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boc/aamos-ledger-rust/target/release/deps/libmemchr-065b5e2fb3f6f5e5.rlib
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!<arch>
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memchr-065b5e2fb3f6f5e5.memchr.b546ff5f7be3b7-cgu.0.rcgu.o/
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This library provides heavily optimized routines for string search primitives.
# Overview
This section gives a brief high level overview of what this crate offers.
* The top-level module provides routines for searching for 1, 2 or 3 bytes
in the forward or reverse direction. When searching for more than one byte,
positions are considered a match if the byte at that position matches any
of the bytes.
* The [`memmem`] sub-module provides forward and reverse substring search
routines.
In all such cases, routines operate on `&[u8]` without regard to encoding. This
is exactly what you want when searching either UTF-8 or arbitrary bytes.
# Example: using `memchr`
This example shows how to use `memchr` to find the first occurrence of `z` in
a haystack:
```
use memchr::memchr;
let haystack = b"foo bar baz quuz";
assert_eq!(Some(10), memchr(b'z', haystack));
```
# Example: matching one of three possible bytes
This examples shows how to use `memrchr3` to find occurrences of `a`, `b` or
`c`, starting at the end of the haystack.
```
use memchr::memchr3_iter;
let haystack = b"xyzaxyzbxyzc";
let mut it = memchr3_iter(b'a', b'b', b'c', haystack).rev();
assert_eq!(Some(11), it.next());
assert_eq!(Some(7), it.next());
assert_eq!(Some(3), it.next());
assert_eq!(None, it.next());
```
# Example: iterating over substring matches
This example shows how to use the [`memmem`] sub-module to find occurrences of
a substring in a haystack.
```
use memchr::memmem;
let haystack = b"foo bar foo baz foo";
let mut it = memmem::find_iter(haystack, "foo");
assert_eq!(Some(0), it.next());
assert_eq!(Some(8), it.next());
assert_eq!(Some(16), it.next());
assert_eq!(None, it.next());
```
# Example: repeating a search for the same needle
It may be possible for the overhead of constructing a substring searcher to be
measurable in some workloads. In cases where the same needle is used to search
many haystacks, it is possible to do construction once and thus to avoid it for
subsequent searches. This can be done with a [`memmem::Finder`]:
```
use memchr::memmem;
let finder = memmem::Finder::new("foo");
assert_eq!(Some(4), finder.find(b"baz foo quux"));
assert_eq!(None, finder.find(b"quux baz bar"));
```
# Why use this crate?
At first glance, the APIs provided by this crate might seem weird. Why provide
a dedicated routine like `memchr` for something that could be implemented
clearly and trivially in one line:
```
fn memchr(needle: u8, haystack: &[u8]) -> Option<usize> {
haystack.iter().position(|&b| b == needle)
}
```
Or similarly, why does this crate provide substring search routines when Rust's
core library already provides them?
```
fn search(haystack: &str, needle: &str) -> Option<usize> {
haystack.find(needle)
}
```
The primary reason for both of them to exist is performance. When it comes to
performance, at a high level at least, there are two primary ways to look at
it:
* **Throughput**: For this, think about it as, "given some very large haystack
and a byte that never occurs in that haystack, how long does it take to
search through it and determine that it, in fact, does not occur?"
* **Latency**: For this, think about it as, "given a tiny haystack---just a
few bytes---how long does it take to determine if a byte is in it?"
The `memchr` routine in this crate has _slightly_ worse latency than the
solution presented above, however, its throughput can easily be over an
order of magnitude faster. This is a good general purpose trade off to make.
You rarely lose, but often gain big.
**NOTE:** The name `memchr` comes from the corresponding routine in `libc`. A
key advantage of using this library is that its performance is not tied to its
quality of implementation in the `libc` you happen to be using, which can vary
greatly from platform to platform.
But what about substring search? This one is a bit more complicated. The
primary reason for its existence is still indeed performance, but it's also
useful because Rust's core library doesn't actually expose any substring
search routine on arbitrary bytes. The only substring search routine that
exists works exclusively on valid UTF-8.
So if you have valid UTF-8, is there a reason to use this over the standard
library substring search routine? Yes. This routine is faster on almost every
metric, including latency. The natural question then, is why isn't this
implementation in the standard library, even if only for searching on UTF-8?
The reason is that the implementation details for using SIMD in the standard
library haven't quite been worked out yet.
**NOTE:** Currently, only `x86_64`, `wasm32` and `aarch64` targets have vector
accelerated implementations of `memchr` (and friends) and `memmem`.
# Crate features
* **std** - When enabled (the default), this will permit features specific to
the standard library. Currently, the only thing used from the standard library
is runtime SIMD CPU feature detection. This means that this feature must be
enabled to get AVX2 accelerated routines on `x86_64` targets without enabling
the `avx2` feature at compile time, for example. When `std` is not enabled,
this crate will still attempt to use SSE2 accelerated routines on `x86_64`. It
will also use AVX2 accelerated routines when the `avx2` feature is enabled at
compile time. In general, enable this feature if you can.
* **alloc** - When enabled (the default), APIs in this crate requiring some
kind of allocation will become available. For example, the
[`memmem::Finder::into_owned`](crate::memmem::Finder::into_owned) API and the
[`arch::all::shiftor`](crate::arch::all::shiftor) substring search
implementation. Otherwise, this crate is designed from the ground up to be
usable in core-only contexts, so the `alloc` feature doesn't add much
currently. Notably, disabling `std` but enabling `alloc` will **not** result
in the use of AVX2 on `x86_64` targets unless the `avx2` feature is enabled
at compile time. (With `std` enabled, AVX2 can be used even without the `avx2`
feature enabled at compile time by way of runtime CPU feature detection.)
* **logging** - When enabled (disabled by default), the `log` crate is used
to emit log messages about what kinds of `memchr` and `memmem` algorithms
are used. Namely, both `memchr` and `memmem` have a number of different
implementation choices depending on the target and CPU, and the log messages
can help show what specific implementations are being used. Generally, this is
useful for debugging performance issues.
* **libc** - **DEPRECATED**. Previously, this enabled the use of the target's
`memchr` function from whatever `libc` was linked into the program. This
feature is now a no-op because this crate's implementation of `memchr` should
now be sufficiently fast on a number of platforms that `libc` should no longer
be needed. (This feature is somewhat of a holdover from this crate's origins.
Originally, this crate was literally just a safe wrapper function around the
`memchr` function from `libc`.)
ÁÈ«¼¦í¸À¹¤¸ì· ËÊ- ÏË.µ Úó-´ Ó ü.³ Ý
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A module with low-level architecture dependent routines.
These routines are useful as primitives for tasks not covered by the higher
level crate API.
Á$Ñ@Ô¤ ü»
Contains architecture independent routines.
These routines are often used as a "fallback" implementation when the more
specialized architecture dependent routines are unavailable.
Á§ {—ª²ÐÑÒÓü×
Ò
Provides architecture independent implementations of `memchr` and friends.
The main types in this module are [`One`], [`Two`] and [`Three`]. They are for
searching for one, two or three distinct bytes, respectively, in a haystack.
Each type also has corresponding double ended iterators. These searchers
are typically slower than hand-coded vector routines accomplishing the same
task, but are also typically faster than naive scalar code. These routines
effectively work by treating a `usize` as a vector of 8-bit lanes, and thus
achieves some level of data parallelism even without explicit vector support.
The `One` searcher also provides a [`One::count`] routine for efficiently
counting the number of times a single byte occurs in a haystack. This is
useful, for example, for counting the number of lines in a haystack. This
routine exists because it is usually faster, especially with a high match
count, than using [`One::find`] repeatedly. ([`OneIter`] specializes its
`Iterator::count` implementation to use this routine.)
Only one, two and three bytes are supported because three bytes is about
the point where one sees diminishing returns. Beyond this point and it's
probably (but not necessarily) better to just use a simple `[bool; 256]` array
or similar. However, it depends mightily on the specific work-load and the
expected match frequency.
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Provides an architecture independent implementation of the "packed pair"
algorithm.
The "packed pair" algorithm is based on the [generic SIMD] algorithm. The main
difference is that it (by default) uses a background distribution of byte
frequencies to heuristically select the pair of bytes to search for. Note that
this module provides an architecture independent version that doesn't do as
good of a job keeping the search for candidates inside a SIMD hot path. It
however can be good enough in many circumstances.
[generic SIMD]: http://0x80.pl/articles/simd-strfind.html#first-and-last
Á}µ«ìÈ{|ì Ë{|(„ì{~ü $ݾ\ º€ƒü” +üŸ JG Create a new prefilter that reports possible locations where the givenÁœî  needle matches.Á Ã
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ýÀ Æ §  €; ãü”=üƒ0- Create a new prefilter using the pair given.Á¸úüÀGD If the prefilter could not be constructed, then `None` is returned.ÁŒúü”GD This constructor permits callers to control precisely which pair ofÁüà! bytes is used as a predicate.ÁLÄ
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ýÀ¥ Æ ­îÅ€;2æüÇ>üù96 Run this finder on the given haystack as a prefilter.Á·úü¿JG If a candidate match is found, then an offset where the needle *could*ÁüŽ&# begin in the haystack is returned.ÁtÎÅ
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ýÀ£À Ý ƒïÖRÏë$“ƒûò“ó°óƒÆÖÜ… üÐDA Returns the pair of offsets (into the needle) used to check as aÁü™GD predicate before confirming whether a needle exists at a particularÁ
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¥  $’ L‡+¥ˆŠŒüì-)ü—+74 Create a new pair of offsets from the given needle.ÁÓ+úüÛ+EB If a pair could not be created (for example, if the needle is tooÁü¥,$! short), then `None` is returned.ÁÎ,úüÖ,A> This chooses the pair in the needle that is believed to be asÁüœ-=: predictive of an overall match of the needle as possible.Áó-È
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ýÀÊÄ ÿ-Ä€;àñüà2nüÛ.B? Create a new pair of offsets from the given needle and ranker.Á¢/úüª/IF This permits the caller to choose a background frequency distributionÁüø/HE with which bytes are selected. The idea is to select a pair of bytesÁüÅ0FC that is believed to strongly predict a match in the haystack. ThisÁü1B? usually means selecting bytes that occur rarely in a haystack.Á×1úüß1E¸Ôü©2$‡Õ\ç2É
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ýÀÛèÊÄ£ Ÿ3ÍìÛè ó2Ûè´ö2 ˆÛè€;¾,.üÑDiü»>C@ Create a new pair using the offsets given for the needle given.Áƒ?úü‹?HE This bypasses any sort of heuristic process for choosing the offsetsÁüØ?<9 and permits the caller to choose the offsets themselves.Á™@úü¡@GD Indices are limited to valid `u8` values so that a `Pair` uses lessÁüí@JG memory. It is not possible to create a `Pair` with offsets bigger thanÁü¼AIF `u8::MAX`. It's likely that such a thing is not needed, but if it is,ÁüŠBEB it's suggested to build your own bespoke algorithm because you'reÁüÔBJG likely working on a very niche case. (File an issue if this suggestionÁü£C  does not make sense to you.)ÁÈCúüÐCE¸ÔüšD$‡ÕdØDÊ
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ýÀÊÄ öD Š€;Å×Îå×Ô÷Jü»J)& Returns the first offset of the pair.Á4þJË
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¥ …K’Ê$†KÔðKü³K*' Returns the second offset of the pair.Á4÷KÌ
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¥ þK´Ë$ÿKüÚd üªLOL This trait allows the user to customize the heuristic used to determine theÁüúLEB relative frequency of a given byte in the dataset being searched.ÁÀMúüÄMMJ The use of this trait can have a dramatic impact on performance dependingÁü’NOL on the type of data being searched. The details of why are explained in theÁüâNOL docs of [`crate::memmem::Prefilter`]. To summarize, the core algorithm usesÁü²OMJ a prefilter to quickly identify candidate matches that are later verifiedÁü€PIF more slowly. This prefilter is implemented in terms of trying to findÁüÊPKH `rare` bytes at specific offsets that will occur less frequently in theÁü–QMJ dataset. While the concept of a `rare` byte is similar for most datasets,ÁüäQHE there are some specific datasets (like binary executables) that haveÁü­RMJ dramatically different byte distributions. For these datasets customizingÁüûRNK the byte frequency heuristic can have a massive impact on performance, andÁüÊS*' might even need to be done at runtime.ÁõSúüùSIF The default implementation of `HeuristicFrequencyRank` reads from theÁüÃTLI static frequency table defined in `src/memmem/byte_frequencies.rs`. ThisÁüUMJ is optimal for most inputs, so if you are unsure of the impact of using aÁüÞUMJ custom `HeuristicFrequencyRank` you should probably just use the default.Á¬Vúl°V
# ExampleÁ¾Vú<ÂV ```ÁŒÊV use memchr::{ÁüÜV63 arch::all::packedpair::HeuristicFrequencyRank,Áô“W memmem::FinderBuilder,Á4²W };Á¹Wúü½WLI /// A byte-frequency table that is good for scanning binary executables.Á”ŠX struct Binary;ÁXúü¡X,) impl HeuristicFrequencyRank for Binary {ÁüÎX(% fn rank(&self, byte: u8) -> u8 {Áü÷X&# const TABLE: [u8; 256] = [ÁüžYMJ 255, 128, 61, 43, 50, 41, 27, 28, 57, 15, 21, 13, 24, 17, 17,ÁüìYJG 89, 58, 16, 11, 7, 14, 23, 7, 6, 24, 9, 6, 5, 9, 4, 7, 16,Áü·ZLI 68, 11, 9, 6, 88, 7, 4, 4, 23, 9, 4, 8, 8, 5, 10, 4, 30, 11,Áü„[>; 9, 24, 11, 5, 5, 5, 19, 11, 6, 17, 9, 9, 6, 8,ÁüÃ[NK 48, 58, 11, 14, 53, 40, 9, 9, 254, 35, 3, 6, 52, 23, 6, 6, 27,Áü’\FC 4, 7, 11, 14, 13, 10, 11, 11, 5, 2, 10, 16, 12, 6, 19,ÁüÙ\NK 19, 20, 5, 14, 16, 31, 19, 7, 14, 20, 4, 4, 19, 8, 18, 20, 24,Áü¨]C@ 1, 25, 19, 58, 29, 10, 5, 15, 20, 2, 2, 9, 4, 3, 5,Áüì]MJ 51, 11, 4, 53, 23, 39, 6, 4, 13, 81, 4, 186, 5, 67, 3, 2, 15,Áüº^<9 0, 0, 1, 3, 2, 0, 0, 5, 0, 0, 0, 2, 0, 0, 0,Áü÷^LI 12, 2, 1, 1, 3, 1, 1, 1, 6, 1, 2, 1, 3, 1, 1, 2, 9, 1, 1, 0,ÁüÄ_41 2, 2, 4, 4, 11, 6, 7, 3, 6, 9, 4, 5,Áüù_LI 46, 18, 8, 18, 17, 3, 8, 20, 16, 10, 3, 7, 175, 4, 6, 7, 13,ÁüÆ`=: 3, 7, 3, 3, 1, 3, 3, 10, 3, 1, 5, 2, 0, 1, 2,Áü„aNK 16, 3, 5, 1, 6, 1, 1, 2, 58, 20, 3, 14, 12, 2, 1, 3, 16, 3, 5,ÁüÓa:7 8, 3, 1, 8, 6, 17, 6, 5, 3, 8, 6, 13, 175,ÁtŽb ];Áüb  TABLE[byte as usize]ÁL¾b,ÈbüÎb52 // Create a new finder with the custom heuristic.Áü„c%" let finder = FinderBuilder::new()Áüªc@= .build_forward_with_ranker(Binary, b"\x00\x00\xdd\xdd");Áüëc)& // Find needle with custom heuristic.Áü•d<9 assert!(finder.find(b"\x00\x00\x00\xdd\xdd").is_some());Á<Òd¾ð´ädÎì‹áüÚdû²‚²‚ ŽŽŽü´hüeGD Return the heuristic frequency rank of the given byte. A lower rankÁüÍeHE means the byte is believed to occur less frequently in the haystack.Ášfúü¢fKH Some uses of this heuristic may treat arbitrary absolute rank values asÁüòfHE significant. For example, an implementation detail in this crate mayÁü¿gJG determine that heuristic prefilters are inappropriate if every byte inÁüŽh! the needle has a "high" rank.Á$·hÍ
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‹á ¼h Ž‹á$½hÅ‹$Ãhü¡i&¤³i…‚Áè’·8q/*…‚üÊi4…‚Žô…j$ˆjÎ
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…‚ j $ŽjÅ‹$”jüÐkQüãjLI This permits passing any implementation of `HeuristicFrequencyRank` as aÁü°k borrowed version of itself.Á£Í츂 Ùk¸‚´Šl²‚ŽÕk)+ô¨l$«lÏ
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An implementation of the [Rabin-Karp substring search algorithm][rabinkarp].
Rabin-Karp works by creating a hash of the needle provided and then computing
a rolling hash for each needle sized window in the haystack. When the rolling
hash matches the hash of the needle, a byte-wise comparison is done to check
if a match exists. The worst case time complexity of Rabin-Karp is `O(m *
n)` where `m ~ len(needle)` and `n ~ len(haystack)`. Its worst case space
complexity is constant.
The main utility of Rabin-Karp is that the searcher can be constructed very
quickly with very little memory. This makes it especially useful when searching
for small needles in small haystacks, as it might finish its search before a
beefier algorithm (like Two-Way) even starts.
[rabinkarp]: https://en.wikipedia.org/wiki/Rabin%E2%80%93Karp_algorithm
Á¡©¾ÅÆÌÍ<¿½˜œ³Æ‚šœüò #üÖDA Create a new Rabin-Karp forward searcher for the given `needle`.ÁŸúü§KH The needle may be empty. The empty needle matches at every byte offset.Á÷úüÿIF Note that callers must pass the same needle to all search calls usingÁ”Í  this `Finder`.Áù Ð
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ýÀÆ‚ …!Ð €;M ü™(Cü¡$A> Return the first occurrence of the `needle` in the `haystack`Áüç$A> given. If no such occurrence exists, then `None` is returned.Á­%úüµ%GD The `needle` provided must match the needle given to this finder atÁ´& construction time.Áœ&úü¤&IF The maximum value this can return is `haystack.len()`, which can onlyÁüò&HE occur when the needle and haystack both have length zero. Otherwise,Áü¿'GD for non-empty haystacks, the maximum value is `haystack.len() - 1`.Á$ (Ñ
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ýÀ£À ¥(›…$¦(ÖRl€;vü‡6©ü¬+6Ë÷ç+úüï+C—øü·,IF `>= start` and `<= end`. The pointer returned is only ever equivalentÁü…-GD to `end` when both the needle and haystack are empty. (That is, theÁüÑ-+( empty string matches the empty string.)Á.úü‰.I”ùü×.Gçù£/úd«/Ãú¼/úüÄ/KH Note that `start` and `end` below refer to both pairs of pointers givenÁü”0JG to this routine. That is, the conditions apply to both `hstart`/`hend`ÁÄã0 and `nstart`/`nend`.Á€1úüˆ15åúüÂ1@¤ûü‡2HîûüÔ2DÀü¬3ýü·3I¬ý\…4þýü•4G“þüá4Iäþ”¯5¶ÿüÆ5.+ * It must be the case that `start <= end`.ÁD•6Ô
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Æ‚ì¾ì¾ì¾ì¾ó¾ §6Öž$¨6Ú¢@ë¢Jú¢T‹£^tñ<’ƒžŸ üÝ=&ü†=DA Create a new Rabin-Karp reverse searcher for the given `needle`.Áä=Õ
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An implementation of the [Shift-Or substring search algorithm][shiftor].
[shiftor]: https://en.wikipedia.org/wiki/Bitap_algorithm
Á»¤ŒúÌô<–¬Ü±ëª«ŒL—ªâ„®¯±ÜÖª­­üÁ+ü”B? Create a new Shift-Or forward searcher for the given `needle`.ÁÛúüãKÛ’Èá
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ýÀûù­ Ô­ ¯€;Î<Ê ¯¯üÚ4üý GD Return the first occurrence of the needle given to `Finder::new` inÁüÉ FC the `haystack` given. If no such occurrence exists, then `None` isÁl”
returned.Á¦úü®JG Unlike most other substring search implementations in this crate, thisÁüýJG finder does not require passing the needle at search time. A match canÁüÌJG be determined without the needle at all since the required informationÁü›=: is already encoded into this finder at construction time.ÁÝúüåIœ—ü³Hï—ü€GÁ˜â
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An implementation of the [Two-Way substring search algorithm][two-way].
[`Finder`] can be built for forward searches, while [`FinderRev`] can be built
for reverse searches.
Two-Way makes for a nice general purpose substring search algorithm because of
its time and space complexity properties. It also performs well in practice.
Namely, with `m = len(needle)` and `n = len(haystack)`, Two-Way takes `O(m)`
time to create a finder, `O(1)` space and `O(n)` search time. In other words,
the preprocessing step is quick, doesn't require any heap memory and the worst
case search time is guaranteed to be linear in the haystack regardless of the
size of the needle.
While vector algorithms will usually beat Two-Way handedly, vector algorithms
also usually have pathological or edge cases that are better handled by Two-Way.
Moreover, not all targets support vector algorithms or implementations for them
simply may not exist yet.
Two-Way can be found in the `memmem` implementations in at least [GNU libc] and
[musl].
[two-way]: https://en.wikipedia.org/wiki/Two-way_string-matching_algorithm
[GNU libc]: https://www.gnu.org/software/libc/
[musl]: https://www.musl-libc.org/
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ýÀŇÄ ÄÇÝ€;4…ý—”œûKd¿\☳ˆÈÉüô˜5<÷˜²   ýÀôˆ³ˆÇ ‡™Ç““€;4ÿ˜$Ž™ü›©5<ž©²   ýÀôˆ³ˆÇ ®©ÇöÚ€;4¦©$µ©|ÁôˆËüØÂ:Û²ôˆÒ‰ÊÊ Ë$ßÂcurrentÁ<å candidateÁLò¤¡Ã¼ÜÉÀŠÎÏüªÊ+­Ê²   ýÀÀŠÍ ¹ÊÍØ’€;4±Êü–Í$D™Í²ƒ  ƒ ÀŠÍ ¢ÍÍâ©$£ÍÅ‹(ü‚8ü°C@ Returns true if and only if `needle` is a prefix of `haystack`.ÁôúüøNK This uses a latency optimized variant of `memcmp` internally which *might*ÁüÇ,) make this faster for very short strings.Áôú # InliningÁúü‹NK This routine is marked `inline(always)`. If you want to call this functionÁüÚLI in a way that is not always inlined, you'll need to wrap a call to it inÁü§HE another function that is marked as `inline(never)` or just `inline`.ÁL‰    ýÀ  ýÀ  ÐÖR½‘€;Ç‘üì
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    ýÀ  ýÀ  ÑÖRr“€;|“üû+ü• <9 Compare corresponding bytes in `x` and `y` for equality.ÁÒ úüÖ FC That is, this returns true if and only if `x.len() == y.len()` andÁü .+ `x[i] == y[i]` for all `0 <= i < x.len()`.ÁÌ ú üÝß úüã N Þü²LøÞüÿHÎßÈú„Ì # MotivationÁÝúüáOL Why not use slice equality instead? Well, slice equality usually results inÁü±MJ a call out to the current platform's `libc` which might not be inlineableÁüÿMJ or have other overhead. This routine isn't guaranteed to be a win, but itÁÜÍ might be in some cases.ÁDˆ   ˆ ýÀ  ýÀ Žõ£Ã&•Ä0•üÉcüÞ96 Compare `n` bytes at the given pointers for equality.Á˜úüœEB This returns true if and only if `*x.add(i) == *y.add(i)` for allÁŒâ `0 <= i < n`.ÁôúüÝúü‹N ÞüÚLøÞü§HÎßðú„ôèåúü‰OŽæüÙMçæü§M¾çÜõ”èúd•Ãú¢úü¦B? * Both `x` and `y` must be valid for reads of up to `n` bytes.Áüé:7 * Both `x` and `y` must point to an initialized value.Áü¤A> * Both `x` and `y` must each point to an allocated object andÁüæDÀüü«LI allocated object. `x` and `y` do not need to point to the same allocatedÁÌø object, but they may.Áü’KH * Both `x` and `y` must be _derived from_ a pointer to their respectiveÁ´Þ allocated objects.ÁüõMJ * The distance between `x` and `x+n` must not overflow `isize`. SimilarlyÁ´Ã for `y` and `y+n`.ÁüÚIäþ”¤¶ÿì¾ì¾ߪà íÄ ƒ ¹ ´¬  Õ¬û¯»ÉÙ<»&½Õ×Â?DÑ&³ÕÙ>4Û&§ÕÚ,©&d¶&Dü©&%68%'´õ'§ÜÜÍìÔ‹ ú'§Ô‹4ý'š‹ÝÞßàáâä-/´à(Læ(ÕÛÛüê).ÿ)š‹ÛÛ ÞÔ‹€;¡ü+"<«+Š  Š š‹Û ³+Û¬Ã$´+ü±4zDÆ4   š‹ì¾ì¾ó¾Û Ø4Û àÔ‹$Ù4¹þüíZ{L[Œ  Œ š‹ì¾ì¾ó¾Û •[Û áÔ‹$–[¹æÇþðÇü¡yoL¶y   š‹ì¾ì¾Û ÉyÛ âÔ‹²á¹þúzâûòã“óã°óããâÚ£üçŒÕŽ  Ž š‹ì¾ãÆó¾ÛÝåå ÛÍìãÆ̾"ãÆéƤÃãÆéƘ" äÔ‹ãÆÑ×ûã€ÉäXZ´­•§ççëó ²•üó4µ•÷‹èéêëìíî')´˜–Lž–Õææü¢—<·—÷‹ææ éԋ꣧êüÈ™"<Ö™   ÷‹æ Þ™æ êÔ‹$ß™üÕš"<ãš   ÷‹æ ëšæ ëÔ‹$ìšüñ£zD†¤   ÷‹ì¾ì¾ó¾æ ˜¤æ ìÔ‹$™¤¹þ„÷üׯ{LìÆ   ÷‹ì¾ì¾ó¾æ ÿÆæ íÔ‹$€Ç¹Ò
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üšßŒd¤ßÕ   ÷‹ì¾ãÆó¾æÝïï ºßæñùÌñ߃ú¤öߘú,…à îÔ‹ãÆ$»ßÑ×1€É<>@Ä›æ§ññëó  æüó4£æêŒòóôõö÷øù*,´ˆçLŽçÕððü’èj§èêŒðð óÔ‹n£xÿü¦ë"<´ë   êŒð ¼ëð ôÔ‹$½ëüµì"<Ãì   êŒð Ëìð õÔ‹$ÌìüÃí"<Ñí   êŒð Ùíð öÔ‹$ÚíüßözDôö   êŒì¾ì¾ó¾ð †÷ð ÷Ô‹$‡÷¹ .þ«.ü­œ{Lœ˜  ˜ êŒì¾ì¾ó¾ð Õœð øÔ‹$Öœ¹;>þ8>üØ·Œdâ·Õ   êŒì¾ãÆó¾ðÝúú ø·ðñù̯¸ƒú¤´¸˜ú,ø ùÔ‹ãÆ$ù·Ñ×Ì2€ÉÊ2>@ü£È!üüõ¯ÈüùÉ!þþõ…ÊŒŸÊõˆ¤ÊüûÊ1‰Ë ýÀõÿÿ ÖR{,üÎÏ$ãÏš  š õ¹² £Àÿ僃 ñÏÿÍì¹² ü’Ð5“"¹² ê¾ü—Ð0¹² 꾘"󾌶Р¹² $öÏÖDˆÐTVüØÖs,æÖõ§¹ ÿªÿÍì§¹ ü’×)“"§¹ ê¾ü—×$§¹ 꾘",¶× §¹ ;)ýL‡×RTüµÜLÊÜ   õ¹² £Àÿå ÝÜÿΊüÿÜ5áŠü„Ý0÷ŠŒ£Ý ¹² $âÜéLôÜ9;ü¸ã8LÆãœ  œ õ¹‰ÿ Ðãÿ ˆ$ÑãüÎꜬãê   ýÀÂÅ £À劊 ˆëÍìÂÅ ü¡ë5“"ÂÅ ê¾ü¦ë0Š꾘"ó¾ŒÅë ÂÅ ÖRÌ#ÖD—ëNPüÈñŠ„Ýñì¾ì¾Ì 󾌌ÍìÌ îñ"Ì •ÊtññÌ •ʘ"$ûñ Ì ¹}!þz!·w!QSü­÷Š„Â÷ì¾ì¾Ì ó¾ŽŽŽ‘ Ó÷ ‘tÖ÷µ‘$à÷ Ì ¹gþd·a8:ü–ü”«üì¾ì¾Ì Ž‘ ¾ü ‘tÁüµ‘$Ëü Ì ¹5þ2·/8:Ì’£åŒd” Ó H$®µ½Â?DÔ³˜>4Þ§´ûnp„¢ad¹RüûVDF35̰ §ëó µ üó öŽœžŸ ¡¢%'ü…@šž  ž ýÀ¥öŽš ¦š œÔ‹€;{yüŠpŸ   ¡  Ÿ öŽ   ýÀ ¡ ýÀ£Àš ­š Ô‹ÖR6€;4ü5ct¢5¢ £  ¢ öŽ £ ýÀ£Àš º5š žÔ‹$»5ÖRüÖIœlàI¤ ¥  ¤ öŽ ¥ ýÀì¾ì¾ùÄ£Àš ÷Išõò $øI€;þüÑ×ýüþûüñéúüü¶UI¼ÀU¦  ¦ öŽì¾£Àš ØUš‘‹
$ÙUÑׇ÷ü["$[§  § öŽ § ¥š ¢[š ¡Ô‹$£[ü®].„¼]¨  ¨ öŽš Í]š ¢Ô‹$Î]üù`K<ƒaì¾ì¾ÿó ¹ÒõÑ×Ñõ¿ÿ Ñõ ü2-
Vector algorithms for the `aarch64` target.
Áì¼Ë üÅ  ¥¢d4üJE
Algorithms for the `aarch64` target using 128-bit vectors via NEON.
Á$<¦tLüóî
This module defines 128-bit vector implementations of `memchr` and friends.
The main types in this module are [`One`], [`Two`] and [`Three`]. They are for
searching for one, two or three distinct bytes, respectively, in a haystack.
Each type also has corresponding double ended iterators. These searchers are
typically much faster than scalar routines accomplishing the same task.
The `One` searcher also provides a [`One::count`] routine for efficiently
counting the number of times a single byte occurs in a haystack. This is
useful, for example, for counting the number of lines in a haystack. This
routine exists because it is usually faster, especially with a high match
count, then using [`One::find`] repeatedly. ([`OneIter`] specializes its
`Iterator::count` implementation to use this routine.)
Only one, two and three bytes are supported because three bytes is about
the point where one sees diminishing returns. Beyond this point and it's
probably (but not necessarily) better to just use a simple `[bool; 256]` array
or similar. However, it depends mightily on the specific work-load and the
expected match frequency.
Á4TóôüŠŸ ¨«¥Ó’¦§ÇÕ¦©½¦ª>4ß §¦«üùW,Ÿ ¬§ KdÉ <t× -Dì
é­®¯°²´µ·¹»¼½¾ü¿ %üû
JG Create a new searcher that finds occurrences of the needle byte given.ÁÊ úüÒ KH This particular searcher is specialized to use neon vector instructionsÁü¢ &# that typically make it quite fast.ÁÍ úüÕ EB If neon is unavailable in the current environment, then `None` isÁ ÿ³Æ ã¶
¬¬ ­€;üö.üµEB Create a new finder specific to neon vectors and routines withoutÁüÿ$! checking that neon is available.Á¨úÃúÁúüÉIF Callers must guarantee that it is safe to execute `neon` instructionsÁü— in the current environment.Á»úüÃFC Note that it is a common misconception that if one compiles for anÁüŽJG `x86_64` target, then they therefore automatically have access to neonÁüÝHE instructions. While this is almost always the case, it isn't true inÁ”ª 100% of cases.Ál„à 鬬äµ
€;ì•üÙEB Returns true when this implementation is available in the currentÁ„£ environment.Á¸úüÀEB When this is true, it is guaranteed that [`One::new`] will returnÁüŠFC a `Some` value. Similarly, when it is false, it is guaranteed thatÁüÕ*' `One::new` will return a `None` value.ÁúüŒHE Note also that for the lifetime of a single program, if this returnsÁüÙ)& true then it will always return true.Ádœ¬¬´µ
üÿ4üàGÖ–ü¬D§—õúüýHîðüÊ" value is `haystack.len() - 1`.Á$†© ª  © é ª ýÀ£À¬ ¬ °ñüÖRíý4‰°ûò±“ó±°ó±±°šº
üø 5üÚFЙü¥D§—îúüöHîðüà "Ý´,ÿ « ¬  « é ¬ ýÀ£À¬ …!¬ ²ÖR4„#²ûò³“ó³°ó³³²̽
ü§$-üÖ#>šö,®$­ ®  ­ é ® ýÀ¬ ´$¬ ´$µ$ÖR üüÇ/süÿ&6Ë÷º'úüÂ'C—øÜŠ(ãøª(úü²(I”ùü€)GçùÌ)údÔ)Ãúå)úüí)5åúü§*@¤ûüì*Hîûü¹+DÀü¬‚,ýüœ,I¬ý\ê,þýüú,G“þüÆ-Iäþ””.¶ÿ«.úü³.KÞÿüƒ/1³€DÕ/¯  ¯ éì¾ì¾ó¾¬ ç/¬Ù»
¹¯ûþ­û·2µûò“ó°óµýÄ
üÚ=tü‘57›‚Í5úüÕ5C—øÜ6ãø½6úüÅ6I”ùü“7Gçùß7údç7Ãúø7úü€85åúüº8@¤ûüÿ8HîûüÌ9DÀü¬•:ýü¯:I¬ý\ý:þýü;G“þüÙ;Iäþ”§<¶ÿ¾<úüÆ<KÞÿü–=1³€Lè=°  ° éì¾ì¾ó¾¬ û=¬‹¿
¹¯úþ­úË@·ûò¸“ó¸°ó¸¸·èÊ
üÿJIü¦C74 Like `count`, but accepts and returns raw pointers.ÁâCúüêCI”ùü¸DGçù„EúdŒEÃúEúü¥E5åúüßE@¤ûü¤FHîûüñFDÀü¬ºGýüÔGI¬ý\¢Hþýü²HG“þüþHIäþ”ÌI¶ÿãIúüëIKÞÿü»J1³€LK±  ± éì¾ì¾¬ —K¬¹Á
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$°T¹‡øþ…øü¤Yut®Yà ¦³  ³ éì¾ì¾ó¾¬ ÆY¬§Ë
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$Þ^¹³÷þ±÷üÝaDü×_F©Šœ¢`øŠº`úüÂ`I¡‹üa:ô‹$äa¿À ¿é ÀýÀüüíCÿò2¦”D¦¾ú]¤Ua¿À¬éa¬ ¾$õaÖR§÷íaüg)ÂÃÃÂÃÄÅÇÉúMûM€NÿMÇÅÉ¢g¦gLÍg$ÒgÁÁüóg#$ögµ  µ ãÀÁ ûgÁ Åô4˜jÅûòÆ“óưóÆÆÅËá
¼Øj,ÛjÃÁÁ ÇÍó4ˆkÇûòÈ“óȰóÈÈǨå
üØl-LÛl   ù‰Á ålÁ É$ælü­m4ËÌÌËÃÍMͲm¶müöm(Lùm·  · ãÀÊ ƒnÊ ÍÁñ4¦pÍûòΓóΰóÎÎÍ—ê
ü×p:ÐÑÐÑÃÜpàpDÆs¼‘ÓÔÕÖØÚÜÞßàüšv3üÕsKH Create a new searcher that finds occurrences of the needle bytes given.Á¥túü­tKî¨üýt&é¨uúü°uEÿ©lúuÿ³¡v›ò
ÒÒ Ó£üé|<ü¨xE«üòx$ì«›yúd£yÃú´yúü¼yI¿¬üŠz’­®zúü¶zFÇ­ü{J—®üÐ{Hë®|¼¯l÷|à ¼‘ÒÒ•ñ
£ì üä}E›°„®~é°Ã~úüË~EB When this is true, it is guaranteed that [`Two::new`] will returnÁü•FÞ±üà*' `Two::new` will return a `None` value.Áúü—€Hî²üä€)À³ÒÒäð
üŠ…4üë‚GÖ–ü·ƒD§—€„úüˆ„HîðüÕ„"Ý´$‘…¸ ¹  ¸ ¼‘ ¹ ýÀ£ÀÒ –…Ò ÖðÖR ñ4”‡Öûòדó×°ó××Öö
üƒŠ5üå‡FЙü°ˆD§—ùˆúüHîðüΉ"Ý´,ŠŠº »  º ¼‘ » ýÀ£ÀÒ ŠÒ ØÖR4ŒØûòÙ“óÙ°óÙÙØÕù
ü©•süáŒ6Ë÷œúü¤C—øÜìãøŒŽúü”ŽI”ùüâŽGçù®úÃúÇúüÏ5åúü‰@¤ûüÎHîûü›‘DÀü¬ä‘ýüþ‘I¬ý\Ì’þýüÜ’G“þü¨“Iäþ”ö“¶ÿúü•”KÞÿüå”1³€D·•¼  ¼ ¼‘ì¾ì¾ó¾Ò É•Ò×÷
‘í¹¯ïþ¬ï™˜ÚûòÛ“óÛ°óÛÛÚÆþ
üÕ£tüŒ›7›‚È›úüЛC—øܘœãø¸œúüÀœI”ùüŽGçùÚúÃúóúüû5åúüµž@¤ûüúžHîûüÇŸDÀü¬ ýüª I¬ý\ø þýüˆ¡G“þüÔ¡Iäþ”¢¢¶ÿ¹¢úüÁ¢KÞÿü‘£1³€L㣽  ½ ¼‘ì¾ì¾ó¾Ò ö£Òû
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$Ë­¹ÛëþØëü¿²utɲà ¦¿  ¿ ¼‘ì¾ì¾ó¾Ò á²Ò݆ $â²¹þüîµDüç³GD Returns an iterator over all occurrences of the needle bytes in theÁœ³´øŠË´úüÓ´I¡‹ü¡µ:ô‹$õµáâ ἑ âýÀ£Eò2¦”D¦¥¤¹Ýê…úáâÒúµÒ à$†¶ÖR£ë!þµü³»)äåäå–’æçéúMûMÿMé縻¼»Lã»$è»ããü‰¼#$Œ¼À  À –’£Àã ‘¼ã çðç4®¾çûòè“óè°óèèç¼— üî¾-Lñ¾Á  Á –’¹‰ã û¾ã é$ü¾üÿ4ëìëì–’íMíȿ̿üŒÀ(LÀ   –’£Àê ™Àê íÇæ4¼Âíûòî“óî°óîîíÍœ üíÂ:ðñðñ–’òÂöÂTóÅóôõöøúüþÿüÉÈBü„ÆKôÐÔÆúüÜÆKî¨ü¬Ç&é×ÇúüßÇEÿ©l©Èÿ³ÐÈ—¥ òò óòä£ðäÿîäü´ÏjüóÊE«ü½Ë$ì«æËúdîËÃúÿËúü‡ÌI¿¬üÕÌ’­ùÌúüÍFÇ­üÌÍJ—®ü›ÎHë®”èμ¯lÂÏà òò‚¤ å£þäÿüäìªÔüêÐE›°„´Ñé°ÉÑúüÑÑGD When this is true, it is guaranteed that [`Three::new`] will returnÁüÒFÞ±üèÒ,) `Three::new` will return a `None` value.Á™Óúü¡ÓHî²üîÓ)À³d±ÔòòÏ£ ü”Ø4üõÕGÖ–üÁÖD§—Š×úü’×Hîðüß×"Ý´$›Øà Ä  à  Ä ýÀ£Àò  Øò ö—äÖRžå4žÚöûò÷“ó÷°ó÷÷öÏ© üÝ5üïÚFЙüºÛD§—ƒÜúü‹ÜHîðüØÜ"Ý´,”ÝÅ Æ  Å  Æ ýÀ£Àò šÝò øÝãÖRää4™ßøûòù“óù°óùùø•­ ü³èsüëß6Ë÷¦àúü®àC—øÜöàãø–áúüžáI”ùüìáGçù¸âúdÀâÃúÑâúüÙâ5åúü“ã@¤ûüØãHîûü¥äDÀü¬îäýüˆåI¬ý\ÖåþýüæåG“þü²æIäþ”€ç¶ÿ—çúüŸçKÞÿüïç1³€DÁèÇ  Ç ì¾ì¾ó¾ò Óèò—« ¹þ£ëúûòû“óû°óûûúˆ² ü¢÷tüÙî7›‚•ïúüïC—øÜåïãø…ðúüðI”ùüÛðGçù§ñúd¯ñÃúÀñúüÈñ5åúü‚ò@¤ûüÇòHîûü”óDÀü¬Ýóýü÷óI¬ý\ÅôþýüÕôG“þü¡õIäþ”ïõ¶ÿ†öúüŽöKÞÿüÞö1³€L°÷È  È ì¾ì¾ó¾ò Ã÷òÝ® ß¹»áþ¸á“úüûòý“óý°óýýüþº ü½tà ¦É  É ì¾ì¾ó¾ò Þòʲ ¹ßþßü׆utá†à ¦Ê  Ê ì¾ì¾ó¾ò ù†òÁ» $ú†¹ªÞþ§Þü…ŠFüÿ‡F©ŠœÊˆøŠâˆúüêˆI¡‹ü¸‰:ô‹$ŒŠ  ýÀ¨¨éF«ò2¦¬”D¦‹sŠ
« #„ò‘Šò $ŠÖR¡Þ!•ŠüØ+é“úMûMÿMÝá$ƒƒü°#Ë  Ë é“£Àƒ ¸ƒ îÚ4Õ’ûòˆ“óˆ°óˆˆ¹Í ü•“-L˜“Ì  Ì é“¹‰ƒ ¢“ƒ $£“üê“6ŒŒé“Mï“ó“üµ”(L¸”Í  Í é“£ÀŠ ”Š ÅÙ4å–ûòŽ“óްóŽŽÊÒ ü–—<é“›—Ÿ—”\üôï
A 128-bit vector implementation of the "packed pair" SIMD algorithm.
The "packed pair" algorithm is based on the [generic SIMD] algorithm. The main
difference is that it (by default) uses a background distribution of byte
frequencies to heuristically select the pair of bytes to search for.
[generic SIMD]: http://0x80.pl/articles/simd-strfind.html#first-and-last
ÁTdµ«¥TÓ’ H$¿µ üúB\ ¬®6œÅ'\Œ üÝ?< A "packed pair" finder that uses 128-bit vector operations.Áúü¡KH This finder picks two bytes that it believes have high predictive powerÁüíEB for indicating an overall match of a needle. Depending on whetherÁü³ JG `Finder::find` or `Finder::find_prefilter` is used, it reports offsetsÁüþ NK where the needle matches or could match. In the prefilter case, candidatesÁüÍ
>; are reported whenever the [`Pair`] of bytes given matches.Áâ”˜šœžŸ ¡ü+üž GD Create a new pair searcher. The searcher returned can either reportÁüê HE exact matches of `needle` or act as a prefilter and report candidateÁÔ·  positions of `needle`.ÁÖ úüÞ FC If neon is unavailable in the current environment or if a [`Pair`]Áü© B? could not be constructed from the needle given, then `None` isÁ ÿ³Î  Î ýÀÝÚ  £ ˜€;ÇÜü´=üÿDA Create a new "packed pair" finder using the pair of bytes given.ÁÈúüÐGÎÌüœ!ŸÍÂúüÊEÿ©l”ÿ³Ï  Ï ýÀ¥ÝÚ  Í«Ú €;üÍ=à Ð  Ð ýÀ¥â” îÅÝ €;óÛñÛì±üùE›°„Ãé°ØúüàGD When this is true, it is guaranteed that [`Finder::with_pair`] willÁü¬HE return a `Some` value. Similarly, when it is false, it is guaranteedÁüùIF that `Finder::with_pair` will return a `None` value. Notice that thisÁüÇKH does not guarantee that [`Finder::new`] will return a `Finder`. Namely,Áü—IF even when `Finder::is_available` is true, it is not guaranteed that aÁüå63 valid [`Pair`] can be found from the needle given.Á úü¨Hî²üõ)À³”Ý ü® Cüü52 Execute a search using neon vectors and routines.Áú # PanicsÁÏúü×DA When `haystack.len()` is less than [`Finder::min_haystack_len`].Á$µ Ñ Ò Ó  Ñ â” Ò ýÀ Ó ýÀ£À º  œÖR…Þ€;ƒÞüµ#>üƒ"5Ÿœ½"údÅ"éœÖ"úüÞ"Dt¼#Ô Õ  Ô â” Õ ýÀ£À Ë# $Ì#ÖRˆÞüË(jLÕ(à Ö × Ø  Ö â” × ýÀ Ø ýÀ£À è(äá $é(ÖR€;ü·-FœÁ-à Ù Ú  Ù â” Ú ýÀ£À Õ- ã $Ö-ÖRüÝÜè/ü³.D¶Ñüü.G„ÒlÈ/ÔÒ$ï/Û  Û â” Û ¥ ô/¥Ü $õ/üþ3'ü§0FC Returns the minimum haystack length that this `Finder` can search.Áò0úüú0JG Using a haystack with length smaller than this in a search will resultÁüÉ1FC in a panic. The reason for this restriction is that this finder isÁü”2HE meant to be a low-level component that is part of a larger substringÁüá2EB strategy. In that sense, it avoids trying to handle all cases andÁü«3@= instead only handles the cases that it can handle very well.Á„…4Ü  Ü â” –4 ¡$—4¬C4R¤¥¦§¨©ªœê þ Þ  Ê, 8´& ˆ8¼,‰$ Ž, 8°$& 8¼,$ , 8¹& £8¼$ ©, «8þ¬& ¯8¼$ µ, · ¸ Ç, ¹8needlesÁ& Á8¼$ È É*Ì Ï Ü Ð Û+ Ú Û ø8âÜ ß ÷8ð ï7à   ¤8#8,”'8Ë$'Ÿ8'¨8à '®8ì', ¸8´¹% »8 Ï Ð õ7chose neon for {}ÁœÑ$ ä8Ô ï ð ô, ñ8´ò% ö8 debug_assertÁd„   ¥, 8´'8÷"d— £ ¤% ¦, æ8´ç'é8ð  ø , ù ú ƒ, û8É©$   , ˆ8°$‰  š, Ž8¹,$ , 8þ+ ® ¯ Ñ8â° ³ Ð8
´ · Ï8ð Ç7à  Û Õ8#é8'ò8Ë'ø8£ú'ý8ì4ÿ', 8´ˆ% Š8,™ ž Ÿ 70no neon feature available, using fallback for {}Áü±2$ ã8Ô þ ÿ ƒ, 8´$ % , ¡8´¢'¤8æ ¦ © ·, ª « ´, ¬8É©<­$ µ  ¸, ¹8° ¾ Ë, ¿8¹$ Å, Ç8þÈü÷ m
ì¾ì¾ó¾øÿ Åê Ú乨äþÖäü­ n ì¾ì¾ó¾¹ Åê ä¹äþäüäzì¾ì¾ó¾ÿ‚ Åê ¬ï ¹þü¬{ì¾ì¾ó¾ä„ Åê ¬ï ¹þüö\‹ì¾ì¾ó¾Ɇ Åê ¬ï Ëô ¹þüÒì¾ì¾ó¾͈ Åê ¬ï Ëô ¹þü¾`ì¾ì¾ÑŠ Åê ß¹þ<×@Û@ÅÆÏ­

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<à@ä@½Ä9 <J ½½²‚ü9² ½²‚²‚¾¿¾¿¿¾ü‰0 D“ ‹á‹á½½ ¾‹á ƒ–  ÜÎ  ‹á½½ ¿‹á äí ¥ÁÁÍìø– ò ÷–Âþ¿Âà ü3  ÷–÷–ÀÀ Âø–ƒ– ÔÔ  ÷–ÀÀ Ãø–ŸÖÔ ¥ÅÅÆÃ  †—ÆÇ¾¿ÇÆ ü±1  †—†—ÄÄ Æø–”Öƒ– “ÖÔ¨ †—ÄÄ Çø–Té@4í@ËÍÏÑÓÕ×ÙÚÜÝßÝçò˜· ‚®ÈÉÇ<: ÕÈÊ|  ü·; üD9 6 Search for the first occurrence of a byte in a slice.Á~ úü‚O L This returns the index corresponding to the first occurrence of `needle` inÁüÒM J `haystack`, or `None` if one is not found. If an index is returned, it isÁü 0 - guaranteed to be less than `haystack.len()`.ÁÑ úüÕ9 6 While this is semantically the same as something likeÁüN K `haystack.iter().position(|&b| b == needle)`, this routine will attempt toÁüÞL I use highly optimized vector operations that can be an order of magnitudeÁ¬«  faster (or more).ÁÁ ú œðÓ úü×I F This shows how to find the first position of a byte in a byte string.Á¡ ú ¾ð¼­  use memchr::memchr;ÁÅ úüÉ* ' let haystack = b"the quick brown fox";Áüô0 - assert_eq!(memchr(b'k', haystack), Some(8));Á ¾ð à  à ýÀ£À Û „Ò€;«ÙÖR©Ù ËûòÌ“ó̰óÌÌËÀ› üä< üð8 5 Search for the last occurrence of a byte in a slice.Á© úü­ N K This returns the index corresponding to the last occurrence of `needle` inÁüü M ÈüÊ
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9 ºÉü¹ O L `haystack.iter().rposition(|&b| b == needle)`, this routine will attempt toÁü‰ L ÕÊ¬Ö ªËì ú œðþ úü‚ H E This shows how to find the last position of a byte in a byte string.ÁË ú ¾ðÄ×  use memchr::memrchr;Áð úüô * †ÍüŸ2 / assert_eq!(memrchr(b'o', haystack), Some(17));Á ¾ð á  á ýÀ£À  ˜É €;ÕÚÖRÓÚ ÍûòΓóΰóÎÎÍ¢Ÿ üÞJ ü H E Search for the first occurrence of two possible bytes in a haystack.Áé úüíN K This returns the index corresponding to the first occurrence of one of theÁü¼M J needle bytes in `haystack`, or `None` if one is not found. If an index isÁüŠ@ = returned, it is guaranteed to be less than `haystack.len()`.ÁË úüÏ9 ºÉü‰O L `haystack.iter().position(|&b| b == needle1 || b == needle2)`, this routineÁüÙO L will attempt to use highly optimized vector operations that can be an orderÁü©"  of magnitude faster (or more).ÁÌ ú œðÞ úüâO L This shows how to find the first position of one of two possible bytes in aÁ
haystack.ÁÀ ú ¾ðÄÌ  use memchr::memchr2;Áå úüé* †Íü”7 4 assert_eq!(memchr2(b'k', b'q', haystack), Some(4));Á ¾ð â  â ýÀ£À  ÏÝ£ÝÖRÝ ÏûòГóаóÐÐω£ üñ K ü²G D Search for the last occurrence of two possible bytes in a haystack.Áú úüþM J This returns the index corresponding to the last occurrence of one of theÁüÌM ëÖüš@ Â×Û úüß9 ºÉü™H E `haystack.iter().rposition(|&b| b == needle1 || b == needle2)`, thisÁüâN K routine will attempt to use highly optimized vector operations that can beÁü±+ ( an order of magnitude faster (or more).ÁÝ ú œðï úüóN K This shows how to find the last position of one of two possible bytes in aÁ ÛÐ ú ¾ðÌÜ  use memchr::memrchr2;Áö úüú* †Íü¥ 9 6 assert_eq!(memrchr2(b'k', b'o', haystack), Some(17));Á ¾ð ã  ã ýÀ£À ¥! Ñ£ÖRdî" ÑûòÒ“óÒ°óÒÒÑñ§ ü *j üÈ#J G Search for the first occurrence of three possible bytes in a haystack.Á“$ úü—$N “Öüæ$M ëÖü´%@ Â×õ% úüù%9 ºÉü³&R O `haystack.iter().position(|&b| b == needle1 || b == needle2 || b == needle3)`,Áü†'L I this routine will attempt to use highly optimized vector operations thatÁüÓ'2 / can be an order of magnitude faster (or more).Á†( úlŠ( œð˜( úüœ(O L This shows how to find the first position of one of three possible bytes inÁ|ì( a haystack.Áü( ú<€) ¾ðĈ)  use memchr::memchr3;Á¡) úü¥)* †ÍüÐ)= : assert_eq!(memchr3(b'k', b'q', b'u', haystack), Some(4));Á<Ž* ¾ð<§* ä  ä ýÀ£À ñ* Óߣ€ßÿßÖRd», ÓûòÔ“óÔ°óÔÔÓÙ¬ üö3k ü-I F Search for the last occurrence of three possible bytes in a haystack.Áç- úüë-M ËÞü¹.M ëÖü‡/@ Â×È/ úüÌ/9 ºÉü†0S P `haystack.iter().rposition(|&b| b == needle1 || b == needle2 || b == needle3)`,ÁüÚ0L šçü§12 ðçÚ1 úlÞ1 œðì1 úüð1N K This shows how to find the last position of one of three possible bytes inÁ|¿2 ©éÏ2 ú<Ó2 ¾ðÌÛ2  use memchr::memrchr3;Áõ2 úüù2* †Íü¤3? < assert_eq!(memrchr3(b'k', b'o', b'n', haystack), Some(17));Á<ä3 ¾ðDý3 å  å ýÀ£À È4 պߣ¹ßÿ¸ßÖR¶ßd“6 ÕûòÖ“óÖ°óÖÖÕ¯² üÓ8D üö6I F Returns an iterator over all occurrences of the needle in a haystack.ÁÀ7 úüÄ7I ¡‹üŽ8: ô‹\Ú8 Ø ØýÀÝÝäYßÈà”DȘ=ý£bÇÒìØæ8 ×€;„ÞÖR‚Þü£:C ü¿9L I Returns an iterator over all occurrences of the needle in a haystack, inÁdŒ: reverse.Ádª: æ  æ ýÀ‚®‚®˜·„®ùùBÿ=£“ Ž
ÝÝäYßÈà”DȘ=ý£bÇÒìæ  Í: Ù€;ÇÞÖRÅÞüò<c ü”;J G Returns an iterator over all occurrences of the needles in a haystack.Áß; úüã;I ¡‹ü­<: ô‹dù< Û ÛýÀçç´ZéÈê£Èë”DÈ4èMÔÛ†= ÚòÞ£ñÞÖRïÞ#%üí>b üˆ>M J Returns an iterator over all occurrences of the needles in a haystack, inÁdÖ> ¤õlô> ç  ç ýÀ‚®‚®˜·„®ùùBÿ=£“ Ž
çç´ZéÈê£Èë”DÈ4èMÔç  ³? Ü£ÖRüæAt üˆ@J …÷Ó@ úü×@I ¡‹ü¡A: ô‹díA Þ ÞýÀòò[ôÈõ£ÈöÿÈ÷”DÈéÎÖ‹³ðÚÞúA ÝöÞ£õÞÿôÞÖRòÞ+-üûCs ü–CM ´ùdäC ¤õl‚D è  è ýÀ‚®‚®˜·„®ùùBÿ=£“ Ž
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This module provides forward and reverse substring search routines.
Unlike the standard library's substring search routines, these work on
arbitrary bytes. For all non-empty needles, these routines will report exactly
the same values as the corresponding routines in the standard library. For
the empty needle, the standard library reports matches only at valid UTF-8
boundaries, where as these routines will report matches at every position.
Other than being able to work on arbitrary bytes, the primary reason to prefer
these routines over the standard library routines is that these will generally
be faster. In some cases, significantly so.
# Example: iterating over substring matches
This example shows how to use [`find_iter`] to find occurrences of a substring
in a haystack.
```
use memchr::memmem;
let haystack = b"foo bar foo baz foo";
let mut it = memmem::find_iter(haystack, "foo");
assert_eq!(Some(0), it.next());
assert_eq!(Some(8), it.next());
assert_eq!(Some(16), it.next());
assert_eq!(None, it.next());
```
# Example: iterating over substring matches in reverse
This example shows how to use [`rfind_iter`] to find occurrences of a substring
in a haystack starting from the end of the haystack.
**NOTE:** This module does not implement double ended iterators, so reverse
searches aren't done by calling `rev` on a forward iterator.
```
use memchr::memmem;
let haystack = b"foo bar foo baz foo";
let mut it = memmem::rfind_iter(haystack, "foo");
assert_eq!(Some(16), it.next());
assert_eq!(Some(8), it.next());
assert_eq!(Some(0), it.next());
assert_eq!(None, it.next());
```
# Example: repeating a search for the same needle
It may be possible for the overhead of constructing a substring searcher to be
measurable in some workloads. In cases where the same needle is used to search
many haystacks, it is possible to do construction once and thus to avoid it for
subsequent searches. This can be done with a [`Finder`] (or a [`FinderRev`] for
reverse searches).
```
use memchr::memmem;
let finder = memmem::Finder::new("foo");
assert_eq!(Some(4), finder.find(b"baz foo quux"));
assert_eq!(None, finder.find(b"quux baz bar"));
```
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 `£c¼¹ `àB¤GS   ޹È ×Ý È É$ØÝ ± ÞÝ ¤‘é |–é ¤¡ ¢  ¡ âž ¢ ýÀ£ÀüÃëa ¼Íë ¤£ ¤  £ âž ¤ ýÀ£À ñë …Õ stratÁ,êë ÖRDì üôú] ì¼Úú üÔú œþú ¤¥ ¦  ¥ âž ¦ ýÀ£À žû äÝ ÂÆ,—û ÖRD®û œê… ³ ÎÏÐÑÒÓÔ¤û† L ¤ÍÍÌÁ‰ tlj ¤ÍÍü›Š% ©Š ³ Í;”üø‹$ 4û‹ ¤§  § ³ Í ‚Œ ÍŠù $‡Œ ·aö¯ü³"  ¤¨  ¨ ³ Í à ͒û  Ô–” D™” ¤©  © ³ Í ¢” Íòì $£” ´«• ,®• ¤ª  ª ³ Í ´• ÍÛí $µ• „Ÿ™ ÖÖ•¡×ؤ™ üš? $›š « ¬  « •¡ ¬ ýÀ£ÀÕ  š Õ ×$¥š ÖRªü¬œ- dºœ ­  ­ •¡Õ Çœ Õ Ø$Ìœ üÉ£* „Ì£ ¤®  ® ýÀ å£ • €;ꨤå <É¥ ¤¤æ± <ì± ¤üœxü·NK Returns an iterator over all non-overlapping occurrences of a substring inÁ|†©éú„š # ComplexityÁ«úü¯HE This routine is guaranteed to have worst case linear time complexityÁüøHE with respect to both the needle and the haystack. That is, this runsÁüÁ/, in `O(needle.len() + haystack.len())` time.ÁñúüõEB This routine is also guaranteed to have worst case constant spaceÁ complexity.ÁËú # ExamplesÁÞú„â Basic usage:Áóú¾ð¼ÿ use memchr::memmem;Áúü›*' let haystack = b"foo bar foo baz foo";ÁüÆ52 let mut it = memmem::find_iter(haystack, b"foo");Áüü# assert_eq!(Some(0), it.next());Áü # assert_eq!(Some(8), it.next());ÁüÄ$! assert_eq!(Some(16), it.next());Áüé  assert_eq!(None, it.next());Á¾ðÝ ÝýÀ Ë8çþ Ô Ô ªb× ÖRØ ýaÙ »]Ú ¯M9šþ£®, §ÝË8Ë8ÞŸßÞß­Îìçþ µçþ Ë8¸àçþ ýÀ ÜË8çþ ÖR€;Y[±PRÞü¸#|üËHE Returns a reverse iterator over all non-overlapping occurrences of aÁä” substring in a haystack.Á±ú„µäÏÆúüÊHŠÐü“HÜÐüÜ/®ÑŒ úü EóÑÁÒæ úåÒù ú„ý ˆÓŽ!ú<’!¾ð¼š!ºÓ²!úü¶!*çÓüá!63 let mut it = memmem::rfind_iter(haystack, b"foo");Áü˜"$´Õü½"#‡Õüá"#ÚÔü…# âÕ<¦#¾ðT¿#á áýÀ¼×ã ã ¤cæ ÖRç »]è ¯MCsŽ]•¡7áË8Ë8âŸãâãÊ#ÒØ Ò#ãØÕ#òØ\ã# àË8çþ ÖRô­€;ò­=?Î#=?âüÐ+<üñ$B? Returns the index of the first occurrence of the given needle.Á´%úü¸%KH Note that if you're are searching for the same needle in many differentÁü„&FC small haystacks, it may be faster to initialize a [`Finder`] once,ÁüË&! and reuse it for each search.Áí&ú„ñ&äÏ'úü†'HŠÐüÏ'HÜÐü˜(/®ÑÈ(úüÌ(EóÑ|’)ÁÒ¢)út¦)åÒµ)ú„¹)ˆÓÊ)ú<Î)¾ð¼Ö)ºÓî)úüò)" let haystack = b"foo bar baz";Áü•*85 assert_eq!(Some(0), memmem::find(haystack, b"foo"));ÁüÎ*85 assert_eq!(Some(4), memmem::find(haystack, b"bar"));Áü‡+63 assert_eq!(None, memmem::find(haystack, b"quux"));Á<¾+¾ð$×+
settings.Álɨ½  ½ ê¤ ÄËñ ñ ÑGó €;ô ò2Va~Ò ÓàHרÎìÄË Û¨àÄËýÀ\ç¨ ÄË$þ¨€;JL79üÿªxüªIF Build an owned forward finder using the given needle from the currentÁlϪŸª»¤ŒçªÌ᪜†«¾  ¾ ê¤ÄËÓ‰˜˜ Å«ÍìÄË š«æÄ˧€ ì« ÄË$Æ«€;À°35üœ®ÅüЬHE Build a forward finder using the given needle and a custom heuristicÁü­EB for determining the frequency of a given byte in the dataset. SeeÁüç­0- [`HeuristicFrequencyRank`] for more details.ÁÌ£®š¿  ¿ ê¤Ûè šçˆ ñ ñ ÑGó €;ô ò2Va~Ò ÓàHš£œœÆ®´Ü Ò®—¼ õ®ÅÜ´Õ®¨¼\¯ Ûèçˆ $ž¯¾é°€;æ°TVJLNPü‘³Éü ±EB Build an owned forward finder using the given needle and a customÁüê±KH heuristic for determining the frequency of a given byte in the dataset.Áüº²41 See [`HeuristicFrequencyRank`] for more details.Á»¤Œù²Ìó²ü˜³À  À ê¤Ûèçˆ Ó‰£žŸŸž •´´Ü Á³ƒ ä³Åܴijæçˆ §€ ìç³ Ûèçˆ $–´¾ã¯€;à¯RTVXüí¶oü”¶B? Build a reverse finder using the given needle from the currentÁlÛ¶Ÿªlô¶¡Á  Á ê¤ ¡ÄËû û —Iý €;þ ò2ÇÍ‹üsÇœ¡¢¢‚·Ó¬ †·å¬\’·  ÄË$©·€;57+-ü‡º{ü‰¹IF Build an owned reverse finder using the given needle from the currentÁl×¹Ÿª»¤Œï¹Ìé¹œŽº   ê¤ÄËϤ¤¤ ͺú® ¢ºŒ¯쥺 £ÄË$κ€;')üß½Güª¼30 Configure the prefilter setting for the finder.Áâ¼úüê¼FC See the documentation for [`Prefilter`] for more discussion on whyÁüµ½%" you might want to configure this.ÁLæ½à  à ê¤ùï½ ð½ ¥$õ½ø=Lû½T…A4‰A§³Ç
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vhsubq_u32ÁUÿ÷! ·èÇÈ vld1_dup_f16ÁeŠ" ºèÇÈ vld1q_dup_f16Ám‰ˆ" ¼èÇÈ vld1_dup_f32ÁeÑ" ¾èÇÈ vld1_dup_p16Áe·–" ¿èÇÈ vld1_dup_p8Á]š" ÀèÇÈ vld1_dup_s16Áeû£" ÁèÇÈ vld1_dup_s32Áeߪ" ÂèÇÈ vld1_dup_s8Á]Á±" ÃèÇÈ vld1_dup_u16Áe¡¸" ÄèÇÈ vld1_dup_u32Áe†¿" ÅèÇÈ vld1_dup_u8Á]éÅ" ÆèÇÈ vld1q_dup_f32ÁmËÌ" ÇèÇÈ vld1q_dup_p16Ám³Ó" ÈèÇÈ vld1q_dup_p8Áe˜Ú" ÉèÇÈ vld1q_dup_s16Ámýà" ÊèÇÈ vld1q_dup_s32Ámãç" ËèÇÈ vld1q_dup_s64ÁmÆî" ÌèÇÈ vld1q_dup_s8Áeªõ" ÍèÇÈ vld1q_dup_u16ÁmŽü" ÎèÇÈ vld1q_dup_u32Ámõ‚# ÏèÇÈ vld1q_dup_u64ÁmÙ‰# ÐèÇÈ vld1q_dup_u8Áe¾# ÑèÇÈ vld1_dup_p64Áe —# ÒèÇÈ vld1_dup_s64ÁeÝŸ# ÓèÇÈ vld1_dup_u64Áe˜¨# ÔèÇÈ vld1_f16_x2Á]íÈ# ÕèÇÈ vld1_f16_x3Á]›Ï# ÖèÇÈ vld1_f16_x4Á]ÉÕ# ×èÇÈ vld1q_f16_x2ÁeøÛ# ØèÇÈ vld1q_f16_x3Áe¨â# ÙèÇÈ vld1q_f16_x4ÁeØè# ÚèÇÈ vld1_f32_x2Á]¼$ ÛèÇÈ vld1_f32_x3Á]ðÂ$ ÜèÇÈ vld1_f32_x4Á]ÑÉ$ ÝèÇÈ vld1q_f32_x2Áe³Ð$ ÞèÇÈ vld1q_f32_x3Áe–×$ ßèÇÈ vld1q_f32_x4ÁeùÝ$ àèÇÈ vld1_lane_f16ÁmÑä$ áèÇÈvld1q_lane_f16Áuõë$ ãèÇÈ vld1_lane_f32ÁmÓó$ åèÇÈ vld1_lane_p16Ám°û$ çèÇÈ vld1_lane_p8Áe‰ƒ% éèÇÈ vld1_lane_s16ÁmàŠ% ëèÇÈ vld1_lane_s32Ám¹’% íèÇÈ vld1_lane_s64Ámš% ïèÇÈ vld1_lane_s8ÁeÜ¡% ñèÇÈ vld1_lane_u16Ám±©% óèÇÈ vld1_lane_u32ÁmŒ±% õèÇÈ vld1_lane_u64Ámâ¸% ÷èÇÈ vld1_lane_u8Áe³À% ùèÇÈvld1q_lane_f32Áu‹È% ûèÇÈvld1q_lane_p16ÁuêÏ% ýèÇÈ vld1q_lane_p8ÁmÇ×% ÿèÇÈvld1q_lane_s16Áu¢ß% éÇÈvld1q_lane_s32Áuýæ% ƒéÇÈvld1q_lane_s64ÁuÓî% …éÇÈ vld1q_lane_s8Ám®ö% ‡éÇÈvld1q_lane_u16Áu‡þ% ‰éÇÈvld1q_lane_u32Áuä…& ‹éÇÈvld1q_lane_u64Áu¼& éÇÈ vld1q_lane_u8Ám™•& éÇÈ vld1_lane_p64Ámòœ& ‘éÇÈvld1q_lane_p64ÁuŤ& “éÇÈ vld1_p64_x2Á]²& •éÇÈ vld1_p64_x3Á]¦¹& –éÇÈ vld1_p64_x4Á]ŠÀ& —éÇÈ vld1q_p64_x2ÁeïÆ& ˜éÇÈ vld1q_p64_x3ÁeÕÍ& ™éÇÈ vld1q_p64_x4Áe»Ô& šéÇÈ
vld1_s8_x2ÁU©ƒ' ›éÇÈ
vld1_s8_x3ÁU„Š' œéÇÈ
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vld1_u8_x2ÁU”¥( ³éÇÈ
vld1_u8_x3ÁUð«( ´éÇÈ
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vld1_p8_x2ÁU—Ç) ËéÇÈ
vld1_p8_x3ÁUóÍ) ÌéÇÈ
vld1_p8_x4ÁUÏÔ) ÍéÇÈ vld1q_p8_x2Á]¬Û) ÎéÇÈ vld1q_p8_x3Á]‹â) ÏéÇÈ vld1q_p8_x4Á]êè) ÐéÇÈ vld1_p16_x2Á]Éï) ÑéÇÈ vld1_p16_x3Á]©ö) ÒéÇÈ vld1_p16_x4Á]‰ý) ÓéÇÈ vld1q_p16_x2Áeêƒ* ÔéÇÈ vld1q_p16_x3ÁeÌŠ* ÕéÇÈ vld1q_p16_x4Áe®‘* ÖéÇÈ vld1q_dup_p64ÁmÄË* ×éÇÈ vld2_dup_f16Áe„à* ÙéÇÈ vld2q_dup_f16ÁmÆç* ÜéÇÈ vld2_dup_f32Áe­œ+ ßéÇÈ vld2q_dup_f32Ám¿¢+ âéÇÈ vld2_dup_s8Á]Ò¨+ åéÇÈ vld2q_dup_s8Áe×®+ èéÇÈ vld2_dup_s16Áeâ´+ ëéÇÈ vld2q_dup_s16Ámðº+ îéÇÈ vld2_dup_s32Áe€Á+ ñéÇÈ vld2q_dup_s32ÁmŽÇ+ ôéÇÈ vld2_dup_p64ÁeäÏ+ ÷éÇÈ vld2_dup_s64ÁeíÙ+ øéÇÈ vld2_dup_u64Áe¼â+ ûéÇÈ vld2_dup_u8Á]Àé+ üéÇÈ vld2q_dup_u8Áežù+ ýéÇÈ vld2_dup_u16Áe´Š, þéÇÈ vld2q_dup_u16Ám…š, ÿéÇÈ vld2_dup_u32Áeò©, €êÇÈ vld2q_dup_u32Ám·¹, êÇÈ vld2_dup_p8Á]‹É, ‚êÇÈ vld2q_dup_p8ÁeéØ, ƒêÇÈ vld2_dup_p16Áeÿé, „êÇÈ vld2q_dup_p16ÁmÐù, …êÇÈvld2_f16ÁE”–- †êÇÈ vld2q_f16ÁMÄ- ‰êÇÈvld2_f32ÁE‘Ï- ŒêÇÈ vld2q_f32ÁMÕ- êÇÈvld2_s8Á=òÚ- ’êÇÈvld2q_s8ÁEÓà- •êÇÈvld2_s16ÁE»æ- ˜êÇÈ vld2q_s16ÁM¥ì- ›êÇÈvld2_s32ÁE‘ò- žêÇÈ vld2q_s32ÁMû÷- ¡êÇÈ vld2_lane_f16ÁmÈ. ¤êÇÈvld2q_lane_f16Áu¹™. ¨êÇÈ vld2_lane_f32Ám«¡. ¬êÇÈvld2q_lane_f32Áuߨ. °êÇÈ vld2_lane_s8Áe °. ´êÇÈ vld2_lane_s16Ám¿·. ¸êÇÈvld2q_lane_s16Áué¾. ¼êÇÈ vld2_lane_s32Ám•Æ. ÀêÇÈvld2q_lane_s32Áu¿Í. ÄêÇÈ vld2_lane_u8Áe¼‹/ ÈêÇÈ vld2_lane_u16Ámš“/ ÊêÇÈvld2q_lane_u16Áuþš/ ÌêÇÈ vld2_lane_u32Ámã¢/ ÎêÇÈvld2q_lane_u32ÁuǪ/ ÐêÇÈ vld2_lane_p8Áe«²/ ÒêÇÈ vld2_lane_p16Ám‰º/ ÔêÇÈvld2q_lane_p16ÁuíÁ/ ÖêÇÈvld2_p64ÁEšÉ/ ØêÇÈvld2_s64ÁEÐÒ/ ÙêÇÈvld2_u64ÁEûÚ/ ÜêÇÈvld2_u8Á=¹á/ ÝêÇÈvld2q_u8ÁEôç/ ÞêÇÈvld2_u16ÁE²î/ ßêÇÈ vld2q_u16ÁMòô/ àêÇÈvld2_u32ÁE³û/ áêÇÈ vld2q_u32ÁMó0 âêÇÈvld2_p8Á=³ˆ0 ãêÇÈvld2q_p8ÁEîŽ0 äêÇÈvld2_p16ÁE¬•0 åêÇÈ vld2q_p16ÁMì›0 æêÇÈ vld3_dup_f16Áeí¯0 çêÇÈ vld3q_dup_f16Ám¯·0 êêÇÈ vld3_dup_f32ÁeŽ0 íêÇÈ vld3q_dup_f32ÁmÙÃ0 ðêÇÈ vld3_dup_s8Á]îÉ0 óêÇÈ vld3q_dup_s8ÁeõÏ0 öêÇÈ vld3_dup_s16Áe‚Ö0 ùêÇÈ vld3q_dup_s16Ám’Ü0 üêÇÈ vld3_dup_s32Áe¤â0 ÿêÇÈ vld3q_dup_s32Ám´è0 ‚ëÇÈ vld3_dup_s64ÁeÆî0 …ëÇÈ vld3_dup_p64Áeþ¥1 ˆëÇÈ vld3_dup_u64ÁeͲ1 ‰ëÇÈ vld3_dup_u8Á]Ó¹1 ŠëÇÈ vld3q_dup_u8ÁeÊ1 ‹ëÇÈ vld3_dup_u16ÁeÛÜ1 ŒëÇÈ vld3q_dup_u16Ámþì1 ëÇÈ vld3_dup_u32ÁeÉý1 ŽëÇÈ vld3q_dup_u32ÁmÚ2 ëÇÈ vld3_dup_p8Á]€ž2 ëÇÈ vld3q_dup_p8Áe¼®2 ‘ëÇÈ vld3_dup_p16ÁeˆÁ2 ’ëÇÈ vld3q_dup_p16Ám«Ñ2 “ëÇÈvld3_f16ÁEËî2 ”ëÇÈ vld3q_f16ÁM¬ô2 •ëÇÈvld3_f32ÁEÇø2 –ëÇÈ vld3q_f32ÁMâü2 —ëÇÈvld3_s8Á=ü€3 ˜ëÇÈvld3q_s8ÁE…3 ™ëÇÈvld3_s16ÁE§‰3 šëÇÈ vld3q_s16ÁMÀ3 ›ëÇÈvld3_s32ÁEÙ‘3 œëÇÈ vld3q_s32ÁMò•3 ëÇÈ vld3_lane_f16Ám·Ù3 žëÇÈvld3q_lane_f16Áuøâ3 ¢ëÇÈ vld3_lane_f32Ámë3 ¦ëÇÈvld3q_lane_f32ÁuŸó3 ªëÇÈ vld3_lane_s8Áešƒ4 ®ëÇÈ vld3_lane_s16Ám’‹4 ²ëÇÈvld3q_lane_s16Áu–“4 ¶ëÇÈ vld3_lane_s32Ámœ›4 ºëÇÈvld3q_lane_s32Áu £4 ¾ëÇÈ vld3_lane_
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vmaxnm_f16ÁUè»< ðìÇÈ vmaxnmq_f16Á]ÿÄ< óìÇÈ
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vmls_n_u16ÁU²óB ¨îÇÈ vmlsq_n_u16Á]½ùB ©îÇÈ
vmls_n_s32ÁUÊÿB ªîÇÈ vmlsq_n_s32Á]Ò…C «îÇÈ
vmls_n_u32ÁUÜ‹C ¬îÇÈ vmlsq_n_u32Á]ç‘C ­îÇÈvmls_s8Á=î—C ®îÇÈvmlsq_s8ÁEøC ¯îÇÈvmls_s16ÁEˆ¤C °îÇÈ vmlsq_s16ÁM™ªC ±îÇÈvmls_s32ÁEª°C ²îÇÈ vmlsq_s32ÁM»¶C ³îÇÈvmls_u8Á=ʼC ´îÇÈvmlsq_u8ÁEØÂC µîÇÈvmls_u16ÁEìÈC ¶îÇÈ vmlsq_u16ÁMÏC ·îÇÈvmls_u32ÁE–ÕC ¸îÇÈ vmlsq_u32ÁM«ÛC ¹îÇÈvmlsl_lane_s16ÁuŠâC ºîÇÈvmlsl_laneq_s16Á}êC ¼îÇÈvmlsl_lane_s32Áu°òC ¾îÇÈvmlsl_laneq_s32Á}îùC ÀîÇÈvmlsl_lane_u16Áu¬D ÂîÇÈvmlsl_laneq_u16Á}ÉD ÄîÇÈvmlsl_lane_u32ÁuÚ‘D ÆîÇÈvmlsl_laneq_u32Á}œ™D ÈîÇÈ vmlsl_n_s16Á]¥ D ÊîÇÈ vmlsl_n_s32Á]»¦D ËîÇÈ vmlsl_n_u16Á]ѬD ÌîÇÈ vmlsl_n_u32Á]ê²D ÍîÇÈvmlsl_s8ÁEï¸D ÎîÇÈ vmlsl_s16ÁMü¾D ÏîÇÈ vmlsl_s32ÁMÅD ÐîÇÈvmlsl_u8ÁEžËD ÑîÇÈ vmlsl_u16ÁM±ÑD ÒîÇÈ vmlsl_u32ÁMÈ×D ÓîÇÈ
vmmlaq_s32ÁUêÝD ÔîÇÈ
vmmlaq_u32ÁUïæD ×îÇÈ
vmov_n_f16ÁU¶ïD ÚîÇÈ vmovq_n_f16Á]ÖôD ÛîÇÈ
vmov_n_f32ÁU¼úD ÜîÇÈ
vmov_n_p16ÁU¨€E ÝîÇÈ vmov_n_p8ÁM‘†E ÞîÇÈ
vmov_n_s16ÁUø‹E ßîÇÈ
vmov_n_s32ÁUâ‘E àîÇÈ
vmov_n_s64ÁUÊ—E áîÇÈ vmov_n_s8ÁM²E âîÇÈ
vmov_n_u16ÁU˜£E ãîÇÈ
vmov_n_u32ÁUƒ©E äîÇÈ
vmov_n_u64ÁUì®E åîÇÈ vmov_n_u8ÁMÕ´E æîÇÈ vmovq_n_f32Á]½ºE çîÇÈ vmovq_n_p16Á]¬ÀE èîÇÈ
vmovq_n_p8ÁU˜ÆE éîÇÈ vmovq_n_s16Á]ƒÌE êîÇÈ vmovq_n_s32Á]ðÑE ëîÇÈ vmovq_n_s64Á]Ú×E ìîÇÈ
vmovq_n_s8ÁUÅÝE íîÇÈ vmovq_n_u16Á]¯ãE îîÇÈ vmovq_n_u32Á]éE ïîÇÈ vmovq_n_u64Á]ˆïE ðîÇÈ
vmovq_n_u8ÁUôôE ñîÇÈ vmovl_s16ÁM¿úE òîÇÈ vmovl_s32ÁM‘€F óîÇÈvmovl_s8ÁEâ…F ôîÇÈ vmovl_u16ÁM²‹F õîÇÈ vmovl_u32ÁM†‘F öîÇÈvmovl_u8ÁEÙ–F ÷îÇÈ vmovn_s16ÁM¯œF øîÇÈ vmovn_s32ÁM„¢F ùîÇÈ vmovn_s64ÁMÚ§F úîÇÈ vmovn_u16ÁM°­F ûîÇÈ vmovn_u32ÁM‡³F üîÇÈ vmovn_u64ÁM߸F ýîÇÈvmul_f16ÁEÚ¾F þîÇÈ vmulq_f16ÁMéÄF ÿîÇÈvmul_f32ÁEÌÊF €ïÇÈ vmulq_f32ÁM¯ÐF ïÇÈ vmul_lane_f16ÁmóÖF ‚ïÇÈvmulq_lane_f16ÁuëÞF „ïÇÈ vmul_lane_f32ÁmêèF †ïÇÈvmul_laneq_f32ÁuüïF ˆïÇÈvmulq_lane_f32Áu÷F ŠïÇÈvmulq_laneq_f32Á}ìþF ŒïÇÈ vmul_lane_s16Ám¸†G ŽïÇÈvmulq_lane_s16ÁuýG ïÇÈ vmul_lane_s32Ámæ—G ’ïÇÈvmulq_lane_s32ÁuâžG ”ïÇÈ vmul_lane_u16Ám§¦G –ïÇÈvmulq_lane_u16Áuï­G ˜ïÇÈ vmul_lane_u32ÁmÛ·G šïÇÈvmulq_lane_u32ÁuÚ¾G œïÇÈvmul_laneq_s16Áu£ÆG žïÇÈvmulq_laneq_s16Á}êÍG  ïÇÈvmul_laneq_s32ÁuÕ×G ¢ïÇÈvmulq_laneq_s32Á}ÓÞG ¤ïÇÈvmul_laneq_u16ÁušæG ¦ïÇÈvmulq_laneq_u16Á}äíG ¨ïÇÈvmul_laneq_u32ÁuÒ÷G ªïÇÈvmulq_laneq_u32Á}ÓþG ¬ïÇÈ
vmul_n_f16ÁU„…H ®ïÇÈ vmulq_n_f16Á]‰ŠH ¯ïÇÈ
vmul_n_f32ÁU€H °ïÇÈ vmulq_n_f32Á]ö•H ±ïÇÈ
vmul_n_s16ÁUì›H ²ïÇÈ vmulq_n_s16Á]Ý¡H ³ïÇÈ
vmul_n_s32ÁUϧH ´ïÇÈ vmulq_n_s32Á]À­H µïÇÈ
vmul_n_u16ÁU²³H ¶ïÇÈ vmulq_n_u16Á]¥¹H ·ïÇÈ
vmul_n_u32ÁU™¿H ¸ïÇÈ vmulq_n_u32Á]ŒÅH ¹ïÇÈvmul_p8Á=øÊH ºïÇÈvmulq_p8ÁE¦ÓH ½ïÇÈvmul_s16ÁEÙÛH ÀïÇÈ vmulq_s16ÁMµáH ÁïÇÈvmul_u16ÁE‘çH ÂïÇÈ vmulq_u16ÁMðìH ÃïÇÈvmul_s32ÁEÏòH ÄïÇÈ vmulq_s32ÁM«øH ÅïÇÈvmul_u32ÁE‡þH ÆïÇÈ vmulq_u32ÁMæƒI ÇïÇÈvmul_s8Á=ÉI ÈïÇÈvmulq_s8ÁE™I ÉïÇÈvmul_u8Á=ò”I ÊïÇÈvmulq_u8ÁEËšI ËïÇÈvmull_lane_s16Áuø I ÌïÇÈvmull_laneq_s16Á}Ù¨I ÎïÇÈvmull_lane_s32Áuº°I ÐïÇÈvmull_laneq_s32Á}Ò·I ÒïÇÈvmull_lane_u16Áuê¾I ÔïÇÈvmull_laneq_u16Á}ÎÆI ÖïÇÈvmull_lane_u32Áu²ÎI ØïÇÈvmull_laneq_u32Á}ÍÕI ÚïÇÈ vmull_n_s16Á]±ÜI ÜïÇÈ vmull_n_s32Á]£âI ÝïÇÈ vmull_n_u16Á]•èI ÞïÇÈ vmull_n_u32Á]‰îI ßïÇÈvmull_p8ÁE÷óI àïÇÈ vmull_s16ÁM¸üI ãïÇÈ vmull_s32ÁMº‚J äïÇÈvmull_s8ÁEºˆJ åïÇÈvmull_u8ÁE¹ŽJ æïÇÈ vmull_u16ÁM½”J çïÇÈ vmull_u32ÁMÄšJ èïÇÈvmvn_p8Á=½ J éïÇÈvmvn_s16ÁE±¦J êïÇÈvmvn_s32ÁE¥¬J ëïÇÈvmvn_s8Á=˜²J ìïÇÈvmvn_u16ÁEˆ¸J íïÇÈvmvn_u32ÁEƒ¾J îïÇÈvmvn_u8Á=„ÄJ ïïÇÈvmvnq_p8ÁEøÉJ ðïÇÈ vmvnq_s16ÁMñÏJ ñïÇÈ vmvnq_s32ÁMçÕJ òïÇÈvmvnq_s8ÁEÜÛJ óïÇÈ vmvnq_u16ÁMÑáJ ôïÇÈ vmvnq_u32ÁMÎçJ õïÇÈvmvnq_u8ÁEÑíJ öïÇÈvneg_f16ÁEïóJ ÷ïÇÈ vnegq_f16ÁMéùJ øïÇÈvneg_f32ÁE·ÿJ ùïÇÈ vnegq_f32ÁM……K úïÇÈvneg_s8Á=ЊK ûïÇÈvnegq_s8ÁE”K üïÇÈvneg_s16ÁEÜ•K ýïÇÈ vnegq_s16ÁM¥›K þïÇÈvneg_s32ÁEî K ÿïÇÈ vnegq_s32ÁM·¦K €ðÇÈvorn_s16ÁE“¬K ðÇÈvorn_s32ÁE­²K ‚ðÇÈvorn_s64ÁEǸK ƒðÇÈvorn_s8Á=à¾K „ðÇÈ vornq_s16ÁMöÄK …ðÇÈ vornq_s32ÁM’ËK †ðÇÈ vornq_s64ÁM®ÑK ‡ðÇÈvornq_s8ÁEÉ×K ˆðÇÈvorn_u16ÁEãÝK ‰ðÇÈvorn_u32ÁE‹äK ŠðÇÈvorn_u64ÁE³êK ‹ðÇÈvorn_u8Á=ÚðK ŒðÇÈ vornq_u16ÁMþöK ðÇÈ vornq_u32ÁM¨ýK ŽðÇÈ vornq_u64ÁMÒƒL ðÇÈvornq_u8ÁEû‰L ðÇÈvorr_s8Á=«L ‘ðÇÈvorrq_s8ÁE›–L ’ðÇÈvorr_s16ÁEœL “ðÇÈ vorrq_s16ÁM„¢L ”ðÇÈvorr_s32ÁEù§L •ðÇÈ vorrq_s32ÁMî­L –ðÇÈvorr_s64ÁEã³L —ðÇÈ vorrq_s64ÁMعL ˜ðÇÈvorr_u8Á=Ì¿L ™ðÇÈvorrq_u8ÁE¿ÅL šðÇÈvorr_u16ÁE¶ËL ›ðÇÈ vorrq_u16ÁM®ÑL œðÇÈvorr_u32ÁE¦×L ðÇÈ vorrq_u32ÁMžÝL žðÇÈvorr_u64ÁE–ãL ŸðÇÈ vorrq_u64ÁMŽéL  ðÇÈ vpadal_s8ÁM‘ïL ¡ðÇÈ
vpadalq_s8ÁUÛöL ¢ðÇÈ
vpadal_s16ÁUªþL £ðÇÈ vpadalq_s16Á]ú…M ¤ðÇÈ
vpadal_s32ÁUÌM ¥ðÇÈ vpadalq_s32Á]œ•M ¦ðÇÈ vpadal_u8ÁMîœM §ðÇÈ
vpadalq_u8ÁU¾¤M ¨ðÇÈ
vpadal_u16ÁU“¬M ©ðÇÈ vpadalq_u16Á]é³M ªðÇÈ
vpadal_u32ÁUÁ»M «ðÇÈ vpadalq_u32Á]—ÃM ¬ðÇÈ vpadd_f16ÁMƒËM ­ðÇÈ vpadd_f32ÁMÑÓM °ðÇÈvpadd_s8ÁEÜM ³ðÇÈ vpadd_s16ÁM¶äM ¶ðÇÈ vpadd_s32ÁMèìM ¹ðÇÈvpadd_u8ÁEºõM ¼ðÇÈ vpadd_u16ÁMþƒN ½ðÇÈ vpadd_u32ÁM¬’N ¾ðÇÈ vpaddl_s8ÁMÊ N ¿ðÇÈ
vpaddlq_s8ÁU©N ÂðÇÈ
vpaddl_s16ÁUرN ÅðÇÈ vpaddlq_s16Á]¤ºN ÈðÇÈ
vpaddl_s32ÁUòÂN ËðÇÈ vpaddlq_s32Á]¾ËN ÎðÇÈ vpaddl_u8ÁMŒÔN ÑðÇÈ
vpaddlq_u8ÁUÕÜN ÔðÇÈ
vpaddl_u16ÁU¦åN ×ðÇÈ vpaddlq_u16Á]øíN ÚðÇÈ
vpaddl_u32ÁUÌöN ÝðÇÈ vpaddlq_u32Á]žÿN àðÇÈ vpmax_f32ÁMà‡O ãðÇÈvpmax_s8ÁE´O æðÇÈ vpmax_s16ÁMò˜O éðÇÈ vpmax_s32ÁM»¡O ìðÇÈvpmax_u8ÁEƒªO ïðÇÈ vpmax_u16ÁMDzO òðÇÈ vpmax_u32ÁM–»O õðÇÈ vpmin_f32ÁMåÃO øðÇÈvpmin_s8ÁE¹ÌO ûðÇÈ vpmin_s16ÁM÷ÔO þðÇÈ vpmin_s32ÁMÀÝO ñÇÈvpmin_u8ÁEˆæO „ñÇÈ vpmin_u16ÁMÌîO ‡ñÇÈ vpmin_u32ÁM›÷O ŠñÇÈvqabs_s8ÁEíÿO ñÇÈ vqabsq_s8ÁM‘ˆP ñÇÈ vqabs_s16ÁM¿P “ñÇÈ
vqabsq_s16ÁUî˜P –ñÇÈ vqabs_s32ÁMŸ¡P ™ñÇÈ
vqabsq_s32ÁUΩP œñÇÈvqadd_s8ÁEë±P ŸñÇÈ vqaddq_s8ÁM×·P  ñÇÈ vqadd_s16ÁMȽP ¡ñÇÈ
vqaddq_s16ÁUºÃP ¢ñÇÈ vqadd_s32ÁM¬ÉP £ñÇÈ
vqaddq_s32ÁUžÏP ¤ñÇÈ vqadd_s64ÁMÕP ¥ñÇÈ
vqaddq_s64ÁU‚ÛP ¦ñÇÈvqadd_u8ÁEòàP §ñÇÈ vqaddq_u8ÁMáæP ¨ñÇÈ vqadd_u16ÁMÕìP ©ñÇÈ
vqaddq_u16ÁUÊòP ªñÇÈ vqadd_u32ÁM¿øP «ñÇÈ
vqaddq_u32ÁU´þP ¬ñÇÈ vqadd_u64ÁM©„Q ­ñÇÈ
vqaddq_u64ÁUžŠQ ®ñÇÈvqdmlal_lane_s16Á…ýQ ¯ñÇÈvqdmlal_lane_s32Á…¥˜Q ±ñÇÈ vqdmlal_n_s16ÁmšŸQ ³ñÇÈ vqdmlal_n_s32ÁmÌ¥Q ´ñÇÈ vqdmlal_s16Á]å«Q µñÇÈ vqdmlal_s32Á]€²Q ¶ñÇÈvqdmlsl_lane_s16Á…å¸Q ·ñÇÈvqdmlsl_lane_s32Á…‹ÀQ ¹ñÇÈ vqdmlsl_n_s16ÁmþÆQ »ñÇÈ vqdmlsl_n_s32Ám®ÍQ ¼ñÇÈ vqdmlsl_s16Á]ÌÓQ ½ñÇÈ vqdmlsl_s32Á]ìÙQ ¾ñÇÈvqdmulh_laneq_s16ÁÉàQ ¿ñÇÈvqdmulhq_laneq_s16Á•ûçQ ÁñÇÈvqdmulh_laneq_s32Á¯ïQ ÃñÇÈvqdmulhq_laneq_s32Á•áöQ ÅñÇÈ vqdmulh_n_s16ÁmÝýQ ÇñÇÈvqdmulhq_n_s16Áuˆ„R ÈñÇÈ vqdmulh_n_s32ÁmµŠR ÉñÇÈvqdmulhq_n_s32ÁuàR ÊñÇÈ vqdmulh_s16Á]Ž—R ËñÇÈ vqdmulhq_s16ÁeýŸR ÎñÇÈ vqdmulh_s32Á]î¨R ÑñÇÈ vqdmulhq_s32ÁeݱR ÔñÇÈvqdmull_lane_s16Á…þºR ×ñÇÈvqdmull_lane_s32Á…ÄÂR ÙñÇÈ vqdmull_n_s16ÁmÙÉR ÛñÇÈ vqdmull_n_s32ÁméÏR ÜñÇÈ vqdmull_s16Á]ëÕR ÝñÇÈ vqdmull_s32Á]ÊÞR àñÇÈ
vqmovn_s16ÁUçR ãñÇÈ
vqmovn_s32ÁUÈïR æñÇÈ
vqmovn_s64ÁU÷÷R éñÇÈ
vqmovn_u16ÁU¨€S ìñÇÈ
vqmovn_u32ÁUÙˆS ïñÇÈ
vqmovn_u64ÁUŽ‘S òñÇÈ vqmovun_s16Á]Í™S õñÇÈ vqmovun_s32Á]‹¢S øñÇÈ vqmovun_s64Á]ͪS ûñÇÈvqneg_s8ÁEý²S þñÇÈ vqnegq_s8ÁM™»S òÇÈ vqneg_s16ÁM¿ÃS „òÇÈ
vqnegq_s16ÁUæËS ‡òÇÈ vqneg_s32ÁMÔS ŠòÇÈ
vqnegq_s32ÁU¶ÜS òÇÈvqrdmulh_lane_s16ÁÀåS òÇÈvqrdmulh_lane_s32ÁÓíS ’òÇÈvqrdmulh_laneq_s16Á•ÁõS ”òÇÈvqrdmulh_laneq_s32Á•ÖýS –òÇÈvqrdmulhq_lane_s16Á•Å…T ˜òÇÈvqrdmulhq_lane_s32Á•¿T šòÇÈvqrdmulhq_laneq_s16ÁÖ—T œòÇÈvqrdmulhq_laneq_s32ÁÒ¡T žòÇÈvqrdmulh_n_s16Áu±©T  òÇÈvqrdmulhq_n_s16Á}ЯT ¡òÇÈvqrdmulh_n_s32ÁuñµT ¢òÇÈvqrdmulhq_n_s32Á}¼T £òÇÈ vqrdmulh_s16Áe²ÂT ¤òÇÈ vqrdmulhq_s16Ám²ËT §òÇÈ vqrdmulh_s32Áe´ÔT ªòÇÈ vqrdmulhq_s32Ám´ÝT ­òÇÈ vqrshl_s8ÁM”æT °òÇÈ
vqrshlq_s8ÁUàîT ³òÇÈ
vqrshl_s16ÁU·÷T ¶òÇÈ vqrshlq_s16Á]€U ¹òÇÈ
vqrshl_s32ÁUéˆU ¼òÇÈ vqrshlq_s32Á]Á‘U ¿òÇÈ
vqrshl_s64ÁU›šU ÂòÇÈ vqrshlq_s64Á]ó¢U ÅòÇÈ vqrshl_u8ÁMÕ«U ÈòÇÈ
vqrshlq_u8ÁU®´U ËòÇÈ
vqrshl_u16ÁU’½U ÎòÇÈ vqrshlq_u16Á]÷ÅU ÑòÇÈ
vqrshl_u32ÁUÞÎU ÔòÇÈ vqrshlq_u32Á]Ã×U ×òÇÈ
vqrshl_u64ÁUªàU ÚòÇÈ vqrshlq_u64Á]éU ÝòÇÈ vqrshrn_n_s16ÁmïV àòÇÈ vqrshrn_n_s32Ám†ˆV äòÇÈ vqrshrn_n_s64Ám¡ŽV èòÇÈ vqrshrn_n_u16ÁmŒ§V ìòÇÈ vqrshrn_n_u32Ám°­V ðòÇÈ vqrshrn_n_u64ÁmسV ôòÇÈvqrshrun_n_s16ÁuÈÌV øòÇÈvqrshrun_n_s32ÁuðÒV üòÇÈvqrshrun_n_s64ÁuœÙV €óÇÈ
vqshl_n_s8ÁUóáV „óÇÈ vqshlq_n_s8Á]»èV †óÇÈ vqshl_n_s16Á]ˆïV ˆóÇÈ vqshlq_n_s16ÁeÖõV ŠóÇÈ vqshl_n_s32Á]¦üV ŒóÇÈ vqshlq_n_s32Áeô‚W ŽóÇÈ vqshl_n_s64Á]ĉW óÇÈ vqshlq_n_s64ÁeW ’óÇÈ
vqshl_n_u8ÁUã–W ”óÇÈ vqshlq_n_u8Á]¯W –óÇÈ vqshl_n_u16Á]€¤W ˜óÇÈ vqshlq_n_u16ÁeÒªW šóÇÈ vqshl_n_u32Á]¦±W œóÇÈ vqshlq_n_u32Áeø·W žóÇÈ vqshl_n_u64Á]̾W  óÇÈ vqshlq_n_u64ÁežÅW ¢óÇÈvqshl_s8ÁE½ËW ¤óÇÈ vqshlq_s8ÁMøÓW §óÇÈ vqshl_s16ÁM¾ÜW ªóÇÈ
vqshlq_s16ÁU…åW ­óÇÈ vqshl_s32ÁMÎíW °óÇÈ
vqshlq_s32ÁU•öW ³óÇÈ vqshl_s64ÁMÞþW ¶óÇÈ
vqshlq_s64ÁU¥‡X ¹óÇÈvqshl_u8ÁEïX ¼óÇÈ vqshlq_u8ÁM°˜X ¿óÇÈ vqshl_u16ÁMü X ÂóÇÈ
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vqshlq_u32ÁUåºX ËóÇÈ vqshl_u64ÁM´ÃX ÎóÇÈ
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 `£c¼¹ `àB¤GS â ޹³ ³ ´‡ß±‡ß|Ò*ü¿ ?< A pair of byte offsets into a needle to use as a predicate.Áÿ úüƒ!IF This pair is used as a predicate to quickly filter out positions in aÁüÍ!NK haystack in which a needle cannot match. In some cases, this pair can evenÁüœ"MJ be used in vector algorithms such that the vector algorithm only switchesÁüê"63 over to scalar code once this pair has been found.Á¡#úü¥#NK A pair of offsets can be used in both substring search implementations andÁüô#KH in prefilters. The former will report matches of a needle in a haystackÁüÀ$FC where as the latter will only report possible matches of a needle.Á‡%úü‹%NK The offsets are limited each to a maximum of 255 to keep memory usage low.ÁüÚ%JG Moreover, it's rarely advantageous to create a predicate using offsetsÁä¥& greater than 255 anyway.ÁÂ&úüÆ&KH The only guarantee enforced on the pair of offsets is that they are notÁü’'IF equivalent. It is not necessarily the case that `index1 < index2` forÁüÜ'JG example. By convention, `index1` corresponds to the byte in the needleÁü§(MJ that is believed to be most the predictive. Note also that because of theÁüõ(KH requirement that the indices be both valid for the needle used to buildÁüÁ)NK the pair and not equal, it follows that a pair can only be constructed forÁü*# needles with length at least 2.Á$Ý*¥‹´HÕ
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