_7059, 0x001a_f185, 0x0017_f02f, 0x000b_f065, 0x0029_3097, 0x0006_5049, - 0x0010_f067, 0x0009_d03d, 0x0013_d02b, 0x004c_d3c7, 0x0019_916f, 0x001b_10e9, 0x000b_30ad, 0x001e_b067, 0x000e_f0e3, - 0x002f_92f5, 0x0010_d0df, 0x0006_500d, 0x0006_b067, 0x0006_1005, 0x001c_9029, 0x0010_101d, 0x0024_111b, 0x0007_f005, - 0x0035_5059, 0x0010_7083, 0x000f_b07f, 0x000d_f03d, 0x001f_3003, 0x0028_d0b5, 0x001b_1115, 0x0009_7053, 0x003f_11f3, - 0x0008_904f, 0x0016_70d3, 0x0004_f03d, 0x0014_b071, 0x001c_9029, 0x001c_d00d, 0x0040_f3fb, 0x0015_b01d, 0x0001_f00d, - 0x0017_f047, 0x001f_7043, 0x0026_9139, 0x002b_d0e9, 0x001b_b191, 0x0010_d03d, 0x0046_345d, 0x0026_504f, 0x0009_d00d, - 0x001c_1043, 0x0029_3167, 0x005c_f0e3, 0x0010_10a3, 0x000e_f00d, 0x000b_3089, 0x002e_f071, 0x0017_f061, 0x0017_b071, - 0x0033_d0ef, 0x001f_7095, 0x0015_b115, 0x0019_1125, 0x0024_11f7, 0x0006_b067, 0x0022_d0ad, 0x0010_d0a3, 0x000f_103d, - 0x000b_f061, 0x0006_5049, 0x0018_d08b, 0x001a_f00b, 0x0019_90a7, 0x001d_30e3, 0x0002_b013, 0x0013_90e3, 0x001a_f14b, - 0x0042_71eb, 0x001c_90e3, 0x0047_f371, 0x0013_d101, 0x0064_1151, 0x001d_300d, 0x0025_704f, 0x0015_d107, 0x002a_b013, - 0x0015_10f1, 0x0006_5029, 0x0010_1005, 0x0031_31eb, 0x0018_d043, 0x0010_10fb, 0x000e_300d, 0x0009_d035, 0x003a_d25f, - 0x0007_1025, 0x0059_3107, 0x001d_f071, 0x0034_71eb, 0x000b_3005, 0x0006_d011, 0x0015_b067, 0x0024_11f7, 0x0024_11df, - 0x001e_b043, 0x002a_10b3, 0x001c_d16f, 0x0029_51a5, 0x0005_303b, 0x0000_7005, 0x0003_b00d, 0x0008_3035, 0x000f_100d, - 0x0013_7115, 0x0028_30a3, 0x0009_d059, 0x0023_9005, 0x002e_31f7, 0x003b_9095, 0x0033_b2d7, 0x0031_d025, 0x0016_7043, - 0x0026_9071, 0x001f_3065, 0x0031_3119, 0x0017_f0e3, 0x001f_7199, 0x0014_b03b, 0x0011_904f, 0x0024_b137, 0x000e_9083, - 0x002a_102b, 0x0022_d0f1, 0x0018_d0d3, 0x0013_7125, 0x002e_70e9, 0x000c_709d, 0x000d_f0a7, 0x002e_3097, 0x0034_71f7, - 0x000c_7029, 0x0006_701d, 0x0002_b01f, 0x0006_5035, 0x000e_9065, 0x0035_52e7, 0x0011_503d, 0x0035_f071, 0x000b_5005, - 0x001b_b10d, 0x0015_106b, 0x000e_90b5, 0x0015_b03d, 0x0041_b2f9, 0x000e_90c5, 0x0010_7017, 0x0018_d03b, 0x0001_100d, - 0x0020_b083, 0x0024_11fd, 0x0007_f029, 0x002f_52cf, 0x002e_f287, 0x0013_7101, 0x0013_3125, 0x003d_1151, 0x0025_1029, - 0x0000_d003, 0x004a_9005, 0x0028_1209, 0x000c_1043, 0x0006_d053, 0x0028_70c1, 0x001b_706b, 0x001e_b09d, 0x0006_d03d, - 0x0010_70ef, 0x0010_7061, 0x0026_5259, 0x0006_5043, 0x0017_b07f, 0x0022_31f3, 0x002e_f1fd, 0x0002_b005, 0x000b_5035, - 0x0018_5089, 0x000d_307f, 0x0028_31cd, 0x0005_303b, 0x001c_9011, 0x0059_34cf, 0x0017_b029, 0x0033_d13d, 0x0013_d0a7, - 0x000c_5035, 0x0017_b0fb, 0x002b_3013, 0x0025_f0e9, 0x001a_310f, 0x0026_b209, 0x0013_d0d3, 0x0023_b0c5, 0x002f_925f, - 0x001b_b071, 0x0006_5035, 0x0029_3241, 0x0015_d0b5, 0x0015_b0e5, 0x000d_f08b, 0x0027_70fb, 0x0002_f005, 0x001b_117f, - 0x0028_7049, 0x0004_701f, 0x004c_f4c7, 0x0013_3049, 0x0029_5005, 0x0061_148b, 0x0022_d071, 0x0044_f005, 0x0013_7059, - 0x001a_f0fb, 0x0032_b02b, 0x0033_d18d, 0x0011_5065, 0x000f_1049, 0x0020_9047, 0x0004_3013, 0x000c_7049, 0x001f_7125, - 0x0006_100d, 0x0009_d095, 0x0016_f06b, 0x0019_9059, 0x000f_b097, 0x0002_f003, 0x000d_30bf, 0x001b_b199, 0x0011_500d, - 0x003f_b241, 0x0014_b005, 0x0031_3233, 0x000e_30b5, 0x0020_9185, 0x0084_124b, 0x0057_7095, 0x0018_d107, 0x0043_f233, - 0x0064_102b, 0x0007_102f, 0x0028_306d, 0x0019_1137, 0x0010_d0d3, 0x0009_503b, 0x0013_300d, 0x002d_7083, 0x0050_3269, - 0x0040_f287, 0x0017_b0c1, 0x0040_f33d, 0x003b_300d, 0x0010_7053, 0x0021_d0c5, 0x002a_5151, 0x0013_3067, 0x0018_d10d, - 0x0003_b007, 0x0007_1061, 0x001c_d053, 0x000b_3011, 0x001a_50df, 0x000a_d059, 0x0028_71bb, 0x001c_101f, 0x001c_1025, - 0x001b_b043, 0x007c_d00d, 0x0011_910d, 0x0047_f133, 0x001a_501d, 0x0019_90a3, 0x0004_901f, 0x0044_9277, 0x000e_501d, - 0x0006_b01f, 0x002a_1065, 0x0018_517f, 0x000b_f01f, 0x000b_5005, 0x005b_f21d, 0x0035_92f5, 0x004c_1065, 0x0016_f007, - 0x0031_d2ef, 0x0009_7005, 0x0013_310f, 0x000f_b06d, 0x0006_1013, 0x000d_3049, 0x001a_500b, 0x003b_900d, 0x0011_902b, - 0x0001_700b, 0x0016_f00d, 0x0012_50f1, 0x0055_d22d, 0x0029_318d, 0x0032_b137, 0x000a_d095, 0x001d_3151, 0x0028_11f7, - 0x0026_b1f3, 0x001a_f11b, 0x002d_d035, 0x000a_d005, 0x0016_f025, 0x003d_f3cb, 0x002b_3239, 0x0025_70e9, 0x0023_30a3, - 0x0010_103b, 0x003c_7013, 0x0039_7137, 0x0020_b0e3, 0x000b_301d, 0x0006_d065, 0x001f_d00d, 0x001a_30bf, 0x0028_d02b, - 0x002a_10c7, 0x0017_b115, 0x0023_31b7, 0x001a_506d, 0x000f_1059, 0x002c_52b3, 0x0009_5089, 0x0005_900d, 0x0026_9043, - 0x0028_3119, 0x0023_90ef, 0x0056_54c1, 0x000a_7061, 0x000a_303b, 0x0035_51fd, 0x0006_103d, 0x001c_d02b, 0x0005_302b, - 0x0015_d067, 0x0015_b115, 0x0010_101d, 0x0010_d095, 0x0018_d0e3, 0x0015_10c7, 0x003f_d0fb, 0x001e_b0c1, 0x000e_304f, - 0x0017_b047, 0x000c_1035, 0x001b_b089, 0x0032_9115, 0x002e_f21d, 0x0008_b059, 0x0023_915b, 0x002f_5281, 0x000c_10a7, - 0x0020_918d, 0x0025_10c5, 0x0034_72ab, 0x000e_9053, 0x0028_d20b, 0x001a_50a7, 0x0015_d0b5, 0x004a_335b, 0x0010_7007, - 0x000f_b0d3, 0x0028_d0ef, 0x0055_71cd, 0x0033_b265, 0x000b_3043, 0x002b_d1b1, 0x0013_907f, 0x002e_f295, 0x0017_b0e9, - 0x0023_916f, 0x002a_52a1, 0x0052_940f, 0x001a_f0df, 0x0011_90ef, 0x001b_709d, 0x0002_5003, 0x003b_9209, 0x002b_3097, - 0x000a_d017, 0x0015_d06d, 0x003a_9259, 0x0010_f00b, 0x000e_f06d, 0x0025_924b, 0x002d_723b, 0x001e_70a3, 0x0017_f08b, - 0x000e_304f, 0x0004_9043, 0x001b_1101, 0x0022_302b, 0x0007_f005, 0x0038_f1c9, 0x002d_d0bf, 0x0025_903d, 0x000f_107f, - 0x0017_f167, 0x0017_b0a3, 0x002b_d095, 0x0004_9005, 0x0034_72b3, 0x000c_7083, 0x0033_b2c5, 0x0007_f03d, 0x001f_30b5, - 0x0028_70fb, 0x0009_d04f, 0x0004_7043, 0x001c_d151, 0x001f_d107, 0x000c_101d, 0x001d_f0b5, 0x0018_508b, 0x0005_304f, - 0x003f_d02b, 0x001c_9139, 0x001d_301f, 0x0024_b083, 0x0013_d089, 0x0006_100d, 0x001d_f10f, 0x0021_d1a5, 0x0024_1005, - 0x000c_100d, 0x001a_500d, 0x0010_d043, 0x0015_b059, 0x002c_f06d, 0x0037_11f3, 0x004a_3151, 0x0024_10a7, 0x0017_f10d, - 0x0017_f15b, 0x0001_f00b, 0x0013_911b, 0x000b_300d, 0x0025_f059, 0x001a_f0df, 0x0013_d0e9, 0x000f_1043, 0x0013_9007, - 0x0016_f03b, 0x0006_d067, 0x002d_7007, 0x0020_b03d, 0x000b_f061, 0x002e_32c5, 0x0014_b11b, 0x001b_1175, 0x001a_500d, - 0x0006_b04f, 0x000f_b0b3, 0x0034_70df, 0x0023_30c7, 0x0011_510f, 0x001e_b049, 0x0028_d025, 0x0042_7265, 0x001b_1025, - 0x0013_7065, 0x0003_d003, 0x0002_5011, 0x0013_d089, 0x0029_3065, 0x0030_115b, 0x0009_d029, 0x001f_7053, 0x001a_50e3, - 0x0003_502f, 0x001a_5029, 0x0015_d137, 0x0019_918d, 0x000b_3097, 0x001a_50c7, 0x0034_70e5, 0x001f_7191, 0x001f_7095, - 0x002a_507f, 0x001c_9151, 0x0025_7139, 0x000b_307f, 0x0004_f005, 0x0017_b0c5, 0x0028_704f, 0x003e_53df, 0x0032_9101, - 0x0022_d1df, 0x0011_b0df, 0x0010_1025, 0x001d_3025, 0x000b_5095, 0x001a_300d, 0x0015_d0e5, 0x0017_5151, 0x0035_b017, - 0x0020_b1b1, 0x003f_536d, 0x000d_f049, 0x0004_7043, 0x0013_d0c5, 0x0016_10ad, 0x0031_d167, 0x0024_b0f1, 0x0026_516f, - 0x0016_100b, 0x001a_50c7, 0x0037_125f, 0x0017_502b, 0x002e_303d, 0x0003_b00b, 0x000c_5005, 0x0013_3101, 0x002b_d095, - 0x0030_1059, 0x0023_3043, 0x0009_7007, 0x0020_91a3, 0x0019_9137, 0x000a_3011, 0x001f_7011, 0x0007_1035, 0x0033_7071, - 0x0008_3007, 0x0018_d137, 0x0011_b00d, 0x000b_302b, 0x001e_b0bf, 0x0046_923b, 0x0016_1107, 0x0008_901d, 0x000e_f0e3, - 0x0042_5089, 0x0031_d08b, 0x0009_7047, 0x0010_7025, 0x002b_d0ef, 0x0011_b0df, 0x0056_5335, 0x001d_f025, 0x0005_900b, - 0x000c_1059, 0x001b_1095, 0x0013_7005, 0x000e_509d, 0x001b_10c1, 0x0026_91eb, 0x0039_710d, 0x0038_b0ad, 0x0002_900d, - 0x0026_917f, 0x0003_b007, 0x0028_316f, 0x001c_10ef, 0x000d_309d, 0x0025_9167, 0x0016_f029, 0x0017_f14b, 0x0029_5025, - 0x000b_f03d, 0x0009_502f, 0x002b_d257, 0x0012_5089, 0x0013_d107, 0x0059_538b, 0x0015_d0c7, 0x000f_10ad, 0x0022_d1d3, - 0x0004_900b, 0x0027_710f, 0x0009_5043, 0x001c_d18d, 0x001d_f0a3, 0x0017_b04f, 0x0015_106b, 0x0051_50f1, 0x001a_5185, - 0x002d_70e9, 0x0014_b0d3, 0x0006_5005, 0x0019_106b, 0x0032_91a3, 0x0020_b1a5, 0x001a_30c1, 0x000c_709d, 0x0016_101f, - 0x0022_d00d, 0x0016_708b, 0x0013_d049, 0x003a_d0f1, 0x0020_b017, 0x0015_b11b, 0x001b_110d, 0x001c_d005, 0x000e_300d, - 0x0029_3283, 0x001a_510d, 0x002f_90ad, 0x0024_b119, 0x0011_900b, 0x000f_b083, 0x0022_d083, 0x0030_10f1, 0x001b_101d, - 0x000c_70b5, 0x0015_d0d3, 0x002b_31fd, 0x0025_f223, 0x0007_f017, 0x001f_7049, 0x001f_71f3, 0x0020_b119, 0x0006_b043, - 0x0025_7089, 0x0033_d0b5, 0x001b_702b, 0x002f_92dd, 0x0014_b107, 0x0006_7025, 0x000a_301d, 0x0011_b003, 0x0009_706d, - 0x0013_3013, 0x0012_504f, 0x0004_900d, 0x0016_70bf, 0x0013_7003, 0x000b_306b, 0x000c_10a7, 0x0028_3265, 0x001b_100d, - 0x0007_f03d, 0x001a_3017, 0x0004_f047, 0x002c_f139, 0x0001_d00d, 0x000c_703b, 0x0025_91c9, 0x001c_90fb, 0x0013_7119, - 0x0006_d065, 0x002f_9097, 0x0015_1115, 0x000f_b06d, 0x0002_900d, 0x0013_d013, 0x0028_d1f3, 0x0017_f007, 0x0041_b161, - 0x0025_f125, 0x003e_5133, 0x0039_7025, 0x0021_d00d, 0x000e_9083, 0x002b_d233, 0x0010_1095, 0x0022_30df, 0x0045_d2e7, - 0x0002_901d, 0x0052_91c9, 0x0010_d059, 0x0035_506b, 0x0013_30e3, 0x0026_b175, 0x004e_12f9, 0x0027_7167, 0x0004_7013, - 0x0013_7005, 0x0005_300d, 0x0010_d071, 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0x0013_9115, 0x0020_b15d, 0x0042_d083, 0x0024_1089, 0x0005_3017, 0x000d_302f, 0x000b_f061, 0x000a_d011, 0x000e_301f, - 0x0012_510d, 0x000f_b043, 0x0011_507f, 0x004c_11c1, 0x001e_70bf, 0x0002_901d, 0x000c_70ad, 0x0006_5047, 0x003a_100d, - 0x0016_715b, 0x0009_704f, 0x002f_517f, 0x0013_9047, 0x0013_d119, 0x001e_70a7, 0x0013_70c7, 0x0038_b0c7, 0x0055_71b1, - 0x0010_f049, 0x0020_903d, 0x0017_f0d3, 0x0013_711b, 0x000e_9011, 0x000a_7083, 0x0011_50e9, 0x0015_b025, 0x001a_50e9, - 0x002b_323b, 0x0001_d00d, 0x001d_f1d3, 0x0015_1047, 0x0041_b283, 0x0035_f185, 0x000c_106b, 0x000b_3071, 0x0035_50bf, - 0x0023_9071, 0x0032_9283, 0x000e_501d, 0x002f_92e3, 0x0035_b2a5, 0x003f_b15d, 0x000e_306b, 0x001b_1025, 0x0020_b005, - 0x000a_7017, 0x002f_5167, 0x0011_b0e3, 0x0016_f0f1, 0x0015_b0f1, 0x0010_7043, 0x001b_10e5, 0x0016_f0bf, 0x001f_706b, - 0x001a_5089, 0x0010_70ef, 0x000e_502b, 0x001f_711b, 0x0016_f0a3, 0x0002_500b, 0x000a_3071, 0x001c_d083, 0x0002_9007, - 0x0006_102b, 0x000b_5061, 0x0017_b02b, 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0x002a_10a3, 0x0034_7025, 0x0029_526b, - 0x001e_7011, 0x0031_d17b, 0x0010_70ef, 0x0003_d003, 0x0012_500d, 0x0052_93b9, 0x000b_50b3, 0x0002_9025, 0x000a_d061, - 0x0042_5293, 0x0009_d00d, 0x0013_706d, 0x0009_503b, 0x0014_b06d, 0x0010_f04f, 0x0033_b1fd, 0x0005_9005, 0x0018_501f, - 0x0010_f06b, 0x0009_5005, 0x000e_50c5, 0x000e_50c1, 0x001a_506d, 0x0013_30a7, 0x000c_5043, 0x001a_50a7, 0x0018_d17b, - 0x0035_b1cd, 0x001c_9017, 0x0004_702b, 0x001c_91b7, 0x0013_30bf, 0x0038_f251, 0x000d_f0d3, 0x001f_d0b5, 0x0004_7035, - 0x0014_b06d, 0x000e_9047, 0x0017_b0e5, 0x0013_701d, 0x0020_b0fb, 0x0013_9061, 0x0006_500b, 0x001f_300d, 0x001f_717f, - 0x0030_5161, 0x0013_9067, 0x0005_9013, 0x0032_b15d, 0x0019_10c5, 0x0038_f1b7, 0x003d_7047, 0x0042_7281, 0x0037_31b7, - 0x0004_9025, 0x0006_7005, 0x0013_30fb, 0x000e_909d, 0x001c_d101, 0x002c_5097, 0x0024_b01f, 0x0006_d005, 0x0026_91cf, - 0x0015_b06d, 0x0011_9017, 0x000e_f03d, 0x0031_d2ef, 0x001f_30c7, 0x0025_91b7, 0x0022_3167, 0x0009_7003, 0x0024_b0b3, - 0x001b_1185, 0x0008_9017, 0x0022_308b, 0x0039_7239, 0x002e_f065, 0x0003_d00d, 0x0020_b02f, 0x0018_5133, 0x002e_3233, - 0x0033_d1f7, 0x0009_d02b, 0x0010_7089, 0x0027_701d, 0x0008_b067, 0x0010_10ef, 0x0006_b049, 0x0020_b0e5, 0x000e_30a7, - 0x000b_5061, 0x0037_324b, 0x0013_d133, 0x0047_f02b, 0x000b_3049, 0x0029_30bf, 0x0042_73cb, 0x000f_1097, 0x0009_d005, - 0x000a_d071, 0x0025_910d, 0x001c_102b, 0x002a_115d, 0x0010_f0fb, 0x000f_b0a7, 0x0011_500b, 0x0010_1029, 0x0022_3083, - 0x002a_108b, 0x0036_d005, 0x0013_302b, 0x0009_5071, 0x0029_3005, 0x000b_f071, 0x0010_d0c7, 0x001a_310f, 0x001a_511b, - 0x0028_d223, 0x004e_b047, 0x0021_d02f, 0x0024_b035, 0x0031_d2bd, 0x0017_b175, 0x000e_3043, 0x0035_b2ab, 0x0003_502b, - 0x0008_9005, 0x0045_d08b, 0x000a_7035, 0x0011_b0fb, 0x0035_5337, 0x0016_f0e3, 0x000c_70ad, 0x0017_f03d, 0x000d_f03b, - 0x0006_5029, 0x0026_9137, 0x001b_1097, 0x0015_d0e9, 0x0001_3005, 0x0021_d115, 0x001b_108b, 0x004b_1265, 0x0018_5061, - 0x001c_f175, 0x0009_5005, 0x0017_b00d, 0x0023_b049, 0x002f_52ab, 0x001c_d1a3, 0x000e_9035, 0x001c_908b, 0x0021_d065, - 0x001f_3071, 0x0026_50e5, 0x0020_b04f, 0x0020_b1b7, 0x001b_113d, 0x000d_f0c5, 0x002a_5095, 0x001c_917f, 0x001b_7151, - 0x0002_9013, 0x0004_3035, 0x0011_908b, 0x0029_50ad, 0x000e_f06b, 0x0011_901d, 0x0038_f241, 0x001d_30b3, 0x0004_9029, - 0x0028_3139, 0x001c_f0c1, 0x0009_706d, 0x0013_90ef, 0x0010_704f, 0x0002_b013, 0x0024_b053, 0x000c_101f, 0x0026_501d, - 0x0022_300b, 0x0019_1083, 0x0009_d071, 0x0016_f043, 0x0022_3013, 0x0011_9097, 0x0017_f01d, 0x0031_31cd, 0x0025_9119, - 0x0013_7053, 0x0008_9011, 0x0027_7029, 0x0005_904f, 0x001e_70ad, 0x0013_9137, 0x000a_d049, 0x0028_d1b7, 0x0025_f02f, - 0x0040_9167, 0x0012_5005, 0x000c_7029, 0x001a_3035, 0x0013_d09d, 0x0060_d2c5, 0x0032_9233, 0x0008_b005, 0x001c_f061, - 0x000b_503b, 0x0023_3095, 0x0035_b2bd, 0x000e_3043, 0x0019_90c5, 0x0015_d0e5, 0x000c_7035, 0x000a_d06d, 0x0011_50bf, - 0x001c_d01d, 0x0028_701d, 0x003b_90c7, 0x0005_3005, 0x000e_3053, 0x002c_f005, 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0x0009_d089, 0x0037_1293, 0x000f_106d, 0x001f_d0df, 0x0009_706d, 0x001f_d071, 0x0025_f065, 0x0032_b03d, 0x004b_d15b, - 0x0019_107f, 0x0006_b005, 0x000b_f04f, 0x0005_301f, 0x000c_701f, 0x001a_f00d, 0x001b_b137, 0x0023_b03d, 0x0042_d043, - 0x0024_b097, 0x0011_b053, 0x0059_f47f, 0x0002_b029, 0x0013_d083, 0x0037_306b, 0x000a_d09d, 0x0001_300d, 0x0059_3053, - 0x0017_50ad, 0x000a_3053, 0x0020_9089, 0x000f_10b3, 0x0010_f0bf, 0x0035_90f1, 0x000e_504f, 0x0023_9185, 0x0033_b1cd, - 0x001c_f059, 0x0017_506b, 0x000e_9061, 0x0006_702b, 0x0008_300d, 0x0015_d06d, 0x003f_d059, 0x000f_b00b, 0x0020_9011, - 0x002b_3185, 0x0022_31c9, 0x0013_307f, 0x0010_103b, 0x0015_103d, 0x0004_f047, 0x0040_713d, 0x001a_f0ad, 0x001d_3125, - 0x001a_50c7, 0x001c_107f, 0x001f_d14b, 0x0004_f049, 0x000b_5061, 0x000c_5043, 0x0023_3089, 0x000c_7067, 0x0024_b0c5, - 0x0023_b007, 0x0016_f125, 0x0018_5161, 0x005a_d025, 0x0027_725f, 0x0026_9049, 0x002c_5043, 0x000d_308b, 0x0003_500b, - 0x0022_d06d, 0x003d_f013, 0x0025_1199, 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0x0003_b00d, 0x003d_7281, 0x0032_921d, - 0x0008_303b, 0x000d_f007, 0x000c_706d, 0x0008_3007, 0x0005_3005, 0x001c_f119, 0x0018_d017, 0x004f_d2b3, 0x003c_700d, - 0x002c_5071, 0x001c_9017, 0x0023_9043, 0x0010_70c7, 0x0022_d191, 0x003a_9005, 0x0010_f0fb, 0x001d_30c5, 0x0025_11cd, - 0x002b_31a5, 0x0028_3059, 0x0019_9065, 0x0010_f097, 0x000d_f065, 0x000a_d09d, 0x0026_521d, 0x000f_10c5, 0x003b_9071, - 0x002a_101f, 0x002e_f00d, 0x0021_d17b, 0x000b_f07f, 0x0002_b00b, 0x003f_110d, 0x002e_716f, 0x0020_9005, 0x002a_b06b, - 0x0040_f409, 0x0009_7013, 0x003f_510d, 0x0032_b2f9, 0x0012_501f, 0x0027_713d, 0x000c_7005, 0x001b_710f, 0x001e_7071, - 0x0023_300b, 0x001a_f017, 0x0005_9053, 0x0011_906b, 0x0011_b0ef, 0x0016_f059, 0x0020_9137, 0x0029_3097, 0x0013_3125, - 0x0019_9035, 0x0033_d2bd, 0x001b_715d, 0x0024_101f, 0x000f_1035, 0x0008_900d, 0x0014_b0e3, 0x0004_3005, 0x0017_50a7, - 0x002b_d2a1, 0x0015_d0a7, 0x0006_d00d, 0x0008_302f, 0x0033_d04f, 0x0020_91eb, 0x001d_f1af, 0x0030_500d, 0x0019_109d, - 0x001e_700d, 0x004a_303b, 0x002c_f067, 0x0039_7059, 0x0032_921d, 0x001d_3017, 0x0019_10a7, 0x0005_3049, 0x0006_5035, - 0x0016_7097, 0x000a_d071, 0x003d_f35f, 0x0024_1137, 0x001c_91a5, 0x0033_508b, 0x0020_b07f, 0x002a_106d, 0x0009_d053, - 0x000e_f083, 0x0004_7035, 0x0016_7089, 0x002c_50a7, 0x0034_71c9, 0x002b_d2ab, 0x0010_d095, 0x0049_d28d, 0x0012_501d, - 0x0011_508b, 0x0026_91e7, 0x000e_f09d, 0x0028_300d, 0x0036_d337, 0x004a_3035, 0x0015_d139, 0x0044_9025, 0x0023_908b, - 0x0018_d0c5, 0x001b_b0ad, 0x0028_3097, 0x0065_50d3, 0x0046_33fd, 0x001c_d013, 0x0006_7035, 0x0011_506b, 0x0009_506d, - 0x0028_7115, 0x0017_f065, 0x0025_9025, 0x0040_f1a5, 0x0006_d00d, 0x001d_3049, 0x003e_52ab, 0x0016_f161, 0x001d_3185, - 0x0017_5133, 0x0038_b21d, 0x0026_91cf, 0x0045_d161, 0x001f_d03b, 0x002f_500d, 0x002b_d0a7, 0x001d_3053, 0x001c_1013, - 0x002e_72bd, 0x003c_b239, 0x001f_d00d, 0x000a_308b, 0x001b_b11b, 0x0059_f0ad, 0x0007_1017, 0x0013_d013, 0x000e_300d, - 0x000a_d005, 0x001a_f049, 0x001f_d14b, 0x0009_d049, 0x0019_9061, 0x0004_7017, 0x000a_3071, 0x0033_d07f, 0x0018_d0e3, - 0x0006_d03d, 0x0044_918d, 0x001a_f035, 0x0037_717f, 0x001f_31b1, 0x0025_900d, 0x000b_f00d, 0x0010_10c5, 0x0011_5013, - 0x0032_9107, 0x000b_3035, 0x000a_302b, 0x0028_d0a3, 0x0020_918d, 0x0035_b2a1, 0x001a_503d, 0x0014_b0e9, 0x0009_700d, - 0x0017_5025, 0x0064_9013, 0x0056_522d, 0x0024_1209, 0x0006_100b, 0x002d_71c9, 0x0017_f0b3, 0x0017_50bf, 0x000a_d013, - 0x0003_5013, 0x000c_704f, 0x003a_915d, 0x0017_f151, 0x0050_3445, 0x0024_b101, 0x001d_f17f, 0x0020_91c1, 0x0016_10d3, - 0x0028_116f, 0x0010_f00d, 0x0014_b035, 0x002a_b065, 0x0013_30e5, 0x000a_d0a3, 0x000b_3059, 0x001e_b04f, 0x0011_9107, - 0x001c_902b, 0x001d_f13d, 0x0009_d06b, 0x0018_d067, 0x004b_13df, 0x0023_b017, 0x0018_508b, 0x000e_f00d, 0x004d_535f, - 0x0020_90c5, 0x0018_5083, 0x002e_706b, 0x000f_1095, 0x0029_523b, 0x0011_50df, 0x0028_70e3, 0x003e_5301, 0x001e_b11b, - 0x002a_b0a3, 0x0021_d0ad, 0x001d_30e5, 0x0014_b115, 0x001d_31b7, 0x0018_d00d, 0x000a_7029, 0x002c_f269, 0x0024_b06b, - 0x0065_510d, 0x0030_506d, 0x000a_d011, 0x0029_503d, 0x0004_701d, 0x0006_d029, 0x000c_50b5, 0x0025_f1bb, 0x0042_d35f, - 0x001f_d089, 0x002c_f2a1, 0x0006_b029, 0x002f_515d, 0x0016_f13d, 0x0022_300d, 0x0015_d0e9, 0x003d_11f3, 0x0021_d0b5, - 0x0026_5223, 0x0007_100d, 0x000e_f0a7, 0x0017_5119, 0x0006_102b, 0x0023_3223, 0x0025_7071, 0x000e_503b, 0x000c_102b, - 0x0033_b2bd, 0x0017_f151, 0x0016_700b, 0x0017_5007, 0x002c_516f, 0x001a_f059, 0x001b_7151, 0x001e_710d, 0x002b_313d, - 0x0015_d101, 0x0010_1005, 0x0023_9029, 0x0008_9043, 0x0027_702b, 0x0024_1095, 0x0019_9061, 0x0003_b025, 0x0023_920b, - 0x0020_90f1, 0x0010_10a7, 0x0026_b139, 0x0077_3025, 0x0013_d137, 0x0032_9251, 0x000f_b065, 0x0011_900b, 0x0020_b1bb, - 0x001f_d06d, 0x001e_715b, 0x003a_12c5, 0x000d_3005, 0x001e_b007, 0x0022_d00d, 0x003d_101f, 0x0019_910f, 0x0025_f1fd, - 0x0004_f01f, 0x002c_5013, 0x0002_f025, 0x000e_500b, 0x003a_d00d, 0x0036_d035, 0x004c_11e7, 0x0005_304f, 0x000d_f097, - 0x0010_d029, 0x0001_d005, 0x000c_706d, 0x000c_109d, 0x002c_f257, 0x000f_b083, 0x001d_31c9, 0x001b_7003, 0x0026_b241, - 0x0001_3005, 0x0023_90e9, 0x0005_3025, 0x0004_f01d, 0x0026_b233, 0x0032_9185, 0x0016_f133, 0x000c_1089, 0x0024_10c1, - 0x0037_11cd, 0x0017_5101, 0x001b_b09d, 0x001a_3107, 0x000e_f09d, 0x0009_d03d, 0x000a_7047, 0x000e_30df, 0x004c_d2cf, - 0x0033_50bf, 0x0028_3025, 0x0051_b503, 0x0010_d0d3, 0x0021_d04f, 0x0013_903b, 0x000e_508b, 0x0006_b01f, 0x0016_109d, - 0x001c_d0d3, 0x0017_b10d, 0x000a_3025, 0x0025_110f, 0x001d_f14b, 0x001e_71c9, 0x0025_100d, 0x0012_5005, 0x002f_907f, - 0x0018_501d, 0x0010_d049, 0x004b_1397, 0x0009_d03b, 0x0035_51bb, 0x0019_100d, 0x003d_100d, 0x001b_70f1, 0x0035_b287, - 0x003d_703d, 0x0030_50c7, 0x0022_d1f3, 0x0049_33b3, 0x002e_72a1, 0x002b_d293, 0x003d_133b, 0x0016_10df, 0x001b_1065, - 0x0015_10c7, 0x0020_90c5, 0x0019_903d, 0x0015_1013, 0x000e_f02f, 0x001b_1137, 0x0035_f125, 0x0016_711b, 0x0004_f011, - 0x0025_f0ef, 0x001c_d0e9, 0x000d_306b, 0x0025_7161, 0x0010_70d3, 0x0042_d059, 0x0028_1025, 0x002b_3017, 0x004c_7175, - 0x001f_3167, 0x001c_1137, 0x0019_915d, 0x000d_306b, 0x000a_300d, 0x0013_d11b, 0x000c_7025, 0x0003_b017, 0x0017_b02b, - 0x0017_f071, 0x0001_f017, 0x0017_f03d, 0x0029_3223, 0x0016_f125, 0x0009_7029, 0x0035_b0bf, 0x0004_7005, 0x0033_b03b, - 0x0009_501d, 0x002b_d28d, 0x0017_f137, 0x0019_1013, 0x001e_b06d, 0x0013_d125, 0x0006_1025, 0x0055_73df, 0x001a_f03b, - 0x0024_11cf, 0x001b_b17b, 0x0019_104f, 0x0038_b0ad, 0x001b_b0e9, 0x001a_3185, 0x0032_b08b, 0x0023_30a7, 0x0004_701f, - 0x0004_f00b, 0x0033_b2f9, 0x000f_b0b3, 0x000e_f0d3, 0x0009_7061, 0x001c_102f, 0x0004_301f, 0x0010_d097, 0x0028_123b, - 0x0018_515b, 0x001d_f01f, 0x0032_9305, 0x000b_3097, 0x000c_7089, 0x000e_309d, 0x001b_1067, 0x0016_f0b3, 0x001e_b0ef, - 0x0008_b049, 0x0026_500b, 0x0004_9007, 0x0028_1097, 0x001b_b191, 0x0006_1011, 0x0017_b07f, 0x000e_90c7, 0x0000_5003, - 0x0032_91df, 0x0030_514b, 0x0038_b035, 0x001a_5161, 0x0026_b1eb, 0x0013_7083, 0x0012_506b, 0x004c_7061, 0x0002_500d, - 0x0033_7095, 0x002b_d1df, 0x0011_b07f, 0x001f_307f, 0x0000_d005, 0x0010_f06d, 0x0015_10f1, 0x000b_309d, 0x0006_d029, - 0x0034_7119, 0x0030_51cd, 0x002a_1067, 0x0037_72ab, 0x0004_3013, 0x0009_d01f, 0x0016_1139, 0x002a_5293, 0x0006_1047, - 0x001c_f03d, 0x000e_f03d, 0x0011_b00d, 0x0011_b089, 0x0009_7053, 0x0006_500b, 0x0013_3059, 0x000a_d011, 0x0046_941b, - 0x0016_70c5, 0x0007_f00b, 0x0008_3043, 0x002f_52bd, 0x000a_d097, 0x0013_d00d, 0x0033_b06b, 0x004c_d35f, 0x001f_7071, - 0x002f_9199, 0x0018_5125, 0x0057_7209, 0x0015_b133, 0x0002_b00d, 0x000e_f0c5, 0x0021_d1af, 0x001d_f101, 0x0035_9337, - 0x0019_9191, 0x0001_f013, 0x0013_306b, 0x001c_d101, 0x0011_508b, 0x0011_900d, 0x000e_3059, 0x0008_3035, 0x0049_3425, - 0x0025_917f, 0x0023_903d, 0x0016_10c7, 0x000f_1011, 0x0000_d007, 0x000a_d04f, 0x000e_30b3, 0x000e_90c5, 0x000c_503b, - 0x0017_b0c1, 0x0010_f011, 0x0017_b139, 0x0013_d03d, 0x0022_3119, 0x0026_5097, 0x0009_7089, 0x001d_f199, 0x0006_102b, - 0x0011_b025, 0x0022_d053, 0x0042_5281, 0x003c_7049, 0x000c_7011, 0x0027_7089, 0x000a_709d, 0x000d_3003, 0x0026_5151, - 0x0035_f161, 0x0028_306d, 0x0025_700d, 0x0001_1005, 0x0023_306b, 0x001a_f0d3, 0x001a_50b3, 0x0010_1025, 0x000b_5043, - 0x000e_300b, 0x0017_f133, 0x0018_d005, 0x001f_d067, 0x0012_50d3, 0x0029_5007, 0x001b_b095, 0x0024_b23b, 0x001f_7083, - 0x0026_b1c1, 0x0036_d20b, 0x0029_503d, 0x0017_50a3, 0x0005_3025, 0x0029_315d, 0x0002_b00d, 0x0023_911b, 0x0016_f0df, - 0x000e_907f, 0x000e_9097, 0x0019_101f, 0x0051_74cf, 0x0009_5035, 0x001b_10c5, 0x0058_f0c1, 0x0020_b0e5, 0x0012_50b5, - 0x0013_3053, 0x0023_310f, 0x0033_5305, 0x002b_d161, 0x0013_d003, 0x0013_90a7, 0x004c_d02f, 0x0025_9013, 0x0019_1119, - 0x000b_f00b, 0x0052_707f, 0x0017_b0b5, 0x0010_d03d, 0x001f_70ad, 0x0000_7005, 0x0010_70e5, 0x0011_50f1, 0x0015_10b3, - 0x001b_7061, 0x003a_9283, 0x0022_d0e3, 0x001e_7125, 0x003a_92a5, 0x001e_b14b, 0x0014_b043, 0x0018_d10f, 0x0021_d1af, - 0x0010_d011, 0x0011_507f, 0x0003_500b, 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0x0033_700d, 0x0016_7125, 0x0015_d02b, - 0x001c_9043, 0x002f_50e3, 0x001d_f0b5, 0x000f_b011, 0x0033_d1c1, 0x0029_325f, 0x001f_d00d, 0x000c_50ad, 0x0025_900d, - 0x0012_500b, 0x0011_504f, 0x0005_300d, 0x0031_3241, 0x0017_5003, 0x001f_30e9, 0x0015_b025, 0x001c_f007, 0x001f_d18d, - 0x002c_f17b, 0x0030_5043, 0x0040_73f1, 0x003b_3241, 0x0016_70e3, 0x004f_f089, 0x0023_3043, 0x0023_b035, 0x002e_f15b, - 0x0018_5101, 0x0065_b611, 0x002e_326b, 0x0027_70fb, 0x0017_f005, 0x0006_5025, 0x0026_5137, 0x0011_50bf, 0x000f_100d, - 0x001b_1061, 0x0011_b03d, 0x0009_5049, 0x0028_3059, 0x000a_301d, 0x0003_d01f, 0x0017_f16f, 0x0013_710f, 0x0001_700d, - 0x0028_70ad, 0x001a_302b, 0x0050_31cf, 0x0016_10b3, 0x0020_9089, 0x0002_501d, 0x0005_9053, 0x0011_b0e3, 0x0033_72a1, - 0x000c_5005, 0x0018_d185, 0x001e_70bf, 0x0010_103d, 0x000e_50ad, 0x0047_f0bf, 0x0015_d14b, 0x002f_9025, 0x0011_b0ef, - 0x0037_71bb, 0x0023_315d, 0x0011_b0a3, 0x001f_3005, 0x0022_3071, 0x0004_f01d, 0x001f_d005, 0x0015_1043, 0x0009_5007, - 0x0014_b083, 0x0036_d06d, 0x0011_b0bf, 0x0021_d01f, 0x0003_d00b, 0x0015_b0b3, 0x0002_b01f, 0x0007_106b, 0x0040_7397, - 0x0009_7035, 0x0007_1049, 0x0051_1269, 0x0028_3161, 0x001d_f191, 0x003a_d125, 0x0055_10c1, 0x0016_1115, 0x0024_10fb, - 0x002e_7101, 0x0014_b01d, 0x0031_d209, 0x0009_d003, 0x000f_1053, 0x0008_907f, 0x0023_9095, 0x0002_9005, 0x003a_918d, - 0x0028_d0c1, 0x0002_b01d, 0x0036_d071, 0x0009_503d, + 0x0024_b047, + 0x002e_32a1, + 0x0038_b06b, + 0x0031_d047, + 0x0018_50d3, + 0x0059_5115, + 0x0017_b04f, + 0x001c_f1b1, + 0x002c_502b, + 0x0055_732b, + 0x0014_b137, + 0x001f_315b, + 0x0004_7005, + 0x0011_9005, + 0x0019_10df, + 0x002e_f125, + 0x000a_3029, + 0x0028_708b, + 0x0012_50c7, + 0x001a_5005, + 0x003f_11eb, + 0x0044_9347, + 0x0011_901d, + 0x0028_d02f, + 0x0024_b1a5, + 0x000a_3053, + 0x0003_d029, + 0x002c_5017, + 0x0013_304f, + 0x0013_d10f, + 0x000c_703d, + 0x0003_b005, + 0x000f_10c5, + 0x001c_11b7, + 0x0010_d0ad, + 0x0002_501d, + 0x0021_d101, + 0x0032_917b, + 0x0033_b0e5, + 0x0016_f151, + 0x0017_f0fb, + 0x0028_d0a3, + 0x0025_11fd, + 0x002a_b2a1, + 0x0015_1005, + 0x0006_7043, + 0x0023_9017, + 0x001a_3115, + 0x0010_d095, + 0x002a_1257, + 0x0012_5047, + 0x0033_d03b, + 0x000f_1011, + 0x0013_302f, + 0x002c_f23b, + 0x001e_7049, + 0x0019_117f, + 0x001a_317f, + 0x0016_7049, + 0x0004_3029, + 0x004c_d259, + 0x0029_51bb, + 0x000b_5065, + 0x002b_d25f, + 0x0004_f03b, + 0x0010_1005, + 0x0016_f119, + 0x0010_f0c5, + 0x0033_70e5, + 0x000d_3059, + 0x004e_b36d, + 0x002b_303d, + 0x0048_118d, + 0x001c_f049, + 0x0035_b0a7, + 0x000d_f04f, + 0x0028_d025, + 0x0013_70e9, + 0x0016_1005, + 0x0006_1005, + 0x0028_715d, + 0x0007_1059, + 0x0026_b02f, + 0x000c_7043, + 0x0011_9011, + 0x0004_901d, + 0x0019_9011, + 0x001e_b095, + 0x0013_7005, + 0x0022_d10f, + 0x0004_7005, + 0x0041_b35b, + 0x0017_b095, + 0x002c_f0b5, + 0x0013_9089, + 0x0028_1025, + 0x0005_301f, + 0x000f_b0b3, + 0x0015_d125, + 0x0003_5005, + 0x003f_12d7, + 0x0010_f011, + 0x0030_12e7, + 0x001d_3115, + 0x0004_300d, + 0x0032_b0ad, + 0x001e_70fb, + 0x0017_5095, + 0x000e_90e3, + 0x000e_f07f, + 0x0006_d01f, + 0x001c_f03d, + 0x000f_10bf, + 0x0019_1005, + 0x0037_32ef, + 0x000b_308b, + 0x000e_f09d, + 0x0032_920b, + 0x0013_d047, + 0x0026_b1b1, + 0x0019_103b, + 0x0010_102b, + 0x0033_714b, + 0x003e_5125, + 0x0016_1035, + 0x000b_f059, + 0x000e_f067, + 0x0012_50b3, + 0x0017_502b, + 0x001c_d1c9, + 0x001f_d005, + 0x0009_7071, + 0x0017_b0a7, + 0x0007_f007, + 0x0010_10c1, + 0x000f_1005, + 0x0017_507f, + 0x0010_1007, + 0x0018_5017, + 0x000f_b0e3, + 0x000c_700d, + 0x000d_f00d, + 0x0011_b047, + 0x0016_1029, + 0x0027_715d, + 0x0012_5107, + 0x000e_3067, + 0x001c_104f, + 0x0019_1059, + 0x001c_d007, + 0x000e_f07f, + 0x0005_9049, + 0x0007_f06d, + 0x003f_1295, + 0x0047_f16f, + 0x0035_9065, + 0x0035_f259, + 0x0022_d1cf, + 0x000c_1065, + 0x001a_517f, + 0x0033_51cf, + 0x0030_11cf, + 0x0014_b035, + 0x001f_3035, + 0x003d_f01d, + 0x0008_b083, + 0x001c_d15b, + 0x0009_7083, + 0x0004_3035, + 0x000f_b089, + 0x000a_302f, + 0x0004_301f, + 0x0018_d0fb, + 0x002f_50e5, + 0x0025_723b, + 0x0003_5029, + 0x0006_1017, + 0x0013_d035, + 0x000c_5003, + 0x0010_f047, + 0x0011_906d, + 0x0019_1049, + 0x003f_d1fd, + 0x0006_5025, + 0x001f_d16f, + 0x000f_b0c1, + 0x000f_1095, + 0x0012_5089, + 0x0008_b035, + 0x0006_b03b, + 0x001c_f08b, + 0x002a_b175, + 0x0009_700b, + 0x000d_f0bf, + 0x0022_d003, + 0x0013_90ad, + 0x0035_b0c5, + 0x002d_d101, + 0x001c_f005, + 0x001c_f0fb, + 0x0010_d0a3, + 0x003d_f07f, + 0x001d_30e3, + 0x0037_3185, + 0x0025_71f7, + 0x0012_50d3, + 0x0004_903d, + 0x0028_121d, + 0x0011_5013, + 0x0013_703d, + 0x0017_f101, + 0x0031_d283, + 0x0035_f33b, + 0x0011_9053, + 0x0035_5083, + 0x0035_51c9, + 0x000e_f02b, + 0x0004_900b, + 0x0025_11e7, + 0x000d_30c5, + 0x001b_7067, + 0x0023_b0f1, + 0x0004_f017, + 0x001f_71b7, + 0x0068_5047, + 0x001b_1065, + 0x000a_3049, + 0x001c_11bb, + 0x000e_f005, + 0x000a_300d, + 0x0010_d06d, + 0x0012_5029, + 0x003b_335f, + 0x0022_31fd, + 0x0021_d0f1, + 0x0029_315b, + 0x0016_1125, + 0x0018_5035, + 0x0033_7071, + 0x000a_706b, + 0x000a_7029, + 0x000c_5025, + 0x0022_d175, + 0x000b_3059, + 0x0016_1071, + 0x0009_7017, + 0x001c_107f, + 0x0028_306d, + 0x0040_71bb, + 0x0041_91c1, + 0x0006_b02b, + 0x0022_3137, + 0x0025_103d, + 0x0007_1035, + 0x0009_703b, + 0x0038_b02f, + 0x0006_b01f, + 0x0010_703b, + 0x000e_5083, + 0x000f_1067, + 0x000b_f00d, + 0x004b_d283, + 0x0018_5071, + 0x0023_31f3, + 0x0024_b005, + 0x0019_902f, + 0x0010_d071, + 0x003e_5161, + 0x000a_d035, + 0x0023_90bf, + 0x0012_503b, + 0x0013_300d, + 0x000e_f0b5, + 0x0004_3035, + 0x001a_5133, + 0x002d_d1a5, + 0x0013_710f, + 0x001f_311b, + 0x0019_900d, + 0x0025_911b, + 0x0010_d01f, + 0x0041_b03d, + 0x001a_f0bf, + 0x0028_10f1, + 0x001e_b007, + 0x0018_50d3, + 0x000c_100d, + 0x000f_b065, + 0x000b_5035, + 0x0007_106d, + 0x0024_b0df, + 0x001f_d071, + 0x0055_135b, + 0x000c_109d, + 0x0010_f0d3, + 0x0012_50c7, + 0x003b_9071, + 0x000c_5043, + 0x0035_52b3, + 0x0013_d0ad, + 0x0022_301d, + 0x000c_106b, + 0x000b_503b, + 0x0017_507f, + 0x0044_f0b3, + 0x0045_542d, + 0x0020_9043, + 0x001a_500d, + 0x0019_918d, + 0x0038_f25f, + 0x002b_3119, + 0x0026_503d, + 0x0011_50b5, + 0x001d_f1cd, + 0x0013_d04f, + 0x002e_302f, + 0x0043_f2dd, + 0x0026_b1bb, + 0x003f_b1e7, + 0x003f_124b, + 0x000f_b0c5, + 0x0016_7137, + 0x0032_9133, + 0x0025_7013, + 0x0009_5053, + 0x001c_d061, + 0x0008_907f, + 0x0026_b259, + 0x0011_5017, + 0x0021_d053, + 0x000c_1011, + 0x0013_d011, + 0x003d_715b, + 0x000b_f06d, + 0x0016_70fb, + 0x0023_b0d3, + 0x0008_b083, + 0x000a_d00b, + 0x001e_b167, + 0x000a_306d, + 0x0033_d0f1, + 0x001d_f0fb, + 0x000c_101f, + 0x0017_f025, + 0x000c_70b5, + 0x0026_9067, + 0x002d_d1b7, + 0x0020_b097, + 0x0018_d0ad, + 0x000f_1029, + 0x0029_5071, + 0x000c_1005, + 0x0026_b095, + 0x0007_1035, + 0x0017_f0b5, + 0x0025_f06b, + 0x000b_5083, + 0x0049_d17b, + 0x000e_301d, + 0x0013_311b, + 0x002a_1287, + 0x0008_9071, + 0x0012_5061, + 0x0006_5017, + 0x0017_b01f, + 0x0025_f067, + 0x0055_d0c7, + 0x001b_71af, + 0x0033_d191, + 0x000e_302b, + 0x0014_b0e5, + 0x000a_7053, + 0x0004_703b, + 0x0044_5185, + 0x000a_3043, + 0x0005_901f, + 0x0044_f0fb, + 0x000d_30c7, + 0x000f_b0c7, + 0x001a_f025, + 0x0035_91fd, + 0x000f_b013, + 0x0049_314b, + 0x0015_103b, + 0x0015_b14b, + 0x002c_f185, + 0x0010_f01d, + 0x0010_1011, + 0x001a_5191, + 0x0023_30b5, + 0x003a_900b, + 0x000f_1025, + 0x0029_317b, + 0x0002_5007, + 0x001b_b067, + 0x002b_d295, + 0x000a_d047, + 0x000c_70a7, + 0x000e_f065, + 0x0012_5065, + 0x0029_3119, + 0x002e_7071, + 0x0021_d101, + 0x0034_71eb, + 0x0030_10c7, + 0x0033_704f, + 0x0003_d02b, + 0x003f_b3e5, + 0x0050_315d, + 0x003d_721d, + 0x0017_50c1, + 0x0009_d02b, + 0x0011_904f, + 0x0028_126b, + 0x0047_f1f7, + 0x0035_9167, + 0x0010_f0b3, + 0x002c_5049, + 0x0002_900d, + 0x0017_50f1, + 0x0001_7011, + 0x0084_12cf, + 0x000d_f03b, + 0x0002_5017, + 0x0018_d0b3, + 0x001b_b0f1, + 0x0028_100d, + 0x0005_300d, + 0x0003_b02b, + 0x0028_109d, + 0x0021_d0e5, + 0x0026_b0a7, + 0x0001_f00d, + 0x0027_7071, + 0x000f_b09d, + 0x0051_71b1, + 0x0015_b07f, + 0x0008_9035, + 0x0020_91e7, + 0x0015_10e5, + 0x0010_1025, + 0x005e_7125, + 0x003d_f26b, + 0x0026_b1cf, + 0x000d_306d, + 0x000a_3049, + 0x0023_b089, + 0x003b_3119, + 0x0023_3095, + 0x001a_3053, + 0x0025_710d, + 0x000c_70b3, + 0x0010_f0a3, + 0x0035_532b, + 0x0029_5101, + 0x002e_f1f7, + 0x0009_703d, + 0x0017_b067, + 0x0026_504f, + 0x001b_b191, + 0x0064_d61f, + 0x0010_d09d, + 0x0027_7259, + 0x004f_f33b, + 0x0016_f0df, + 0x0003_502f, + 0x0012_5095, + 0x000a_3003, + 0x0004_703d, + 0x0025_907f, + 0x0056_500d, + 0x000e_307f, + 0x0020_91df, + 0x0006_d017, + 0x002d_d2c5, + 0x0015_101f, + 0x0025_f02b, + 0x0019_10ad, + 0x0005_3029, + 0x002b_d137, + 0x0024_b1b7, + 0x0018_510d, + 0x0020_b161, + 0x001e_71c1, + 0x0044_3329, + 0x001c_d0e9, + 0x003f_b337, + 0x001e_b0d3, + 0x001e_b067, + 0x000d_f095, + 0x001a_f07f, + 0x0034_702b, + 0x000f_b0a3, + 0x0010_d043, + 0x004c_d481, + 0x001f_d1df, + 0x001b_b0b5, + 0x0028_7283, + 0x0016_f0b5, + 0x0035_f0c1, + 0x000c_709d, + 0x000c_706b, + 0x0033_d2f5, + 0x0003_d00d, + 0x0004_f011, + 0x0020_90e3, + 0x000a_3005, + 0x0013_d029, + 0x0008_b003, + 0x002a_52a1, + 0x000e_90ad, + 0x0028_1139, + 0x0022_d191, + 0x0037_735f, + 0x000b_3047, + 0x002f_9151, + 0x0010_f101, + 0x0003_5017, + 0x000d_f0d3, + 0x0052_73b9, + 0x000d_3029, + 0x0014_b115, + 0x0026_b1fd, + 0x0028_1239, + 0x0022_d06d, + 0x001a_f0a3, + 0x0024_b10d, + 0x001b_b107, + 0x0034_72d7, + 0x0010_100b, + 0x0027_70ef, + 0x0011_50f1, + 0x0006_704f, + 0x000e_30df, + 0x0011_5013, + 0x0028_3151, + 0x0004_3025, + 0x0002_b00d, + 0x002b_d259, + 0x0024_b0ad, + 0x0005_304f, + 0x0014_b047, + 0x0017_b0df, + 0x0018_50b5, + 0x000d_3043, + 0x000c_1043, + 0x0023_9107, + 0x0012_5035, + 0x000b_f0a7, + 0x0012_50bf, + 0x000a_701d, + 0x001e_b0b3, + 0x0013_70d3, + 0x0010_f0bf, + 0x0006_1005, + 0x0013_9125, + 0x0015_b029, + 0x0013_906b, + 0x000a_3089, + 0x0013_d00d, + 0x0019_906b, + 0x004c_f065, + 0x0011_900d, + 0x000b_f043, + 0x001a_501d, + 0x0007_101d, + 0x002c_f25f, + 0x0010_100d, + 0x0028_d0e3, + 0x000e_f03b, + 0x000a_703b, + 0x0024_1089, + 0x001b_1025, + 0x0046_335b, + 0x003c_72a1, + 0x0037_1089, + 0x0062_3397, + 0x0058_f125, + 0x0025_90ef, + 0x0019_1043, + 0x000e_906d, + 0x000c_70b5, + 0x0016_f065, + 0x0008_b089, + 0x0029_31f3, + 0x0001_300d, + 0x0011_b0c7, + 0x0040_708b, + 0x001c_10d3, + 0x0042_d1df, + 0x0013_7017, + 0x000d_301d, + 0x002a_510d, + 0x003d_102f, + 0x000e_902b, + 0x0010_1089, + 0x001a_f00b, + 0x0011_5005, + 0x0028_3101, + 0x002d_d02b, + 0x0029_307f, + 0x0006_b00d, + 0x0014_b115, + 0x0016_706d, + 0x001c_1175, + 0x0027_70d3, + 0x001d_301f, + 0x0018_d06d, + 0x001a_5191, + 0x002f_5043, + 0x0035_f295, + 0x000e_30b3, + 0x0011_b067, + 0x0006_7005, + 0x0026_b0a7, + 0x001e_70ad, + 0x0022_30df, + 0x0015_b10d, + 0x0009_d071, + 0x0006_7043, + 0x001c_f06d, + 0x0009_d053, + 0x0016_f03b, + 0x0022_30c1, + 0x0025_f0fb, + 0x0014_b053, + 0x0017_f15b, + 0x0016_f097, + 0x001c_f083, + 0x0013_906d, + 0x001a_30b5, + 0x002e_f1cf, + 0x0023_b17f, + 0x000f_b00d, + 0x001f_30fb, + 0x0019_117f, + 0x0009_706d, + 0x001c_f151, + 0x0027_7185, + 0x0010_108b, + 0x0017_b03d, + 0x0009_d061, + 0x001e_70ad, + 0x0007_f005, + 0x0020_9139, + 0x001b_717f, + 0x0023_308b, + 0x001d_f18d, + 0x0017_f095, + 0x001b_b011, + 0x0051_5301, + 0x0015_10ef, + 0x0048_131d, + 0x0016_f09d, + 0x0033_d259, + 0x0019_90df, + 0x0051_14c1, + 0x000e_506d, + 0x000d_3053, + 0x0026_5061, + 0x001a_30f1, + 0x0013_9049, + 0x0028_7097, + 0x0013_7101, + 0x002a_100b, + 0x001a_5005, + 0x000c_7083, + 0x001a_f125, + 0x001b_1025, + 0x0035_f167, + 0x0024_b095, + 0x0037_32a5, + 0x001c_f071, + 0x0011_b065, + 0x0034_70fb, + 0x0020_b04f, + 0x0033_5265, + 0x0017_b0b5, + 0x0051_501f, + 0x003a_9161, + 0x000d_f0c7, + 0x003b_331d, + 0x0010_f0c1, + 0x0016_106b, + 0x003d_f281, + 0x001e_70fb, + 0x0019_908b, + 0x000a_309d, + 0x0023_901d, + 0x002a_1101, + 0x000c_70b5, + 0x000b_f029, + 0x0016_101d, + 0x0010_d061, + 0x0006_500d, + 0x0016_1115, + 0x0039_721d, + 0x0040_9305, + 0x000d_f0a3, + 0x0021_d06b, + 0x0028_100d, + 0x0027_71df, + 0x001b_b0b3, + 0x001a_314b, + 0x0023_3185, + 0x0013_7011, + 0x0024_1137, + 0x003a_12d7, + 0x0010_10fb, + 0x0040_f20b, + 0x0022_d15d, + 0x0006_1011, + 0x000d_306d, + 0x0028_3139, + 0x0016_7119, + 0x0023_b18d, + 0x0017_b01d, + 0x002b_d295, + 0x0012_500d, + 0x0043_f233, + 0x000d_f09d, + 0x000c_1067, + 0x001f_303d, + 0x000f_b053, + 0x0010_d083, + 0x0033_d06b, + 0x0032_92cf, + 0x004a_940f, + 0x0019_9083, + 0x000b_5049, + 0x0015_d09d, + 0x0013_d01f, + 0x0008_303d, + 0x001c_1017, + 0x0017_f095, + 0x0006_700d, + 0x001c_d15b, + 0x002a_b1a5, + 0x000b_f0b3, + 0x0009_503d, + 0x0042_7017, + 0x001d_30ef, + 0x0025_702b, + 0x000f_b04f, + 0x000e_507f, + 0x0011_50e5, + 0x0006_1005, + 0x0019_902f, + 0x0018_d10d, + 0x0022_30e9, + 0x0009_501d, + 0x001c_d03b, + 0x0041_936d, + 0x0019_9013, + 0x0017_f125, + 0x001a_50e9, + 0x0015_b0c5, + 0x001b_702f, + 0x0004_703b, + 0x0006_1059, + 0x0006_1059, + 0x0028_30fb, + 0x001b_b107, + 0x0031_309d, + 0x000c_50a3, + 0x002e_3277, + 0x001b_10fb, + 0x0030_5029, + 0x0046_340f, + 0x000e_9043, + 0x002f_900d, + 0x0012_50e3, + 0x0029_31f7, + 0x0010_d025, + 0x0013_d0ef, + 0x0006_b01f, + 0x0032_b24b, + 0x0018_5119, + 0x000d_f049, + 0x0019_907f, + 0x003d_7151, + 0x001e_714b, + 0x000c_1017, + 0x0019_918d, + 0x001a_f139, + 0x0012_5059, + 0x0020_911b, + 0x000b_5067, + 0x001f_d0a3, + 0x0016_7125, + 0x0006_b049, + 0x001e_b107, + 0x0024_1101, + 0x000c_7049, + 0x0020_91c1, + 0x002d_d1cf, + 0x001c_101f, + 0x0018_514b, + 0x000d_f0b5, + 0x0011_b013, + 0x0024_11bb, + 0x000b_5005, + 0x000f_b095, + 0x000b_3029, + 0x004f_d22d, + 0x000a_3029, + 0x000d_300d, + 0x0003_501d, + 0x0033_b06d, + 0x0029_30e9, + 0x0008_b065, + 0x0006_d065, + 0x0010_102f, + 0x0008_3029, + 0x0008_b089, + 0x003a_d337, + 0x0006_b035, + 0x001a_3053, + 0x0001_d013, + 0x0019_90c7, + 0x0033_d1df, + 0x0015_d083, + 0x004a_93fb, + 0x0039_7005, + 0x0011_900b, + 0x000f_106b, + 0x0033_d06d, + 0x000e_9067, + 0x0004_902b, + 0x0013_d0a7, + 0x0015_d151, + 0x0029_5259, + 0x0035_917f, + 0x002d_7241, + 0x0004_300b, + 0x0018_d167, + 0x0022_300d, + 0x000b_3005, + 0x0018_d0a3, + 0x002c_525f, + 0x0051_b3c7, + 0x0018_500d, + 0x0010_1025, + 0x0033_70c7, + 0x0006_5025, + 0x0023_b09d, + 0x000f_b09d, + 0x0018_5107, + 0x0008_b065, + 0x000e_f0e5, + 0x0010_d01f, + 0x004c_1469, + 0x0013_3119, + 0x0002_b00d, + 0x003b_31f3, + 0x0026_51c1, + 0x0011_50a7, + 0x000c_70a7, + 0x000e_501f, + 0x0029_31b1, + 0x001a_5017, + 0x0010_10c1, + 0x0015_d139, + 0x000d_307f, + 0x002e_f2c5, + 0x0013_30c1, + 0x001d_30d3, + 0x0011_50c1, + 0x000e_506b, + 0x000b_3005, + 0x001c_115b, + 0x0000_d003, + 0x0008_307f, + 0x0023_b1af, + 0x004c_f133, + 0x0046_91fd, + 0x0031_3025, + 0x001f_d1cd, + 0x0007_f065, + 0x000c_500d, + 0x0030_50e9, + 0x0046_30a7, + 0x0033_b029, + 0x000e_90bf, + 0x0039_735b, + 0x0011_b115, + 0x000f_b01f, + 0x0009_d013, + 0x0016_1005, + 0x002e_317b, + 0x0015_b115, + 0x003f_10c1, + 0x0037_30e9, + 0x001f_3125, + 0x0026_9061, + 0x002f_92b3, + 0x003d_7373, + 0x0049_30e9, + 0x001c_10ad, + 0x0037_3295, + 0x003c_72a1, + 0x0010_1059, + 0x0033_5185, + 0x0001_100b, + 0x000a_d067, + 0x001e_70fb, + 0x001a_314b, + 0x0026_90ef, + 0x0042_70b3, + 0x000b_f007, + 0x0008_9053, + 0x0013_d0a3, + 0x002b_d049, + 0x0028_71f3, + 0x000d_f02f, + 0x0016_7035, + 0x0010_10e5, + 0x000c_100d, + 0x002c_502b, + 0x0028_7035, + 0x0009_d00d, + 0x000c_1003, + 0x0016_f0e9, + 0x0015_b13d, + 0x001a_f089, + 0x0022_d067, + 0x002e_308b, + 0x0004_f02b, + 0x0067_949d, + 0x0039_7059, + 0x001f_3119, + 0x0025_114b, + 0x0019_910f, + 0x0013_7115, + 0x0022_d007, + 0x0024_1049, + 0x0019_100d, + 0x0011_90ef, + 0x0021_d0c7, + 0x002c_f095, + 0x0016_106d, + 0x0010_107f, + 0x0026_915d, + 0x001c_91c1, + 0x0018_503d, + 0x0006_704f, + 0x001b_7029, + 0x000f_b0e9, + 0x0003_5011, + 0x000f_10e5, + 0x001e_b139, + 0x0019_90c5, + 0x0023_91d3, + 0x000e_903d, + 0x0008_902b, + 0x000c_7035, + 0x000a_306d, + 0x0009_7095, + 0x000a_3065, + 0x0018_5005, + 0x0026_5259, + 0x0023_b1df, + 0x0016_10c5, + 0x0009_5065, + 0x0018_513d, + 0x0001_d011, + 0x002d_d233, + 0x0025_9083, + 0x000e_f061, + 0x0051_5043, + 0x001e_70bf, + 0x001a_f0e5, + 0x002b_d21d, + 0x0014_b029, + 0x0025_70df, + 0x001c_f1bb, + 0x0011_9097, + 0x0025_f209, + 0x0017_b0df, + 0x0009_7059, + 0x0036_d04f, + 0x0002_f005, + 0x0012_50df, + 0x0059_9125, + 0x0026_b0fb, + 0x0015_10e5, + 0x002d_d1a5, + 0x001b_714b, + 0x0004_300d, + 0x0026_5107, + 0x0007_1061, + 0x0019_9013, + 0x0040_9161, + 0x0025_90c1, + 0x000d_f083, + 0x004b_136d, + 0x0011_b053, + 0x004f_d0df, + 0x0003_d02f, + 0x002e_702f, + 0x002e_702f, + 0x0032_92f9, + 0x001c_9059, + 0x0004_703b, + 0x002d_d1f7, + 0x0010_1071, + 0x002c_f1bb, + 0x001c_f01f, + 0x0024_1025, + 0x000e_500d, + 0x0017_f10d, + 0x0008_b03d, + 0x002d_d1fd, + 0x0028_7107, + 0x003e_5043, + 0x002e_70ad, + 0x0016_f161, + 0x0009_d08b, + 0x000f_b067, + 0x0010_f029, + 0x0025_1125, + 0x000e_f0c7, + 0x0025_91bb, + 0x0022_d047, + 0x001a_f167, + 0x002a_50ef, + 0x0060_7493, + 0x0011_510f, + 0x003c_7005, + 0x0030_5199, + 0x0008_b005, + 0x0037_10c1, + 0x002f_903b, + 0x0032_9287, + 0x0028_d061, + 0x002b_d107, + 0x0017_f04f, + 0x001c_9095, + 0x0019_102b, + 0x000d_f02b, + 0x001f_302b, + 0x0015_b11b, + 0x000a_3067, + 0x001c_d095, + 0x0014_b10d, + 0x001d_300d, + 0x001c_110f, + 0x0006_b01d, + 0x003f_5265, + 0x0016_f0c5, + 0x0017_b119, + 0x0017_50b5, + 0x0050_30bf, + 0x000d_300d, + 0x0028_3241, + 0x004d_50c7, + 0x0035_90c7, + 0x0022_d1f7, + 0x0032_b2e3, + 0x0028_d005, + 0x0026_91a5, + 0x0025_f01f, + 0x0008_3067, + 0x0028_d1bb, + 0x0026_911b, + 0x0010_f053, + 0x0022_3137, + 0x000b_f00d, + 0x0033_52cf, + 0x0039_7035, + 0x001a_3101, + 0x0032_9175, + 0x0015_d0ad, + 0x0033_b0ad, + 0x0013_90a7, + 0x0009_d025, + 0x0028_70c1, + 0x002f_5133, + 0x0048_b06b, + 0x000b_3005, + 0x000f_1089, + 0x002a_5277, + 0x0019_1097, + 0x001f_70a3, + 0x002d_726b, + 0x0001_f017, + 0x0018_5175, + 0x0009_d02b, + 0x0031_d1a3, + 0x0025_70fb, + 0x0027_70e3, + 0x0031_31fd, + 0x002a_50e5, + 0x001c_f0ef, + 0x0040_902f, + 0x0023_90b3, + 0x0009_7095, + 0x0018_d0ef, + 0x0026_b067, + 0x0026_5241, + 0x0033_d2e3, + 0x0022_d167, + 0x0071_f2b3, + 0x0019_104f, + 0x0028_7003, + 0x0006_504f, + 0x0017_5005, + 0x001f_30a7, + 0x000c_7089, + 0x000b_f065, + 0x0038_f00d, + 0x003f_b2f5, + 0x0002_f00d, + 0x0033_b101, + 0x0009_7049, + 0x000f_102b, + 0x004a_333d, + 0x0011_503b, + 0x0020_b1eb, + 0x0016_f0e3, + 0x0020_b11b, + 0x0022_d01f, + 0x0060_d5b3, + 0x0037_7313, + 0x000c_7097, + 0x0029_315d, + 0x000e_f065, + 0x002a_1293, + 0x000c_1043, + 0x0010_f0e5, + 0x0029_51c9, + 0x000e_f0df, + 0x0035_521d, + 0x006f_1175, + 0x002e_f151, + 0x0028_d047, + 0x0003_5017, + 0x0006_b029, + 0x0012_500d, + 0x0030_110d, + 0x0002_f005, + 0x002f_91bb, + 0x0010_d0e5, + 0x0021_d0ad, + 0x000d_f0c7, + 0x0037_3115, + 0x001a_5043, + 0x0017_b025, + 0x0017_5005, + 0x001a_5065, + 0x000b_5095, + 0x000b_3061, + 0x000c_5083, + 0x0008_3035, + 0x001c_107f, + 0x0025_f107, + 0x001d_30ef, + 0x001d_3107, + 0x0005_9049, + 0x0013_90bf, + 0x0019_10c7, + 0x0059_91cf, + 0x0002_9017, + 0x0016_110d, + 0x0028_30e9, + 0x0016_1139, + 0x0006_5061, + 0x0017_b08b, + 0x001f_710f, + 0x003c_7005, + 0x0036_d06d, + 0x000d_f01f, + 0x0021_d0bf, + 0x000b_5097, + 0x004a_9065, + 0x0001_d017, + 0x001f_318d, + 0x0013_3059, + 0x0028_1259, + 0x0028_7029, + 0x0004_9025, + 0x000c_1083, + 0x0013_30b5, + 0x000c_5029, + 0x0013_9125, + 0x0009_5003, + 0x001f_d167, + 0x0035_50e5, + 0x0005_9017, + 0x002d_d007, + 0x0035_90f1, + 0x004f_f301, + 0x002b_d08b, + 0x003b_331d, + 0x0015_10b5, + 0x000b_306b, + 0x002a_b191, + 0x0028_7223, + 0x0011_b08b, + 0x0009_7005, + 0x000d_f09d, + 0x0011_50d3, + 0x001f_700b, + 0x001a_f061, + 0x000e_50d3, + 0x001c_9029, + 0x0026_b241, + 0x000d_f00b, + 0x001c_f185, + 0x0013_d0e3, + 0x0012_5107, + 0x001b_b0e5, + 0x001f_d1a5, + 0x0028_7281, + 0x001d_f167, + 0x003a_931d, + 0x001f_d005, + 0x001b_100d, + 0x000a_703b, + 0x0015_d025, + 0x0028_31e7, + 0x001c_d133, + 0x0008_900b, + 0x000b_3029, + 0x0030_1259, + 0x0016_f139, + 0x001c_d00d, + 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0x001f_713d, + 0x0014_b13d, + 0x001c_f005, + 0x001c_909d, + 0x0042_733d, + 0x0010_1071, + 0x0011_b043, + 0x000f_1005, + 0x0033_5265, + 0x0015_b08b, + 0x000f_1007, + 0x000c_1053, + 0x0030_51cd, + 0x0039_709d, + 0x0018_504f, + 0x0018_d025, + 0x000b_3013, + 0x0004_f01d, + 0x001a_5083, + 0x003c_b377, + 0x000a_d053, + 0x001c_1199, + 0x0033_b1b1, + 0x0025_11d3, + 0x000a_707f, + 0x005e_700b, + 0x0021_d10f, + 0x0034_71a3, + 0x0037_322d, + 0x001d_f071, + 0x003a_d017, + 0x003f_106d, + 0x004a_9419, + 0x0014_b0fb, + 0x0023_90c5, + 0x0037_101f, + 0x0016_707f, + 0x0044_5017, + 0x0028_702b, + 0x000c_1025, + 0x000e_9035, + 0x0019_10f1, + 0x0025_f1bb, + 0x001d_f1a3, + 0x0020_b061, + 0x003d_12bd, + 0x0006_b049, + 0x002e_303d, + 0x0019_9107, + 0x0035_510d, + 0x0021_d1c1, + 0x001e_702f, + 0x000e_300d, + 0x0045_5059, + 0x0045_d2c5, + 0x0025_90c5, + 0x000b_5035, + 0x000f_b03b, + 0x0064_7083, + 0x0017_5125, + 0x0009_5025, + 0x006a_100d, + 0x0015_110d, + 0x0028_10d3, + 0x0032_914b, + 0x001a_51a3, + 0x0013_90a3, + 0x0006_5059, + 0x0015_d119, + 0x006d_f371, + 0x0007_f067, + 0x000b_5035, + 0x0009_d065, + 0x0006_d00d, + 0x0018_d0fb, + 0x0004_f043, + 0x000c_507f, + 0x000f_b0bf, + 0x0010_7095, + 0x0011_5047, + 0x001c_1035, + 0x001c_910f, + 0x0031_3025, + 0x0005_3035, + 0x0017_5029, + 0x0017_f095, + 0x0008_306b, + 0x0004_3005, + 0x0010_f0c5, + 0x002e_31a5, + 0x001d_f00d, + 0x0013_706d, + 0x000b_50a3, + 0x000f_b02f, + 0x001d_3139, + 0x0014_b06d, + 0x0058_149d, + 0x0051_b41b, + 0x000d_f049, + 0x0010_d03b, + 0x000b_3083, + 0x0028_1139, + 0x001f_3065, + 0x0004_301d, + 0x002b_31bb, + 0x002c_5133, + 0x0010_7067, + 0x0017_b097, + 0x006b_b0b5, + 0x0006_d00b, + 0x001c_d18d, + 0x000c_7035, + 0x000a_3007, + 0x0028_d029, + 0x0025_f047, + 0x0042_72e3, + 0x0013_30b5, + 0x001c_f0ad, + 0x000f_1083, + 0x0024_b1bb, + 0x0003_d029, + 0x003e_5065, + 0x0023_b167, + 0x003d_f3d1, + 0x000f_b067, + 0x002d_71e7, + 0x0002_f01d, + 0x0026_b269, + 0x000f_b0a7, + 0x0016_7025, + 0x0026_513d, + 0x0017_f0e9, + 0x0021_d1a5, + 0x0008_b06b, + 0x001c_909d, + 0x0025_f011, + 0x002c_f11b, + 0x002f_91a3, + 0x0013_708b, + 0x002f_510f, + 0x002f_91cd, + 0x0018_d06d, + 0x0017_b017, + 0x0025_f185, + 0x0025_710d, + 0x003a_12a5, + 0x003a_9101, + 0x001b_70b5, + 0x0011_50b3, + 0x000f_b07f, + 0x0025_9083, + 0x0029_3119, + 0x0004_9043, + 0x0006_5053, + 0x0026_b241, + 0x0069_d4d5, + 0x0012_5005, + 0x0014_b119, + 0x0025_7139, + 0x001a_5199, + 0x0026_50e5, + 0x0046_3137, + 0x0044_521d, + 0x0002_5005, + 0x0032_91eb, + 0x001b_1065, + 0x0011_b097, + 0x003f_d185, + 0x0045_5277, + 0x0005_9005, + 0x000f_10b3, + 0x0017_500b, + 0x0003_d03b, + 0x0039_70c1, + 0x0016_f03d, + 0x002b_314b, + 0x007e_b425, + 0x001f_d107, + 0x000e_9049, + 0x001a_f00d, + 0x001c_d00d, + 0x0016_700d, + 0x000e_90ad, + 0x0042_72d7, + 0x0035_f1c1, + 0x001b_70ad, + 0x000a_d071, + 0x000d_f06b, + 0x0002_900d, + 0x0023_315d, + 0x0006_5005, + 0x0009_d029, + 0x000a_7067, + 0x0004_7005, + 0x0018_5107, + 0x0016_f025, + 0x0027_703d, + 0x001b_7029, + 0x0013_d04f, + 0x0036_d223, + 0x000c_109d, + 0x0026_9191, + 0x0006_500d, + 0x001d_f071, + 0x0006_702b, + 0x0002_f00d, + 0x0023_b0e3, + 0x0008_9013, + 0x0004_f035, + 0x001f_3175, + 0x000d_3025, + 0x001d_f003, + 0x002a_5125, + 0x0012_50e5, + 0x0024_1035, + 0x000e_f06b, + 0x001b_b0ad, + 0x0029_320b, + 0x0002_5011, + 0x000c_1053, + 0x0021_d17f, + 0x003f_51b1, + 0x0022_d0c5, + 0x002d_d2a5, + 0x003c_715d, + 0x0062_318d, + 0x0007_1059, + 0x0008_b00d, + 0x0024_11f3, + 0x0028_3281, + 0x000e_f049, + 0x001f_701d, + 0x0004_7025, + 0x0007_f02b, + 0x0018_d01d, + 0x0006_502f, + 0x0067_9581, + 0x001f_3005, + 0x000d_3035, + 0x001b_b119, + 0x0032_90e9, + 0x003a_d2a1, + 0x001c_1115, + 0x000b_f025, + 0x0016_f03b, + 0x0011_b059, + 0x0008_9049, + 0x0009_7059, + 0x0017_f01d, + 0x0010_f03b, + 0x0059_f4bd, + 0x0006_703b, + 0x001d_f035, + 0x0024_b071, + 0x0013_d115, + 0x0025_f097, + 0x0013_d03d, + 0x0022_d1b7, + 0x0048_1029, + 0x0010_d097, + 0x0045_d133, + 0x0023_917b, + 0x000a_d06d, + 0x0011_90b5, + 0x000b_f03b, + 0x001c_9065, + 0x0031_30e9, + 0x001d_3151, + 0x0011_501f, + 0x001a_3185, + 0x0014_b0ef, + 0x0010_f0c5, + 0x001a_3071, + 0x0016_107f, + 0x000e_504f, + 0x001f_d17f, + 0x0004_3029, + 0x0011_508b, + 0x0025_1107, + 0x0022_d1df, + 0x0030_523b, + 0x0050_32b3, + 0x002d_d115, + 0x0033_5061, + 0x0006_b029, + 0x0005_9049, + 0x0058_10b5, + 0x000d_f035, + 0x000a_d08b, + 0x0008_3013, + 0x0017_f139, + 0x0035_50e9, + 0x0037_307f, + 0x0010_d09d, + 0x000f_101f, + 0x000f_1059, + 0x0002_500d, + 0x0028_7175, + 0x0004_7011, + 0x0014_b06d, + 0x0009_d025, + 0x000f_1067, + 0x001a_f15d, + 0x000e_508b, + 0x0016_1137, + 0x000e_9029, + 0x0055_1175, + 0x001c_115b, + 0x001d_310f, + 0x001a_316f, + 0x0029_520b, + 0x0012_5049, + 0x0029_5185, + 0x000d_f02b, + 0x0021_d035, + 0x0007_1059, + 0x0007_f011, + 0x000a_306b, + 0x0020_b097, + 0x0042_50c1, + 0x0032_9251, + 0x0016_70c5, + 0x003f_526b, + 0x000f_b00d, + 0x0006_b059, + 0x0026_9259, + 0x0010_f0c7, + 0x0035_50df, + 0x0017_5115, + 0x0044_5407, + 0x000b_303d, + 0x002e_3095, + 0x000f_b0a7, + 0x001c_1059, + 0x0059_3125, + 0x0016_114b, + 0x0028_3125, + 0x0025_1151, + 0x0010_f0ef, + 0x0025_f1af, + 0x0035_f0e3, + 0x0043_f04f, + 0x001c_900d, + 0x0042_d17b, + 0x0019_1115, + 0x001a_3161, + 0x0012_5095, + 0x003c_b043, + 0x0011_90c1, + 0x0016_102f, + 0x0049_32ef, + 0x002a_1083, + 0x0011_910d, + 0x0025_900d, + 0x0030_5191, + 0x0012_5025, + 0x0022_3101, + 0x003a_d0c5, + 0x003b_9049, + 0x0004_901d, + 0x0035_518d, + 0x0015_1097, + 0x0020_b0c5, + 0x0013_909d, + 0x0021_d137, + 0x000f_b09d, + 0x0015_10c5, + 0x000c_104f, + 0x0016_7161, + 0x0032_b305, + 0x0027_701d, + 0x0006_b049, + 0x0008_b01f, + 0x000f_100d, + 0x0015_d03d, + 0x0022_3185, + 0x0011_50ef, + 0x0033_b10f, + 0x0042_d1df, + 0x0009_508b, + 0x001c_f175, + 0x0002_500d, + 0x0008_b007, + 0x001b_7115, + 0x002b_d119, + 0x0019_101d, + 0x001c_d0e9, + 0x0008_302f, + 0x0005_9049, + 0x002a_106b, + 0x002d_d005, + 0x000b_3049, + 0x0017_511b, + 0x000b_f043, + 0x0008_901d, + 0x000a_d03b, + 0x0018_d175, + 0x0013_7005, + 0x000b_f00d, + 0x0020_b13d, + 0x0025_9209, + 0x0013_d01f, + 0x0023_90d3, + 0x0006_7029, + 0x0023_90a3, + 0x0013_9083, + 0x001f_30ad, + 0x0004_f047, + 0x001c_114b, + 0x000b_f0a3, + 0x0023_b03d, + 0x001b_b08b, + 0x0017_5095, + 0x0082_9649, + 0x0044_f3d7, + 0x0043_f061, + 0x0014_b025, + 0x0027_720b, + 0x0029_301f, + 0x001c_1071, + 0x001b_70df, + 0x0002_b013, + 0x0005_9043, + 0x000c_100d, + 0x000f_b0b3, + 0x0013_903b, + 0x0003_500d, + 0x0014_b09d, + 0x0024_b043, + 0x0007_1053, + 0x001c_90ef, + 0x0018_d03b, + 0x002e_f1cf, + 0x0035_9089, + 0x001c_f0f1, + 0x0012_5011, + 0x0011_90df, + 0x0020_901f, + 0x0023_b01d, + 0x0010_d065, + 0x002f_500d, + 0x0010_d0ad, + 0x0023_b17b, + 0x0010_f053, + 0x0009_503d, + 0x0017_50e5, + 0x0001_300b, + 0x0007_f059, + 0x002b_d09d, + 0x0033_b22d, + 0x0018_5013, + 0x000c_507f, + 0x0008_3049, + 0x0029_5097, + 0x001f_d017, + 0x0023_9209, + 0x0064_93e5, + 0x001f_d013, + 0x000c_506b, + 0x0011_50a7, + 0x0009_7095, + 0x0031_306b, + 0x0009_5003, + 0x000a_d043, + 0x0029_525f, + 0x0025_902f, + 0x001a_f0f1, + 0x0048_b38f, + 0x0017_5043, + 0x001c_f09d, + 0x001d_30ad, + 0x0038_f0ef, + 0x000f_10b5, + 0x001a_5061, + 0x0018_5133, + 0x0025_11eb, + 0x0019_1035, + 0x0016_702b, + 0x0042_510d, + 0x001c_9011, + 0x0011_902b, + 0x0024_115b, + 0x0006_d053, + 0x0019_9035, + 0x0003_b013, + 0x0012_5035, + 0x0006_b01f, + 0x0028_11eb, + 0x0008_9025, + 0x0025_f0d3, + 0x0023_91f3, + 0x001b_115d, + 0x0000_d007, + 0x001e_70d3, + 0x0029_522d, + 0x0010_d071, + 0x0023_3083, + 0x0033_7209, + 0x000b_f061, + 0x003c_b0df, + 0x0008_b01d, + 0x0004_9011, + 0x001f_30fb, + 0x003d_7295, + 0x000f_10e5, + 0x0006_701d, + 0x0008_b01f, + 0x0025_f01f, + 0x0001_300b, + 0x0029_31df, + 0x0010_103d, + 0x0007_f005, + 0x0017_50e3, + 0x0025_f0a3, + 0x0006_5059, + 0x001f_300d, + 0x000c_102b, + 0x0006_5029, + 0x0016_113d, + 0x0001_d005, + 0x0024_b151, + 0x002d_7083, + 0x002a_b167, + 0x000d_f00d, + 0x0032_b0df, + 0x0022_3125, + 0x0013_902b, + 0x0040_92ef, + 0x0015_b02b, + 0x0016_70a3, + 0x0027_71d3, + 0x001f_d1f7, + 0x000e_f0e5, + 0x002e_f0ef, + 0x000e_5005, + 0x0024_b059, + 0x0018_5005, + 0x0032_9269, + 0x004b_d06b, + 0x0006_502b, + 0x0025_f1b7, + 0x003c_7293, + 0x0035_f2ab, + 0x000e_3005, + 0x0029_320b, + 0x0025_71b1, + 0x0024_b10f, + 0x0015_10ef, + 0x0012_5025, + 0x0012_506d, + 0x0017_501d, + 0x002e_314b, + 0x004c_7305, + 0x002b_d23b, + 0x000d_f007, + 0x000a_d053, + 0x0018_5005, + 0x0033_5283, + 0x0003_d005, + 0x0024_10e5, + 0x001c_d011, + 0x0011_9061, + 0x001a_5097, + 0x003d_735b, + 0x0027_715b, + 0x0028_7259, + 0x003f_13c7, + 0x0021_d0df, + 0x000e_900d, + 0x0048_12a5, + 0x0022_3065, + 0x0026_51bb, + 0x0037_1281, + 0x0039_722d, + 0x002f_5095, + 0x0012_5061, + 0x003e_53d7, + 0x001c_106b, + 0x0011_500b, + 0x000f_b00d, + 0x000b_f07f, + 0x000d_f035, + 0x0017_501f, + 0x001a_30b3, + 0x003a_92ab, + 0x000a_7013, + 0x0021_d0df, + 0x0033_717b, + 0x000c_5065, + 0x002d_d139, + 0x002a_102f, + 0x001f_d067, + 0x0064_722d, + 0x0018_515b, + 0x003d_71bb, + 0x002a_b125, + 0x001b_115b, + 0x001c_9025, + 0x001b_1025, + 0x0011_b0e3, + 0x000d_f065, + 0x000a_308b, + 0x000d_30ad, + 0x002e_30d3, + 0x003e_5329, + 0x001d_f0e9, + 0x000a_d01d, + 0x0025_f1a5, + 0x000f_10c5, + 0x000c_502f, + 0x0033_b1cd, + 0x001e_b17b, + 0x001b_7101, + 0x0010_10e3, + 0x001a_3095, + 0x0064_95cb, + 0x0033_715d, + 0x0001_d00d, + 0x002b_31c9, + 0x001b_70c7, + 0x0010_f0c7, + 0x0043_f313, + 0x0060_d175, + 0x0017_b167, + 0x0005_9007, + 0x0041_b09d, + 0x005d_5287, + 0x0030_115b, + 0x0013_d02f, + 0x0011_901d, + 0x0023_30ef, + 0x0015_d125, + 0x0033_d18d, + 0x0004_700d, + 0x0013_3083, + 0x0025_1083, + 0x0010_1017, + 0x0005_9005, + 0x001b_b0a3, + 0x0007_f005, + 0x0022_3191, + 0x003f_51f3, + 0x0015_10e9, + 0x0004_303b, + 0x001d_f0bf, + 0x0050_332b, + 0x0042_51cf, + 0x0011_50c5, + 0x0020_90a3, + 0x0023_30f1, + 0x004f_d3b3, + 0x0032_91b1, + 0x0022_30c5, + 0x000e_3071, + 0x000a_7097, + 0x001c_d0fb, + 0x002a_5061, + 0x000b_30a3, + 0x003a_133b, + 0x0018_500b, + 0x0033_70e5, + 0x000f_b0a7, + 0x0017_b011, + 0x0004_7017, + 0x0026_9049, + 0x0026_51cd, + 0x001a_3097, + 0x0010_f097, + 0x000f_108b, + 0x0009_503b, + 0x001d_30df, + 0x000c_5089, + 0x000a_7061, + 0x000c_503d, + 0x001d_3005, + 0x0010_70df, + 0x000d_30bf, + 0x0028_70e5, + 0x0016_f133, + 0x000f_b0c1, + 0x000b_5097, + 0x000b_5007, + 0x001a_f0bf, + 0x0016_10d3, + 0x001f_d199, + 0x0015_b0a3, + 0x0017_f029, + 0x0009_d061, + 0x0019_1035, + 0x0011_50e5, + 0x0030_5095, + 0x0007_106b, + 0x004b_d15d, + 0x0037_1097, + 0x0016_1005, + 0x003b_3257, + 0x0040_f185, + 0x000e_50c7, + 0x0032_b04f, + 0x001b_70df, + 0x0017_5049, + 0x0026_923b, + 0x0037_702f, + 0x000e_f071, + 0x0031_d151, + 0x001e_b11b, + 0x000b_f03d, + 0x0031_31f3, + 0x0043_f0b5, + 0x000e_5095, + 0x0035_b089, + 0x0011_9089, + 0x0015_10c5, + 0x0013_d007, + 0x0008_b061, + 0x000b_5053, + 0x0018_d107, + 0x000b_306d, + 0x0013_90df, + 0x000c_70bf, + 0x0025_715b, + 0x0006_501d, + 0x0017_5025, + 0x0006_5029, + 0x001d_f0e3, + 0x0015_b017, + 0x000e_f049, + 0x000a_d03d, + 0x0035_506d, + 0x0026_5067, + 0x000f_100d, + 0x0017_50a7, + 0x0011_50a3, + 0x0028_1277, + 0x0033_5269, + 0x0006_b00d, + 0x0031_d119, + 0x0011_9017, + 0x0009_5049, + 0x0035_b2c5, + 0x000c_702f, + 0x0016_f065, + 0x000c_102b, + 0x0043_f2cf, + 0x0021_d059, + 0x0004_9005, + 0x0025_90c5, + 0x0025_100d, + 0x0032_b199, + 0x000e_508b, + 0x0028_703d, + 0x0002_f005, + 0x0051_143f, + 0x0008_b017, + 0x000c_1007, + 0x000e_506d, + 0x000c_10ad, + 0x0011_b0ad, + 0x0016_f11b, + 0x0002_900d, + 0x000a_d06b, + 0x0006_b005, + 0x001e_7029, + 0x0025_71f3, + 0x0006_5007, + 0x0003_5013, + 0x0033_b2f5, + 0x0003_d005, + 0x0019_90c5, + 0x002c_f17f, + 0x0009_d02f, + 0x0034_72d7, + 0x002c_f07f, + 0x0038_f33b, + 0x001d_f139, + 0x0035_5005, + 0x0022_d043, + 0x000c_1059, + 0x001e_b09d, + 0x003c_b061, + 0x001c_d199, + 0x0011_9013, + 0x000e_f061, + 0x002a_b16f, + 0x0016_108b, + 0x002c_50ef, + 0x0011_b04f, + 0x0041_b0c5, + 0x0016_107f, + 0x0008_9053, + 0x0033_50c7, + 0x0035_5259, + 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0x0018_50a3, + 0x001f_703b, + 0x0009_500b, + 0x0037_100d, + 0x001e_b1e7, + 0x001e_7167, + 0x0028_111b, + 0x0013_3101, + 0x003c_b1e7, + 0x0002_b007, + 0x000a_3089, + 0x0009_5013, + 0x002a_1067, + 0x0028_317b, + 0x001a_5115, + 0x0017_b013, + 0x0018_d185, + 0x000c_50a7, + 0x0013_70fb, + 0x0030_1293, + 0x0026_916f, + 0x0044_f2ef, + 0x0010_f089, + 0x001d_30e9, + 0x003a_d0d3, + 0x002f_9035, + 0x003f_b18d, + 0x001c_1199, + 0x0008_b025, + 0x0010_101d, + 0x0029_306b, + 0x0006_b007, + 0x000b_f011, + 0x001c_d0e3, + 0x0026_b083, + 0x001f_d017, + 0x0025_f107, + 0x0019_104f, + 0x002a_10c1, + 0x0013_30e3, + 0x0055_11e7, + 0x0011_500d, + 0x003d_7397, + 0x0033_501d, + 0x000a_d02f, + 0x001b_b059, + 0x0025_71bb, + 0x0035_f26b, + 0x0017_f059, + 0x000c_7067, + 0x0025_9101, + 0x0051_1107, + 0x0017_b0d3, + 0x002f_92c5, + 0x0017_5119, + 0x0004_9003, + 0x001d_f137, + 0x0016_7059, + 0x0020_90c5, + 0x0006_7043, + 0x0030_10fb, + 0x0010_1011, + 0x0023_b1cf, + 0x0032_b287, + 0x0017_f10f, + 0x0016_1053, + 0x0013_3029, + 0x0019_9115, + 0x000b_50b3, + 0x000f_1003, + 0x0030_50e9, + 0x001c_10e3, + 0x0018_5101, + 0x0018_50e9, + 0x000f_b011, + 0x001a_301d, + 0x003f_b329, + 0x0026_525f, + 0x0028_30ef, + 0x000f_b0ef, + 0x0076_103d, + 0x0039_72e3, + 0x000a_300b, + 0x002c_5053, + 0x005f_b10d, + 0x0042_d3fd, + 0x0062_3005, + 0x000f_b06d, + 0x0015_b02b, + 0x000e_f01d, + 0x001f_3167, + 0x002c_f16f, + 0x003a_915d, + 0x0024_1115, + 0x000d_f065, + 0x0051_13e5, + 0x000c_70c5, + 0x0008_3017, + 0x000e_30b5, + 0x0019_103d, + 0x001a_30f1, + 0x0026_90fb, + 0x0000_d003, + 0x0017_f17b, + 0x0020_b1fd, + 0x0030_52a5, + 0x0016_706d, + 0x0037_1025, + 0x0021_d1fd, + 0x0012_502f, + 0x0010_10df, + 0x000f_102b, + 0x0042_7013, + 0x0037_3257, + 0x0016_7029, + 0x0009_d049, + 0x005d_10ef, + 0x001c_d10f, + 0x002d_7047, + 0x000f_100d, + 0x001e_b06b, + 0x000c_70c1, + 0x0029_5049, + 0x0002_9007, + 0x001f_d049, + 0x0028_7125, + 0x001b_b125, + 0x0011_50fb, + 0x0025_100d, + 0x002e_f083, + 0x0006_503b, + 0x0050_b313, + 0x001a_3059, + 0x000e_50e3, + 0x0013_d02b, + 0x0002_900d, + 0x0001_7013, + 0x0006_b00b, + 0x0023_b01d, + 0x0009_503d, + 0x002f_515d, + 0x0003_d00b, + 0x0028_d1eb, + 0x0011_908b, + 0x001d_f061, + 0x0019_10ef, + 0x0010_10a7, + 0x001c_9185, + 0x0016_1133, + 0x0006_1043, + 0x001b_1005, + 0x000a_7089, + 0x000e_30b5, + 0x000e_3005, + 0x001c_f0c1, + 0x0006_b067, + 0x000b_f07f, + 0x000e_906b, + 0x008f_95f3, + 0x0030_510d, + 0x000d_f01d, + 0x0010_d029, + 0x001d_3029, + 0x0007_f005, + 0x0021_d07f, + 0x0023_b223, + 0x0010_107f, + 0x0010_f0c1, + 0x003f_d0df, + 0x0030_1139, + 0x0020_b095, + 0x000a_7011, + 0x000e_90c1, + 0x001a_3083, + 0x0020_b0c7, + 0x0007_f00d, + 0x0026_b0e5, + 0x0008_3047, + 0x0026_9101, + 0x0005_3011, + 0x0006_b053, + 0x0021_d119, + 0x0019_90ad, + 0x002f_52b3, + 0x001b_1083, + 0x002b_d083, + 0x0024_1209, + 0x0018_5167, + 0x000e_308b, + 0x0038_f199, + 0x0007_f00d, + 0x0030_10b3, + 0x000e_50b5, + 0x001e_7029, + 0x0023_90e9, + 0x0022_d0c5, + 0x0026_516f, + 0x003b_301f, + 0x0005_902f, + 0x0019_117f, + 0x003a_1281, + 0x000d_3043, + 0x002d_d0a3, + 0x0018_5007, + 0x0009_5005, + 0x0026_90a7, + 0x0009_700d, + 0x000b_f01f, + 0x0011_5029, + 0x0017_b139, + 0x002a_113d, + 0x001f_709d, + 0x0015_d10d, + 0x0010_70df, + 0x0009_503d, + 0x001c_10b3, + 0x001e_b005, + 0x0028_d137, + 0x0002_b029, + 0x0017_5071, + 0x0032_91d3, + 0x003b_909d, + 0x0060_7293, + 0x002d_d11b, + 0x0025_1005, + 0x0025_9043, + 0x001c_107f, + 0x0011_5025, + 0x0025_10c5, + 0x004c_f0a7, + 0x001a_f0e5, + 0x001a_5007, + 0x0026_510f, + 0x0022_d1e7, + 0x0013_7049, + 0x0024_10d3, + 0x003f_d335, + 0x0037_1049, + 0x0022_d0c5, + 0x001e_b17f, + 0x0025_f259, + 0x003e_5101, + 0x0039_70e3, + 0x0024_b025, + 0x004e_117b, + 0x0023_3191, + 0x0010_f0e9, + 0x0011_900b, + 0x000a_706b, + 0x0001_f013, + 0x000f_b061, + 0x0028_109d, + 0x000c_10a3, + 0x0035_b067, + 0x0015_d09d, + 0x0026_50ad, + 0x001b_104f, + 0x000b_f01f, + 0x0052_725f, + 0x0008_b005, + 0x0007_f02f, + 0x0033_7239, + 0x0010_d061, + 0x000a_3005, + 0x000e_30c7, + 0x0002_5003, + 0x000e_50b3, + 0x000f_b02f, + 0x0037_1241, + 0x0015_d0c5, + 0x0052_9377, + 0x001f_3025, + 0x0019_900d, + 0x0022_3133, + 0x0035_52d7, + 0x0018_516f, + 0x0014_b0a3, + 0x001b_10c1, + 0x0041_90d3, + 0x005a_d3fd, + 0x0035_f26b, + 0x0009_706d, + 0x0006_d005, + 0x0010_70a3, + 0x000c_700b, + 0x0006_7005, + 0x0059_9005, + 0x0003_d013, + 0x0008_9047, + 0x004c_d047, + 0x000a_d025, + 0x003d_71c9, + 0x000c_7049, + 0x002e_f0bf, + 0x0008_902b, + 0x002f_9025, + 0x0019_1053, + 0x0007_1035, + 0x001e_b017, + 0x0008_b061, + 0x001f_30a3, + 0x001a_f0d3, + 0x0001_d017, + 0x000b_500d, + 0x0001_d005, + 0x003c_7083, + 0x0013_d06d, + 0x001b_7095, + 0x0005_900d, + 0x0008_9049, + 0x001c_90df, + 0x0004_701f, + 0x001a_502b, + 0x001c_901d, + 0x0030_52ef, + 0x0010_d065, + 0x0002_f007, + 0x0013_9119, + 0x0013_30df, + 0x0015_d0df, + 0x003b_3397, + 0x0038_f0b5, + 0x001e_b15d, + 0x0010_d08b, + 0x001e_b09d, + 0x0006_1053, + 0x0018_50c7, + 0x0018_d0a3, + 0x0051_54cd, + 0x0001_100d, + 0x0033_d02b, + 0x0003_d025, + 0x001f_314b, + 0x002e_3017, + 0x0046_30bf, + 0x001a_3043, + 0x002a_b21d, + 0x0003_d01d, + 0x003a_d24b, + 0x000e_3025, + 0x0036_d10d, + 0x0010_1047, + 0x001b_715b, + 0x002a_1005, + 0x0042_7083, + 0x001f_d139, + 0x0028_70c5, + 0x001f_310d, + 0x0004_9025, + 0x002a_500d, + 0x0029_50b3, + 0x000e_908b, + 0x0011_b0ef, + 0x0028_d239, + 0x0048_b101, + 0x0011_b0b5, + 0x0017_f133, + 0x0013_3089, + 0x0006_100d, + 0x0013_d047, + 0x0034_7065, + 0x0015_d071, + 0x0017_b0ef, + 0x002f_9283, + 0x001a_3029, + 0x0005_3049, + 0x0011_b0ad, + 0x0028_d0b5, + 0x002b_3095, + 0x0008_3061, + 0x0020_b161, + 0x0012_5089, + 0x0025_10e3, + 0x0019_914b, + 0x001b_716f, + 0x001e_702b, + 0x002a_b25f, + 0x001a_5065, + 0x001c_1167, + 0x000d_306d, + 0x0024_b005, + 0x0008_b00d, + 0x001a_50ef, + 0x007e_b305, + 0x0035_f2dd, + 0x000e_90ad, + 0x001c_d025, + 0x0005_304f, + 0x0022_306d, + 0x0018_5025, + 0x001c_d10f, + 0x0019_904f, + 0x0007_f01d, + 0x0035_524b, + 0x0009_7095, + 0x000b_f08b, + 0x0006_100d, + 0x002c_5241, + 0x0025_f02b, + 0x0019_9071, + 0x0008_b065, + 0x001a_f065, + 0x0017_f065, + 0x003e_517b, + 0x0004_f03b, + 0x001d_30a3, + 0x0008_3071, + 0x0041_b025, + 0x0014_b10d, + 0x0022_d03d, + 0x0044_9397, + 0x0018_d065, + 0x002c_5029, + 0x0016_f101, + 0x0010_d097, + 0x0007_1053, + 0x0025_1049, + 0x0013_900d, + 0x000b_50b3, + 0x0007_104f, + 0x0009_d089, + 0x0031_3029, + 0x002a_5277, + 0x004a_3071, + 0x004a_3259, + 0x0006_1003, + 0x0041_93b3, + 0x0028_10bf, + 0x0034_713d, + 0x0055_1425, + 0x0041_b175, + 0x003b_33a9, + 0x0037_102b, + 0x0003_502b, + 0x006a_31af, + 0x000c_501d, + 0x0006_500b, + 0x0006_b059, + 0x0010_10e5, + 0x0023_90e9, + 0x0044_33d1, + 0x0023_310f, + 0x000a_d097, + 0x001c_d0e5, + 0x001a_5013, + 0x0008_303b, + 0x0011_b115, + 0x0010_70b5, + 0x001b_7107, + 0x0007_f00d, + 0x001b_118d, + 0x001b_7191, + 0x0040_70a3, + 0x0038_b065, + 0x0002_5017, + 0x001b_b029, + 0x002e_323b, + 0x001c_114b, + 0x001c_d10f, + 0x0013_903b, + 0x002f_910d, + 0x004a_9449, + 0x0013_9047, + 0x0016_7125, + 0x0010_f011, + 0x0035_f0a7, + 0x003a_d1a5, + 0x000c_10a3, + 0x0016_f06d, + 0x0022_30a7, + 0x002a_b107, + 0x001f_d1eb, + 0x002e_3089, + 0x0026_51fd, + 0x000d_3065, + 0x001c_9139, + 0x0042_701d, + 0x0030_5125, + 0x001c_d0c5, + 0x0004_3017, + 0x0004_7005, + 0x002e_7059, + 0x0026_b0b5, + 0x0011_b0e9, + 0x0005_300d, + 0x000a_d095, + 0x0026_b0bf, + 0x0026_91f7, + 0x0023_916f, + 0x0004_f011, + 0x0037_117f, + 0x0009_7065, + 0x0002_b00b, + 0x0004_302b, + 0x0010_d005, + 0x0035_f283, + 0x000b_501f, + 0x0010_7043, + 0x0025_90fb, + 0x0019_1151, + 0x008b_f125, + 0x000a_703d, + 0x000e_90d3, + 0x0026_5061, + 0x0037_7241, + 0x0004_3005, + 0x0035_b029, + 0x000e_f02f, + 0x000f_b013, + 0x0008_903b, + 0x0003_d029, + 0x0016_70c7, + 0x0009_7095, + 0x0029_509d, + 0x003d_f0ef, + 0x001d_31cd, + 0x001b_10f1, + 0x0011_b0ad, + 0x0029_507f, + 0x0000_d005, + 0x0017_b15b, + 0x0003_b01f, + 0x0013_910d, + 0x000a_3083, + 0x0067_f3fd, + 0x0025_111b, + 0x001f_71bb, + 0x0013_90bf, + 0x000b_f0b3, + 0x001a_f107, + 0x0040_f329, + 0x0049_d38b, + 0x000b_306d, + 0x0032_b2a5, + 0x0008_3017, + 0x003f_5013, + 0x001b_103b, + 0x001a_500d, + 0x003d_12a5, + 0x002a_5017, + 0x0017_f15d, + 0x000e_3065, + 0x0023_302f, + 0x001a_511b, + 0x002f_5059, + 0x0020_b011, + 0x0033_70d3, + 0x0004_9005, + 0x002c_f2c5, + 0x0084_135b, + 0x0005_903d, + 0x0016_101d, + 0x0019_1167, + 0x000a_709d, + 0x000a_d0a3, + 0x001c_d011, + 0x003a_d1d3, + 0x0013_7005, + 0x0013_d0f1, + 0x0013_703d, + 0x0015_b0e5, + 0x0017_506b, + 0x0009_500d, + 0x0002_b00b, + 0x0027_717b, + 0x0024_b09d, + 0x0002_f025, + 0x0019_9095, + 0x000b_507f, + 0x0025_f133, + 0x0001_1005, + 0x0014_b029, + 0x000a_d059, + 0x0049_3443, + 0x0023_901d, + 0x0010_d03b, + 0x001c_1175, + 0x0035_903d, + 0x0028_d257, + 0x0008_b01d, + 0x0013_7007, + 0x0013_9101, + 0x001c_10ad, + 0x0018_d025, + 0x0006_d029, + 0x0011_50bf, + 0x0002_b013, + 0x0037_3065, + 0x000c_701d, + 0x0024_107f, + 0x001a_5199, + 0x0046_906d, + 0x001b_10e9, + 0x0025_f21d, + 0x0017_b061, + 0x0017_f0a3, + 0x0013_d0fb, + 0x0009_5025, + 0x0011_503d, + 0x0012_509d, + 0x0015_b035, + 0x001b_103d, + 0x0024_b1b1, + 0x000c_5097, + 0x002a_5191, + 0x000b_5011, + 0x0008_b025, + 0x0018_50c1, + 0x0013_7125, + 0x0064_700d, + 0x0008_3017, + 0x002a_1007, + 0x001b_10c5, + 0x001b_1139, + 0x0011_5025, + 0x002e_31eb, + 0x0013_7005, + 0x0020_b1a5, + 0x000b_3089, + 0x0018_d15d, + 0x000e_f09d, + 0x000c_103b, + 0x0022_d01f, + 0x0037_306b, + 0x002d_707f, + 0x0005_300b, + 0x0012_5097, + 0x0006_7053, + 0x0026_b00b, + 0x000e_3043, + 0x000e_f005, + 0x0005_903d, + 0x0033_d0b3, + 0x0006_5043, + 0x0035_b0ef, + 0x0011_b0a3, + 0x0011_b035, + 0x003a_9139, + 0x001d_3005, + 0x001c_1047, + 0x0036_d22d, + 0x0023_30c7, + 0x000e_f06d, + 0x0010_7025, + 0x000f_106d, + 0x000e_f03d, + 0x000b_f089, + 0x001b_1115, + 0x0022_d119, + 0x002c_525f, + 0x0015_b139, + 0x0020_903d, + 0x0007_1067, + 0x0028_d18d, + 0x001a_5035, + 0x001f_3061, + 0x0023_b01d, + 0x0017_b0df, + 0x0040_f241, + 0x0008_9029, + 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0x0031_d17b, + 0x0025_700d, + 0x004d_54cf, + 0x0028_3047, + 0x001d_f107, + 0x001b_11a3, + 0x0019_9097, + 0x0035_90ad, + 0x0027_7137, + 0x0008_b06b, + 0x0037_1233, + 0x0026_5241, + 0x0013_709d, + 0x001c_f119, + 0x003d_f025, + 0x001e_b1c9, + 0x001c_10a7, + 0x001b_7029, + 0x000e_5065, + 0x0008_3007, + 0x0020_b059, + 0x0012_510f, + 0x0015_d02f, + 0x0038_f095, + 0x0030_5151, + 0x0006_5005, + 0x0022_d06b, + 0x000c_501f, + 0x0013_d017, + 0x001a_5007, + 0x004c_13cb, + 0x0018_500d, + 0x0025_f00b, + 0x001e_b1af, + 0x0035_b28d, + 0x001f_d03d, + 0x0005_3013, + 0x0029_5199, + 0x000a_300b, + 0x0013_303b, + 0x000d_f017, + 0x0011_502f, + 0x0042_d2bd, + 0x0011_910d, + 0x003d_136d, + 0x0016_1137, + 0x0020_9071, + 0x0020_b161, + 0x001d_3029, + 0x0012_510d, + 0x0020_907f, + 0x003b_33a9, + 0x002e_30c5, + 0x0032_926b, + 0x0056_5241, + 0x000c_500d, + 0x000b_3067, + 0x002e_700b, + 0x000e_30ad, + 0x0009_708b, + 0x0002_900d, + 0x000b_508b, + 0x002a_508b, + 0x003c_b283, + 0x002e_7251, + 0x0020_b0c1, + 0x0037_128d, + 0x0012_50fb, + 0x000f_b029, + 0x0015_b00d, + 0x0017_f071, + 0x001c_1133, + 0x0013_301f, + 0x0002_b025, + 0x0018_d067, + 0x000d_304f, + 0x0010_f10d, + 0x0003_d005, + 0x0023_30e5, + 0x0022_3161, + 0x000c_1003, + 0x0025_7025, + 0x0019_902f, + 0x000a_300b, + 0x0010_10b3, + 0x000d_f005, + 0x0013_900b, + 0x0011_5083, + 0x0032_b11b, + 0x0012_502f, + 0x003f_1071, + 0x001c_117f, + 0x0026_b107, + 0x0000_d003, + 0x0035_924b, + 0x0019_102b, + 0x0029_51f3, + 0x003c_7199, + 0x0029_51e7, + 0x0015_d15b, + 0x000b_f02f, + 0x0033_b257, + 0x0006_b00d, + 0x0008_9047, + 0x000e_30a3, + 0x0022_d02b, + 0x0032_922d, + 0x0018_5115, + 0x001c_1007, + 0x0008_3013, + 0x002b_d26b, + 0x001e_710d, + 0x0011_b07f, + 0x0004_301d, + 0x000b_f047, + 0x0003_b01d, + 0x0011_50b3, + 0x0028_325f, + 0x0020_b101, + 0x0026_9035, + 0x0011_906d, + 0x0023_30b5, + 0x003f_53c7, + 0x000a_d005, + 0x001e_b02f, + 0x0024_b1f7, + 0x000e_9061, + 0x0033_51b7, + 0x0014_b0e3, + 0x000e_308b, + 0x0013_302f, + 0x0010_7013, + 0x0015_d01f, + 0x0020_902b, + 0x000f_1059, + 0x0011_b0a3, + 0x0009_d04f, + 0x000e_f0d3, + 0x0009_5059, + 0x002b_d1c9, + 0x001c_f0d3, + 0x0001_f011, + 0x0020_91b1, + 0x0024_103d, + 0x001b_70c7, + 0x0016_1061, + 0x001a_3049, + 0x000c_5053, + 0x003f_1313, + 0x001c_f13d, + 0x0015_d01d, + 0x0035_b02b, + 0x0008_300d, + 0x002f_9175, + 0x0007_1053, + 0x0018_5065, + 0x0033_72e7, + 0x000a_7053, + 0x002a_10c5, + 0x0020_b067, + 0x001e_b053, + 0x000f_b00d, + 0x0017_b0fb, + 0x0020_9115, + 0x0040_9083, + 0x002f_521d, + 0x000b_508b, + 0x000f_b095, + 0x0022_3125, + 0x0034_7191, + 0x000e_9029, + 0x0010_103d, + 0x000f_b053, + 0x0037_1329, + 0x0031_d00b, + 0x0033_b22d, + 0x001b_1161, + 0x0008_904f, + 0x000e_f049, + 0x0037_3335, + 0x0028_11fd, + 0x002e_317b, + 0x0012_5115, + 0x001e_706b, + 0x0015_10a7, + 0x002f_5259, + 0x000e_5059, + 0x0041_b007, + 0x0009_700d, + 0x0006_702b, + 0x0016_707f, + 0x003a_d10f, + 0x0021_d061, + 0x0006_500d, + 0x000f_1097, + 0x0008_3053, + 0x0013_902b, + 0x0044_52bd, + 0x0029_51f3, + 0x0022_d059, + 0x000d_f0c1, + 0x0008_9011, + 0x0019_900d, + 0x0024_b02b, + 0x000c_502f, + 0x001b_71af, + 0x0018_d01f, + 0x0061_f00b, + 0x0008_b029, + 0x001d_f1bb, + 0x0009_500b, + 0x001c_90e9, + 0x0018_d0d3, + 0x0017_f175, + 0x000d_30c1, + 0x001e_700d, + 0x0031_31c1, + 0x0004_303d, + 0x0010_f005, + 0x0021_d071, + 0x0013_7097, + 0x000d_303b, + 0x0003_d01f, + 0x0019_10e9, + 0x0018_d0fb, + 0x0023_91bb, + 0x000b_5005, + 0x000e_f061, + 0x001b_1065, + 0x0030_101f, + 0x001d_f11b, + 0x0017_b00d, + 0x004b_1199, + 0x0028_3115, + 0x0024_11a5, + 0x0028_d0a7, + 0x0030_51b7, + 0x000b_500d, + 0x0038_b01d, + 0x001e_700b, + 0x0042_d1f3, + 0x0010_706d, + 0x000e_9059, + 0x0008_b00d, + 0x0032_9295, + 0x000b_509d, + 0x0013_90e3, + 0x0004_f005, + 0x0006_d00d, + 0x0032_908b, + 0x0005_3011, + 0x0015_d035, + 0x001a_517f, + 0x0020_b097, + 0x000c_5025, + 0x0028_d003, + 0x0002_900b, + 0x0018_5119, + 0x001b_b06b, + 0x000b_5053, + 0x0022_306b, + 0x0037_30bf, + 0x005c_f42d, + 0x0030_1175, + 0x001f_d15b, + 0x0033_7025, + 0x0026_510d, + 0x0016_7089, + 0x0031_d28d, + 0x004a_32a5, + 0x0023_3133, + 0x0045_d265, + 0x0007_1053, + 0x0013_7049, + 0x001c_115b, + 0x000c_503d, + 0x0015_d0e9, + 0x0013_d0e9, + 0x0004_9011, + 0x0025_90e3, + 0x000e_9035, + 0x0040_9013, + 0x000d_304f, + 0x001a_304f, + 0x0039_731d, + 0x0025_7067, + 0x0005_3047, + 0x003f_13cb, + 0x0062_32f9, + 0x001b_b025, + 0x0016_10a3, + 0x0006_d00d, + 0x0025_91df, + 0x0004_3005, + 0x0029_5071, + 0x0007_f01d, + 0x0019_9049, + 0x003a_d15b, + 0x000e_3013, + 0x001c_f005, + 0x000f_1005, + 0x0015_b053, + 0x0013_d11b, + 0x0001_f00d, + 0x0008_b029, + 0x0020_b025, + 0x001e_b095, + 0x0013_d025, + 0x0023_91cd, + 0x0045_5371, + 0x003b_903d, + 0x0008_b067, + 0x0004_7043, + 0x0017_50f1, + 0x000e_308b, + 0x0032_b2c5, + 0x000c_1059, + 0x001d_f071, + 0x0050_91cd, + 0x0009_502b, + 0x0002_9025, + 0x000f_100b, + 0x0013_d10d, + 0x001c_90a3, + 0x0020_900d, + 0x000d_303b, + 0x0019_90fb, + 0x0011_b01f, + 0x0004_f049, + 0x000e_9095, + 0x0037_1049, + 0x0013_30d3, + 0x001a_51a3, + 0x0017_f059, + 0x001c_f175, + 0x0017_5115, + 0x0029_3059, + 0x0004_903b, + 0x0038_b265, + 0x000e_906b, + 0x000b_f0b3, + 0x002d_d1cf, + 0x000c_506b, + 0x001b_b00d, + 0x0058_106b, + 0x000f_b003, + 0x000d_3035, + 0x0006_b03d, + 0x000e_5029, + 0x0004_700d, + 0x0010_104f, + 0x0044_f2b3, + 0x0006_1017, + 0x0011_9115, + 0x0041_9083, + 0x0031_d0a7, + 0x001c_d025, + 0x000a_d00d, + 0x0003_5011, + 0x0006_700d, + 0x0028_d133, + 0x001b_70ad, + 0x001b_10a7, + 0x001e_b137, + 0x0004_9035, + 0x0010_f029, + 0x002b_31af, + 0x0014_b089, + 0x002d_d017, + 0x0017_b013, + 0x0002_5011, + 0x002e_30a3, + 0x0015_106d, + 0x002e_f239, + 0x0008_9005, + 0x001e_b017, + 0x0012_500b, + 0x000d_f03b, + 0x0036_d00b, + 0x0015_b00d, + 0x001b_b151, + 0x000e_f071, + 0x0014_b065, + 0x000e_90e3, + 0x001c_9125, + 0x003e_508b, + 0x0029_5209, + 0x0013_711b, + 0x0016_1083, + 0x007d_309d, + 0x0011_5017, + 0x0024_10e5, + 0x000b_5017, + 0x000b_3061, + 0x0045_53c7, + 0x0027_71a3, + 0x0033_d1b7, + 0x0003_b00d, + 0x0022_d00b, + 0x001b_103b, + 0x0028_d151, + 0x000d_f071, + 0x000c_7089, + 0x0010_f06d, + 0x0037_1359, + 0x0023_900d, + 0x0029_30bf, + 0x0004_f00d, + 0x004a_90b5, + 0x0006_7005, + 0x0042_50e3, + 0x001c_91af, + 0x003c_72cf, + 0x0031_300d, + 0x0067_9469, + 0x0011_506d, + 0x0018_510f, + 0x0017_b101, + 0x0023_30c7, + 0x0030_12e3, + 0x000d_f059, + 0x0033_b1bb, + 0x0002_9025, + 0x0003_b025, + 0x0023_9017, + 0x0015_102b, + 0x001b_10fb, + 0x0004_303b, + 0x0013_70e9, + 0x0058_f293, + 0x003f_5397, + 0x0020_91cf, + 0x0017_b00b, + 0x0025_10e5, + 0x0020_b011, + 0x0024_103d, + 0x0024_b241, + 0x001f_d00d, + 0x0038_f17b, + 0x0007_f043, + 0x0008_301d, + 0x000e_302b, + 0x0025_f24b, + 0x0023_3151, + 0x000e_902f, + 0x000e_904f, + 0x002b_3259, + 0x0023_b02f, + 0x000a_d043, + 0x001b_10b3, + 0x001c_f137, + 0x001c_d161, + 0x002d_70ef, + 0x0010_102f, + 0x0024_11cd, + 0x0026_50c5, + 0x0018_514b, + 0x002b_d13d, + 0x0013_7025, + 0x0008_b035, + 0x0016_111b, + 0x0009_502b, + 0x001b_7089, + 0x0011_901f, + 0x000c_10a3, + 0x0005_900d, + 0x0026_521d, + 0x0060_d305, + 0x0007_f00b, + 0x000b_f049, + 0x001a_f15d, + 0x0017_f01f, + 0x0025_f20b, + 0x002e_709d, + 0x0047_f32b, + 0x0017_5035, + 0x001b_b15d, + 0x001c_9065, + 0x0039_72a5, + 0x002a_50f1, + 0x0044_f287, + 0x0020_b0fb, + 0x0003_b02f, + 0x0013_900d, + 0x0015_100d, + 0x0020_b1a3, + 0x001b_1133, + 0x0017_b167, + 0x0035_5133, + 0x001e_b1a3, + 0x001e_b1cd, + 0x001f_d01d, + 0x0006_5029, + 0x002e_f14b, + 0x0007_1053, + 0x0013_3053, + 0x001c_918d, + 0x005c_f0b3, + 0x0028_3167, + 0x002b_d1e7, + 0x003b_30b3, + 0x0016_f025, + 0x0009_5061, + 0x0028_124b, + 0x000d_30b5, + 0x001f_d175, + 0x002d_71eb, + 0x000c_1005, + 0x0004_3029, + 0x0013_706d, + 0x003d_f0ef, + 0x0011_500d, + 0x002a_b0e5, + 0x001e_b03b, + 0x0017_b0bf, + 0x002f_902b, + 0x002a_5067, + 0x000c_5083, + 0x0026_51e7, + 0x0012_50c1, + 0x0043_f0ad, + 0x0026_9191, + 0x0013_9101, + 0x0013_300b, + 0x000b_300d, + 0x001b_1167, + 0x0025_1049, + 0x0010_109d, + 0x002e_71a3, + 0x0021_d101, + 0x0001_100d, + 0x000d_30c7, + 0x0026_9059, + 0x001c_118d, + 0x002b_d0b5, + 0x0021_d013, + 0x0022_d1e7, + 0x0014_b0d3, + 0x002b_3049, + 0x002e_315d, + 0x0013_d0fb, + 0x0016_10c1, + 0x002c_510d, + 0x0023_9125, + 0x0067_94b1, + 0x0024_1167, + 0x000f_b035, + 0x000b_5025, + 0x0025_f161, + 0x0013_d0e9, + 0x002a_5043, + 0x001a_518d, + 0x0017_b15d, + 0x0026_b115, + 0x002e_f1cf, + 0x000a_7043, + 0x000c_50b5, + 0x0037_1329, + 0x0044_50f1, + 0x0009_d005, + 0x0008_9047, + 0x0025_10e5, + 0x0028_1199, + 0x0004_302f, + 0x003f_d119, + 0x0011_90ef, + 0x003f_51b7, + 0x0009_708b, + 0x0020_b0a7, + 0x002b_3241, + 0x0012_50e9, + 0x0021_d13d, + 0x0022_d1b1, + 0x0025_9223, + 0x0035_901f, + 0x001a_30e5, + 0x0028_d06b, + 0x000e_50a3, + 0x0011_b005, + 0x0023_3185, + 0x0027_7223, + 0x001e_708b, + 0x001e_b133, + 0x0028_70f1, + 0x004c_f0b3, + 0x000f_b061, + 0x0011_b0ad, + 0x0013_70f1, + 0x001c_f049, + 0x001f_3083, + 0x002c_51a5, + 0x0013_70b5, + 0x000c_502b, + 0x0041_91af, + 0x0008_3067, + 0x0006_1043, + 0x0002_f005, + 0x002f_9025, + 0x000c_7035, + 0x001e_7067, + 0x0017_5071, + 0x0040_7373, + 0x003d_70fb, + 0x002b_d1a3, + 0x0011_510d, + 0x0011_503d, + 0x000a_7059, + 0x0008_901d, + 0x0019_1029, + 0x0025_f251, + 0x0047_f097, + 0x001d_f059, + 0x0022_314b, + 0x0022_d1b7, + 0x0002_b029, + 0x0025_718d, + 0x0015_b0df, + 0x0023_916f, + 0x001c_d071, + 0x0035_92a1, + 0x002d_71c1, + 0x0033_b2c5, + 0x0029_3259, + 0x0018_506b, + 0x0018_50a3, + 0x0014_b01d, + 0x002c_f175, + 0x000b_5013, + 0x006d_91af, + 0x0003_5007, + 0x002a_1097, + 0x0026_b03b, + 0x0021_d1c9, + 0x001c_f005, + 0x0020_b089, + 0x0022_30fb, + 0x00a3_100d, + 0x0030_5151, + 0x0026_b115, + 0x000c_70c5, + 0x000a_d0a7, + 0x0031_3223, + 0x0019_114b, + 0x000e_f0df, + 0x002a_10c1, + 0x0010_d017, + 0x0019_90fb, + 0x0028_d15d, + 0x000a_306b, + 0x001e_b043, + 0x0011_9043, + 0x0021_d1fd, + 0x001e_b071, + 0x0003_d005, + 0x003a_d00d, + 0x000d_3049, + 0x0010_d017, + 0x0058_13f1, + 0x002e_71f3, + 0x002c_51e7, + 0x002a_1011, + 0x0041_b071, + 0x0018_5151, + 0x000c_7067, + 0x0006_b03b, + 0x0012_5061, + 0x0020_91a5, + 0x000d_f06d, + 0x0071_3043, + 0x001a_315b, + 0x0019_900b, + 0x001e_7185, + 0x0044_533d, + 0x003c_b2a1, + 0x0004_f017, + 0x000e_5047, + 0x001e_707f, + 0x0006_d00d, + 0x001b_7089, + 0x0016_101d, + 0x0015_b03b, + 0x0004_9005, + 0x002a_b223, + 0x000c_703d, + 0x002b_3251, + 0x000b_3097, + 0x0011_50e5, + 0x0024_b1cd, + 0x0020_91b7, + 0x0034_700d, + 0x001f_706d, + 0x0010_f035, + 0x0017_f14b, + 0x001c_914b, + 0x001a_f0bf, + 0x000d_3059, + 0x0010_f0f1, + 0x0008_300d, + 0x000d_f00d, + 0x0003_d00d, + 0x0031_32e3, + 0x0031_d2a1, + 0x0041_b33b, + 0x001b_7115, + 0x002c_50d3, + 0x001d_310f, + 0x0032_b24b, + 0x0005_301f, + 0x002a_517b, + 0x0031_d18d, + 0x001a_f17b, + 0x000e_f01f, + 0x001b_b17b, + 0x000b_3053, + 0x001a_f14b, + 0x0018_d15b, + 0x002a_b00d, + 0x0016_10a7, + 0x0019_90ef, + 0x0003_500d, + 0x0015_10fb, + 0x003a_9175, + 0x0011_90b5, + 0x000a_703b, + 0x0028_3259, + 0x003c_7277, + 0x000d_3043, + 0x0022_d0b5, + 0x0013_d005, + 0x003e_536d, + 0x002d_d005, + 0x0022_30bf, + 0x0009_702f, + 0x000a_d03d, + 0x0019_10a3, + 0x0000_d00b, + 0x0026_50c7, + 0x0033_d283, + 0x0025_9175, + 0x000c_703d, + 0x0019_90b3, + 0x0010_f0e3, + 0x0001_7013, + 0x002f_50d3, + 0x001b_702f, + 0x000c_5097, + 0x0003_b005, + 0x0033_b295, + 0x0025_f0ad, + 0x003a_10fb, + 0x001f_71df, + 0x000b_f08b, + 0x000a_7013, + 0x000e_3071, + 0x0006_5025, + 0x0011_50c1, + 0x000e_501d, + 0x000a_707f, + 0x001c_d0c5, + 0x0016_1107, + 0x0031_d293, + 0x0001_d00d, + 0x0013_7053, + 0x0016_110d, + 0x001d_3161, + 0x001a_f0bf, + 0x001d_f16f, + 0x0011_5013, + 0x0013_7043, + 0x0044_f11b, + 0x000d_f06b, + 0x0006_5025, + 0x0013_d0b5, + 0x0008_3029, + 0x002d_d0b5, + 0x002c_5293, + 0x001c_f03b, + 0x0048_b33b, + 0x001b_7133, + 0x002d_71a3, + 0x001d_f011, + 0x0002_b029, + 0x0015_d053, + 0x0019_90a3, + 0x0033_d2b3, + 0x0013_904f, + 0x0030_52e3, + 0x000d_f095, + 0x0013_908b, + 0x002a_1265, + 0x003d_10c5, + 0x0017_b151, + 0x003c_b15b, + 0x0022_d1a3, + 0x002c_f1c9, + 0x001c_90df, + 0x0018_500d, + 0x001c_d1a3, + 0x0020_b16f, + 0x003a_d28d, + 0x0017_b133, + 0x0022_3137, + 0x0018_d16f, + 0x0019_901d, + 0x0020_902b, + 0x0035_500b, + 0x000a_d0a7, + 0x0026_b005, + 0x0013_3025, + 0x0019_100d, + 0x0029_51cd, + 0x0025_704f, + 0x0017_5005, + 0x000a_d06b, + 0x0048_b133, + 0x0011_50b3, + 0x0015_b0a7, + 0x000f_106b, + 0x0013_7097, + 0x0010_703b, + 0x0021_d11b, + 0x001e_b115, + 0x0031_d15d, + 0x002b_30ad, + 0x002e_702f, + 0x002b_d005, + 0x0029_3025, + 0x0010_f083, + 0x0027_710d, + 0x001c_1167, + 0x000e_f067, + 0x0017_515d, + 0x0022_3013, + 0x0025_904f, + 0x0026_5137, + 0x0023_9017, + 0x003f_522d, + 0x001a_f005, + 0x001a_302b, + 0x000b_f049, + 0x000e_5047, + 0x000c_70b5, + 0x003f_501d, + 0x000e_f07f, + 0x0028_1161, + 0x0044_910f, + 0x0015_b029, + 0x002a_107f, + 0x0019_1095, + 0x0019_100d, + 0x0061_f107, + 0x003f_1371, + 0x0010_10c5, + 0x0005_3043, + 0x0003_b017, + 0x001b_1115, + 0x0018_d0f1, + 0x001a_30df, + 0x005b_f55d, + 0x003f_50c1, + 0x0032_90df, + 0x0030_5139, + 0x001f_7097, + 0x0008_903d, + 0x0017_b0a3, + 0x0027_7089, + 0x0011_b02b, + 0x000e_9025, + 0x0022_3083, + 0x000c_70b3, + 0x0035_b359, + 0x0022_3115, + 0x0064_d191, + 0x001e_71d3, + 0x0043_f175, + 0x0014_b0ef, + 0x000c_7049, + 0x0050_932b, + 0x000b_f065, + 0x001f_3083, + 0x0024_b0a3, + 0x0002_b011, + 0x000d_f0c5, + 0x0019_100d, + 0x0008_9061, + 0x0016_109d, + 0x0007_1047, + 0x004c_f3e5, + 0x0016_7003, + 0x004c_13e5, + 0x000c_10ad, + 0x0007_f03d, + 0x0009_508b, + 0x001c_10a7, + 0x0011_90a7, + 0x0022_3137, + 0x0003_b025, + 0x001c_d03d, + 0x0023_b17b, + 0x0008_903d, + 0x0009_d071, + 0x0035_913d, + 0x001d_f0a3, + 0x0006_700d, + 0x0025_f1a5, + 0x002d_d199, + 0x001a_f0e5, + 0x0023_b0bf, + 0x000d_3067, + 0x0029_31e7, + 0x0060_d2a1, + 0x000e_50e3, + 0x001c_118d, + 0x0048_1067, + 0x0015_d065, + 0x0027_700d, + 0x003d_118d, + 0x0025_7107, + 0x0023_b0ad, + 0x0002_5011, + 0x0006_d029, + 0x0012_5053, + 0x001d_f175, + 0x002e_f02b, + 0x0026_b199, + 0x0007_1049, + 0x0038_f065, + 0x0015_b02b, + 0x0011_903b, + 0x0003_5029, + 0x0044_33fd, + 0x0009_d01d, + 0x000e_302b, + 0x0014_b053, + 0x0036_d1af, + 0x0007_1047, + 0x0037_700d, + 0x000b_3047, + 0x002e_f125, + 0x000d_30bf, + 0x0009_7005, + 0x000e_3071, + 0x000e_9071, + 0x0018_d0bf, + 0x0006_1017, + 0x000f_1005, + 0x004a_9241, + 0x0005_302b, + 0x001b_b065, + 0x0015_b115, + 0x0022_d125, + 0x001c_1065, + 0x0035_92bd, + 0x002c_52bd, + 0x0013_70df, + 0x002a_5139, + 0x000f_b013, + 0x002e_701f, + 0x0004_701d, + 0x002e_f2bd, + 0x002b_d083, + 0x000a_704f, + 0x00b1_b5d1, + 0x0035_9295, + 0x001c_f0ef, + 0x0006_d025, + 0x0011_5005, + 0x0025_10b5, + 0x0014_b049, + 0x0009_7047, + 0x0006_b061, + 0x0010_10ef, + 0x000d_303d, + 0x002a_10e9, + 0x0040_718d, + 0x0013_7029, + 0x001a_30b5, + 0x001f_313d, + 0x0021_d0df, + 0x000a_7097, + 0x0005_300d, + 0x0013_d00d, + 0x0033_b119, + 0x0016_f0c5, + 0x000c_1013, + 0x000f_b0a7, + 0x0022_3043, + 0x0000_b005, + 0x0033_718d, + 0x001a_3029, + 0x000b_f049, + 0x000f_1065, + 0x0010_7007, + 0x0015_d097, + 0x0014_b04f, + 0x0041_b20b, + 0x0005_9029, + 0x0030_10df, + 0x0036_d02f, + 0x0008_b06b, + 0x000c_5007, + 0x000e_9029, + 0x001a_30c7, + 0x001f_d0e9, + 0x0012_5095, + 0x0045_508b, + 0x002c_f17f, + 0x0001_700d, + 0x0015_1043, + 0x000a_d04f, + 0x000b_f0b5, + 0x0010_f0a3, + 0x0011_b04f, + 0x0020_b209, + 0x001b_113d, + 0x000d_303b, + 0x000d_306b, + 0x0007_f06b, + 0x0017_b03d, + 0x0033_b2b3, + 0x0025_907f, + 0x004f_d18d, + 0x0010_d0a7, + 0x001d_f119, + 0x000b_f005, + 0x0017_f0b3, + 0x0016_1071, + 0x0008_b00d, + 0x000a_d071, + 0x001c_f0d3, + 0x0015_d005, + 0x0025_922d, + 0x0031_3209, + 0x0013_3025, + 0x0022_31a3, + 0x000f_b007, + 0x0033_5139, + 0x0028_3013, + 0x0016_1005, + 0x0026_b115, + 0x0024_11a5, + 0x000b_302b, + 0x002e_f1c9, + 0x0020_9199, + 0x0013_d089, + 0x0028_120b, + 0x0016_f065, + 0x001a_500d, + 0x0019_9101, + 0x0011_50e5, + 0x0023_922d, + 0x0037_31eb, + 0x0010_f065, + 0x000e_9017, + 0x0018_d01d, + 0x0027_7053, + 0x0005_9047, + 0x001b_7097, + 0x0003_5013, + 0x0000_d00b, + 0x0007_1061, + 0x0014_b04f, + 0x000c_1025, + 0x001f_70fb, + 0x0026_524b, + 0x0082_91c1, + 0x0002_f025, + 0x004a_91cd, + 0x004a_3095, + 0x0024_b0ad, + 0x0064_94a9, + 0x0016_1049, + 0x0015_b0a7, + 0x0009_d03d, + 0x000b_503b, + 0x000f_10bf, + 0x0016_70a3, + 0x0007_f013, + 0x0012_508b, + 0x0011_b0e5, + 0x000c_50b3, + 0x0025_90ef, + 0x001d_f10d, + 0x001b_1191, + 0x000f_101d, + 0x000e_9047, + 0x0023_3161, + 0x0046_3067, + 0x004c_14a3, + 0x0008_3025, + 0x000a_d065, + 0x0026_b10f, + 0x0025_f03d, + 0x0044_540f, + 0x0006_d03d, + 0x0018_d061, + 0x0003_b017, + 0x0002_f01d, + 0x0011_b035, + 0x0023_300d, + 0x001e_b1e7, + 0x000e_9043, + 0x0017_f107, + 0x000c_5043, + 0x002a_b21d, + 0x0012_5065, + 0x0017_f089, + 0x0008_301d, + 0x0004_f02b, + 0x001c_f10d, + 0x0004_301d, + 0x002f_90fb, + 0x0024_b17b, + 0x000b_500d, + 0x0033_7053, + 0x0031_d0df, + 0x0042_d0df, + 0x0009_706b, + 0x0003_d00d, + 0x0025_f185, + 0x000e_f0a3, + 0x002c_5101, + 0x000b_500d, + 0x0008_9005, + 0x001b_10d3, + 0x0007_100d, + 0x001b_700d, + 0x0011_90e3, + 0x0002_500d, + 0x001f_301f, + 0x000e_5017, + 0x002a_b20b, + 0x0018_d047, + 0x0011_90b5, + 0x001a_518d, + 0x0024_114b, + 0x0023_b0ad, + 0x0009_d065, + 0x0059_90c1, + 0x0025_90c7, + 0x0023_b199, + 0x0026_b1a5, + 0x0009_d02b, + 0x000c_50c1, + 0x002e_7185, + 0x001b_107f, + 0x0025_7011, + 0x000f_1097, + 0x0008_b043, + 0x0015_d0c7, + 0x0004_9011, + 0x000b_f043, + 0x0021_d03b, + 0x0026_50f1, + 0x001c_10f1, + 0x0032_9161, + 0x001e_702b, + 0x0007_1007, + 0x0007_102f, + 0x0004_700b, + 0x001b_7095, + 0x0006_b061, + 0x0023_31af, + 0x001b_71a3, + 0x0025_1043, + 0x0016_10e3, + 0x000c_70b3, + 0x000d_f017, + 0x002c_f0a3, + 0x0023_30b5, + 0x0021_d14b, + 0x0015_1115, + 0x0022_d21d, + 0x001c_f07f, + 0x000b_500d, + 0x001b_b025, + 0x0015_10c7, + 0x0060_d347, + 0x0037_3005, + 0x0002_b00d, + 0x0010_d097, + 0x000a_303b, + 0x0008_906b, + 0x002d_d0b3, + 0x0038_f1e7, + 0x0027_70e9, + 0x000b_50a7, + 0x001a_f065, + 0x001b_1053, + 0x001c_902f, + 0x0011_5013, + 0x0006_1013, + 0x0044_90bf, + 0x003f_503b, + 0x0003_b00d, + 0x002e_326b, + 0x0031_d1af, + 0x0028_30b5, + 0x001e_7175, + 0x000e_300b, + 0x002c_5133, + 0x002d_71eb, + 0x0023_9199, + 0x0006_1005, + 0x001e_b025, + 0x000e_90b3, + 0x0028_3133, + 0x0017_50f1, + 0x001f_d191, + 0x0009_d053, + 0x001e_b025, + 0x002d_71b7, + 0x0010_d0b5, + 0x000c_702f, + 0x0044_516f, + 0x003f_5043, + 0x0009_702f, + 0x0019_9083, + 0x0008_9043, + 0x000b_f071, + 0x0016_710f, + 0x0011_501d, + 0x0011_90ad, + 0x0025_10fb, + 0x001c_f17f, + 0x000f_b0b3, + 0x0039_731d, + 0x002d_d28d, + 0x000f_b003, + 0x0023_907f, + 0x0016_f119, + 0x001a_f199, + 0x001b_b115, + 0x001f_3115, + 0x0029_525f, + 0x0023_b10d, + 0x000a_306d, + 0x0010_d0e5, + 0x0009_d097, + 0x0009_7025, + 0x0035_b137, + 0x0020_b17b, + 0x0022_d00d, + 0x0004_f013, + 0x0011_9011, + 0x0011_b0e3, + 0x0017_f151, + 0x001c_909d, + 0x001c_1107, + 0x0000_b005, + 0x0032_9005, + 0x0011_902f, + 0x0025_f125, + 0x0023_91df, + 0x0015_d071, + 0x0016_f067, + 0x001d_f1b1, + 0x001f_d01f, + 0x0044_f1a3, + 0x002c_5251, + 0x0026_b101, + 0x0016_7067, + 0x0002_5005, + 0x0035_9119, + 0x0013_d10f, + 0x0002_b00d, + 0x0007_1053, + 0x0009_d02b, + 0x0024_b15d, + 0x003d_11e7, + 0x0009_702f, + 0x0044_51d3, + 0x0023_313d, + 0x000e_906d, + 0x0026_5209, + 0x0056_555d, + 0x0007_1067, + 0x0035_520b, + 0x000e_909d, + 0x0016_f0fb, + 0x0001_f00d, + 0x0040_7047, + 0x0035_5251, + 0x0023_30c5, + 0x0031_d2a5, + 0x0011_504f, + 0x000c_701d, + 0x002c_f003, + 0x0037_3071, + 0x0005_9013, + 0x0046_3449, + 0x000e_f065, + 0x002d_d233, + 0x0018_d083, + 0x001c_f14b, + 0x0012_5061, + 0x0015_10f1, + 0x000b_503d, + 0x003c_b24b, + 0x001c_904f, + 0x000b_301f, + 0x003e_511b, + 0x0020_b025, + 0x0031_32dd, + 0x0013_901d, + 0x002b_d067, + 0x0025_723b, + 0x0009_508b, + 0x000c_500b, + 0x0033_514b, + 0x0015_1065, + 0x0011_901d, + 0x001b_10a3, + 0x000c_70a7, + 0x005d_5329, + 0x002e_304f, + 0x000e_f003, + 0x000b_5067, + 0x0017_5125, + 0x0037_71b1, + 0x000c_103d, + 0x0025_924b, + 0x0016_700b, + 0x0042_71cd, + 0x0010_d02f, + 0x0025_103d, + 0x0051_50c7, + 0x0023_310f, + 0x0012_50b5, + 0x0022_d133, + 0x0013_30c1, + 0x000b_f0ad, + 0x0009_500b, + 0x0004_3035, + 0x0028_70fb, + 0x0022_d0b5, + 0x001f_d139, + 0x002e_7101, + 0x000e_30b5, + 0x0005_302f, + 0x001f_715d, + 0x0006_101d, + 0x000f_1089, + 0x001e_b025, + 0x000f_b071, + 0x001c_1151, + 0x0017_f0c5, + 0x0013_3059, + 0x0009_d03d, + 0x0026_91e7, + 0x0011_b0df, + 0x001e_7035, + 0x0009_d035, + 0x003d_72dd, + 0x000d_3061, + 0x0017_5061, + 0x000e_9089, + 0x000a_3061, + 0x0006_7053, + 0x0013_3029, + 0x002c_f1a5, + 0x000a_3065, + 0x0033_717b, + 0x0016_7151, + 0x0011_9101, + 0x0033_5005, + 0x0005_9011, + 0x0018_5011, + 0x0025_70e9, + 0x002d_d09d, + 0x0027_715b, + 0x000e_5089, + 0x0023_3053, + 0x000d_f04f, + 0x0033_d2ef, + 0x002e_30c1, + 0x000f_1007, + 0x0064_d5c9, + 0x0006_5059, + 0x000a_d059, + 0x001d_310f, + 0x002e_7049, + 0x0051_5493, + 0x0017_f07f, + 0x000b_5059, + 0x0045_523b, + 0x001b_b035, + 0x0002_f017, + 0x0013_9083, + 0x0002_900d, + 0x001c_109d, + 0x004c_d335, + 0x0019_9139, + 0x002e_f025, + 0x0032_b059, + 0x0023_b013, + 0x0022_30fb, + 0x003b_311b, + 0x0000_7005, + 0x0022_d0fb, + 0x0001_d011, + 0x001a_3061, + 0x0001_d00d, + 0x0049_d42d, + 0x002b_d1af, + 0x002e_7223, + 0x0004_302f, + 0x0034_7337, + 0x001e_70a7, + 0x000d_f0ad, + 0x0019_10c5, + 0x002b_d035, + 0x0017_b089, + 0x000e_500d, + 0x0002_5013, + 0x005d_523b, + 0x002e_720b, + 0x0029_3185, + 0x0011_b04f, + 0x001f_30df, + 0x0018_5061, + 0x0043_f16f, + 0x003f_13c7, + 0x0017_5151, + 0x000e_30a7, + 0x0021_d1bb, + 0x002c_f067, + 0x001d_3139, + 0x004e_b443, + 0x000e_f01f, + 0x0021_d0ad, + 0x0029_50b5, + 0x001f_70ad, + 0x001d_3061, + 0x0017_b139, + 0x0019_1005, + 0x0030_1089, + 0x007d_b209, + 0x000a_d017, + 0x0025_9029, + 0x0026_9035, + 0x0013_d06d, + 0x0033_5083, + 0x001c_f0bf, + 0x0006_d011, + 0x0013_90d3, + 0x0063_d44f, + 0x0013_90a3, + 0x0052_9281, + 0x0042_d0ef, + 0x000c_501d, + 0x0010_d083, + 0x0011_5071, + 0x001a_511b, + 0x0028_1107, + 0x0024_b1a3, + 0x0005_901d, + 0x0018_500d, + 0x0013_9059, + 0x0023_90ad, + 0x0013_d125, + 0x003a_d371, + 0x000c_7043, + 0x0041_b0e9, + 0x0016_703d, + 0x0013_910f, + 0x000b_f043, + 0x0042_d2dd, + 0x003b_3167, + 0x002c_f00d, + 0x001c_100d, + 0x0049_d0e9, + 0x0008_3065, + 0x0024_b0ef, + 0x001c_d00d, + 0x0028_11af, + 0x001d_f1c9, + 0x0013_9115, + 0x001e_b1af, + 0x001c_f175, + 0x0023_317b, + 0x002b_31d3, + 0x0010_f0a7, + 0x000e_f061, + 0x0002_9005, + 0x0019_114b, + 0x0026_5043, + 0x001f_31d3, + 0x000f_b089, + 0x0011_b089, + 0x0005_9013, + 0x0042_d089, + 0x0031_d011, + 0x0028_3095, + 0x0018_5137, + 0x0013_7035, + 0x0021_d0ad, + 0x000e_5025, + 0x000b_3029, + 0x0029_325f, + 0x0018_5089, + 0x0042_53b3, + 0x000b_50a3, + 0x0031_3035, + 0x000a_d08b, + 0x0011_90a7, + 0x0025_f233, + 0x0026_5035, + 0x001b_b053, + 0x001c_9005, + 0x0007_1035, + 0x0016_f10d, + 0x000f_b0e9, + 0x000f_10e5, + 0x0024_10d3, + 0x0010_d095, + 0x0010_701f, + 0x0011_506b, + 0x001d_f04f, + 0x000e_f00b, + 0x0019_10ef, + 0x002a_115d, + 0x002c_f18d, + 0x000d_f025, + 0x0026_50ef, + 0x0003_d011, + 0x005a_d371, + 0x0018_d053, + 0x001b_101d, + 0x0017_f01f, + 0x001f_d137, + 0x001e_b161, + 0x0016_70c5, + 0x0026_b1cd, + 0x0024_b0f1, + 0x0010_1067, + 0x0033_51e7, + 0x001f_715b, + 0x001f_d137, + 0x0023_b22d, + 0x0001_300b, + 0x0025_702b, + 0x0025_1083, + 0x0004_900b, + 0x000e_3047, + 0x0027_700d, + 0x0001_d017, + 0x001b_70c5, + 0x001b_7161, + 0x0017_b029, + 0x000e_9047, + 0x002a_b15d, + 0x002c_f175, + 0x001d_301f, + 0x005b_351b, + 0x003b_900d, + 0x000c_5053, + 0x0003_d013, + 0x0043_f043, + 0x0006_b061, + 0x0010_106b, + 0x0013_7011, + 0x0001_700d, + 0x0013_3053, + 0x0013_70fb, + 0x0065_3005, + 0x0015_b0df, + 0x001c_1083, + 0x001a_f125, + 0x001f_7167, + 0x0017_f0b3, + 0x0017_b011, + 0x0028_7137, + 0x001a_f06d, + 0x0016_f00b, + 0x0018_507f, + 0x0015_d0f1, + 0x0004_7017, + 0x0060_d4cd, + 0x002d_d0e9, + 0x0051_1025, + 0x002e_f01f, + 0x0006_7053, + 0x0017_f03b, + 0x0002_501d, + 0x000b_500d, + 0x0006_7049, + 0x0036_d233, + 0x0044_911b, + 0x0002_9025, + 0x002f_50bf, + 0x0020_b02b, + 0x0015_108b, + 0x002c_51a3, + 0x002e_7097, + 0x001c_f047, + 0x0016_106b, + 0x004f_d2c5, + 0x0013_7043, + 0x0030_1043, + 0x0036_d2ef, + 0x0019_106b, + 0x005b_3133, + 0x0016_7053, + 0x0028_7119, + 0x002f_503d, + 0x0025_10d3, + 0x0037_3083, + 0x002c_5167, + 0x0015_b049, + 0x0008_b011, + 0x0004_7025, + 0x000e_5025, + 0x0006_103d, + 0x002f_91e7, + 0x0017_f133, + 0x0046_3449, + 0x0010_f0b3, + 0x0032_9029, + 0x0048_b35b, + 0x0035_b0e9, + 0x002a_1125, + 0x000e_f061, + 0x002c_5053, + 0x0035_b2dd, + 0x000d_f0c5, + 0x0006_5011, + 0x0049_d1fd, + 0x0041_b397, + 0x0006_103d, + 0x001e_b0e3, + 0x002f_913d, + 0x0011_9005, + 0x000f_102f, + 0x0031_d239, + 0x0011_50e3, + 0x0006_703b, + 0x0013_7119, + 0x0011_b043, + 0x0008_306b, + 0x002b_30df, + 0x0006_5059, + 0x0024_b0d3, + 0x0014_b0df, + 0x002a_b223, + 0x0028_10e3, + 0x0004_f03d, + 0x0023_91af, + 0x000b_f049, + 0x0017_501f, + 0x000b_3059, + 0x000a_d097, + 0x001b_706d, + 0x000b_301d, + 0x0004_3017, + 0x0018_d011, + 0x0062_f0c1, + 0x0025_71bb, + 0x0024_117b, + 0x0012_501f, + 0x001e_70d3, + 0x0013_30bf, + 0x000f_b0b5, + 0x0037_3191, + 0x0010_100d, + 0x000f_1053, + 0x001a_f0fb, + 0x000a_d005, + 0x002e_f125, + 0x0037_335f, + 0x0006_7025, + 0x0017_b035, + 0x002d_d28d, + 0x0019_1101, + 0x000a_d047, + 0x002a_115d, + 0x000d_f097, + 0x0032_90ef, + 0x0030_120b, + 0x0033_b337, + 0x000e_90c5, + 0x0034_70bf, + 0x000b_f0b5, + 0x0017_f0b3, + 0x0013_700d, + 0x0013_d017, + 0x0017_b167, + 0x0016_10ef, + 0x003a_90f1, + 0x000a_d02f, + 0x0037_124b, + 0x001d_f1c1, + 0x000a_d01f, + 0x0031_d18d, + 0x0009_d047, + 0x0028_71c1, + 0x0020_b035, + 0x001d_f0c5, + 0x0025_904f, + 0x001a_504f, + 0x0021_d0b3, + 0x001b_b0ad, + 0x000e_900b, + 0x0007_f01d, + 0x000e_301f, + 0x0004_9005, + 0x0010_706d, + 0x0021_d17f, + 0x0008_304f, + 0x000c_103b, + 0x0018_517b, + 0x001e_b1cf, + 0x0001_d005, + 0x000c_700b, + 0x0004_f035, + 0x0001_100d, + 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0x003f_50c7, + 0x000d_f007, + 0x004c_1377, + 0x0018_d0f1, + 0x0042_d01f, + 0x003c_703d, + 0x002a_506d, + 0x006c_538b, + 0x0002_b029, + 0x0006_d00d, + 0x000b_301f, + 0x0035_90f1, + 0x0049_3133, + 0x0028_31d3, + 0x0009_d01f, + 0x0028_d191, + 0x0030_10ef, + 0x001f_d10d, + 0x000b_503b, + 0x000a_d071, + 0x0013_306b, + 0x002e_70e5, + 0x0009_d02f, + 0x0029_31c9, + 0x0009_7035, + 0x0002_b013, + 0x0026_5223, + 0x0011_502b, + 0x0046_940f, + 0x0009_d01d, + 0x0031_30c1, + 0x000b_5013, + 0x003a_1293, + 0x0016_7137, + 0x002a_b15d, + 0x0015_1035, + 0x002a_b02b, + 0x0033_703b, + 0x0026_5017, + 0x0011_5003, + 0x001d_f133, + 0x000e_5005, + 0x000e_901d, + 0x0048_b049, + 0x0043_f283, + 0x000d_f025, + 0x0005_9025, + 0x0011_50a3, + 0x000e_9017, + 0x0012_500d, + 0x0022_31a3, + 0x003f_b281, + 0x0001_d013, + 0x0044_5281, + 0x0010_f0b3, + 0x002a_1007, + 0x0010_d0ef, + 0x0018_d0ad, + 0x0007_102f, + 0x000c_7089, + 0x002d_d1bb, + 0x0047_f0df, + 0x0026_50b5, + 0x0029_316f, + 0x005b_f133, + 0x0013_30c1, + 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0x0015_d0d3, + 0x0017_b0b5, + 0x0012_503d, + 0x001f_30b5, + 0x000f_b09d, + 0x0033_500b, + 0x001a_3043, + 0x0020_b067, + 0x003d_f007, + 0x002f_51e7, + 0x0017_f14b, + 0x006f_b515, + 0x0022_3017, + 0x000d_307f, + 0x0023_3017, + 0x0020_b0bf, + 0x0017_b0bf, + 0x0006_503d, + 0x003c_b101, + 0x0035_b0c1, + 0x002e_717b, + 0x0018_5133, + 0x0019_10f1, + 0x003f_5013, + 0x0013_d035, + 0x0009_d06b, + 0x0040_70bf, + 0x0019_100d, + 0x0030_12dd, + 0x0020_b0df, + 0x0017_506d, + 0x002e_701d, + 0x000e_300d, + 0x0031_d01f, + 0x0016_10a7, + 0x000d_303d, + 0x0018_5053, + 0x0006_700d, + 0x0014_b013, + 0x0017_f15b, + 0x0017_5125, + 0x0036_d0c7, + 0x0022_3013, + 0x0018_5083, + 0x0017_f107, + 0x0011_b005, + 0x001b_b1a5, + 0x001a_f02f, + 0x0010_d0a7, + 0x0003_501d, + 0x000d_306d, + 0x003c_72e7, + 0x000f_10b3, + 0x0013_709d, + 0x0029_31b1, + 0x0007_1067, + 0x001c_1125, + 0x0006_103d, + 0x000b_5029, + 0x0025_f1b1, + 0x0035_5043, + 0x0008_b053, + 0x0010_7003, + 0x0004_700d, + 0x002b_308b, + 0x001a_f175, + 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0x0048_1013, + 0x000b_5029, + 0x0006_1047, + 0x0021_d089, + 0x0015_107f, + 0x0007_103d, + 0x0039_735f, + 0x0010_d0a3, + 0x001e_7071, + 0x001c_f0c7, + 0x0005_3047, + 0x0001_100d, + 0x0013_9005, + 0x000b_f00b, + 0x001b_1101, + 0x0037_306d, + 0x002a_b0df, + 0x0024_10bf, + 0x0013_7083, + 0x0039_72c5, + 0x0016_f0e9, + 0x002f_51bb, + 0x0033_71b7, + 0x002e_72d7, + 0x001d_f151, + 0x000f_b0a7, + 0x0029_5107, + 0x001a_f125, + 0x001f_315d, + 0x000a_702f, + 0x0019_1119, + 0x0037_7371, + 0x0015_10fb, + 0x001c_101f, + 0x0046_90b5, + 0x0009_d013, + 0x0025_f035, + 0x001a_3029, + 0x0016_100b, + 0x0020_910f, + 0x003c_724b, + 0x0008_3053, + 0x001b_b09d, + 0x002d_d17f, + 0x003e_5347, + 0x0019_10f1, + 0x000f_b005, + 0x0010_7097, + 0x0011_9005, + 0x0004_f049, + 0x0008_3011, + 0x0006_d02f, + 0x0010_d06b, + 0x001b_1185, + 0x001a_501d, + 0x001c_d0c1, + 0x001b_b08b, + 0x0016_f0d3, + 0x002c_f067, + 0x0013_d00d, + 0x0013_301f, + 0x0017_f005, + 0x0010_1083, + 0x001b_b01d, + 0x002c_508b, + 0x0016_10e3, + 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0x0008_900b, + 0x0026_9059, + 0x000c_7017, + 0x003f_1011, + 0x0022_3107, + 0x0029_504f, + 0x0017_b005, + 0x002b_d25f, + 0x0008_3029, + 0x0020_b01d, + 0x001e_b00b, + 0x0034_7313, + 0x001b_110d, + 0x0010_7059, + 0x001b_70e9, + 0x0026_b269, + 0x0019_1119, + 0x0008_903d, + 0x0011_50e3, + 0x0023_9161, + 0x000d_f011, + 0x0020_b11b, + 0x0016_7047, + 0x0035_514b, + 0x000e_9059, + 0x000c_5029, + 0x0010_d0c1, + 0x0006_700d, + 0x0025_9017, + 0x0008_900d, + 0x001e_70fb, + 0x003c_b3b9, + 0x0011_b053, + 0x004c_f4c1, + 0x002c_5257, + 0x0037_110d, + 0x0009_d047, + 0x0011_510f, + 0x0023_b0f1, + 0x0046_9161, + 0x001f_303b, + 0x0018_506d, + 0x0014_b061, + 0x0027_717f, + 0x000e_3097, + 0x0008_9005, + 0x001c_110d, + 0x0027_7259, + 0x000b_50b3, + 0x000d_f097, + 0x0009_7071, + 0x0013_9071, + 0x000a_306d, + 0x001a_3119, + 0x0017_5095, + 0x0026_510d, + 0x000e_509d, + 0x0018_506b, + 0x000e_f06b, + 0x001b_10a3, + 0x000f_b059, + 0x0010_d047, + 0x000b_f00d, + 0x0013_908b, + 0x003a_100b, + 0x0020_90d3, + 0x0009_d095, + 0x000a_7049, + 0x0023_90ad, + 0x000e_900d, + 0x0035_b065, + 0x0013_7101, + 0x002e_30e3, + 0x0007_101f, + 0x001c_1097, + 0x0007_101f, + 0x0008_b083, + 0x003c_7049, + 0x000a_308b, + 0x0016_1049, + 0x0022_d053, + 0x003f_1259, + 0x0017_b047, + 0x0022_31df, + 0x0031_308b, + 0x0005_300b, + 0x0013_d071, + 0x0020_91a3, + 0x001f_d053, + 0x001c_1029, + 0x0013_7025, + 0x0042_d005, + 0x0020_91a5, + 0x0037_32b3, + 0x0008_3061, + 0x0022_d07f, + 0x0032_b10f, + 0x0017_b005, + 0x0009_7017, + 0x0029_3053, + 0x0049_347f, + 0x0033_72cf, + 0x000a_d049, + 0x0015_b095, + 0x0006_b005, + 0x0003_502b, + 0x0016_7083, + 0x001c_100b, + 0x000d_f03d, + 0x001c_904f, + 0x0008_3017, + 0x002e_71e7, + 0x000c_1011, + 0x001c_f0c7, + 0x001a_303d, + 0x002d_d251, + 0x0019_1151, + 0x0033_710f, + 0x0011_5095, + 0x0019_10b5, + 0x0023_b095, + 0x0023_3097, + 0x0028_d017, + 0x004c_d281, + 0x001f_d0c7, + 0x0032_9017, + 0x000a_7025, + 0x000b_306d, + 0x0037_72b3, + 0x0037_3011, + 0x000f_1043, + 0x002c_5251, + 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0x002d_700d, + 0x0006_1013, + 0x0005_903d, + 0x0019_901d, + 0x001c_d0ef, + 0x0013_9065, + 0x0011_b04f, + 0x002a_500d, + 0x0055_1065, + 0x0028_324b, + 0x001f_d18d, + 0x0008_9083, + 0x002b_d139, + 0x000e_3053, + 0x0016_70e3, + 0x000e_50c1, + 0x0032_b2cf, + 0x000f_b0e9, + 0x0052_710f, + 0x0008_3029, + 0x004f_f335, + 0x0052_f1c9, + 0x000a_d04f, + 0x0017_b0b3, + 0x0020_b047, + 0x0035_52a1, + 0x000a_d097, + 0x0018_d095, + 0x0011_9089, + 0x002b_d1e7, + 0x001a_5071, + 0x0008_900d, + 0x000e_f017, + 0x0008_3043, + 0x0057_7059, + 0x0029_3265, + 0x0014_b0ef, + 0x001c_d175, + 0x0035_b101, + 0x0026_b15d, + 0x0010_70fb, + 0x003e_51d3, + 0x0008_9013, + 0x000b_3005, + 0x0028_d283, + 0x0024_1233, + 0x0039_7125, + 0x001d_3139, + 0x000e_f017, + 0x0015_b043, + 0x0011_b03d, + 0x0037_7287, + 0x0020_b199, + 0x001d_303b, + 0x001f_704f, + 0x0011_b03b, + 0x0023_917b, + 0x0028_3089, + 0x0002_900d, + 0x002f_9139, + 0x0004_7003, + 0x005d_5059, + 0x0011_50a7, + 0x0032_9283, + 0x0013_d035, + 0x0015_b08b, + 0x002c_5115, + 0x0010_d02f, + 0x000a_d0a3, + 0x0002_500d, + 0x0046_3223, + 0x0027_710f, + 0x0017_f151, + 0x0015_d151, + 0x001d_f161, + 0x0022_d083, + 0x003b_917f, + 0x0015_d101, + 0x0013_303b, + 0x0006_7049, + 0x000b_300b, + 0x0026_506d, + 0x001e_7071, + 0x001c_9139, + 0x0020_b089, + 0x0006_703b, + 0x001c_906b, + 0x001a_f115, + 0x0038_b2c5, + 0x0021_d0e3, + 0x0022_31e7, + 0x002e_704f, + 0x0030_502f, + 0x000b_f0a3, + 0x0051_13e5, + 0x0016_10e3, + 0x0027_7241, + 0x000c_1007, + 0x0019_1049, + 0x0020_90e5, + 0x001a_308b, + 0x001c_d133, + 0x003b_902b, + 0x0025_f137, + 0x0028_70b5, + 0x0017_b017, + 0x0020_91af, + 0x0011_90f1, + 0x0044_f0fb, + 0x001f_30a3, + 0x0033_5035, + 0x002b_d029, + 0x0008_300d, + 0x0019_117b, + 0x0006_7007, + 0x000f_b061, + 0x002f_911b, + 0x001a_5059, + 0x0029_306d, + 0x004a_3443, + 0x0038_f239, + 0x000c_70a7, + 0x001b_b005, + 0x0018_5125, + 0x000c_5035, + 0x0029_3133, + 0x001a_f0bf, + 0x0013_9043, + 0x0011_5017, + 0x0023_91e7, + 0x0011_b0f1, + 0x0023_3139, + 0x0032_b281, + 0x0004_3035, + 0x003e_5239, + 0x002e_7061, + 0x000f_b005, + 0x0025_f10d, + 0x0014_b01d, + 0x0030_503d, + 0x003f_5005, + 0x0038_f005, + 0x0032_91fd, + 0x0011_510d, + 0x0044_9281, + 0x0004_703b, + 0x0006_d017, + 0x0017_f03d, + 0x002a_51e7, + 0x0010_703b, + 0x0036_d15d, + 0x0033_d17f, + 0x001b_7133, + 0x0040_928d, + 0x001f_7017, + 0x000c_100d, + 0x001e_b017, + 0x0020_9161, + 0x0006_5049, + 0x0006_d025, + 0x003a_d185, + 0x001c_104f, + 0x000c_7047, + 0x001f_718d, + 0x0017_5133, + 0x0009_d013, + 0x0013_7065, + 0x0019_103d, + 0x001a_515b, + 0x000f_1065, + 0x0032_9049, + 0x000d_f011, + 0x001b_71af, + 0x0015_b0f1, + 0x0013_3125, + 0x0013_703d, + 0x002b_d175, + 0x0015_1119, + 0x0004_3011, + 0x001c_f125, + 0x0010_1029, + 0x001f_d04f, + 0x002f_90e3, + 0x005d_b107, + 0x0033_7175, + 0x0010_7095, + 0x0008_9035, + 0x0007_f003, + 0x000c_5035, + 0x000d_f0c5, + 0x003b_3371, + 0x0025_7047, + 0x0019_9185, + 0x001b_b095, + 0x0009_700d, + 0x0020_b1b1, + 0x0026_513d, + 0x0006_7061, + 0x001a_3053, + 0x0023_b017, + 0x0010_700d, + 0x0008_b049, + 0x001c_106d, + 0x0006_7025, + 0x0013_910f, + 0x0008_b053, + 0x0046_3359, + 0x0015_b101, + 0x0023_b08b, + 0x0018_d151, + 0x001e_710d, + 0x0027_7071, + 0x000f_b01d, + 0x002c_5257, + 0x000a_703d, + 0x0025_7101, + 0x001a_3035, + 0x000e_501d, + 0x0007_1059, + 0x001e_b005, + 0x0011_50e5, + 0x0025_f14b, + 0x0001_f00d, + 0x001f_d0df, + 0x0025_91d3, + 0x000e_301f, + 0x0028_70b3, + 0x0031_d06d, + 0x001b_b0a3, + 0x003c_717b, + 0x003f_d2f9, + 0x0013_710d, + 0x0003_d035, + 0x000b_f029, + 0x0016_f0bf, + 0x001a_50b3, + 0x0006_d017, + 0x0026_910f, + 0x0004_700d, + 0x001f_71eb, + 0x0015_b017, + 0x0017_5139, + 0x000f_b071, + 0x004f_d013, + 0x002e_f281, + 0x001b_b0ef, + 0x0016_f003, + 0x0012_5043, + 0x0023_31b1, + 0x0016_f10f, + 0x0011_9029, + 0x001c_90b5, + 0x001c_9119, + 0x0006_5061, + 0x0030_104f, + 0x001b_1047, + 0x001f_d14b, + 0x0005_3005, + 0x0008_b089, + 0x0031_30df, + 0x0009_5007, + 0x001b_b035, + 0x0024_b1f3, + 0x001e_71b1, + 0x0016_f03d, + 0x0010_d00d, + 0x0018_d03d, + 0x0031_d0c7, + 0x0025_71df, + 0x0033_71eb, + 0x0024_1095, + 0x0055_d061, + 0x0005_3013, + 0x0010_f043, + 0x0024_b13d, + 0x0009_5049, + 0x000d_f005, + 0x003a_9281, + 0x001f_71a5, + 0x001f_d00d, + 0x0004_7029, + 0x002d_71af, + 0x0028_d281, + 0x000d_f0bf, + 0x0011_500b, + 0x0020_9089, + 0x0020_b043, + 0x000e_f065, + 0x003b_3241, + 0x001d_30c5, + 0x0026_5191, + 0x0006_d02b, + 0x0025_90ef, + 0x000a_701d, + 0x000f_1067, + 0x0045_d1b7, + 0x001c_100d, + 0x001b_b029, + 0x0020_b00d, + 0x0008_3043, + 0x001a_f007, + 0x0041_b2cf, + 0x0028_d1fd, + 0x0008_b06d, + 0x0035_f00d, + 0x0026_b0e5, + 0x0004_3035, + 0x002a_503b, + 0x0010_10bf, + 0x0033_d1f7, + 0x0026_b107, + 0x003a_d005, + 0x0016_10bf, + 0x0031_d2ef, + 0x0004_f03d, + 0x002e_7101, + 0x0058_13b3, + 0x0014_b0b3, + 0x0010_f013, + 0x0018_5043, + 0x000e_309d, + 0x000d_f059, + 0x0031_307f, + 0x0038_f035, + 0x004e_1257, + 0x0021_d1af, + 0x001f_315b, + 0x000a_3059, + 0x0033_d2c5, + 0x004f_d02b, + 0x0017_502b, + 0x0028_110f, + 0x0023_3053, + 0x000f_b089, + 0x001b_700d, + 0x0010_f029, + 0x0044_52bd, + 0x002b_31cf, + 0x006f_1097, + 0x0028_1233, + 0x0022_d035, + 0x0019_90e3, + 0x0018_d025, + 0x003a_1049, + 0x0016_10df, + 0x002c_511b, + 0x0025_118d, + 0x002f_924b, + 0x0001_7013, + 0x0001_f00b, + 0x0004_300d, + 0x0015_b119, + 0x0018_d049, + 0x001a_504f, + 0x0023_b223, + 0x0026_910d, + 0x000a_d08b, + 0x000e_9067, + 0x0029_3013, + 0x0023_3059, + 0x0020_90f1, + 0x0026_b0a3, + 0x0012_510d, + 0x0032_b313, + 0x0033_d1a5, + 0x0017_50ad, + 0x001c_10c7, + 0x0029_3101, + 0x0009_d067, + 0x0029_51eb, + 0x0019_9013, + 0x001c_107f, + 0x0023_9185, + 0x0009_5059, + 0x0032_b1fd, + 0x0025_7199, + 0x000c_707f, + 0x0001_d011, + 0x000b_300b, + 0x000c_1005, + 0x0020_b10d, + 0x0016_f15b, + 0x000b_507f, + 0x003d_1167, + 0x000e_902b, + 0x0006_100d, + 0x0017_f107, + 0x0015_b0f1, + 0x000d_30ad, + 0x0001_300d, + 0x002a_b0f1, + 0x0026_51df, + 0x0017_f06b, + 0x0023_916f, + 0x0016_f047, + 0x0029_3035, + 0x0006_500d, + 0x000b_500d, + 0x000e_9049, + 0x0023_916f, + 0x0033_5329, + 0x003b_32ef, + 0x0004_f00d, + 0x0025_1071, + 0x0019_902f, + 0x0013_d06b, + 0x0010_f071, + 0x001d_304f, + 0x0042_53d1, + 0x000e_308b, + 0x0006_102f, + 0x000d_3013, + 0x0015_b029, + 0x0024_b06b, + 0x0013_3059, + 0x000e_9011, + 0x001a_50b5, + 0x0014_b101, + 0x0032_92a1, + 0x0006_7059, + 0x0023_b013, + 0x0037_309d, + 0x001a_50fb, + 0x000d_3095, + 0x0023_b06b, + 0x001a_3005, + 0x0030_504f, + 0x0019_9167, + 0x0026_5003, + 0x0013_d119, + 0x0021_d17f, + 0x0009_d071, + 0x0015_b049, + 0x0047_f16f, + 0x0030_10a3, + 0x0033_b2dd, + 0x003f_5305, + 0x001f_d043, + 0x0028_d251, + 0x001a_f1a3, + 0x0018_d16f, + 0x002f_9125, + 0x0002_f013, + 0x0020_b00d, + 0x0023_309d, + 0x0002_f029, + 0x001b_70c7, + 0x0046_30ef, + 0x000d_3035, + 0x0033_d313, + 0x0015_1011, + 0x0002_900d, + 0x001e_7119, + 0x004c_d2c5, + 0x003c_7265, + 0x0034_7059, + 0x001c_9119, + 0x001c_d137, + 0x0018_d0ad, + 0x0035_f0e5, + 0x0018_d10f, + 0x001c_90ad, + 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0x000e_504f, + 0x0023_9185, + 0x0033_b1cd, + 0x001c_f059, + 0x0017_506b, + 0x000e_9061, + 0x0006_702b, + 0x0008_300d, + 0x0015_d06d, + 0x003f_d059, + 0x000f_b00b, + 0x0020_9011, + 0x002b_3185, + 0x0022_31c9, + 0x0013_307f, + 0x0010_103b, + 0x0015_103d, + 0x0004_f047, + 0x0040_713d, + 0x001a_f0ad, + 0x001d_3125, + 0x001a_50c7, + 0x001c_107f, + 0x001f_d14b, + 0x0004_f049, + 0x000b_5061, + 0x000c_5043, + 0x0023_3089, + 0x000c_7067, + 0x0024_b0c5, + 0x0023_b007, + 0x0016_f125, + 0x0018_5161, + 0x005a_d025, + 0x0027_725f, + 0x0026_9049, + 0x002c_5043, + 0x000d_308b, + 0x0003_500b, + 0x0022_d06d, + 0x003d_f013, + 0x0025_1199, + 0x002d_71a5, + 0x0007_103b, + 0x0035_f095, + 0x000e_501d, + 0x001c_10c5, + 0x000d_f059, + 0x0030_5137, + 0x000b_f07f, + 0x0008_900d, + 0x000a_3089, + 0x001f_d0b5, + 0x0017_f10f, + 0x002b_321d, + 0x001d_30e9, + 0x0023_303b, + 0x0015_b09d, + 0x0035_52a5, + 0x0033_b0e3, + 0x0012_511b, + 0x001c_9089, + 0x003f_1059, + 0x0009_d02f, + 0x0031_31a5, + 0x000e_5047, + 0x0011_501f, + 0x0020_b1df, + 0x005a_b2c5, + 0x000d_f005, + 0x0042_72bd, + 0x0036_d2a5, + 0x0007_f017, + 0x001a_501f, + 0x000b_5013, + 0x0010_1047, + 0x002b_d043, + 0x000a_d00b, + 0x001a_f0b3, + 0x0001_f00d, + 0x0002_5011, + 0x003e_53a9, + 0x0011_5011, + 0x0010_1025, + 0x001a_3025, + 0x0032_9065, + 0x0020_b1a3, + 0x0023_321d, + 0x0017_f0ad, + 0x0003_502b, + 0x000b_300d, + 0x0011_9003, + 0x000a_3083, + 0x005a_d373, + 0x0031_d01f, + 0x0029_51af, + 0x0019_906d, + 0x0010_7005, + 0x0027_7209, + 0x001a_513d, + 0x0035_b259, + 0x003b_31a5, + 0x000b_f013, + 0x002c_52a5, + 0x0014_b0b5, + 0x0011_508b, + 0x0008_3047, + 0x0000_d00b, + 0x0015_10fb, + 0x0011_b035, + 0x001c_f199, + 0x001f_3125, + 0x000c_50a7, + 0x0023_3061, + 0x001a_f095, + 0x0020_b1c9, + 0x0010_d09d, + 0x0003_b00d, + 0x003d_7281, + 0x0032_921d, + 0x0008_303b, + 0x000d_f007, + 0x000c_706d, + 0x0008_3007, + 0x0005_3005, + 0x001c_f119, + 0x0018_d017, + 0x004f_d2b3, + 0x003c_700d, + 0x002c_5071, + 0x001c_9017, + 0x0023_9043, + 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0x000f_1095, + 0x0029_523b, + 0x0011_50df, + 0x0028_70e3, + 0x003e_5301, + 0x001e_b11b, + 0x002a_b0a3, + 0x0021_d0ad, + 0x001d_30e5, + 0x0014_b115, + 0x001d_31b7, + 0x0018_d00d, + 0x000a_7029, + 0x002c_f269, + 0x0024_b06b, + 0x0065_510d, + 0x0030_506d, + 0x000a_d011, + 0x0029_503d, + 0x0004_701d, + 0x0006_d029, + 0x000c_50b5, + 0x0025_f1bb, + 0x0042_d35f, + 0x001f_d089, + 0x002c_f2a1, + 0x0006_b029, + 0x002f_515d, + 0x0016_f13d, + 0x0022_300d, + 0x0015_d0e9, + 0x003d_11f3, + 0x0021_d0b5, + 0x0026_5223, + 0x0007_100d, + 0x000e_f0a7, + 0x0017_5119, + 0x0006_102b, + 0x0023_3223, + 0x0025_7071, + 0x000e_503b, + 0x000c_102b, + 0x0033_b2bd, + 0x0017_f151, + 0x0016_700b, + 0x0017_5007, + 0x002c_516f, + 0x001a_f059, + 0x001b_7151, + 0x001e_710d, + 0x002b_313d, + 0x0015_d101, + 0x0010_1005, + 0x0023_9029, + 0x0008_9043, + 0x0027_702b, + 0x0024_1095, + 0x0019_9061, + 0x0003_b025, + 0x0023_920b, + 0x0020_90f1, + 0x0010_10a7, + 0x0026_b139, + 0x0077_3025, + 0x0013_d137, + 0x0032_9251, + 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0x006a_d425, + 0x0035_b0c5, + 0x0012_500b, + 0x0007_100b, + 0x002e_f259, + 0x0032_b28d, + 0x0004_903d, + 0x001a_50e9, + 0x0017_50a7, + 0x0044_f335, + 0x0038_b33d, + 0x0002_b00d, + 0x0006_500d, + 0x003f_b065, + 0x0030_504f, + 0x0013_30d3, + 0x0024_b1af, + 0x0003_d03b, + 0x0006_d029, + 0x002d_d16f, + 0x0000_b005, + 0x001c_d06b, + 0x0008_b043, + 0x0028_7233, + 0x0025_915d, + 0x0019_106b, + 0x0051_50ad, + 0x0020_b095, + 0x001d_317f, + 0x0017_f11b, + 0x001b_b0e5, + 0x0007_100b, + 0x0009_d03b, + 0x0013_3029, + 0x001c_d0b5, + 0x001e_70e9, + 0x0010_709d, + 0x0026_b0f1, + 0x001c_d115, + 0x0003_5005, + 0x0003_500d, + 0x0016_708b, + 0x000a_7061, + 0x000b_3053, + 0x000e_5071, + 0x001e_b14b, + 0x0007_101f, + 0x001f_3003, + 0x0017_b047, + 0x0028_723b, + 0x000f_109d, + 0x0017_b03b, + 0x003b_90f1, + 0x000a_3029, + 0x000e_302b, + 0x000a_d09d, + 0x001d_31b1, + 0x001c_f08b, + 0x0008_3049, + 0x000c_700b, + 0x0048_11eb, + 0x003d_10e3, + 0x000a_d04f, + 0x000c_506d, + 0x000e_50bf, + 0x0038_f061, + 0x0018_517b, + 0x0013_7097, + 0x0003_5007, + 0x000b_f025, + 0x001f_71a5, + 0x0008_903b, + 0x000e_f0c5, + 0x0032_9175, + 0x0016_f10d, + 0x0025_f043, + 0x0027_7017, + 0x0023_b017, + 0x0028_304f, + 0x0033_72a5, + 0x0024_b035, + 0x001a_3101, + 0x0019_114b, + 0x0015_d04f, + 0x0009_d01d, + 0x0031_3097, + 0x0051_7011, + 0x0032_b125, + 0x0010_7065, + 0x0010_f08b, + 0x0029_5005, + 0x002b_324b, + 0x001c_d043, + 0x001e_b16f, + 0x0068_3577, + 0x000b_f005, + 0x0009_5005, + 0x001b_b025, + 0x0017_b017, + 0x0026_521d, + 0x000f_1053, + 0x0022_301d, + 0x0023_b011, + 0x0013_d007, + 0x003c_b02f, + 0x001a_f101, + 0x0024_b191, + 0x001b_b06d, + 0x0016_107f, + 0x0013_7029, + 0x0028_1035, + 0x0028_d007, + 0x001f_31bb, + 0x000e_500b, + 0x003a_d01d, + 0x001e_b0b3, + 0x0016_1013, + 0x0017_5125, + 0x0025_f241, + 0x000c_500d, + 0x0033_70a3, + 0x0011_b119, + 0x0023_9061, + 0x005f_b2ef, + 0x003b_3251, + 0x002c_5035, + 0x0010_703d, + 0x0000_d005, + 0x0033_723b, + 0x001d_f15d, + 0x0011_901d, + 0x0024_1137, + 0x0009_5013, + 0x0028_1083, + 0x001d_f137, + 0x0013_70b5, + 0x0031_d0b3, + 0x0010_d00d, + 0x001e_70c5, + 0x001c_9191, + 0x002a_1191, + 0x001e_70fb, + 0x0023_900b, + 0x0015_b035, + 0x000e_906d, + 0x001f_714b, + 0x000a_d04f, + 0x0042_50f1, + 0x002f_51e7, + 0x0025_f1a5, + 0x002e_3281, + 0x001c_913d, + 0x0020_b025, + 0x0021_d017, + 0x003a_d1bb, + 0x0055_12bd, + 0x000c_503d, + 0x0024_11cd, + 0x001c_90bf, + 0x007c_922d, + 0x001c_107f, + 0x0030_50b5, + 0x002e_7043, + 0x0007_f03d, + 0x001a_51a3, + 0x0019_111b, + 0x000a_d0a7, + 0x002d_7185, + 0x0002_901d, + 0x000c_500b, + 0x0026_900d, + 0x0018_503d, + 0x005b_3287, + 0x005b_f359, + 0x000c_5097, + 0x0050_923b, + 0x002b_323b, + 0x0004_901f, + 0x0037_1233, + 0x001c_10fb, + 0x0002_501f, + 0x000a_d08b, + 0x003d_f301, + 0x001e_b007, + 0x0028_11f3, + 0x003a_d059, + 0x0010_7011, + 0x0040_7251, + 0x0023_9097, + 0x0016_7151, + 0x0021_d0b5, + 0x0022_d1df, + 0x0016_7083, + 0x0008_901f, + 0x000c_7013, + 0x0018_d17b, + 0x0003_b029, + 0x001f_d0e5, + 0x0035_f0e5, + 0x0049_3125, + 0x0028_d277, + 0x0033_d199, + 0x001d_f1bb, + 0x0006_b047, + 0x0015_d0e5, + 0x000c_504f, + 0x002a_117f, + 0x000d_308b, + 0x0041_b1a5, + 0x001e_b06d, + 0x0017_514b, + 0x0012_50a7, + 0x0002_f025, + 0x001c_116f, + 0x0065_b4eb, + 0x001c_f151, + 0x001d_317b, + 0x0017_b0e5, + 0x001f_714b, + 0x0024_b1f7, + 0x000e_30b3, + 0x0026_b185, + 0x0010_700b, + 0x0028_3241, + 0x0017_f10d, + 0x0038_f06d, + 0x000c_502f, + 0x0029_525f, + 0x0024_1047, + 0x003a_90c1, + 0x0028_d0c1, + 0x0005_3047, + 0x0012_5083, + 0x0009_d047, + 0x0025_9167, + 0x0013_7049, + 0x0007_f04f, + 0x000e_f0a3, + 0x001d_30bf, + 0x0031_31c1, + 0x000e_30c7, + 0x0013_3107, + 0x0029_3223, + 0x0029_524b, + 0x0031_d0c7, + 0x0017_b139, + 0x0011_90e5, + 0x0005_9025, + 0x0029_50f1, + 0x0050_b0b3, + 0x001b_1185, + 0x0013_9013, + 0x0009_d01d, + 0x0007_100d, + 0x0017_b035, + 0x0049_344f, + 0x003b_3139, + 0x0006_b011, + 0x002d_d00d, + 0x0024_b089, + 0x001b_7095, + 0x0013_7047, + 0x0028_30fb, + 0x0002_9013, + 0x0011_903d, + 0x000d_3025, + 0x0016_1151, + 0x0023_301f, + 0x0027_725f, + 0x001c_1151, + 0x0008_9053, + 0x0001_100d, + 0x0027_71b1, + 0x0018_50c1, + 0x002f_91c1, + 0x002f_51fd, + 0x000c_5011, + 0x0010_103b, + 0x002c_5283, + 0x0026_5067, + 0x000b_f03d, + 0x002d_700b, + 0x0015_d125, + 0x0043_f419, + 0x003b_3269, + 0x0015_10b5, + 0x0013_700d, + 0x0017_f01d, + 0x001c_f185, + 0x000a_7059, + 0x0027_7191, + 0x0004_303d, + 0x002a_1293, + 0x001c_d0d3, + 0x001b_b115, + 0x0012_5061, + 0x0023_b22d, + 0x0015_1137, + 0x0010_1083, + 0x001f_30f1, + 0x0017_5053, + 0x0009_7025, + 0x0022_d0b3, + 0x0023_b13d, + 0x0002_f011, + 0x001a_515d, + 0x0011_b115, + 0x0011_906b, + 0x000e_5005, + 0x000e_90b3, + 0x004c_d0fb, + 0x002d_7089, + 0x001f_71a3, + 0x0006_b02f, + 0x0025_901d, + 0x0024_b0c7, + 0x000e_900b, + 0x001b_1139, + 0x001f_3107, + 0x002a_b083, + 0x001f_31df, + 0x0020_906d, + 0x0025_1061, + 0x0031_d137, + 0x0025_90fb, + 0x0031_d1bb, + 0x001e_b133, + 0x0019_9161, + 0x001f_71eb, + 0x001e_7007, + 0x001e_b089, + 0x0010_f005, + 0x000b_f083, + 0x0010_1095, + 0x0036_d335, + 0x002e_3223, + 0x001e_70ad, + 0x001f_303b, + 0x002e_f1a3, + 0x0006_b01f, + 0x002a_b1cd, + 0x000e_9005, + 0x004f_f455, + 0x000f_10b3, + 0x000b_506b, + 0x0014_b013, + 0x0013_7029, + 0x0033_b119, + 0x001a_3025, + 0x003a_d061, + 0x0028_10e9, + 0x0002_b025, + 0x001a_f125, + 0x0006_b025, + 0x000a_306d, + 0x000e_3067, + 0x001c_11b7, + 0x000b_5059, + 0x0006_b005, + 0x0025_7035, + 0x0023_b059, + 0x0020_90ad, + 0x0007_f02f, + 0x005e_747f, + 0x0016_7035, + 0x0012_506d, + 0x002d_715b, + 0x001c_9125, + 0x0022_30b5, + 0x0009_501f, + 0x0019_90c5, + 0x002f_9049, + 0x0019_1175, + 0x001c_900b, + 0x000e_f013, + 0x0020_90c1, + 0x001b_101d, + 0x0037_7251, + 0x004d_5301, + 0x000c_5047, + 0x001a_3025, + 0x000e_f061, + 0x002a_b23b, + 0x0015_103b, + 0x0010_f097, + 0x000d_3043, + 0x000a_702b, + 0x0051_71bb, + 0x0033_d32b, + 0x0010_f0e9, + 0x0010_70b5, + 0x0022_309d, + 0x0028_31b1, + 0x0003_b035, + 0x0016_f089, + 0x0028_31c1, + 0x0000_d005, + 0x0032_9005, + 0x0027_7083, + 0x0016_7005, + 0x0009_5007, + 0x0025_1199, + 0x0018_5101, + 0x000c_106d, + 0x0013_90b5, + 0x0017_50e3, + 0x0010_f083, + 0x001c_f03d, + 0x001f_70df, + 0x0036_d04f, + 0x0067_f185, + 0x0025_f047, + 0x001b_b065, + 0x001d_300d, + 0x0025_f101, + 0x000a_d03d, + 0x000b_3095, + 0x0004_f005, + 0x001c_90a3, + 0x0038_f1fd, + 0x0034_710d, + 0x0006_7017, + 0x0015_d00d, + 0x0013_30e5, + 0x0020_b133, + 0x002b_31b7, + 0x0022_d223, + 0x0025_90d3, + 0x0050_b035, + 0x0023_b125, + 0x0012_5059, + 0x000c_703b, + 0x000a_d00b, + 0x0017_5005, + 0x0036_d10d, + 0x000e_f095, + 0x0011_b10d, + 0x0013_300d, + 0x0011_b043, + 0x001d_f067, + 0x0013_302b, + 0x001f_d029, + 0x001a_5013, + 0x001c_d04f, + 0x0005_904f, + 0x000b_f061, + 0x0008_b005, + 0x000a_306b, + 0x001f_7097, + 0x001a_317b, + 0x002b_d13d, + 0x001d_f049, + 0x0000_d005, + 0x000a_d00d, + 0x002b_3277, + 0x001c_100b, + 0x0030_12f5, + 0x000a_d00d, + 0x000a_3059, + 0x0026_520b, + 0x0029_503d, + 0x0002_500b, + 0x000e_501f, + 0x002a_50b5, + 0x0018_504f, + 0x001a_f08b, + 0x0019_9175, + 0x004c_d427, + 0x0016_106d, + 0x0032_b265, + 0x001e_b059, + 0x0013_3101, + 0x0009_701d, + 0x0025_1119, + 0x0010_d01d, + 0x0015_d14b, + 0x0001_300d, + 0x002a_1287, + 0x0016_1025, + 0x003f_d371, + 0x0019_917f, + 0x001a_f0f1, + 0x0024_b00d, + 0x0019_9029, + 0x0035_b007, + 0x0013_d02b, + 0x0006_d03d, + 0x0020_b097, + 0x0064_d01d, + 0x0024_1191, + 0x001d_f18d, + 0x002e_f185, + 0x000b_f0b5, + 0x0025_f07f, + 0x0016_f0c7, + 0x001f_702b, + 0x003f_5139, + 0x001c_f0c1, + 0x0013_908b, + 0x000e_500d, + 0x000c_7005, + 0x0067_f31d, + 0x0036_d2f5, + 0x0023_31df, + 0x0009_7035, + 0x0025_713d, + 0x000c_1083, + 0x0013_30bf, + 0x004c_72ab, + 0x000c_100b, + 0x0025_1043, + 0x002e_3259, + 0x0037_102b, + 0x0038_b35f, + 0x0044_9277, + 0x0044_91f7, + 0x000b_3053, + 0x0045_d00b, + 0x0042_7359, + 0x0017_515d, + 0x0026_b0a3, + 0x002d_70e9, + 0x0011_50e5, + 0x0017_50c1, + 0x003d_f09d, + 0x0017_f03d, + 0x000e_f053, + 0x000f_b049, + 0x0020_9005, + 0x002b_d049, + 0x0045_d005, + 0x0011_b013, + 0x0002_500d, + 0x0055_7529, + 0x000c_701d, + 0x000b_3017, + 0x0015_d013, + 0x0024_b061, + 0x002a_51cd, + 0x0024_1199, + 0x000a_7065, + 0x0038_b33d, + 0x000d_3005, + 0x001f_70bf, + 0x003f_d2dd, + 0x000c_7071, + 0x0016_70f1, + 0x0006_5013, + 0x0004_3017, + 0x0035_f047, + 0x0015_10ef, + 0x0023_301d, + 0x0025_90e3, + 0x0006_d005, + 0x006a_1509, + 0x0004_701f, + 0x0006_5035, + 0x0008_9067, + 0x0035_f1e7, + 0x003f_b09d, + 0x0012_509d, + 0x002e_f251, + 0x0025_90bf, + 0x0031_3043, + 0x0009_502b, + 0x007b_5445, + 0x0025_1191, + 0x0001_300d, + 0x0061_f295, + 0x0028_71c9, + 0x000c_50bf, + 0x0010_f03b, + 0x000a_3025, + 0x0021_d025, + 0x0012_500b, + 0x000b_506b, + 0x001b_7061, + 0x0006_5013, + 0x002c_5097, + 0x003a_d0fb, + 0x0037_72f9, + 0x001f_71e7, + 0x001e_7003, + 0x0024_b1b1, + 0x0007_f029, + 0x001a_f0df, + 0x001a_5095, + 0x0016_f00d, + 0x001c_d09d, + 0x0026_5013, + 0x003c_7151, + 0x0017_b101, + 0x000a_d047, + 0x000b_301f, + 0x0016_f101, + 0x0015_b061, + 0x0014_b11b, + 0x004a_3115, + 0x0006_5005, + 0x0002_500d, + 0x0004_7005, + 0x0015_10b5, + 0x000f_b0c1, + 0x0038_b2c5, + 0x0026_909d, + 0x0002_5003, + 0x000b_f011, + 0x000b_f095, + 0x000e_9071, + 0x0016_f161, + 0x0028_3013, + 0x0026_b15b, + 0x0038_f301, + 0x0015_d0e9, + 0x003b_9035, + 0x0015_b043, + 0x004f_f36d, + 0x0012_511b, + 0x0007_f029, + 0x0016_702b, + 0x0025_7071, + 0x0025_703d, + 0x0050_b427, + 0x002e_315d, + 0x001c_d0a7, + 0x0020_91af, + 0x0002_501d, + 0x0025_7125, + 0x0009_700d, + 0x001b_1067, + 0x0025_91cf, + 0x0023_b01d, + 0x000c_506b, + 0x0024_b065, + 0x002e_f185, + 0x001e_7013, + 0x0004_9007, + 0x0023_9119, + 0x002d_d059, + 0x004c_d40f, + 0x000f_1029, + 0x004c_d287, + 0x0031_d26b, + 0x002f_92a5, + 0x002e_f28d, + 0x0016_70ef, + 0x003e_5329, + 0x0023_b161, + 0x0033_72dd, + 0x0017_515d, + 0x001d_f1a3, + 0x0016_f047, + 0x0012_50b3, + 0x003a_11d3, + 0x001a_306b, + 0x0002_b00d, + 0x001c_f065, + 0x0013_30b3, + 0x001e_b17b, + 0x0029_526b, + 0x0025_7199, + 0x0013_d005, + 0x000b_f00b, + 0x0022_3151, + 0x0023_3097, + 0x001e_b15b, + 0x0033_d2ef, + 0x0010_d0ef, + 0x0033_5095, + 0x0025_7095, + 0x003e_5053, + 0x0003_d02b, + 0x000e_908b, + 0x001d_3047, + 0x0015_b053, + 0x0022_31f7, + 0x0011_9043, + 0x003c_7059, + 0x005f_31fd, + 0x0023_b01d, + 0x0010_f02f, + 0x0033_b06d, + 0x0009_7005, + 0x0007_f03b, + 0x0008_3035, + 0x0043_f277, + 0x0010_f017, + 0x000a_7083, + 0x0009_d061, + 0x0033_d035, + 0x000c_7061, + 0x0017_50b5, + 0x0037_7305, + 0x0010_7061, + 0x0023_30c7, + 0x0018_510f, + 0x0026_b0e5, + 0x0013_7089, + 0x0017_507f, + 0x0033_b049, + 0x0010_f0df, + 0x0052_706d, + 0x0024_1025, + 0x000a_7067, + 0x0023_b119, + 0x001c_1125, + 0x0011_502f, + 0x0037_71a5, + 0x0031_3287, + 0x0041_9007, + 0x0009_703d, + 0x0040_9397, + 0x000d_3049, + 0x0032_9097, + 0x0008_3005, + 0x001a_306d, + 0x002e_720b, + 0x0008_b083, + 0x0015_d0e3, + 0x000e_5071, + 0x0006_5059, + 0x002f_5151, + 0x0019_1101, + 0x000a_7095, + 0x0034_70a3, + 0x0012_5107, + 0x0009_5011, + 0x005d_b061, + 0x001c_1119, + 0x0033_700d, + 0x0016_7125, + 0x0015_d02b, + 0x001c_9043, + 0x002f_50e3, + 0x001d_f0b5, + 0x000f_b011, + 0x0033_d1c1, + 0x0029_325f, + 0x001f_d00d, + 0x000c_50ad, + 0x0025_900d, + 0x0012_500b, + 0x0011_504f, + 0x0005_300d, + 0x0031_3241, + 0x0017_5003, + 0x001f_30e9, + 0x0015_b025, + 0x001c_f007, + 0x001f_d18d, + 0x002c_f17b, + 0x0030_5043, + 0x0040_73f1, + 0x003b_3241, + 0x0016_70e3, + 0x004f_f089, + 0x0023_3043, + 0x0023_b035, + 0x002e_f15b, + 0x0018_5101, + 0x0065_b611, + 0x002e_326b, + 0x0027_70fb, + 0x0017_f005, + 0x0006_5025, + 0x0026_5137, + 0x0011_50bf, + 0x000f_100d, + 0x001b_1061, + 0x0011_b03d, + 0x0009_5049, + 0x0028_3059, + 0x000a_301d, + 0x0003_d01f, + 0x0017_f16f, + 0x0013_710f, + 0x0001_700d, + 0x0028_70ad, + 0x001a_302b, + 0x0050_31cf, + 0x0016_10b3, + 0x0020_9089, + 0x0002_501d, + 0x0005_9053, + 0x0011_b0e3, + 0x0033_72a1, + 0x000c_5005, + 0x0018_d185, + 0x001e_70bf, + 0x0010_103d, + 0x000e_50ad, + 0x0047_f0bf, + 0x0015_d14b, + 0x002f_9025, + 0x0011_b0ef, + 0x0037_71bb, + 0x0023_315d, + 0x0011_b0a3, + 0x001f_3005, + 0x0022_3071, + 0x0004_f01d, + 0x001f_d005, + 0x0015_1043, + 0x0009_5007, + 0x0014_b083, + 0x0036_d06d, + 0x0011_b0bf, + 0x0021_d01f, + 0x0003_d00b, + 0x0015_b0b3, + 0x0002_b01f, + 0x0007_106b, + 0x0040_7397, + 0x0009_7035, + 0x0007_1049, + 0x0051_1269, + 0x0028_3161, + 0x001d_f191, + 0x003a_d125, + 0x0055_10c1, + 0x0016_1115, + 0x0024_10fb, + 0x002e_7101, + 0x0014_b01d, + 0x0031_d209, + 0x0009_d003, + 0x000f_1053, + 0x0008_907f, + 0x0023_9095, + 0x0002_9005, + 0x003a_918d, + 0x0028_d0c1, + 0x0002_b01d, + 0x0036_d071, + 0x0009_503d, ]; //////////////////// Lookup tables for number theoretic functions diff --git a/src/traits.rs b/src/traits.rs index 4b9cd82..35c9a90 100644 --- a/src/traits.rs +++ b/src/traits.rs @@ -34,7 +34,8 @@ impl Primality { /// Check whether the resule indicates that the number is /// (very) probably a prime. Return false only on [`Primality::No`] #[inline(always)] - #[must_use] pub fn probably(self) -> bool { + #[must_use] + pub fn probably(self) -> bool { match self { Primality::No => false, _ => true, @@ -112,14 +113,16 @@ impl PrimalityTestConfig { /// Create a configuration with a very strong primality check. It's based on /// the **strongest deterministic primality testing** and some SPRP tests with /// random bases. - #[must_use] pub fn strict() -> Self { + #[must_use] + pub fn strict() -> Self { let mut config = Self::bpsw(); config.sprp_random_trials = 1; config } /// Create a configuration for Baillie-PSW test (base 2 SPRP test + SLPRP test) - #[must_use] pub fn bpsw() -> Self { + #[must_use] + pub fn bpsw() -> Self { Self { sprp_trials: 1, sprp_random_trials: 0, @@ -172,7 +175,8 @@ impl Default for FactorizationConfig { impl FactorizationConfig { /// Same as the default configuration but with strict primality check - #[must_use] pub fn strict() -> Self { + #[must_use] + pub fn strict() -> Self { let mut config = Self::default(); config.primality_config = PrimalityTestConfig::strict(); config