tag:blogger.com,1999:blog-11359445691125211902024-03-14T15:19:48.715+01:00Daniël's Database BlogDaniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.comBlogger123125tag:blogger.com,1999:blog-1135944569112521190.post-12716483966534937202023-11-06T20:22:00.004+01:002023-11-06T20:22:26.509+01:00Notes on Compression in the MySQL Protocol<p>The MySQL Protocol is the network protocol that is used between a
MySQL server and a client. This is called the “classic” protocol as
there is now a newer <a href="https://protobuf.dev/">protobuf</a> based
protocol called <a href="https://dev.mysql.com/doc/refman/8.2/en/x-plugin.html">X
Protocol</a>. However the “classic” protocol is used by many database
drivers, applications, etc. and also by MySQL Replication.</p>
<p>The MySQL Protocol has the option to compress network traffic. Most
client libraries don’t enable this by default as this increases CPU
usage.</p>
<h1 id="some-history">Some history</h1>
<p>Initially this was added in MySQL 3.22 (based on historical release
notes) and was based on <a href="https://www.zlib.net/">zlib</a>.</p>
<p>Then in <a href="https://dev.mysql.com/doc/relnotes/mysql/8.0/en/news-8-0-18.html#mysqld-8-0-18-connection-management">MySQL
8.0.18</a> a second compression algorithm, <a href="https://facebook.github.io/zstd/">Zstandard</a>, was added based
on <a href="https://bugs.mysql.com/bug.php?id=88567">a contribution by
Facebook</a>.</p>
<p>So zlib has been there basically forever and Zstandard support is
new-ish (8.0.18 was released in October 2019).</p>
<h1 id="why-you-might-want-to-use-compression.">Why you might want to
use compression.</h1>
<p>There are multiple usecases that are often mentioned when talking
about the compressed protocol. The first one is slow connections. This
could, for example, be a DBA doing remote work.</p>
<p>The second usecase is metered connections. This could be a DBA using
a mobile connection or to reduce network transfer cost in a Cloud
environment.</p>
<h1 id="basic-usage">Basic usage</h1>
<p>The usage is as simple as
<code>mysql --compression-algorithms=zstd ...</code>. Instead of
<code>zstd</code> you can also use <code>zlib</code> or even provide
both (<code>zstd,zlib</code>) and see what’s available on the server.
Most other clients like <code>mysqldump</code>, MySQL Shell, etc also
support this setting. Older versions use
<code>mysql --compress ...</code> which enables <code>zlib</code> based
compression. What is used in the end depends on what the server
supports.</p>
<p>For <code>zstd</code> there is a <a href="https://dev.mysql.com/doc/refman/8.2/en/connection-options.html#option_general_zstd-compression-level"><code>--zstd-compression-level</code></a>
option that allows you to set a level between 1 and 22, where the
default is 3. This allows you to better balance between faster and
better compression.</p>
<p>Once connected you could check the <code>Compression</code>,
<code>Compression_algorithm</code> and <code>Compression_level</code>
status variables to verify what is being used.</p>
<pre><code>sql> SHOW STATUS LIKE 'Compression%';
+-----------------------+-------+
| Variable_name | Value |
+-----------------------+-------+
| Compression | ON |
| Compression_algorithm | zstd |
| Compression_level | 3 |
+-----------------------+-------+
3 rows in set (0.0043 sec)</code></pre>
<p>In MySQL Shell the <code>\status</code> command also provides you
with this information:</p>
<pre><code>sql> \status
MySQL Shell version 8.2.0
Connection Id: 30
Current schema: test
Current user: root@localhost
SSL: Cipher in use: TLS_AES_128_GCM_SHA256 TLSv1.3
Using delimiter: ;
Server version: 8.2.0 MySQL Community Server - GPL
Protocol version: Compressed 10 <------------------
Client library: 8.2.0
Connection: 127.0.0.1 via TCP/IP
TCP port: 3306
Server characterset: utf8mb4
Schema characterset: utf8mb4
Client characterset: utf8mb4
Conn. characterset: utf8mb4
Result characterset: utf8mb4
Compression: Enabled (zstd) <------------------
Uptime: 1 day 3 hours 20 min 4.0000 sec
Threads: 2 Questions: 200 Slow queries: 0 Opens: 348 Flush tables: 3 Open tables: 266 Queries per second avg: 0.002</code></pre>
<p>The connectors for your favorite programming language probably have
settings for this as well. Some might only allow you to enable
compression with <code>zlib</code> and not yet offer you the option for
<code>zstd</code>.</p>
<table>
<colgroup>
<col style="width: 20%" />
<col style="width: 20%" />
<col style="width: 20%" />
<col style="width: 20%" />
<col style="width: 20%" />
</colgroup>
<thead>
<tr class="header">
<th>Language</th>
<th>Driver</th>
<th>zlib</th>
<th>zstd</th>
<th>Setting</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>C</td>
<td>MySQL C API (libmysqlclient)</td>
<td>✅</td>
<td>✅</td>
<td><code>MYSQL_OPT_COMPRESSION_ALGORITHMS</code> and
<code>MYSQL_OPT_COMPRESS</code></td>
</tr>
<tr class="even">
<td>Python</td>
<td>Connector/Python</td>
<td>✅</td>
<td>❌</td>
<td><code>compress=True</code></td>
</tr>
<tr class="odd">
<td>Java</td>
<td>Connector/J</td>
<td>✅</td>
<td>❌, <a href="https://bugs.mysql.com/bug.php?id=112732">Bug
#112732</a></td>
<td><code>useCompression=true</code></td>
</tr>
<tr class="even">
<td>Go</td>
<td>go-sql-driver/mysql</td>
<td>❌ <a href="https://github.com/go-sql-driver/mysql/issues/24">#24</a></td>
<td>❌</td>
<td>-</td>
</tr>
<tr class="odd">
<td>PHP</td>
<td>mysqli</td>
<td>✅</td>
<td>❌</td>
<td><code>MYSQLI_CLIENT_COMPRESS</code></td>
</tr>
<tr class="even">
<td>Perl</td>
<td>DBD::mysql</td>
<td>✅</td>
<td>✅</td>
<td><code>mysql_compression=zlib</code></td>
</tr>
</tbody>
</table>
<p>Note that many drivers are based on <code>libmysqlclient</code> and
only require minimal changes to support this.</p>
<h1 id="a-look-at-the-internals">A look at the internals</h1>
<h2 id="handshake">Handshake</h2>
<p>When establishing a connection both the client and server send a set
of <a href="https://dev.mysql.com/doc/dev/mysql-server/latest/group__group__cs__capabilities__flags.html">capability
flags</a>. There are two flags that are used for compression: First
there is <code>CLIENT_COMPRESS</code> that is used to advertise support
for zlib and then there is
<code>CLIENT_ZSTD_COMPRESSION_ALGORITHM</code> that is used to advertise
support for Zstandard. If both the client and the server have a flag set
then that feature is used.</p>
<p>A bit of a special case is possible when both the client and server
set both of the compression flags, in that case zlib is used. You can
try this out by running <code>--compression-algorithms=zstd,zlib</code>
and looking at the status variables.</p>
<p>If the client has the <code>CLIENT_ZSTD_COMPRESSION_ALGORITHM</code>
flag set then the <a href="https://dev.mysql.com/doc/dev/mysql-server/latest/page_protocol_connection_phase_packets_protocol_handshake_response.html#sect_protocol_connection_phase_packets_protocol_handshake_response41"><code>Protocol::HandshakeResponse41</code></a>
also contains a compression level for Zstandard.</p>
<h2 id="packet-compression">Packet compression</h2>
<p>The MySQL Protocol consists of <a href="https://dev.mysql.com/doc/dev/mysql-server/latest/page_protocol_basic_packets.html">“MySQL
Packets”</a> that are send between the client and server. When
compression is used this is added as a separate layer in the network
stack.</p>
<p>So the stack basically looks something like this:</p>
<pre><code>| MySQL Protocol |
| MySQL Compressed Protocol |
| TLS (Optional) |
| TCP/IP | Unix Socket | ..... |</code></pre>
<p>And yes, if you want you can use the compressed protocol over a Unix
Socket. But I can’t think of a good reason to do so.</p>
<p>The <code>.....</code> above is because of <a href="https://dev.mysql.com/doc/refman/8.2/en/connection-options.html#option_general_protocol">other
connection options</a> on Windows, like Shared memory and Named
Pipes.</p>
<p>As this is a separate layer there isn’t a 1-to-1 mapping between
compressed packets and regular packets.</p>
<p>So what do these MySQL Compressed Protocol packets look like?</p>
<p>Let’s start by looking at the header.</p>
<pre><code>Description:
| <compressed_length[3]> | <compressed_sequence[1]> | <uncompressed_length[3] |
Example values (hex):
| 15 00 00 | 00 | 000000 |</code></pre>
<p>So here we have: - Compressed Length: 21. This is
<code>15 00 00</code> in hex. This is a 24 bit (3 byte) integer. -
Compressed Sequence: 0 - Uncompressed Length: 0</p>
<p>If you know the regular MySQL Protocol this probably looks very
similar, including the use of the somewhat excentric 24 bit integer.</p>
<p>That the Uncompressed Length is set to zero means that for this
packet the payload isn’t actually compressed. This happens when the side
that does compression doesn’t think it makes sense to compress the
payload. MySQL doesn’t compress the payload if it is less than
<code>MIN_COMPRESS_LENGTH</code>, which is 50 bytes.</p>
<p>After the header we get the payload which depending on the capability
flags might be compressed with zlib or Zstandard or might be
uncompressed if the Uncompressed Length is set to 0.</p>
<p>This is how this looks in Wireshark:</p>
<figure>
<img src="data:image/png;base64,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" alt="Wireshark: Compressed Packet" />
<figcaption aria-hidden="true">Wireshark: Compressed Packet</figcaption>
</figure>
<p>A compressed protocol packet can also contain multiple (regular)
MySQL packets:</p>
<figure>
<img 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" alt="Wireshark: Multiple compressed packets" />
<figcaption aria-hidden="true">Wireshark: Multiple compressed
packets</figcaption>
</figure>
<p>Here there are eight regular MySQL Packets inside the compressed
packet.</p>
<p>Wireshark can uncompress the compressed payload (both zlib and zstd).
This is why it is able to show you what’s in the compressed packet. On
the bottom you can see “Fram (202 bytes)” and “compressed data (147
bytes)”.</p>
<figure>
<img 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" alt="Wireshark: Uncompressed payload" />
<figcaption aria-hidden="true">Wireshark: Uncompressed
payload</figcaption>
</figure>
<p>For this packet we have: - Compressed Length: 129 bytes -
Uncompressed Length: 147 bytes - TCP Payload Length: 136 bytes (this
matches our expectation: 129 bytes payload + 7 byte header)</p>
<p>So instead of sending 147 bytes we sent 136 bytes. We saved 11 bytes
(~7.5%).</p>
<p>The actual compression ratio depends on the size (bigger is better),
randomness of the content, the compression algorithm and compression
level. For zlib the compression level is hardcoded, so you can only use
different compression levels for Zstandard.</p>
<p>We talked about two situations: The first situation is one compressed
packet with one MySQL packet and the second situation is one compressed
packet with multiple MySQL packets. But there is a third situation:
Multiple compressed packets for one MySQL packet.</p>
<p>A single MySQL Protocol Packet can be split over multi compressed
packets.</p>
<h1 id="efficiency">Efficiency</h1>
<p>To get good results with compression in general it really helps if
you’re compressing larger sets of data and if the compressed data isn’t
very random.</p>
<p>Let’s see what results we can get in a best case senario by using
<code>REPEAT()</code> to send a string of 100 million times
<code>x</code>.</p>
<p>To do this we need to make sure we set a large
<code>max_allowed_packet</code> for both the server and client. We also
disable SSL/TLS as that makes capturing things easier. In case you
really need this, Wireshark is able to <a href="https://databaseblog.myname.nl/2014/07/decoding-encrypted-mysql-traffic-with.html">decrypt
MySQL sessions with TLS</a>.</p>
<pre><code>$ mysql --compression-algorithms=zlib -h 127.0.0.1 -u root -pRoot123@ --ssl-mode=DISABLED --max-allowed-packet=1073741824
mysql: [Warning] Using a password on the command line interface can be insecure.
Welcome to the MySQL monitor. Commands end with ; or \g.
Your MySQL connection id is 237
Server version: 8.2.0 MySQL Community Server - GPL
Copyright (c) 2000, 2023, Oracle and/or its affiliates.
Oracle is a registered trademark of Oracle Corporation and/or its
affiliates. Other names may be trademarks of their respective
owners.
Type 'help;' or '\h' for help. Type '\c' to clear the current input statement.
mysql> pager wc
PAGER set to 'wc'
mysql> select repeat('x',100*1024*1024);
5 9 419431449
1 row in set (1.06 sec)
mysql> ^DBye</code></pre>
<p>The traffic that we captured in Wireshark looks like this:</p>
<figure>
<img 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" alt="Large compressed resultset" />
<figcaption aria-hidden="true">Large compressed resultset</figcaption>
</figure>
<p>I’ve added the compressed and uncompressed length as columns as well
as the source and destination port numbers and hidden some of the other
columns to make this fit on the screenshot. I’ve also set the display
filter to <code>mysql</code> to hide some other packets.</p>
<p>The packets 1 untill 14 are from the connection setup. Packet 16 has
our <code>SELECT</code>-query. And packets 18 untill 46 have our
resultset. The final packet (48) is the <code>COM_QUIT</code> triggered
by our Ctrl-D to close the session.</p>
<p>Let’s focus on the resultset (packets 18-46).</p>
<p>These packets have compressed sequence numbers 1 until 14. The query
sent by the client had compressed sequence number 0.</p>
<table>
<colgroup>
<col style="width: 25%" />
<col style="width: 25%" />
<col style="width: 25%" />
<col style="width: 25%" />
</colgroup>
<thead>
<tr class="header">
<th>Packet Number</th>
<th>Compressed Sequence Number</th>
<th>Compressed Length</th>
<th>Uncompressed Length</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>18</td>
<td>1</td>
<td>106</td>
<td>16384</td>
</tr>
<tr class="even">
<td>20</td>
<td>2</td>
<td>16302</td>
<td>16760891</td>
</tr>
<tr class="odd">
<td>22</td>
<td>3</td>
<td>41</td>
<td>16384</td>
</tr>
<tr class="even">
<td>24</td>
<td>4</td>
<td>16302</td>
<td>16760835</td>
</tr>
<tr class="odd">
<td>26</td>
<td>5</td>
<td>41</td>
<td>16384</td>
</tr>
<tr class="even">
<td>28</td>
<td>6</td>
<td>16302</td>
<td>16760835</td>
</tr>
<tr class="odd">
<td>30</td>
<td>7</td>
<td>41</td>
<td>16384</td>
</tr>
<tr class="even">
<td>32</td>
<td>8</td>
<td>16302</td>
<td>16760835</td>
</tr>
<tr class="odd">
<td>34</td>
<td>9</td>
<td>41</td>
<td>16384</td>
</tr>
<tr class="even">
<td>36</td>
<td>10</td>
<td>16302</td>
<td>16760835</td>
</tr>
<tr class="odd">
<td>38</td>
<td>11</td>
<td>41</td>
<td>16384</td>
</tr>
<tr class="even">
<td>40</td>
<td>12</td>
<td>16302</td>
<td>16760835</td>
</tr>
<tr class="odd">
<td>42</td>
<td>13</td>
<td>44</td>
<td>16384</td>
</tr>
<tr class="even">
<td>44</td>
<td>14</td>
<td>4071</td>
<td>4177939</td>
</tr>
<tr class="odd">
<td>46</td>
<td>15</td>
<td>11</td>
<td>0</td>
</tr>
</tbody>
</table>
<p>As you can see there are multiple packets of 16384, which is because
our <a href="https://dev.mysql.com/doc/refman/8.2/en/server-system-variables.html#sysvar_net_buffer_length"><code>net_buffer_length</code></a>
is set to the default (<code>16384</code>).</p>
<p>For the MySQL Packets inside of the compressed packets the length is
set to <code>FF FF FF</code> to indicate that this isn’t the last
packet. See the section about <a href="https://dev.mysql.com/doc/dev/mysql-server/latest/page_protocol_basic_packets.html#sect_protocol_basic_packets_sending_mt_16mb">Sending
more than 16Mb</a> in the docs for more details on how this works.</p>
<p>So there are multiple MySQL packets of 16777216 (including 4 byte
header) sent to send the total payload. This is the maximum size of a
MySQL packet as the length is a 24 bit integer and 2<sup>24</sup> =
16777216.</p>
<p>But as a Compressed Packet also uses a 24 bit integer to store the
compressed and uncompressed size it can only store a MySQL Packet of
16777216 - 7 (header) = 16777209 bytes. So a 16K MySQL packet needs
multiple compressed packets. As MySQL started with a 16K
(<code>net_buffer_length</code>) packet the remainder of the packet fits
in the next compressed packet.</p>
<p>Combining the uncompressed lengths of all packets this gives us
104857693 and if we add the 11 bytes of the last packet that didn’t have
it’s payload compressed we get 104857704 which is about 100 MiB.</p>
<p>If we combine the compressed payloads we get 102249 which is slightly
less than 100 KiB. This probably doesn’t include the header for the 15
packets, but with 15 * 7 = 105 bytes that isn’t going to change the
result.</p>
<p>So in this case compression really reduces the amount of bytes we
need to transfer.</p>
<p>However this is a best case senario. In the real world you will
probably have a mix of large resultsets and smaller resultsets and also
have data that doesn’t have this many repeating values.</p>
<h1 id="performance">Performance</h1>
<p>Percona did <a href="https://www.percona.com/blog/how-network-bandwidth-affects-mysql-performance/">some
testing</a> in 2019 that shows that the compressed protocol helps with
performance if your workload is limited by your network bandwidth. It
also shows that it reduces performance in case you’re not limited by
network bandwith.</p>
<h1 id="replication">Replication</h1>
<p>As MySQL replication uses the “classic” protocol as well there is the
option to enable compression. For this the settings are
<code>SOURCE_COMPRESSION_ALGORITHMS</code> and
<code>SOURCE_ZSTD_COMPRESSION_LEVEL</code> that are part of the <a href="https://dev.mysql.com/doc/refman/8.2/en/change-replication-source-to.html"><code>CHANGE REPLICATION SOURCE</code></a>
statement. And there is also the <a href="https://dev.mysql.com/doc/refman/8.2/en/replication-options-replica.html#sysvar_replica_compressed_protocol"><code>replica_compressed_protocol</code></a>
setting that if enabled takes precedence over the
<code>SOURCE_COMPRESSION_ALGORITHMS</code> setting.</p>
<p>However with replication you might want to use <a href="https://dev.mysql.com/doc/refman/8.2/en/binary-log-transaction-compression.html">Binary
Log Transaction Compression</a> instead as that also reduces the size on
disk and avoids compressing and uncompressing the same data multiple
times.</p>
<h1 id="observability">Observability</h1>
<p>As said before there are three session status variables: -
<code>Compression</code> - <code>Compression_algorithm</code> -
<code>Compression_level</code></p>
<p>In <code>performance_schema</code> I only found a single instrument
related to the compressed protocol:</p>
<pre><code>sql> SELECT * FROM setup_instruments WHERE name like '%compress_packet%'\G
*************************** 1. row ***************************
NAME: memory/sql/NET::compress_packet
ENABLED: YES
TIMED: NULL
PROPERTIES:
FLAGS:
VOLATILITY: 0
DOCUMENTATION: Buffer used when compressing a packet.
1 row in set (0.0029 sec)</code></pre>
<p>Note that the session status can be used to get server wide numbers
like this:</p>
<pre><code>sql> SELECT VARIABLE_VALUE,COUNT(*)
-> FROM performance_schema.status_by_thread
-> WHERE VARIABLE_NAME='Compression_algorithm'
-> GROUP BY VARIABLE_VALUE;
+----------------+----------+
| VARIABLE_VALUE | COUNT(*) |
+----------------+----------+
| zlib | 1 |
| zstd | 2 |
| | 1 |
+----------------+----------+
3 rows in set (0.0006 sec)</code></pre>
<p>One of the obvious things that seems to lack instrumentation is the
effectiveness of compression like the compression ratio or the amount of
bytes saved by enabling compression. In addition to this it would also
be good to get more info on how much CPU time is spend doing compression
and uncompression.</p>
<p>There is this:</p>
<pre><code>sql> show session status like 'Bytes%';
+----------------+-------+
| Variable_name | Value |
+----------------+-------+
| Bytes_received | 2381 |
| Bytes_sent | 13455 |
+----------------+-------+
2 rows in set (0.0015 sec)</code></pre>
<p>However <a href="https://dev.mysql.com/doc/refman/8.2/en/server-status-variables.html#statvar_Bytes_received">the
docs</a> aren’t clear on if this is measuring the MySQL Protocol (before
compresssion) or the network link (after compression).</p>
<p>For the X Protocol there is more information available, but that
doesn’t help us with the “classic” protocol.</p>
<pre><code>sql> SHOW SESSION STATUS LIKE 'Mysqlx_bytes_%';
+------------------------------------------+-------+
| Variable_name | Value |
+------------------------------------------+-------+
| Mysqlx_bytes_received | 0 |
| Mysqlx_bytes_received_compressed_payload | 0 |
| Mysqlx_bytes_received_uncompressed_frame | 0 |
| Mysqlx_bytes_sent | 0 |
| Mysqlx_bytes_sent_compressed_payload | 0 |
| Mysqlx_bytes_sent_uncompressed_frame | 0 |
+------------------------------------------+-------+
6 rows in set (0.0014 sec)</code></pre>
<p>Having information on compressed vs uncompressed like this for the
classic protocol would be nice. However this doesn’t seem to have per
algorighm info.</p>
<p>And for the Binary Log Transaction Compression features there is <a href="https://dev.mysql.com/doc/refman/8.2/en/performance-schema-binary-log-transaction-compression-stats-table.html">this</a>:</p>
<pre><code>sql> DESCRIBE performance_schema.binary_log_transaction_compression_stats;
+--------------------------------------+------------------------+------+-----+---------+-------+
| Field | Type | Null | Key | Default | Extra |
+--------------------------------------+------------------------+------+-----+---------+-------+
| LOG_TYPE | enum('BINARY','RELAY') | NO | | NULL | |
| COMPRESSION_TYPE | varchar(64) | NO | | NULL | |
| TRANSACTION_COUNTER | bigint unsigned | NO | | NULL | |
| COMPRESSED_BYTES_COUNTER | bigint unsigned | NO | | NULL | |
| UNCOMPRESSED_BYTES_COUNTER | bigint unsigned | NO | | NULL | |
| COMPRESSION_PERCENTAGE | smallint | NO | | NULL | |
| FIRST_TRANSACTION_ID | text | YES | | NULL | |
| FIRST_TRANSACTION_COMPRESSED_BYTES | bigint unsigned | NO | | NULL | |
| FIRST_TRANSACTION_UNCOMPRESSED_BYTES | bigint unsigned | NO | | NULL | |
| FIRST_TRANSACTION_TIMESTAMP | timestamp(6) | YES | | NULL | |
| LAST_TRANSACTION_ID | text | YES | | NULL | |
| LAST_TRANSACTION_COMPRESSED_BYTES | bigint unsigned | NO | | NULL | |
| LAST_TRANSACTION_UNCOMPRESSED_BYTES | bigint unsigned | NO | | NULL | |
| LAST_TRANSACTION_TIMESTAMP | timestamp(6) | YES | | NULL | |
+--------------------------------------+------------------------+------+-----+---------+-------+
14 rows in set (0.0017 sec)</code></pre>
<p>This has per algorithm stats as <code>COMPRESSION_TYPE</code> has
<code>ZSTD</code> for example. There are individual rows in this table
per <code>LOG_TYPE</code> and <code>COMPRESSION_TYPE</code> combination.
This table even has a very user friendly
<code>COMPRESSION_PERCENTAGE</code> field that can be used to see how
well the data is compressing.</p>
<p>With a <a href="https://sourceware.org/systemtap/">SytemTap</a>
script like the one below you can get some of the same issue as what
Wireshark can show you. Maybe this can be extended to get more useful
details. For now the only benefit of this is that it works with TLS
connections without any addtional configuration.</p>
<p><code>mysql_compress.stp</code>:</p>
<pre><code>probe process("/usr/bin/mysql").function("my_uncompress*").call {
cl = @cast($complen, "size_t")
printf("\nReceiving compressed packet with len=%u, complen=%u\n", $len, cl)
}</code></pre>
<p>Example usage:</p>
<pre><code>$ sudo stap mysql_compress.stp -c 'mysql --compression-algorithms=zstd -h 127.0.0.1 -u root -p'
Enter password:
Welcome to the MySQL monitor. Commands end with ; or \g.
Your MySQL connection id is 301
Server version: 8.2.0 MySQL Community Server - GPL
Copyright (c) 2000, 2023, Oracle and/or its affiliates.
Oracle is a registered trademark of Oracle Corporation and/or its
affiliates. Other names may be trademarks of their respective
owners.
Type 'help;' or '\h' for help. Type '\c' to clear the current input statement.
Receiving compressed packet with len=92, complen=0
mysql>
Receiving compressed packet with len=143, complen=161
mysql> pager wc
PAGER set to 'wc'
mysql> select repeat('x',10);
Receiving compressed packet with len=71, complen=0
5 9 95
1 row in set (0.00 sec)
mysql> select repeat('x',100);
Receiving compressed packet with len=80, complen=162
5 9 525
1 row in set (0.00 sec)
mysql> select repeat('x',1000);
Receiving compressed packet with len=81, complen=1065
5 9 5025
1 row in set (0.00 sec)
mysql> select repeat('x',10000);
Receiving compressed packet with len=86, complen=10066
5 9 41049
1 row in set (0.00 sec)
mysql> ^DBye
[dvaneeden@dve-carbon ~]$ cat mysql_compress.stp
probe process("/usr/bin/mysql").function("my_uncompress*").call {
cl = @cast($complen, "size_t")
printf("\nReceiving compressed packet with len=%u, complen=%u\n", $len, cl)
}</code></pre>
<p>If you <a href="https://dev.mysql.com/doc/refman/8.2/en/making-trace-files.html">create
trace files</a> you get some info:</p>
<pre><code>...
T@18: | | | | | | | | note: Packet got longer on compression; Not compressed
...
T@18: | | | | | | | | note: Packet too short: Not compressed
...
T@18: | | | | | | | | note: Packet got longer on zstd compression; Not compressed</code></pre>
<p>This will tell you when the payload was less than 50 bytes or when
either zlib or zstd compressed data was longer than the original
data.</p>
<h1 id="possible-improvements">Possible improvements</h1>
<p>The <code>MIN_COMPRESS_LENGTH</code> is now hardcoded. It might make
sense to make this configurable and set it to say 1 KiB or 1 MiB and
only compress the larger payloads. This might give a better balance
between performance and compression.</p>
<h1 id="docs">Docs</h1>
<ul>
<li><p><a href="https://dev.mysql.com/doc/dev/mysql-server/latest/page_protocol_basic_compression.html">MySQL
Source Code Documentation: Compression</a></p></li>
<li><p><a href="https://dev.mysql.com/doc/refman/8.0/en/connection-compression-control.html">MySQL
Reference Manual: Connection Compression Control</a></p></li>
<li><p><a href="https://dev.mysql.com/worklog/task/?id=12039">WL#12039:
Add support for zstd compression to classic protocol in the
server</a></p></li>
<li><p><a href="https://dev.mysql.com/worklog/task/?id=12475">WL#12475:
Protocol Changes to specify compression configuration for
connections</a></p></li>
<li><p><a href="https://dev.mysql.com/worklog/task/?id=13510">WL#13510:
COMPRESSION PROTOCOL FOR ASYNC CLIENT</a></p></li>
</ul>
<h1 id="work-done-by-me">Work done by me</h1>
<p>Here are some of the compressed protocol related things that I have
worked on. As is usualy the case with open source projects this involved
a lot of help from maintainers and other contributors on these projects.
Many thanks to everyone that was involved.</p>
<h4 id="wireshark">Wireshark</h4>
<ul>
<li>Decoding of compressed packets in <a href="https://gitlab.com/wireshark/wireshark/-/blob/master/epan/dissectors/packet-mysql.c"><code>packet_myql.c</code></a></li>
</ul>
<h4 id="mysql-connectorpython">MySQL Connector/Python</h4>
<ul>
<li><a href="https://bugs.mysql.com/bug.php?id=110879">Bug #110879:
Compression doesn’t work with C extension API</a></li>
</ul>
<h4 id="mysql-source-code-documentation">MySQL Source Code
Documentation</h4>
<ul>
<li><a href="https://bugs.mysql.com/bug.php?id=110939">Bug #110939:
Contribution: Protocol docs: zstd level is missing an if
statement</a></li>
</ul>
<h4 id="mysql-client">MySQL Client</h4>
<ul>
<li><a href="https://bugs.mysql.com/bug.php?id=110950">Bug #110950:
Contribution: mysql client: more details about compression
settings</a></li>
</ul>
<h4 id="sysbench">Sysbench</h4>
<ul>
<li><a href="https://github.com/akopytov/sysbench/pull/487">Add option
for setting zlib/zstd compression algorithms</a></li>
</ul>
<h4 id="tidb">TiDB</h4>
<ul>
<li><a href="https://github.com/pingcap/tidb/issues/22605">Support mysql
protocol compression</a></li>
</ul>
<h4 id="dbdmysql">DBD::mysql</h4>
<ul>
<li><a href="https://github.com/perl5-dbi/DBD-mysql/pull/372">Add
support for compression algorighm selection</a></li>
</ul>
Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com0tag:blogger.com,1999:blog-1135944569112521190.post-83916491411593129202023-08-14T14:27:00.002+02:002023-08-14T14:27:51.284+02:00Tutorial: Add a QRCODE() function to TiDB<h1 id="tutorial-add-a-qrcode-function-to-tidb"></h1>
<p>The code for this tutorial is available <a href="https://github.com/dveeden/tidb/tree/qrcode">here</a>.</p>
<h2 id="objectives">Objectives</h2>
<p>This tutorial demonstrates how easy it is to add a new function to
TiDB that can be used in a SQL-statement. We want to add a function for
creating QRCodes.</p>
<p>TiDB is aiming to be <a href="https://docs.pingcap.com/tidb/stable/mysql-compatibility">compatible
with MySQL</a>. However as the functionality we’re adding doesn’t exist
in MySQL this isn’t a real concern.</p>
<p>For reference here is the architecture of a TiDB cluster: </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY6k8F-Weix1hGxaKDKYoCopvjiVRZOrjCusgH5eOKjJnEycf5qa-2u0CPjmdHDKQUNVFQCFKbAYv2S7S5M7sXVlKB3o71h4IUS5x1bCWVeuJ8zfuyADMYIHNmK66jSquANmAQ_QpvCYoV_hlxRAgdifPx-zsNZg78rJiImi8oXIBShhWyDdBjJwlyfeKY/s3000/tidb_arch.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="3000" height="342" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY6k8F-Weix1hGxaKDKYoCopvjiVRZOrjCusgH5eOKjJnEycf5qa-2u0CPjmdHDKQUNVFQCFKbAYv2S7S5M7sXVlKB3o71h4IUS5x1bCWVeuJ8zfuyADMYIHNmK66jSquANmAQ_QpvCYoV_hlxRAgdifPx-zsNZg78rJiImi8oXIBShhWyDdBjJwlyfeKY/w640-h342/tidb_arch.png" width="640" /></a></div><br /><p></p>
<p>We’re only going to add the function to TiDB (in red in the above
image), which means this can’t be <a href="https://docs.pingcap.com/tidb/stable/expressions-pushed-down">pushed
down to TiKV</a> or <a href="https://docs.pingcap.com/tidb/stable/tiflash-supported-pushdown-calculations">TiFlash</a>,
however for this function that’s fine.</p>
<p>The TiDB Development Guide has <a href="https://pingcap.github.io/tidb-dev-guide/extending-tidb/add-a-function.html">a
page</a> that describes some of this and more.</p>
<p>When adding functions to TiDB you should aim for things that can be
merged into upstream TiDB instead of running and maintaining your own
fork. Might be good to discuss your plans in a GitHub issue before
actually starting to do any work.</p>
<h2 id="step-1-adding-the-function-to-the-parser">Step 1: Adding the
function to the parser</h2>
<p>For this open <code>parser/ast/functions.go</code> and add this:</p>
<div class="sourceCode" id="cb1"><pre class="sourceCode go"><code class="sourceCode go"><span id="cb1-1"><a aria-hidden="true" href="#cb1-1" tabindex="-1"></a><span class="co">// List scalar function names.</span></span>
<span id="cb1-2"><a aria-hidden="true" href="#cb1-2" tabindex="-1"></a><span class="kw">const</span> <span class="op">(</span></span>
<span id="cb1-3"><a aria-hidden="true" href="#cb1-3" tabindex="-1"></a><span class="op">...</span></span>
<span id="cb1-4"><a aria-hidden="true" href="#cb1-4" tabindex="-1"></a> Qrcode <span class="op">=</span> <span class="st">"qrcode"</span></span>
<span id="cb1-5"><a aria-hidden="true" href="#cb1-5" tabindex="-1"></a><span class="op">...</span></span>
<span id="cb1-6"><a aria-hidden="true" href="#cb1-6" tabindex="-1"></a><span class="op">)</span></span></code></pre></div>
<p>Here you need to use the lowercase function name.</p>
<h2 id="step-2-register-the-function-class">Step 2: Register the
function class</h2>
<div class="sourceCode" id="cb2"><pre class="sourceCode go"><code class="sourceCode go"><span id="cb2-1"><a aria-hidden="true" href="#cb2-1" tabindex="-1"></a><span class="co">// funcs holds all registered builtin functions. When new function is added,</span></span>
<span id="cb2-2"><a aria-hidden="true" href="#cb2-2" tabindex="-1"></a><span class="co">// check expression/function_traits.go to see if it should be appended to</span></span>
<span id="cb2-3"><a aria-hidden="true" href="#cb2-3" tabindex="-1"></a><span class="co">// any set there.</span></span>
<span id="cb2-4"><a aria-hidden="true" href="#cb2-4" tabindex="-1"></a><span class="kw">var</span> funcs <span class="op">=</span> <span class="kw">map</span><span class="op">[</span><span class="dt">string</span><span class="op">]</span>functionClass<span class="op">{</span></span>
<span id="cb2-5"><a aria-hidden="true" href="#cb2-5" tabindex="-1"></a><span class="op">...</span></span>
<span id="cb2-6"><a aria-hidden="true" href="#cb2-6" tabindex="-1"></a> ast<span class="op">.</span>Qrcode<span class="op">:</span> <span class="op">&</span>qrcodeFunctionClass<span class="op">{</span>baseFunctionClass<span class="op">{</span>ast<span class="op">.</span>Qrcode<span class="op">,</span> <span class="dv">1</span><span class="op">,</span> <span class="dv">1</span><span class="op">}},</span></span>
<span id="cb2-7"><a aria-hidden="true" href="#cb2-7" tabindex="-1"></a><span class="op">...</span></span>
<span id="cb2-8"><a aria-hidden="true" href="#cb2-8" tabindex="-1"></a><span class="op">}</span></span></code></pre></div>
<p>Here we use the <code>Qrcode</code> that we defined in
<code>parser/ast/functions.go</code>. The
<code>qrcodeFunctionClass</code> is something that we’ll create in the
next step.</p>
<h2 id="step-3-create-the-function-class">Step 3: Create the function
class</h2>
<p>We could put this in any of the existing
<code>expression/builtin_*.go</code> files, but for this demonstration
we create a new file: <code>expression/builtin_qrcode.go</code>.</p>
<p>In this file we’ll define the function class
<code>qrcodeFunctionClass</code> and the <code>builtinQrcodeSig</code>
function implementation.</p>
<p>The function class looks like this:</p>
<div class="sourceCode" id="cb3"><pre class="sourceCode go"><code class="sourceCode go"><span id="cb3-1"><a aria-hidden="true" href="#cb3-1" tabindex="-1"></a><span class="kw">type</span> qrcodeFunctionClass <span class="kw">struct</span> <span class="op">{</span></span>
<span id="cb3-2"><a aria-hidden="true" href="#cb3-2" tabindex="-1"></a> baseFunctionClass</span>
<span id="cb3-3"><a aria-hidden="true" href="#cb3-3" tabindex="-1"></a><span class="op">}</span></span>
<span id="cb3-4"><a aria-hidden="true" href="#cb3-4" tabindex="-1"></a></span>
<span id="cb3-5"><a aria-hidden="true" href="#cb3-5" tabindex="-1"></a><span class="kw">func</span> <span class="op">(</span>c <span class="op">*</span>qrcodeFunctionClass<span class="op">)</span> getFunction<span class="op">(</span>ctx sessionctx<span class="op">.</span>Context<span class="op">,</span> args <span class="op">[]</span>Expression<span class="op">)</span> <span class="op">(</span>builtinFunc<span class="op">,</span> <span class="dt">error</span><span class="op">)</span> <span class="op">{</span></span>
<span id="cb3-6"><a aria-hidden="true" href="#cb3-6" tabindex="-1"></a> <span class="cf">if</span> err <span class="op">:=</span> c<span class="op">.</span>verifyArgs<span class="op">(</span>args<span class="op">);</span> err <span class="op">!=</span> <span class="ot">nil</span> <span class="op">{</span></span>
<span id="cb3-7"><a aria-hidden="true" href="#cb3-7" tabindex="-1"></a> <span class="cf">return</span> <span class="ot">nil</span><span class="op">,</span> err</span>
<span id="cb3-8"><a aria-hidden="true" href="#cb3-8" tabindex="-1"></a> <span class="op">}</span></span>
<span id="cb3-9"><a aria-hidden="true" href="#cb3-9" tabindex="-1"></a></span>
<span id="cb3-10"><a aria-hidden="true" href="#cb3-10" tabindex="-1"></a> bf<span class="op">,</span> err <span class="op">:=</span> newBaseBuiltinFuncWithTp<span class="op">(</span>ctx<span class="op">,</span> c<span class="op">.</span>funcName<span class="op">,</span> args<span class="op">,</span> types<span class="op">.</span>ETString<span class="op">,</span> types<span class="op">.</span>ETString<span class="op">)</span></span>
<span id="cb3-11"><a aria-hidden="true" href="#cb3-11" tabindex="-1"></a> <span class="cf">if</span> err <span class="op">!=</span> <span class="ot">nil</span> <span class="op">{</span></span>
<span id="cb3-12"><a aria-hidden="true" href="#cb3-12" tabindex="-1"></a> <span class="cf">return</span> <span class="ot">nil</span><span class="op">,</span> err</span>
<span id="cb3-13"><a aria-hidden="true" href="#cb3-13" tabindex="-1"></a> <span class="op">}</span></span>
<span id="cb3-14"><a aria-hidden="true" href="#cb3-14" tabindex="-1"></a></span>
<span id="cb3-15"><a aria-hidden="true" href="#cb3-15" tabindex="-1"></a> types<span class="op">.</span>SetBinChsClnFlag<span class="op">(</span>bf<span class="op">.</span>tp<span class="op">)</span></span>
<span id="cb3-16"><a aria-hidden="true" href="#cb3-16" tabindex="-1"></a> sig <span class="op">:=</span> <span class="op">&</span>builtinQrcodeSig<span class="op">{</span>bf<span class="op">}</span></span>
<span id="cb3-17"><a aria-hidden="true" href="#cb3-17" tabindex="-1"></a> <span class="cf">return</span> sig<span class="op">,</span> <span class="ot">nil</span></span>
<span id="cb3-18"><a aria-hidden="true" href="#cb3-18" tabindex="-1"></a><span class="op">}</span></span></code></pre></div>
<p>The <code>getFunction()</code> method verifies the arguments and then
helps to find the right function implementation (only one option here)
and takes care of things like setting the character set and collation
flag to binary via <code>types.SetBinChsClnFlag()</code>. If our
function would have multiple argument types (integer, string, etc) or
would have multiple optional arguments this function would have been
more complex.</p>
<p>Note that the arguments for <code>newBaseBuiltinFuncWithTp()</code>:
- Sets the context to <code>ctx</code>. - Sets the function name to
<code>c.funcName</code>. - Sets the arguments to <code>args</code>. -
Sets the return type to <code>types.ETString</code>. - Sets the argument
types to a single argument of <code>types.ETString</code>.</p>
<p>And the function implementation looks like this:</p>
<div class="sourceCode" id="cb4"><pre class="sourceCode go"><code class="sourceCode go"><span id="cb4-1"><a aria-hidden="true" href="#cb4-1" tabindex="-1"></a><span class="kw">type</span> builtinQrcodeSig <span class="kw">struct</span> <span class="op">{</span></span>
<span id="cb4-2"><a aria-hidden="true" href="#cb4-2" tabindex="-1"></a> baseBuiltinFunc</span>
<span id="cb4-3"><a aria-hidden="true" href="#cb4-3" tabindex="-1"></a><span class="op">}</span></span>
<span id="cb4-4"><a aria-hidden="true" href="#cb4-4" tabindex="-1"></a></span>
<span id="cb4-5"><a aria-hidden="true" href="#cb4-5" tabindex="-1"></a><span class="kw">func</span> <span class="op">(</span>b <span class="op">*</span>builtinQrcodeSig<span class="op">)</span> Clone<span class="op">()</span> builtinFunc <span class="op">{</span></span>
<span id="cb4-6"><a aria-hidden="true" href="#cb4-6" tabindex="-1"></a> newSig <span class="op">:=</span> <span class="op">&</span>builtinQrcodeSig<span class="op">{}</span></span>
<span id="cb4-7"><a aria-hidden="true" href="#cb4-7" tabindex="-1"></a> newSig<span class="op">.</span>cloneFrom<span class="op">(&</span>b<span class="op">.</span>baseBuiltinFunc<span class="op">)</span></span>
<span id="cb4-8"><a aria-hidden="true" href="#cb4-8" tabindex="-1"></a> <span class="cf">return</span> newSig</span>
<span id="cb4-9"><a aria-hidden="true" href="#cb4-9" tabindex="-1"></a><span class="op">}</span></span>
<span id="cb4-10"><a aria-hidden="true" href="#cb4-10" tabindex="-1"></a></span>
<span id="cb4-11"><a aria-hidden="true" href="#cb4-11" tabindex="-1"></a><span class="kw">func</span> <span class="op">(</span>b <span class="op">*</span>builtinQrcodeSig<span class="op">)</span> evalString<span class="op">(</span>row chunk<span class="op">.</span>Row<span class="op">)</span> <span class="op">(</span><span class="dt">string</span><span class="op">,</span> <span class="dt">bool</span><span class="op">,</span> <span class="dt">error</span><span class="op">)</span> <span class="op">{</span></span>
<span id="cb4-12"><a aria-hidden="true" href="#cb4-12" tabindex="-1"></a> d<span class="op">,</span> isNull<span class="op">,</span> err <span class="op">:=</span> b<span class="op">.</span>args<span class="op">[</span><span class="dv">0</span><span class="op">].</span>EvalString<span class="op">(</span>b<span class="op">.</span>ctx<span class="op">,</span> row<span class="op">)</span></span>
<span id="cb4-13"><a aria-hidden="true" href="#cb4-13" tabindex="-1"></a> <span class="cf">if</span> isNull <span class="op">||</span> err <span class="op">!=</span> <span class="ot">nil</span> <span class="op">{</span></span>
<span id="cb4-14"><a aria-hidden="true" href="#cb4-14" tabindex="-1"></a> <span class="cf">return</span> d<span class="op">,</span> isNull<span class="op">,</span> err</span>
<span id="cb4-15"><a aria-hidden="true" href="#cb4-15" tabindex="-1"></a> <span class="op">}</span></span>
<span id="cb4-16"><a aria-hidden="true" href="#cb4-16" tabindex="-1"></a> qrc<span class="op">,</span> err <span class="op">:=</span> qrcode<span class="op">.</span>New<span class="op">(</span>d<span class="op">)</span></span>
<span id="cb4-17"><a aria-hidden="true" href="#cb4-17" tabindex="-1"></a> <span class="cf">if</span> err <span class="op">!=</span> <span class="ot">nil</span> <span class="op">{</span></span>
<span id="cb4-18"><a aria-hidden="true" href="#cb4-18" tabindex="-1"></a> fmt<span class="op">.</span>Printf<span class="op">(</span><span class="st">"could not generate QRCode: %v"</span><span class="op">,</span> err<span class="op">)</span></span>
<span id="cb4-19"><a aria-hidden="true" href="#cb4-19" tabindex="-1"></a> <span class="cf">return</span> <span class="st">""</span><span class="op">,</span> isNull<span class="op">,</span> err</span>
<span id="cb4-20"><a aria-hidden="true" href="#cb4-20" tabindex="-1"></a> <span class="op">}</span></span>
<span id="cb4-21"><a aria-hidden="true" href="#cb4-21" tabindex="-1"></a></span>
<span id="cb4-22"><a aria-hidden="true" href="#cb4-22" tabindex="-1"></a> <span class="kw">var</span> bb bytes<span class="op">.</span>Buffer</span>
<span id="cb4-23"><a aria-hidden="true" href="#cb4-23" tabindex="-1"></a> qrbw <span class="op">:=</span> <span class="op">&</span>qrBufWriter<span class="op">{&</span>bb<span class="op">}</span></span>
<span id="cb4-24"><a aria-hidden="true" href="#cb4-24" tabindex="-1"></a> qrWriter <span class="op">:=</span> standard<span class="op">.</span>NewWithWriter<span class="op">(</span>qrbw<span class="op">)</span></span>
<span id="cb4-25"><a aria-hidden="true" href="#cb4-25" tabindex="-1"></a></span>
<span id="cb4-26"><a aria-hidden="true" href="#cb4-26" tabindex="-1"></a> <span class="cf">if</span> err <span class="op">=</span> qrc<span class="op">.</span>Save<span class="op">(</span>qrWriter<span class="op">);</span> err <span class="op">!=</span> <span class="ot">nil</span> <span class="op">{</span></span>
<span id="cb4-27"><a aria-hidden="true" href="#cb4-27" tabindex="-1"></a> fmt<span class="op">.</span>Printf<span class="op">(</span><span class="st">"could not save image: %v"</span><span class="op">,</span> err<span class="op">)</span></span>
<span id="cb4-28"><a aria-hidden="true" href="#cb4-28" tabindex="-1"></a> <span class="cf">return</span> <span class="st">""</span><span class="op">,</span> isNull<span class="op">,</span> err</span>
<span id="cb4-29"><a aria-hidden="true" href="#cb4-29" tabindex="-1"></a> <span class="op">}</span></span>
<span id="cb4-30"><a aria-hidden="true" href="#cb4-30" tabindex="-1"></a></span>
<span id="cb4-31"><a aria-hidden="true" href="#cb4-31" tabindex="-1"></a> <span class="cf">return</span> qrbw<span class="op">.</span>String<span class="op">(),</span> isNull<span class="op">,</span> <span class="ot">nil</span></span>
<span id="cb4-32"><a aria-hidden="true" href="#cb4-32" tabindex="-1"></a><span class="op">}</span></span></code></pre></div>
<p>We also add another type that is used in the function
implementation:</p>
<div class="sourceCode" id="cb5"><pre class="sourceCode go"><code class="sourceCode go"><span id="cb5-1"><a aria-hidden="true" href="#cb5-1" tabindex="-1"></a><span class="kw">type</span> qrBufWriter <span class="kw">struct</span> <span class="op">{</span></span>
<span id="cb5-2"><a aria-hidden="true" href="#cb5-2" tabindex="-1"></a> <span class="op">*</span>bytes<span class="op">.</span>Buffer</span>
<span id="cb5-3"><a aria-hidden="true" href="#cb5-3" tabindex="-1"></a><span class="op">}</span></span>
<span id="cb5-4"><a aria-hidden="true" href="#cb5-4" tabindex="-1"></a></span>
<span id="cb5-5"><a aria-hidden="true" href="#cb5-5" tabindex="-1"></a><span class="kw">func</span> <span class="op">(</span>b <span class="op">*</span>qrBufWriter<span class="op">)</span> Close<span class="op">()</span> <span class="dt">error</span> <span class="op">{</span></span>
<span id="cb5-6"><a aria-hidden="true" href="#cb5-6" tabindex="-1"></a> <span class="cf">return</span> <span class="ot">nil</span></span>
<span id="cb5-7"><a aria-hidden="true" href="#cb5-7" tabindex="-1"></a><span class="op">}</span></span></code></pre></div>
<p>This is because we need a writer that implements the <a href="https://pkg.go.dev/io#WriteCloser"><code>io.WriteCloser</code>
interface</a>.</p>
<p>The <code>evalString()</code> method is where we actually create the
QRCode. We get the first argument and store this in <code>d</code>. Then
we use create a QRCode based on <code>d</code> which we then write to a
buffer and eventually return via <code>qrbw.String()</code>.</p>
<p>The full code is available in the repository that is mentioned at the
start of this article.</p>
<p>Note that many of the other functions serve as examples of how to
implement these.</p>
<h2 id="step-4-adding-dependencies-and-buildign">Step 4: Adding
dependencies and buildign</h2>
<p>We need to add the library for creating QRCodes to our
repository.</p>
<div class="sourceCode" id="cb6"><pre class="sourceCode bash"><code class="sourceCode bash"><span id="cb6-1"><a aria-hidden="true" href="#cb6-1" tabindex="-1"></a><span class="ex">go</span> get github.com/yeqown/go-qrcode/v2</span>
<span id="cb6-2"><a aria-hidden="true" href="#cb6-2" tabindex="-1"></a><span class="ex">go</span> get github.com/yeqown/go-qrcode/writer/standard</span></code></pre></div>
<p>This modifies the <code>go.mod</code> and <code>go.sum</code>
files.</p>
<p>Now we can run <code>make server</code> to create the
<code>bin/tidb-server</code> binary.</p>
<p>Just running <code>./bin/tidb-server</code> after building the binary
should give you a TiDB server that listens on port 4000 and uses the
<code>unistore</code> storage. You can also use
<code>tiup playground</code> and specify the path to the binary that you
just build.</p>
<h2 id="step-5-the-result">Step 5: The result</h2>
<p>If you use a tool like <a href="https://dbeaver.io/">DBeaver</a> or
<a href="https://github.com/mysql/mysql-workbench">MySQL Workbench</a>
and call the new function you get a working QRCode image.</p>
<div class="sourceCode" id="cb7"><pre class="sourceCode sql"><code class="sourceCode sql"><span id="cb7-1"><a aria-hidden="true" href="#cb7-1" tabindex="-1"></a><span class="kw">SELECT</span> QRCODE(<span class="st">'https://github.com/dveeden/tidb/tree/qrcode'</span>)</span></code></pre></div><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFi4L6Snzsg5727uFax-nOHxm7spVQDXJbY1EHT2ItyOcz1WbdrKHNY4ofhpGboD5HsMe24lpWYVgwhS-fgAMmDKCdo1ZJqiS2caJhIETCrpSQYf96J6n01XnC1OgvmjvzVThZFkGSZvuY8fkX2hYiVuavqpHL1TxuCgfS8bjg9Vomz0ZyRLYq1xGNGK_H/s1005/dbeaver.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="817" data-original-width="1005" height="520" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFi4L6Snzsg5727uFax-nOHxm7spVQDXJbY1EHT2ItyOcz1WbdrKHNY4ofhpGboD5HsMe24lpWYVgwhS-fgAMmDKCdo1ZJqiS2caJhIETCrpSQYf96J6n01XnC1OgvmjvzVThZFkGSZvuY8fkX2hYiVuavqpHL1TxuCgfS8bjg9Vomz0ZyRLYq1xGNGK_H/w640-h520/dbeaver.png" width="640" /></a></div><br /> <p></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1VxsB9bgFuUCHeElJc2pmxfU4TRFGQIM9CfZMxQEODzzToarr4uKZFp5myQo5rQgqKKZpb-jbCi5JAFnDE09j9HiRe4ENzG_EweU9XAlbSaW6CT6YFp_nvZrS-MhX6r5a2khYT1V_CQXqBTc6M2pryIs2YRM-CX01L8nYdcf-D1MHoXJDB6D6tfwc1ZmO/s1188/wb.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1188" data-original-width="923" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1VxsB9bgFuUCHeElJc2pmxfU4TRFGQIM9CfZMxQEODzzToarr4uKZFp5myQo5rQgqKKZpb-jbCi5JAFnDE09j9HiRe4ENzG_EweU9XAlbSaW6CT6YFp_nvZrS-MhX6r5a2khYT1V_CQXqBTc6M2pryIs2YRM-CX01L8nYdcf-D1MHoXJDB6D6tfwc1ZmO/w498-h640/wb.png" width="498" /></a></div><br /> <p></p><h2 id="conclusion">Conclusion</h2>
<p>Adding a new function isn’t too difficult. While a
<code>QRCODE()</code> function in SQL is nice this might not be very
useful as it is probably better to move this functionality to the
application layer.</p>
<p>This function is lacking unittests, which would be required before
actually merging into the master branch of <a href="https://github.com/pingcap/tidb/"><code>pingcap/tidb</code></a> on
GitHub.</p>Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com0tag:blogger.com,1999:blog-1135944569112521190.post-33728240220007478352018-11-17T11:51:00.000+01:002018-11-17T11:51:01.348+01:00Visualizing the MySQL Bug Tide (2018 edition)I've updated <a href="http://databaseblog.myname.nl/2016/09/visualizing-mysql-bug-tide.html">the bug tide graph I made in 2016</a> with today's data.
The source code and details are <a href="http://nbviewer.jupyter.org/github/dveeden/mysql-history-graph/blob/master/bug-tide/MySQL%20Bug%20Tide%202018.ipynb">here</a>.
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqZkFrN01_uSU_QysiEkPOLPX2Bv2fOI0kTxSz8SV13ThY6jmBYyE0zDY02FY3N5WJhpvdmtW4hi3Xx6Unds1BadNE4ofh5AxItr6GOspucy_GDMxIJKEAmeYJ1qJCMmF6WYsRXVsyJofu/s1600/bug_tide.png" imageanchor="1"><img border="0" data-original-height="731" data-original-width="713" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqZkFrN01_uSU_QysiEkPOLPX2Bv2fOI0kTxSz8SV13ThY6jmBYyE0zDY02FY3N5WJhpvdmtW4hi3Xx6Unds1BadNE4ofh5AxItr6GOspucy_GDMxIJKEAmeYJ1qJCMmF6WYsRXVsyJofu/s1600/bug_tide.png" /></a>Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com0tag:blogger.com,1999:blog-1135944569112521190.post-74466485731606439982018-02-06T13:00:00.000+01:002018-02-06T13:00:05.508+01:00How caching_sha2_password leaks passwords<p>Oracle recently announced a new authentication plugin: <code>caching_sha2_password</code>. This was added in <a href="https://dev.mysql.com/doc/relnotes/mysql/8.0/en/news-8-0-4.html">8.0.4</a>, the second release candidate for MySQL 8.0. The new plugin is also made the default (can be configured by changing <a href="https://dev.mysql.com/doc/refman/8.0/en/server-system-variables.html#sysvar_default_authentication_plugin"><code>default_authentication_plugin</code></a>.</p>
<h2 id="why">Why?</h2>
<h3 id="phasing-out-sha1">Phasing out SHA1</h3>
<p>As Oracle said in <a href="https://mysqlserverteam.com/mysql-8-0-4-new-default-authentication-plugin-caching_sha2_password/">the blog post to annouce this change</a> they want to move to a more secure hashing algorithm (<a href="https://en.wikipedia.org/wiki/SHA-2">SHA256</a>). Which I think is a good reason to do this.</p>
<h3 id="adding-salt">Adding salt</h3>
<p>Adding a <a href="https://en.wikipedia.org/wiki/Salt_(cryptography)">salt</a> makes hashes for identical passwords, but different users different. Again a good reason to do this.</p>
<h3 id="performance">Performance</h3>
<p>Their earlier attempt at this resulted in <a href="https://dev.mysql.com/doc/refman/5.7/en/sha256-pluggable-authentication.html"><code>sha256_password</code></a>. But this resulted in slower authentication. Without using persistent connections this is a serious limitation. So again a good reason.</p>
<h2 id="whats-wrong">What's wrong?</h2>
<h3 id="if-you-dont-use-ssltls-it-gives-your-password-away.">If you don't use SSL/TLS it gives your password away.</h3>
<p>To protect against sending the password in cleartext over an insecure connection it encrypts the password before sending it. It does this by using <a href="https://en.wikipedia.org/wiki/Public-key_cryptography">public key cryptography</a>. It encrypts the password with the public key of the server. Then the server can decrypt it with its private key. So far so good.</p>
<p>But the problem is how MySQL gets the public from the server. There is <a href="https://dev.mysql.com/doc/refman/8.0/en/mysql-command-options.html#option_mysql_get-server-public-key"><code>--get-server-public-key</code></a> which requests the key from the server. But it does so over an insecure connection, so this isn't safe.</p>
<p>An attacker could do a Man-in-the-Middle attack and give you their public key... and then the attacker can decrypt your password and proxy the connection.</p>
<p>The second option is to use <a href="https://dev.mysql.com/doc/refman/8.0/en/mysql-command-options.html#option_mysql_server-public-key-path"><code>--server-public-key-path=file_name</code></a>. But then you somehow need to collect all public keys from all your servers and securely distribute them to your clients. And you might want to renew these keys every year... this seems like an operational nightmare to me.</p>
<p>Also depending on what connector you use these options may not be available.</p>
<h3 id="if-you-use-ssltls-things-are-not-much-better.">If you use SSL/TLS things are not much better.</h3>
<p>With default settings mysqld generates self-signed X509 certificates and enables SSL/TLS. And the default <code>ssl-mode</code> is <code>PREFERRED</code>. This is better than the previous defaults as it guards against passive attacks. However this is NOT protecting against active attacks (MitM attacks) as MySQL won't verify if the certificate is signed by a known CA. It by default also doesn't verify if the hostname matches the certificate.</p>
<p>So if someone hijacks your connection and knowns how to do a SSL handshake: then the <code>caching_sha2_password</code> plugin will handover the password <strong>in clear text</strong>.</p>
<h2 id="can-we-use-it-in-a-secure-way">Can we use it in a secure way?</h2>
<p>Use SSL/TLS and set <a href="https://dev.mysql.com/doc/refman/8.0/en/encrypted-connection-options.html#option_general_ssl-mode"><code>ssl-mode</code></a> to <code>VERIFY_IDENTITY</code> (or at least <code>VERIFY_CA</code>). Note that this requires you to configure MySQL with certificates which are signed by your CA and matches the hostnames of your servers.</p>
<p>In case you only need localhost connections: configure MySQL to only listen on local-loopback and you're done.</p>
<p>Staying with <code>mysql_native_password</code> seems also to be an acceptable option for now. Note that <code>sha256_password</code> has many of the same issues and should also be avoided without strict SSL/TLS settings.</p>
<p>I initially reported this to Oracle in <a href="https://bugs.mysql.com/bug.php?id=79944">Bug #79944</a> on 13 January 2016 for the <code>sha256_password</code> plugin in 5.7.10.</p>Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com0tag:blogger.com,1999:blog-1135944569112521190.post-73044225729599012962017-05-07T15:25:00.001+02:002017-05-07T15:28:48.753+02:00MySQL and SSL/TLS PerformanceIn conversations about SSL/TLS people often say that they either don't need TLS because they trust their network or they say it is too slow to be used in production.<br />
<br />
With TLS the client and server has to do additional work, so some overhead is expected. But the price of this overhead also gives you something in return: more secure communication and more authentication options (client certificates).<br />
<br />
SSL and TLS have existed for quite a long time. First they were only used for online banking and during authentication on web sites. But slowly many websites went to full-on SSL/TLS. And with the introduction of <a href="https://letsencrypt.org/">Let's encrypt </a>many small websites are now using SSL/TLS. And many non-HTTP protocols either add encryption or move to a HTTP based protocol.<br />
<br />
So TLS performance is very important for day-to-day usage. Many people and companies have put a lot of effort into improving TLS performance. This includes browser vendors, hardware vendors and much more.<br />
<br />
But instead of just hoping for good performance: Let's try to measure it with a simple benchmark.<br />
<br />
There are multiple pieces of a database connection we have to benchmark:<br />
<ol>
<li>New connections</li>
<li>Reconnecting</li>
<li>Bulk transfer</li>
</ol>
And for all of these there are multiple things we can measure:<br />
<ol>
<li>Connect and/or transfer time (performance)</li>
<li>CPU usage (efficiency)</li>
<li>Concurrency </li>
</ol>
The benchmark code can be found here: <a href="https://github.com/dveeden/mysql_go_tls">https://github.com/dveeden/mysql_go_tls</a> <br />
<br />
Let's look at connection performance. In this test I connect a number of times to MySQL and do a "DO 1". This is on a localhost TCP connection, so it should be fast.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSRW0sOsseqKPKHEIvCCyaDQQD0VGLA_Cuo_pti7zDHaE7OpD8WPGGhiseh2AGw69jkcCEkopOjscNtsrMorNIkL6ihu1eVUQINBxl7OXXJsHfFejZH-6iNV8Vjgtfe8dZWEA6q9gf9adg/s1600/TLS_Perf_per_setting.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSRW0sOsseqKPKHEIvCCyaDQQD0VGLA_Cuo_pti7zDHaE7OpD8WPGGhiseh2AGw69jkcCEkopOjscNtsrMorNIkL6ihu1eVUQINBxl7OXXJsHfFejZH-6iNV8Vjgtfe8dZWEA6q9gf9adg/s640/TLS_Perf_per_setting.png" width="640" /></a></div>
<br />
This is the connection time in ms for a single connection.<br />
With 5.6.33 Community Edition, which is YaSSL based we see a very noticable overhead. And with 5.7.17 Community Edition this overhead is much smaller, but still very noticable.<br />
<br />
Then MySQL 5.7 with OpenSSL (compiled on Fedora 25) shows another very noticable improvement over YaSSL. This can be explained because in this case the <a href="https://en.wikipedia.org/wiki/Advanced_Vector_Extensions#Advanced_Vector_Extensions_2">AVX2</a> and <a href="https://en.wikipedia.org/wiki/AES_instruction_set">AES-NI</a> CPU features can be used.<br />
<br />
Also OpenSSL supports TLS tickets and YaSSL doesn't. This is why the yellow bar is much shorter that the orange bar. This is not yet supported in libmysqlclient, see <a href="https://bugs.mysql.com/bug.php?id=76921">Bug #76921</a> for details.<br />
<br />
So SSL/TLS can be slow, but doesn't have to be slow.<br />
<br />
Note that TLS needs multiple roundtrips. When testing this with <a href="https://wiki.linuxfoundation.org/networking/netem">netem</a> on Linux I see this with MySQL 5.7.18 (YaSSL) and a 5ms delay:<br />
No TLS goes from 0.5ms to 52ms<br />
TLS goes from 8ms to 85ms<br />
<br />
The second thing to measure is bulk performance. This is for large result sets including mysqldump.<br />
<br />
With mysqldump from MySQL 5.7 it is easy to do:<br />
<br />
<pre>$ time mysqldump --ssl-mode=disabled -A > /dev/null
real 0m0.145s
user 0m0.021s
sys 0m0.005s
$ time mysqldump --ssl-mode=required --ssl-cipher=AES128-SHA -A > /dev/null
real 0m0.120s
user 0m0.039s
sys 0m0.007s </pre>
<pre> </pre>
If you do this with multiple ciphers and put some data in the database you'll see something like this:<br />
<table id="docs-internal-guid-bb8d3305-e303-c14a-d3da-d003e7a05afc" style="border-collapse: collapse; border: none;"><colgroup><col width="205px"></col><col width="220px"></col></colgroup><tbody>
<tr style="height: 38px;"><td style="background-color: white; border-bottom: solid #9E9E9E 1px; border-left: solid #9E9E9E 1px; border-right: solid #9E9E9E 1px; border-top: solid #9E9E9E 1px; filter: alpha(opacity=100); opacity: 1; padding-bottom: 10px; padding-left: 10px; padding-right: 10px; padding-top: 10px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
No TLS</div>
</td><td style="background-color: white; border-bottom: solid #9E9E9E 1px; border-left: solid #9E9E9E 1px; border-right: solid #9E9E9E 1px; border-top: solid #9E9E9E 1px; filter: alpha(opacity=100); opacity: 1; padding-bottom: 10px; padding-left: 10px; padding-right: 10px; padding-top: 10px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
4.5s</div>
</td></tr>
<tr style="height: 38px;"><td style="background-color: white; border-bottom: solid #9E9E9E 1px; border-left: solid #9E9E9E 1px; border-right: solid #9E9E9E 1px; border-top: solid #9E9E9E 1px; filter: alpha(opacity=100); opacity: 1; padding-bottom: 10px; padding-left: 10px; padding-right: 10px; padding-top: 10px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
TLS Default</div>
</td><td style="background-color: white; border-bottom: solid #9E9E9E 1px; border-left: solid #9E9E9E 1px; border-right: solid #9E9E9E 1px; border-top: solid #9E9E9E 1px; filter: alpha(opacity=100); opacity: 1; padding-bottom: 10px; padding-left: 10px; padding-right: 10px; padding-top: 10px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
10.4s</div>
</td></tr>
<tr style="height: 38px;"><td style="background-color: white; border-bottom: solid #9E9E9E 1px; border-left: solid #9E9E9E 1px; border-right: solid #9E9E9E 1px; border-top: solid #9E9E9E 1px; filter: alpha(opacity=100); opacity: 1; padding-bottom: 10px; padding-left: 10px; padding-right: 10px; padding-top: 10px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
RC4-MD5</div>
</td><td style="background-color: white; border-bottom: solid #9E9E9E 1px; border-left: solid #9E9E9E 1px; border-right: solid #9E9E9E 1px; border-top: solid #9E9E9E 1px; filter: alpha(opacity=100); opacity: 1; padding-bottom: 10px; padding-left: 10px; padding-right: 10px; padding-top: 10px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
7.1s</div>
</td></tr>
<tr style="height: 38px;"><td style="background-color: white; border-bottom: solid #9E9E9E 1px; border-left: solid #9E9E9E 1px; border-right: solid #9E9E9E 1px; border-top: solid #9E9E9E 1px; filter: alpha(opacity=100); opacity: 1; padding-bottom: 10px; padding-left: 10px; padding-right: 10px; padding-top: 10px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
DES-CBC3-SHA</div>
</td><td style="background-color: white; border-bottom: solid #9E9E9E 1px; border-left: solid #9E9E9E 1px; border-right: solid #9E9E9E 1px; border-top: solid #9E9E9E 1px; filter: alpha(opacity=100); opacity: 1; padding-bottom: 10px; padding-left: 10px; padding-right: 10px; padding-top: 10px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
23.2s</div>
</td></tr>
</tbody></table>
This is with MySQL 5.6.33 with YaSSL. Note that this is without using modern CPU features etc.<br />
<br />
To conclude, there are some steps you can take to improve SSL/TLS performance:<br />
<ol>
<li>Upgrade to 5.7</li>
<li>Compile MySQL with OpenSSL</li>
<li>Use TLS tickets</li>
<li>Use persistent connections</li>
<li>Try different cipher suits for mysqldump and other places where you transfer larger amounts of data.</li>
</ol>
Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com1tag:blogger.com,1999:blog-1135944569112521190.post-77386985039162478812017-04-12T09:00:00.000+02:002017-04-12T09:00:20.959+02:00Network attacks on MySQL, Part 6: Loose ends<h3 id="backup-traffic">Backup traffic</h3>
<p>After securing application-to-database and replication traffic, you should also do the same for backup traffic.</p>
<p>If you use Percona XtraBackup with streaming than you should use SSH to send your backup to a secure location. The same is true for MySQL Enterprise Backup. Also both have options to encrypt the backup itself. If you send your backup to a cloud service this is something you should really do, especially if it is not sent via SSH or HTTPS.</p>
<p>And mysqldump and mysqlbinlog both support SSL. And you could use GnuPG, OpenSSL, WinZIP or any other tool to encrypt it.</p>
<h3 id="sending-credentials">Sending credentials</h3>
<p>You could try to force the client to send credentials elsewhere. This can be done if you can control the parameters to the mysql client. It reads the config from /etc/my.cnf, ~/.my.cnf and ~/.mylogin.conf but if you for example specify a login-path and a hostname.. it connects to that host, but with the password and username from the loginpath from the encrypted ~/.mylogin.cnf file.</p>
<p>You could use <code>--enable-cleartext-plugin</code> to make it even easier to get to the stored password. Note that if you have direct access to the ~/.mylogin.cnf file that there are options to decrypt it.</p>
<p>See <a href="https://bugs.mysql.com/bug.php?id=74545">Bug #74545: mysql allows to override login-path</a> for details.</p>
<h3 id="mysql-cluster-ndb">MySQL Cluster (NDB)</h3>
<p>Make sure your machines use a private network (VLAN) which can <em>only</em> be accessed from cluster nodes. Your API nodes should be in this network and have a public interface where mysqld listens. Another option might be to use a firewall device or host based firewalls. Just make sure you are aware or the risks.</p>
<p>As usual thers is extensive documentation about this: <a href="https://dev.mysql.com/doc/refman/5.7/en/mysql-cluster-security-networking-issues.html">MySQL Cluster Security and Networking Issues</a> from the MySQL Reference Manual.</p>
<h3 id="network-storage">Network storage</h3>
<p>And use proper security for iSCSI, NFS, FCP or any other kind of network storage you might be using. I've seen setups where iSCSI and/or NFS were publicly available and even with data-at-rest encryption this is not really safe, especially if read-write access is available.</p>
<h3 id="future">Future</h3>
<p>In both MySQL 5.6 and MySQL 5.7 Oracle improved the SSL/TLS support a lot. There are more improvements needed as a lot has changed in how SSL over the past 10 years. Assumptions made years ago are no longer true.</p>
<p>And also the creators of YaSSL have been busy: <a href="https://github.com/wolfSSL/mysql-patch">wolfSSL/mysql-patch on github</a></p>Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com0tag:blogger.com,1999:blog-1135944569112521190.post-64726965340455212212017-04-05T09:00:00.000+02:002017-04-05T09:00:12.299+02:00Network attacks on MySQL, Part 5: Attack on SHA256 based passwords<p>The <code>mysql_sha256_password</code> doesn't use the nonce system which is used for <code>mysql_new_password</code>, but instead forces the use of RSA or SSL.</p>
<p>This is how that works:</p>
<ol style="list-style-type: decimal">
<li>The client connects</li>
<li>The server changes authentication to sha256 password (or default?)</li>
<li>The server sends the RSA public key.</li>
<li>The client encrypts the password with the RSA public key and sends it to the server.</li>
<li>The server decrypts the password with the private key and validates it.</li>
</ol>
<p>The problem is that the client trusts public key of the server. It is possible to use <a href="https://dev.mysql.com/doc/refman/5.7/en/mysql-command-options.html#option_mysql_server-public-key-path"><code>--server-public-key-path=file_name</code></a>. But then you need to take care of secure public key distribution yourself.</p>
<p>So if we put a proxy between the client and the server and then have the proxy sent its own public key... then we can decrypt it and reencode it with the real public key and send it to the server. Also the decrypted password is the password, not a hash. So we then know the real password.</p>
<p>And if SSL is used it doesn't do the RSA encryption... but this can be a connection with an invalid certificate. Just anything as long as the connection is SSL.</p>Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com1tag:blogger.com,1999:blog-1135944569112521190.post-33329859567988609782017-03-29T09:00:00.000+02:002017-03-29T09:00:36.765+02:00Network attacks on MySQL, Part 4: SSL hostnames<p>In my previous blogs I told you to enable SSL/TLS and configure it to check the CA. So I followed my advice and did all that. Great!</p>
<p>So the <code>--ssl-mode</code> setting was used a few times as a solution. And it has a setting we didn't use yet: <code>VERIFY_IDENTITY</code>. In older MySQL versions you can use <code>--ssl-verify-server-cert</code>. Both turn on hostname verification.</p>
<h3 id="the-attack">The attack</h3>
<p>Get any certificate which is trusted by the configured CA, this can for example be a certificate from a development machine. And use that with a man-in-the-middle proxy.</p>
<p>Then the client:</p>
<ol style="list-style-type: decimal">
<li>Checks if SSL is uses (<code>--ssl-mode=REQUIRED</code>)</li>
<li>Verify if the certificate is signed by a trusted CA (<code>--ssl-mode=VERIFY_CA</code>)</li>
</ol>
<p>Both checks succeed. But the certificate might be for testhost01.example.com and the database server might be prod-websitedb-123.example.com.</p>
<p>Browsers by default verify hostnames, MySQL does not.</p>
<h3 id="turning-on-hostname-validation">Turning on hostname validation</h3>
<p>So use <code>--ssl-mode=VERIFY_IDENTITY</code> and everything should be fine?</p>
<p>Well that might work for simple setups, but would probably fail for more complex setups.</p>
<p>This is because you might have a master-slave setup with loadbalancer in front of it. So your webapp connect to mydb-prod-lb.example.com which might be served by mydb1.example.com (master) or mydb2.example.com (slave). There might or might not be any automatic read/write splitting.</p>
<p>So then just configure the loadbalancer be the endpoint of the SSL connection? Well no, because most loadbalancers don't know how to speak the mysql protocol, which is needed to setup the SSL connection.</p>
<p>Ok, then just configure both servers with the certificate for mydb-prod-lb.example.com and everything should work. And it does!</p>
<p>But then you want to change the replication connection to also use SSL, but now the certificates and hostnames don't match anymore as they connect directly.</p>
<p>The same might be true for mysqldump or mysqlbinlog instances running on a separate backup server.</p>
<p>But there is a X.509 extension available which can be used: 'SubjectAlternativeName' a.k.a. SAN. (Not to be confused with Storage Area Networking). This allows you to have a certificate with multiple hostnames.</p>
<p>So for both hosts put their own hostname and the loadbalancer hostname in there.</p>
<p>But unfortunately that doesn't work yet. MySQL doesn't support this.</p>
<p>See <a href="https://bugs.mysql.com/bug.php?id=68052">Bug #68052: SSL Certificate Subject ALT Names with IPs not respected with --ssl-verify-serve</a> for more details.</p>
<p>So yes, do enable hostname verification, but probably not everywhere yet.</p>Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com0tag:blogger.com,1999:blog-1135944569112521190.post-73726372042621936292017-03-22T09:00:00.000+01:002017-03-22T09:00:04.539+01:00Network attacks on MySQL, Part 3: What do you trust?<p>In my previous blogs I told you to enable SSL/TLS and force the connection to be secured. So I followed my advice and did forced SSL. Great!</p>
<p>So now everything is 100% secure isn't it?</p>
<p>No it isn't and I would never claim anything to be 100% secure.</p>
<p>There are important differences in the SSL/TLS implementations of browers and the implementation in MySQL. One of these differences is that your browser has a trust store with a large set of trusted certificate authorities. If the website you visit has SSL enabled then your browser will check if the certificate it presents is signed by a trusted CA. MySQL doesn't use a list of trusted CA's, and this makes sense for many setups.</p>
<p>The key difference is that a website has clients (browsers) which are not managed by the same organization. And for MySQL connections the set of clients is often much smaller are more or less managed by one organization. Adding a CA for a set of MySQL connections if ok, adding a CA for groups of websites is not.</p>
<p>The result is that a self signed certificate or a certificate which is signed by an internal CA is ok. An public CA also won't issue a certificate for internal hostnames, so if your server has an internal hostname this isn't even an option. Note that the organization running public CA's sometimes offer a service where they manage your internal CA, but then your CA is not signed by the public CA.</p>
<p>But if you don't tell your MySQL client or application which CA's it should trust it will trust all certifictes. This allows an attacker to use a man-in-the-middle proxy which terminates the SSL connection between your client and the proxy and setup another connection to the server, which may or may not be useing SSL.</p>
<p>To protect against this attack:</p>
<ol style="list-style-type: decimal">
<li>Use the <code>--ssl-ca</code> option for the client to specify the CA certificate.</li>
<li>Use the <code>--ssl-mode=VERIFY_CA</code> option for the client.</li>
</ol>
<p>You could use a CA for each server or a CA you use for all MySQL servers in your organization. If you use multiple CA's then you should bundle them in one file or use <code>--ssl-capath</code> instead.</p>Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com0tag:blogger.com,1999:blog-1135944569112521190.post-68842862009674476732017-03-15T09:00:00.000+01:002017-03-15T18:22:47.591+01:00Network attacks on MySQL, Part 2: SSL stripping with MySQL<h3 id="intro-1">Intro</h3>
<p>In my previous blog post I told you to use SSL/TLS to secure your MySQL network connections. So I followed my advice and did enable SSL. Great!</p>
<p>So first let's quickly verify that everything is working.</p>
<p>So you enabled SSL with <a href="https://dev.mysql.com/doc/refman/5.7/en/mysql-ssl-rsa-setup.html"><code>mysql_ssl_rsa_setup</code></a>, used a OpenSSL based build or put <code>ssl-cert</code>, <code>ssl-key</code> and <code>ssl-ca</code> in the mysqld section of your /etc/my.cnf and now <code>show global variables like 'have_SSL';</code> returns 'YES'.</p>
<p>And you have configured the client with <code>--ssl-mode=PREFERRED</code>. Now <code>show global status like 'Ssl_cipher';</code> indicates the session is indeed secured.</p>
<p>You could also dump traffic and it looks 'encrypted' (i.e. not readable)...</p>
<div class="figure">
<img src="https://imgs.xkcd.com/comics/pgp.png" />
</div>
<h3 id="with-ssl-enabled-everything-should-be-safe-isnt-it">With SSL enabled everything should be safe isn't it?</h3>
<p>The handshake which MySQL uses always starts unsecured and is upgraded to secured if both the client and server have the SSL flag set. This is very similar to STARTTLS as used in the SMTP protocol.</p>
<p>To attach this we need an active attack; we need to actually sit in between the client and the server and modify packets.</p>
<p>Then we modify the flags sent from the server to the client to have the SSL flag disabled. This is called SSL stripping.</p>
<p>Because the client thinks the server doesn't support SSL the connection is not upgraded and continues in clear text.</p>
<p>An example can be found in the <code><a href="https://github.com/dveeden/dolfijn/blob/master/dolfijn_stripssl.py">dolfijn_stripssl.py</a></code> script.</p>
<p>Once the SSL layer is stripped from the connection an attacker can see your queries and resultsets again as described before.</p>
<p>To protect against this attack:</p>
<ol style="list-style-type: decimal">
<li>Set REQUIRE SSL on accounts which should never use unencrypted connections.</li>
<li>On the client use <code>--ssl-mode=REQUIRED</code> to force the use of SSL. This is available since 5.6.30 / 5.7 11.</li>
<li>For older clients: Check the <code>Ssl_cipher</code> status variable and exit if it is empty.</li>
</ol>Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com0tag:blogger.com,1999:blog-1135944569112521190.post-87875688416047908222017-03-10T09:00:00.000+01:002017-03-13T08:37:45.995+01:00Network attacks on MySQL, Part 1: Unencrypted connections<h3 id="intro">Intro</h3>
<p>In a set of blog posts I will explain to you how different attacks on the network traffic of MySQL look like and what you can do to secure your systems againt these kinds of attacks.</p>
<h3 id="how-to-gain-access">How to gain access</h3>
<p>To gain access to MySQL network traffic you can use tcpdump, dumpcap, snoop or whatever the tool to capture network packets on your OS is. This can be on any device which is part of the connnection: the server, the client, routers, switches, etc.</p>
<p>Besides application-to-database traffic this attack can also be done on replication traffic.</p>
<h3 id="results">Results</h3>
<p>This allows you to extract queries and result sets.</p>
<p>The default password hash type <code>mysql_new_password</code> uses a nonce to protect against password sniffing. But when you change a password this will be sent accross the wire by default. Note that MySQL 5.6 and newer has <a href="https://dev.mysql.com/doc/refman/8.0/en/password-logging.html">some protection</a> which ensures passwords are not sent to the logfiles, but this feature won't secure your network traffic.</p>
<p>In the replication stream however there are not as many places where passwords are exposed. This is true especially for row based replication, but even for statement based replication this can be true.</p>
<p>Some examples:</p>
<pre><code>SET PASSWORD FOR 'myuser'@'%' = PASSWORD('foo'); -- deprecated syntax
UPDATE secrets SET secret_value = AES_ENCRYPT('foo', 'secret') WHERE id=5;</code></pre>
<p>For both the password and the encryption key this can be seen in plain text for application-to-server traffic, but not for RBR replication traffic.</p>
<p>There is a trick to make this somewhat more secure, especially on 5.5 and older:</p>
<pre><code>SELECT PASSWORD('foo') INTO @pwd;
SET PASSWORD FOR 'myuser'@'%' = @a;</code></pre>
<p>If your application stores passwords in MySQL: You're doing it wrong. If your application stores hashed passwords (w/ salt, etc): If the hashing is done in your application: this is ok. But note that a man-in-the-middle might send a slightly altered resultset to your application and with this gain access to your application, but that requires an active attack.</p>
<p>This attacks for this level are mostly passive, which makes it hard to detect. An attacker might snif password hashes for your appliation and brute force them and then login to your application. The only thing you will see in your logs is a successful login...</p>
<p>To protect against this attack:</p>
<ol style="list-style-type: decimal">
<li>Use SSL/TLS</li>
<li>Encrypt/Decrypt values in the application before inserting it in the database.</li>
<li>Use a SSH tunnel (Workbench has <a href="https://dev.mysql.com/doc/workbench/en/wb-mysql-connections-methods-ssh.html">built-in support</a> for this)</li>
<li>Use a local TCP or UNIX domain socket when changing passwords.[1]</li>
<li>Don't use the MySQL protocol over the internet w/o encryption. Use a VPN or SSH.</li>
</ol>
<p>For sensitive data you preferably should combine 1. and 2. Item 3. and 4. are mostly for ad-hoc DBA access.</p>
<p>Keep in mind that there might be some cron jobs, backups etc. which also need to use a secure connection. Ofcourse you should also protect your data files and backup files, but that's not what this post is about.</p>
<p>[1] It is possible to snoop on UNIX domain socket traffic, but an attacker who has that access probably has full system access and might more easily use an active attack.</p>Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com0tag:blogger.com,1999:blog-1135944569112521190.post-60221552058005818132017-03-04T18:10:00.000+01:002017-03-04T18:10:14.454+01:00Improving MySQL out of disk space behaviourRunning out of disk space is something which, of course, should never happen as we all setup monitoring and alerting and only run well behaved applications. But when it does happen we want things to fail gracefully.<br />
<br />
So what happens when mysqld runs out of disk space?<br />
The answer is: It depends<br />
<ol>
<li>It might start to wait until disk space becomes available.</li>
<li>It might crash intentionally after a 'long semaphore wait'</li>
<li>It might return an error to the client (e.g. 'table full')</li>
<li>It might skip writing to the binlog (see <a class="link" href="https://dev.mysql.com/doc/refman/5.7/en/replication-options-binary-log.html#sysvar_binlog_error_action"><code class="literal">binlog_error_action</code></a> )</li>
</ol>
What actually happens might depend on the filesystem and OS.<br />
<br />
Fixing the disk space issue can be done by adding more space or cleaning up some space. The later can often be done without help of the administrator of the system.<br />
<br />
So I wanted to change the behaviour so that it MySQL wouldn't crash or stop to respond to read queries. And to also make it possible for a user of the system to cleanup data to get back to a normal state.<br />
<br />
So I <a href="https://dev.mysql.com/doc/refman/5.7/en/writing-audit-plugins.html">wrote a audit plugin</a> which does this:<br />
<ol>
<li>The DBA sets the maxdiskusage_minfree variable to a threshold for the minimum amount of MB free.</li>
<li>If the amount of free disk space goes under this threshold:</li>
<ol>
<li>Allow everything for users with the SUPER privilege</li>
<li>Allow SELECT and DELETE</li>
<li>Disallow INSERT</li>
</ol>
<li>If the amount of free space goes back to normal: Allow everything again</li>
</ol>
This works, but only if you delete data and then run optimize table to actually make the free space available for the OS.<br />
<br />
Note that DELETE can actually increase disk usage because of binlogs, undo, etc.<br />
<br />
The code is available on github: <a href="https://github.com/dveeden/mysql_maxdiskusage">https://github.com/dveeden/mysql_maxdiskusage</a> Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com0tag:blogger.com,1999:blog-1135944569112521190.post-28572889356702635882017-01-01T21:51:00.000+01:002017-01-01T22:18:51.027+01:00The mysql client, and some improvementsThe <a href="https://dev.mysql.com/doc/refman/8.0/en/mysql.html" target="_blank">mysql client</a> is a tool which I use every day as a DBA. I think it's a great tool. When I used a client of several other SQL and NoSQL databases I was quickly reminded of all the features of the mysql client. Note that psql (PostgreSQL client) is also very nice.<br />
<br />
Some other interesting things about the mysql client: It is build from the same mysql-server repository as MySQL Server. The source is in <a href="https://github.com/mysql/mysql-server/blob/8.0/client/mysql.cc" target="_blank">client/mysql.cc</a>. In addition to the server version it also reports 14.14 as its version. The previous version (14.13) was around the time of MySQL 5.1, so this version is mostly meaningless.<br />
If you start it it identifies itself as "MySQL monitor", not to be confused with MySQL Enterprise Monitor.<br />
The version of the client is not tightly coupled with the server, in most situations a 5.6 client works fine with a 5.7 server and vice versa. Note that there might be some minor annoyances if you use an older client with a newer server. For example: the 5.6 client doesn't know about the new hint syntax, and considers the hint to be just a comment. And comments are stripped by default, which results in the situation that the hint is not sent to the server.<br />
<br />
But there are some situations where the MySQL client has some limitations.<br />
<br />
The first one is that the 'pager' option doesn't work on Windows. The pager command is very useful (e.g. less, grep, etc). And cmd.exe isn't the best terminal emulator ever.. using a third party terminal emulator or PowerShell fixes that somewhat. And with PowerShell there are some other issues you might run into: MySQL uses UTF-8, and PowerShell uses UTF-16. While both can do charset conversions, this often makes things more difficult (for example: <a href="https://bugs.mysql.com/bug.php?id=74817" target="_blank">Bug #74817</a>).<br />
<br />
And if you're working with spatial data, images or stored procedures then the mysql client is often not very helpful. The graphical client, MySQL Workbench, is often much better suited in these cases. It has syntax highlighting, <a href="http://mysqlworkbench.org/2014/09/mysql-workbench-6-2-spatial-data/" target="_blank">a spatial viewer</a> and an image viewer. It allows you to edit a SQL script and then execute it and edit it again and run it again. I you try to do this with the history of the mysql client then the formatting gets lost. For working with SQL procedures, triggers, events, etc the solution is to edit it with your favourite editor and then source it. But for images and spatial data you often really have to use Workbench or something like QGIS.<br />
<br />
Besides the CLI vs GUI difference there are some more differences in how most people use both tools. For Workbench it is installed on a the client workstation and then uses a remote connection to the server. Workbench supports both the native SSL/TLS protocol and can tunnel through SSH.<br />
The mysql client supports SSL/TLS, but doesn't support SSH tunnelling. Which is ok, because you can just run it on the server.<br />
This also has implications on configuration: The mysql client only needs to know how to connect to the local server. Workbench needs configuration for every server. This makes the mysql client more useful if you are managing a large set of machines.<br />
<br />
One of the more annoying situations with the mysql client is that you quickly want to select a row from a table or run that select query which was reported as being slow. So you ssh to the server and run the query... and then you suddenly get a lot of 'weird' characters on you screen. This happens if you have binary columns (BLOB, varbinary, geometry) to store IP addresses, locations, binary UUID's, photos, etc.<br />
<a href="https://github.com/mysql/mysql-server/pull/118" target="_blank">I made a patch to fix that</a>. With the patch binary data is printed with hex literals (e.g. 0x08080404 for the binary version of 8.8.4.4). So this doesn't break your terminal anymore and also allows you to copy the value to the subsequent query.<br />
<br />
<pre>mysql> select * from t1;
+----+------------------------------------+
| id | ip |
+----+------------------------------------+
| 1 | 0x00000000000000000000000000000001 |
| 2 | 0x7F000001 |
| 3 | 0x08080808 |
| 4 | 0x08080404 |
+----+------------------------------------+
4 rows in set (0.00 sec)
mysql> show create table t1\G
*************************** 1. row ***************************
Table: t1
Create Table: CREATE TABLE `t1` (
`id` bigint(20) unsigned NOT NULL AUTO_INCREMENT,
`ip` varbinary(16) DEFAULT NULL,
PRIMARY KEY (`id`)
) ENGINE=InnoDB AUTO_INCREMENT=5 DEFAULT CHARSET=latin1
1 row in set (0.00 sec)
</pre>
<br />
This might raise the question: why not display them as an IP address instead? I did make <a href="https://github.com/dveeden/mysql-server/commit/0ddb45419c3338ff16c470d2da642b313660a061" target="_blank">a patch</a> to do that. The patch triggers this display if the column is varbinary with a length which matches an IPv4 or IPv6 address. But we might store IP addresses in columns with other names and we might store values which are not an IP, but have the same length. This would require a lot of configuration and configuration options. And this would need more work for geometry types, binary UUID's etc. So for now I decided not to take that route.<br />
It would be nice if the server would allow you to define an 'ip6' datatype which is just an alias for varbinary(16), but would be sent to the client. This could also be done with something like "SELECT c1::ip6" in the query. Or the server really has to define UUID, and IP types. Or user defined types. Or both.<br />
<br />
<pre>mysql> select id,hex(ip),ip from t1\G
*************************** 1. row ***************************
id: 1
hex(ip): 00000000000000000000000000000001
ip: INET6_ATON('::1')
*************************** 2. row ***************************
id: 2
hex(ip): 7F000001
ip: INET6_ATON('127.0.0.1')
2 rows in set (0.00 sec)
</pre>
<br />
Also somewhat belonging in this list: I made <a href="https://bugs.mysql.com/bug.php?id=77279" target="_blank">a patch</a> in 2015 which replaces the drawing characters (+ for corners, - for horizontal lines, | for vertical lines) with unicode drawing characters.<br />
<br />
<pre>mysql> DESC mysql.func;
╭───────┬──────────────────────────────┬──────┬─────┬─────────┬───────╮
│ Field │ Type │ Null │ Key │ Default │ Extra │
├───────┼──────────────────────────────┼──────┼─────┼─────────┼───────┤
│ name │ char(64) │ NO │ PRI │ │ │
│ ret │ tinyint(1) │ NO │ │ 0 │ │
│ dl │ char(128) │ NO │ │ │ │
│ type │ enum('function','aggregate') │ NO │ │ NULL │ │
╰───────┴──────────────────────────────┴──────┴─────┴─────────┴───────╯
4 rows in set (0.00 sec)
</pre>
<br />
I also made <a href="https://bugs.mysql.com/bug.php?id=84007" target="_blank">a patch</a> to report the runtime with more detail (e.g 0.004 instead of 0.00).<br />
<br />
<pre>mysql> select sleep(0.123);
+--------------+
| sleep(0.123) |
+--------------+
| 0 |
+--------------+
1 row in set (0.123 sec)
</pre>
<br />
I also once made <a href="https://bugs.mysql.com/bug.php?id=74562" target="_blank">a patch</a> to set the terminal title.<br />
<br />
And what about the future? I don't know, the mysql client might be replaced with MySQL Shell (mysqlsh), but for that to happen mysqlsh needs many improvements. MySQL Workbench could replace some of it if it gets the capability to easily connect to many similar servers without much configuration. But should it? iTerm2 (macOS) now allows you to display images in the terminal, so if more terminal emulators would get this feature then it might make sense to get a image and geometry viewer in the client..<br />
<br />
Please leave a comment with your experience with the mysql client and which features you would like to see.Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com2tag:blogger.com,1999:blog-1135944569112521190.post-1483056950630369922016-09-25T13:20:00.002+02:002016-09-25T13:23:28.123+02:00Common Table Expressions in MySQL<p>In a recent <a href="http://labs.mysql.com/">labs release</a> a new feature was introduced by Oracle, or actually two very related new features were introduced. The first new feature is Common Table Expressions (CTEs), which is also known as <code>WITH</code>. The second feature is recursive CTEs, also known as <code>WITH RECURSIVE</code>.</p>
<p>An example of <code>WITH</code>:</p>
<pre><code>WITH non_root_users AS (SELECT User, Host FROM mysql.user WHERE User<>'root')
SELECT Host FROM non_root_users WHERE User = ?</code></pre>
<p>The non-CTE equivalent is this:</p>
<pre><code>SELECT Host FROM
(SELECT User, Host FROM mysql.user WHERE User<>'root') non_root_users
WHERE User = ?</code></pre>
<p>This makes it easier to understand the query, especially if there are many subqueries.</p>
<p>Besides using regular subqueries or CTEs you could also put the subquery in a view, but this requires more privileges. It is also difficult to change the views later on as other quieries might have started to use them.</p>
<p>But views are still very useful. You can make it easier for others to query data or you can use views to restrict access to certain rows.</p>
<p>So CTEs are basically views which are bound to a query. This makes it easier to write complex queries in a way that they are easy to understand. So don't expect CTEs to replace views.</p>
<p>In the PostgreSQL world CTEs existed since version 8.4 (2009) and it is used a lot.</p>
<p>There are some cool things PostgreSQL allows you to do with CTEs and MySQL doesn't:</p>
<pre><code>test=# create table t1 (id serial, name varchar(100));
CREATE TABLE
test=# insert into t1(name) values ('foo'),('bar');
INSERT 0 2
test=# with deleted_names as (delete from t1 where id = 2 returning name)
test-# select name from deleted_names;
name
------
bar
(1 row)</code></pre>
<p>The <a href="http://mysqlserverteam.com/mysql-8-0-labs-recursive-common-table-expressions-in-mysql-ctes/">blog post</a> has more details and examples about recursive CTEs, the second new feature.</p>
<p>One of the examples is generating a range of numbers.</p>
<p>If you're familiar with PostgreSQL that will remind you of the <a href="https://www.postgresql.org/docs/current/static/functions-srf.html"><code>generate_series</code> function</a>. This function can be used to generate a series of intergers or timestamps. So I tried to make a stored procedure which together with the recursive CTE support would emulate <code>generate_series</code> in MySQL, but no such luck as you <a href="https://bugs.mysql.com/bug.php?id=21534">can't return a table</a> from a stored fuction yet.</p>
<p>In the PostgreSQL world CTEs are also used to <a href="http://blog.2ndquadrant.com/postgresql-ctes-are-optimization-fences/">trick the optimizer</a> but note that this depends on the specific CTE implementation, so don't assume this trick will work in MySQL.</p>
<p>MariaDB has some support for <a href="http://databaseblog.myname.nl/2013/11/mariadbs-returning-feature.html">the RETURNING keyword</a> and in MariaDB 10.2 (not yet released) there is <a href="https://mariadb.com/kb/en/mariadb/with/">CTE support</a>. Support for recursive CTEs is not yet present, see <a href="https://jira.mariadb.org/browse/MDEV-9864">MDEV-9864</a> for the progress.</p>
<p>If you want to see the progress of MySQL and MariaDB on other modern SQL features check out <a href="https://dveeden.github.io/modern-sql-in-mysql/">this page</a>.</p>Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com0tag:blogger.com,1999:blog-1135944569112521190.post-84380359534309825732016-09-15T09:04:00.001+02:002016-09-15T09:04:30.671+02:00About Oracle MySQL and CVE-2016-6662<h2>
The issue </h2>
On 12 September 2016 (three days ago) <a href="http://legalhackers.com/advisories/MySQL-Exploit-Remote-Root-Code-Execution-Privesc-CVE-2016-6662.html" target="_blank">a MySQL security vulnerability</a> was announced. The CVE id is <a href="https://cve.mitre.org/cgi-bin/cvename.cgi?name=CVE-2016-6662" target="_blank">CVE-2016-6662</a>.<br />
<br />
There are 3 claims:<br />
<ol>
<li>By setting malloc-lib in the configuration file access to an OS root shell can be gained.</li>
<li>By using the general log a configuration file can be written in any place which is writable for the OS mysql user.</li>
<li>By using SELECT...INTO DUMPFILE... it is possible to elevate privileges from a database user with the FILE privilege to any database account including root.</li>
</ol>
<h3>
How it is supposed to be used</h3>
<ol>
<li>Find an SQL Injection in a website or otherwise gain access to a MySQL account.</li>
<li>Now create a trigger file (requires FILE privilege)</li>
<li>Now in the trigger or otherwise use SET GLOBAL general_log_file etc to create a my.cnf in the datadir with the correct privileges. Directly using SELECT...INTO DUMPFILE...won't work as that would result in the wrong permissions, which would cause mysqld/mysqld_safe to ignore that file.</li>
<li>Now wait someone/something to restart MySQL (upgrade, daily cold backup, etc) and a shell will be available on a port number and IP address chosen by the attacker.</li>
</ol>
<h2>
<span style="font-family: inherit;"><span style="font-family: inherit;">How it is fixed</span> </span></h2>
<span style="font-family: inherit;">The document claims "Official patches for the vulnerability are not available at this time for Oracle
MySQL server. ", but that isn't true.</span><br />
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">From the <a href="https://dev.mysql.com/doc/relnotes/mysql/5.7/en/news-5-7-15.html" target="_blank">5.7.15 release notes</a>:</span><br />
<ul class="itemizedlist" type="disc">
<li class="listitem">
<span class="command"><b>mysqld_safe</b></span> attempted to read
<code class="filename">my.cnf</code> in the data directory, although that
is no longer a standard option file location.
(<a href="https://support.oracle.com/epmos/faces/BugDisplay?id=24482156">Bug #24482156</a>)</li>
<li class="listitem">
For <span class="command"><b>mysqld_safe</b></span>, the argument to
<a class="ulink" href="https://dev.mysql.com/doc/refman/5.7/en/mysqld-safe.html#option_mysqld_safe_malloc-lib" target="_top"><code class="option">--malloc-lib</code></a> now must be one
of the directories <code class="filename">/usr/lib</code>,
<code class="filename">/usr/lib64</code>,
<code class="filename">/usr/lib/i386-linux-gnu</code>, or
<code class="filename">/usr/lib/x86_64-linux-gnu</code>. In addition, the
<a class="ulink" href="https://dev.mysql.com/doc/refman/5.7/en/mysqld-safe.html#option_mysqld_safe_mysqld" target="_top"><code class="option">--mysqld</code></a> and
<a class="ulink" href="https://dev.mysql.com/doc/refman/5.7/en/mysqld-safe.html#option_mysqld_safe_mysqld-version" target="_top"><code class="option">--mysqld-version</code></a> options can
be used only on the command line and not in an option file.
(<a href="https://support.oracle.com/epmos/faces/BugDisplay?id=24464380">Bug #24464380</a>)</li>
<li class="listitem">
It was possible to write log files ending with
<code class="filename">.ini</code> or <code class="filename">.cnf</code> that
later could be parsed as option files. The general query log and
slow query log can no longer be written to a file ending with
<code class="filename">.ini</code> or <code class="filename">.cnf</code>.
(<a href="https://support.oracle.com/epmos/faces/BugDisplay?id=24388753">Bug #24388753</a>)<br />
</li>
</ul>
The last two items are also in the <a href="https://dev.mysql.com/doc/relnotes/mysql/5.6/en/news-5-6-33.html" target="_blank">5.6.33 release notes</a>.<br />
<br />
So 2 out of the 3 vulnerabilities are patched. So the obvious advice is to upgrade.<br />
<br />
<h2>
Further steps to take </h2>
But there are more things you can do to further secure your setup.<br />
<h3>
Check if your my.cnf file(s) are writable for the mysql user</h3>
/etc/my.cnf, /etc/mysql/my.cnf /etc/mysql/my.cnf.d/* should NOT be writable for the mysql user. Make sure these are owned by root and mode 644.<br />
<br />
Put an empty my.cnf in your datadir and make sure it has the above mentioned privileges. The vulnerability document also mentions a .my.cnf in the datadir, so also make that an empty file. <br />
<h3>
Review accounts with the FILE privilege:</h3>
Run this query and drop accounts or revoke the file privilege from them if they don't really need it. <br />
SELECT GRANTEE FROM INFORMATION_SCHEMA.USER_PRIVILEGES WHERE PRIVILEGE_TYPE='FILE';<br />
<h3>
Isolate services</h3>
Don't run all services on one machine. Isolate services from each other. So put the webserver and database server on separate (virtual) machines or containers.<br />
<br />
Use a firewall. If the database suddenly starts to listen on a weird port the attacker should not be able to connect to it. This can be a host based firewall like iptables and a network device. Yes an IDS might be able to detect the network shell, but running an IDS/IPS needs serious amount of time and doesn't give any guarantees.<br />
<br />
<h3>
Prepare for the next vulnerability</h3>
This is not only for MySQL, but also for other parts of your stack (OS, webserver, etc).<br />
<br />
Make sure the configuration is secured properly for each service. A helpful resource here are the <a href="https://benchmarks.cisecurity.org/downloads/browse/index.cfm?category=benchmarks" target="_blank">benchmark documents from the Center for Internet Security</a>.Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com0tag:blogger.com,1999:blog-1135944569112521190.post-79205758786032268432016-09-14T09:46:00.001+02:002016-09-14T21:08:00.845+02:00Visualizing the MySQL Bug TideOn the MySQL Bugs website there are some <a href="https://bugs.mysql.com/tide.php" target="_blank">tide stats</a> available. These show rate of bug creation.<br />
<br />
I've put them in a graph:
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjthaS1N-lCQYBY9ZOO-7j7-haLg36_mjLrEmvb8wWcInRs8miYMkKRnZyPb6OkYQErWGPshv0C8iwC92EEfO9GNaLQ1ar0CNil-d-DN1M0nFORvwzU2x57bTx4uHEAuRPTmZzFHiqyYZ-F/s1600/all.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjthaS1N-lCQYBY9ZOO-7j7-haLg36_mjLrEmvb8wWcInRs8miYMkKRnZyPb6OkYQErWGPshv0C8iwC92EEfO9GNaLQ1ar0CNil-d-DN1M0nFORvwzU2x57bTx4uHEAuRPTmZzFHiqyYZ-F/s1600/all.png" /></a>
I made these with <a href="https://github.com/dveeden/mysql-history-graph/blob/master/bug-tide/MySQL%20Bug%20Tide.ipynb" target="_blank">this IPython Notebook</a>. There are more detailed graphs per version in the notebook.<br />
<br />
Update: The version in the notebook now uses the same range for the Y axis and has a marker for the GA dates of each release. Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com5tag:blogger.com,1999:blog-1135944569112521190.post-11522796981820848002016-03-12T11:45:00.000+01:002016-03-12T11:45:06.572+01:00Re: JSON document fast lookup with MySQL 5.7This is a response to the <a href="https://www.percona.com/blog/2016/03/07/json-document-fast-lookup-with-mysql-5-7/" target="_blank">JSON document fast lookup with MySQL 5.7</a> article by Frederic Descamp.<br />
<br />
It is very easy to also use MySQL Workbench and <a href="https://dev.mysql.com/doc/refman/5.7/en/spatial-geojson-functions.html" target="_blank">the new GeoJSON support</a> to actually show the features.<br />
<br />
<span style="font-family: inherit;">My query: </span><br />
<span style="font-family: "Courier New",Courier,monospace;">SELECT ST_GeomFromGeoJSON(feature->"$.geometry",2) AS feature </span><br />
<span style="font-family: "Courier New",Courier,monospace;">FROM test_features WHERE street='BEACH' ;</span><br />
<br />
<span style="font-family: inherit;">The result:</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgW9djWs8fYxgbtwdbk4NWj28Cuh0kA147PMiU7NQesW0p8olToy7OQdSTZ-TLsqb0eEGf9rYmRW56tis7bNTq6M5HUiLWVmZunZQOMAmyrx8AsFVqT4npvj6IN6PiY9ux5jMw1fogVJgov/s1600/Screenshot+from+2016-03-12+11-37-07.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="387" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgW9djWs8fYxgbtwdbk4NWj28Cuh0kA147PMiU7NQesW0p8olToy7OQdSTZ-TLsqb0eEGf9rYmRW56tis7bNTq6M5HUiLWVmZunZQOMAmyrx8AsFVqT4npvj6IN6PiY9ux5jMw1fogVJgov/s640/Screenshot+from+2016-03-12+11-37-07.png" width="640" /></a></div>
<span style="font-family: inherit;"> </span>Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com0tag:blogger.com,1999:blog-1135944569112521190.post-55616183750842617942016-01-26T21:56:00.007+01:002016-01-26T21:56:55.952+01:00When simple SQL can be complexI think SQL is a very simple language, but ofcourse I'm biased.<br />
<br />
But even a simple statement might have more complexity to it than you might think.<br />
<br />
Do you know what the result is of this statement?<br />
<pre><code>SELECT FALSE = FALSE = TRUE;</code></pre>
scroll down for the answer.<br />
<br />
<br />
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<br />
<br />
<br />
<br />
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<br />
The answer is: it depends.<br />
<br />
You might expect it to return false because the 3 items in the comparison are not equal. But that's not the case.<br />
<br />
In PostgreSQL this is the result:<br />
<pre><code>postgres=# SELECT FALSE = FALSE = TRUE;
?column?
----------
t
(1 row)</code></pre>
So it compares FALSE against FALSE, which results in TRUE and then That is compared against TRUE, which results in TRUE. PostgreSQL has <a href="http://www.postgresql.org/docs/current/static/datatype-boolean.html">proper boolean literals</a>.<br />
<br />
Next up is MySQL:<br />
<pre><code>mysql> SELECT FALSE = FALSE = TRUE;
+----------------------+
| FALSE = FALSE = TRUE |
+----------------------+
| 1 |
+----------------------+
1 row in set (0.00 sec)
</code></pre>
This is similar but it's slightly different. The result is 1 because in MySQL <a href="https://dev.mysql.com/doc/refman/5.7/en/boolean-literals.html">TRUE and FALSE evalueate to 0 and 1</a>. If you use BOOLEAN in your DDL this will be changed to tinyint(1). But note that the (1) is only the display width and doesn't change the storage space (tinyint is 1 byte).<br />
<br />
And SQLite has yet another result:<br />
<pre><code>sqlite> SELECT FALSE = FALSE = TRUE;
Error: no such column: FALSE</code></pre>
This is because SQLite doesn't have a boolean type and <a href="https://www.sqlite.org/datatype3.html">you're expected to use 0 and 1</a>.<br />
If we use the suggested solution we get the same result as with MySQL.<br />
<pre><code>sqlite> SELECT 0 = 0 = 1;
1</code></pre>
<br />
What about the SQL standard?<br />
<br />
There is a boolean literal in the SQL:1999 standard according to <a href="https://en.wikipedia.org/wiki/Boolean_data_type#SQL">this Wikipedia article</a>. Note that 1999 is 17 years ago. It is an optional feature so it isn't required. Note that a boolean can have 3 values according to the standard. It can be TRUE, FALSE or UNKNOWN. It suggests that the UNKNOWN literal may evaluate to NULL. Neither MySQL, PostgreSQL or SQLite implements the UNKNOWN literal.<br />
<br />
What about commercial databases?<br />
<br />
DB2, Oracle and SQL Server don't have a boolean type according to <a href="http://troels.arvin.dk/db/rdbms/#data_types-boolean">this webpage</a>. For DB2 this has changed, according to <a href="https://www-01.ibm.com/support/knowledgecenter/SSEPGG_9.7.0/com.ibm.db2.luw.wn.doc/doc/c0054724.html">this page from IBM</a> BOOLEAN support was added in DB2 9.7.0. It supports TRUE, FALSE and NULL, but not UNKNOWN for what I can see.<br />
Ingres 10.0 has full standards complient support for BOOLEAN according to <a href="http://community.actian.com/wiki/SQL_BOOLEAN_type">their wiki</a>.<br />
<br />
Interestingly enough there are multiple suggestions about what to use when there is no boolean type: BIT, CHAR(1), NUMBER(1). <a href="https://www.percona.com/blog/2008/04/23/efficient-boolean-value-storage-for-innodb-tables/">This blogpost</a> from Peter Zaitsev also lists another option: CHAR(0).<br />
<br />
So even something simple as a boolean might be less portable than you might have thought it was.<br />
<br />
But what about doing a real three-way compare in SQL?<br />
<br />
One solution would be to use the & operator:<br />
<pre><code>postgres=# SELECT FALSE::int & FALSE::int & TRUE::int;
?column?
----------
0
(1 row)</code></pre>
<pre><code> </code></pre>
<pre><code>mysql [(none)] > SELECT FALSE & FALSE & TRUE;
+----------------------+
| FALSE & FALSE & TRUE |
+----------------------+
| 0 |
+----------------------+
1 row in set (0.00 sec)</code></pre>
<pre><code> </code></pre>
<pre><code>sqlite> SELECT 0 & 0 & 1;
0</code></pre>
Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com8tag:blogger.com,1999:blog-1135944569112521190.post-870411568152140772016-01-09T15:56:00.001+01:002016-01-09T16:00:53.850+01:00Using Connector/J with Python<p>With Python you would normally use MySQL Connector/Python or the older MySQLdb to connect from Python to MySQL, but there are more options.</p>
<p>There are also multiple Python implementations: CPython (the main implementation), <a href="http://pypy.org">PyPy</a>, <a href="http://www.jython.org/">Jython</a> and <a href="http://ironpython.net">IronPython</a>. PyPy tries to be faster than CPython by using a Just-in-Time compiler. Jython runs on the JVM and IronPython runs on the <a href="https://github.com/dotnet/coreclr">.NET CLR</a>.</p>
<p>Connector/Python by default (Without the C Extension) is a pure Python implementation and can work with most if not all implementations. And for MySQLdb there is a drop-in replacement called <a href="https://github.com/PyMySQL/PyMySQL">PyMySQL</a>, which is a pure python implementation.</p>
<p>So there are many options already. But for at least Jython it is also possible to use a Java (JDBC) driver.</p>
<p>But why would you use a different Python implementation? There are multiple reasons for that:</p>
<ul>
<li>Speed. PyPy can be faster and Jython <a href="http://www.jython.org/jythonbook/en/1.0/Concurrency.html#no-global-interpreter-lock">has no Global Interpreter Lock (GIL)</a> , which can allow for more concurrent execution.</li>
<li>To access 'native' code. e.g. call Java code from Jython or C# from IronPython.</li>
<li>Use existing infrastructure. You can deploy a Jython application on Tomcat.</li>
<li>Create testcases, healthchecks etc. which uses the same settings and infrastucture as your Java application with the benefits of a scripting language.</li>
</ul>
<p>I wanted to test how Connector/J behaves with regards to TLS (the successor of SSL).</p>
<h1 id="setup">Setup</h1>
<p>The first step is to get Jython, and Connector/J on your system. On Fedora 23 this is easily done with a <code>dnf install jython mysql-connector-java</code>.</p>
<p>Then I used <a href="http://mysqlsandbox.net/">MySQL Sandbox</a> to setup a MySQL 5.7.10 sandbox. To enable TLS I did a <code>./my sql_ssl_rsa_setup</code>, which is the Sandbox version of <a href="https://dev.mysql.com/doc/refman/5.7/en/mysql-ssl-rsa-setup.html">mysql_ssl_rsa_setup</a>. If you have a pre-5.7 version then you can use <a href="https://github.com/dveeden/mysslgen">mysslgen</a> instead.</p>
<p>To convert the CA certificate from the PEM format to the Java Key Store (JKS) format I used keytool.</p>
<pre><code>$ keytool -importcert -trustcacerts -file ca.pem -keystore /tmp/mysql57keystore.jks
Enter keystore password:
Re-enter new password:
Owner: CN=MySQL_Server_5.7.10_Auto_Generated_CA_Certificate
Issuer: CN=MySQL_Server_5.7.10_Auto_Generated_CA_Certificate
Serial number: 1
Valid from: Fri Jan 08 16:23:16 CET 2016 until: Mon Jan 05 16:23:16 CET 2026
Certificate fingerprints:
MD5: B5:B5:2B:53:5C:91:A2:6A:64:B5:C9:12:85:A0:CE:CC
SHA1: 85:F1:AB:14:15:33:65:A8:71:4D:00:A6:C6:FC:8F:7F:BE:95:BA:B0
SHA256: CB:B9:D5:BC:26:76:37:3A:66:67:99:95:5B:3B:8E:95:84:6C:A4:5F:52:39:EF:2A:23:36:6E:AB:B0:3E:81:E0
Signature algorithm name: SHA256withRSA
Version: 1
Trust this certificate? [no]: yes
Certificate was added to keystore</code></pre>
<p>Then I had to set my CLASSPATH in order for Jython to find Connector/J.</p>
<pre><code>$ export CLASSPATH=/usr/share/java/mysql-connector-java.jar</code></pre>
<h1 id="running-the-test">Running the test</h1>
<p>I used this to test the database connetion:</p>
<pre><code>#!/usr/bin/jython
from __future__ import with_statement
from com.ziclix.python.sql import zxJDBC
from java.lang import System
System.setProperty("javax.net.ssl.trustStore","/tmp/mysql57keystore.jks");
System.setProperty("javax.net.ssl.trustStorePassword","msandbox");
jdbc_url = 'jdbc:mysql://127.0.0.1:18785/test?useSSL=true'
with zxJDBC.connect(jdbc_url, 'msandbox', 'msandbox', 'com.mysql.jdbc.Driver') as c:
with c.cursor() as cur:
cur.execute('SHOW SESSION STATUS LIKE \'Ssl_%\'')
for result in cur:
print('%-40s: %s' % result)
raw_input('Press any key to continue...')</code></pre>
<p>This resulted in a working connection. From the database side it looks like this:</p>
<pre><code>mysql> SELECT ATTR_NAME, ATTR_VALUE FROM
-> performance_schema.session_connect_attrs WHERE PROCESSLIST_ID=40;
+------------------+----------------------+
| ATTR_NAME | ATTR_VALUE |
+------------------+----------------------+
| _runtime_version | 1.8.0_65 |
| _client_version | 5.1.36-SNAPSHOT |
| _client_name | MySQL Connector Java |
| _client_license | GPL |
| _runtime_vendor | Oracle Corporation |
+------------------+----------------------+
5 rows in set (0.00 sec)
mysql> SELECT * FROM performance_schema.status_by_thread WHERE
-> THREAD_ID=(SELECT THREAD_ID FROM performance_schema.threads
-> WHERE PROCESSLIST_ID=40) and VARIABLE_NAME LIKE 'Ssl_version';
+-----------+---------------+----------------+
| THREAD_ID | VARIABLE_NAME | VARIABLE_VALUE |
+-----------+---------------+----------------+
| 65 | Ssl_version | TLSv1 |
+-----------+---------------+----------------+
1 row in set (0.00 sec)</code></pre>
<p>I wanted to see if upgrading Connector/J would change anythong. So I downloaded the latest release and change my CLASSPATH to only include that.</p>
<pre><code>mysql> SELECT ATTR_NAME, ATTR_VALUE FROM
-> performance_schema.session_connect_attrs WHERE PROCESSLIST_ID=45;
+------------------+----------------------+
| ATTR_NAME | ATTR_VALUE |
+------------------+----------------------+
| _runtime_version | 1.8.0_65 |
| _client_version | 5.1.38 |
| _client_name | MySQL Connector Java |
| _client_license | GPL |
| _runtime_vendor | Oracle Corporation |
+------------------+----------------------+
5 rows in set (0.00 sec)
mysql> SELECT * FROM performance_schema.status_by_thread WHERE
-> THREAD_ID=(SELECT THREAD_ID FROM performance_schema.threads
-> WHERE PROCESSLIST_ID=45) and VARIABLE_NAME LIKE 'Ssl_version';
+-----------+---------------+----------------+
| THREAD_ID | VARIABLE_NAME | VARIABLE_VALUE |
+-----------+---------------+----------------+
| 70 | Ssl_version | TLSv1.1 |
+-----------+---------------+----------------+
1 row in set (0.00 sec)</code></pre>
<p>And it did. Connector/J 5.1.38 uses TLSv1.1 instead of TLSv1.0</p>Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com0tag:blogger.com,1999:blog-1135944569112521190.post-55495999602560815032016-01-03T11:52:00.002+01:002016-01-03T11:52:28.675+01:00The performance of TLS with MySQL Connector/PythonI've ran a simple test to see the performance impact of TLS on MySQL connections with MySQL Connector/Python<br />
<br />
The test results are in <a href="http://nbviewer.ipython.org/gist/dveeden/7218a84c6cea447f40dd">this Jupyter notebook</a>.<br />
<br />
TL;DR:<br />
<ul>
<li>Try to reuse connections if you use TLS</li>
<li>Establishing TLS connections is expensive (server & client) </li>
<li>Improved performance might be possible in the future by using TLS Tickets</li>
</ul>
Not tested:<br />
<ul>
<li>Difference between YaSSL and OpenSSL</li>
<li>Difference between Ciphersuites</li>
<li>Performance of larger resultsets and queries</li>
</ul>
Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com5tag:blogger.com,1999:blog-1135944569112521190.post-71509411616982137192015-12-26T16:41:00.003+01:002015-12-26T16:44:01.380+01:00The performance of MySQL Connector/Python with C ExtensionThe source of this post is <a href="http://nbviewer.ipython.org/gist/dveeden/ff407dd603c3e74484b1">in this gist</a> on nbviewer.
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<p>After reading about the difference between MySQL Connector/Python and MySQLdb on <a href="http://charlesnagy.info/it/python/python-mysqldb-vs-mysql-connector-query-performance">this blog post</a> I wondered how the C Extension option in Connector/Python would perform.</p>
<p>If you want to run the code yourself you'll need: Jupyter/IPython, Python 3, Requests, MySQLdb, Connector/Python, Matplotlib, Pandas and MySQL.</p>
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<div class=" highlight hl-ipython3"><pre><span class="o">%</span><span class="k">matplotlib</span> notebook
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<div class=" highlight hl-ipython3"><pre><span class="kn">import</span> <span class="nn">random</span>
<span class="kn">import</span> <span class="nn">gzip</span>
<span class="kn">import</span> <span class="nn">time</span>
<span class="kn">import</span> <span class="nn">pandas</span> <span class="k">as</span> <span class="nn">pd</span>
<span class="kn">import</span> <span class="nn">matplotlib.pyplot</span> <span class="k">as</span> <span class="nn">plt</span>
<span class="kn">import</span> <span class="nn">requests</span>
<span class="kn">import</span> <span class="nn">mysql.connector</span>
<span class="kn">import</span> <span class="nn">MySQLdb</span>
<span class="k">for</span> <span class="n">imp</span> <span class="ow">in</span> <span class="p">[</span><span class="n">mysql</span><span class="o">.</span><span class="n">connector</span><span class="p">,</span> <span class="n">MySQLdb</span><span class="p">]:</span>
<span class="nb">print</span><span class="p">(</span><span class="s">'Using {imp} {version}'</span><span class="o">.</span><span class="n">format</span><span class="p">(</span><span class="n">imp</span><span class="o">=</span><span class="n">imp</span><span class="o">.</span><span class="n">__name__</span><span class="p">,</span> <span class="n">version</span><span class="o">=</span><span class="n">imp</span><span class="o">.</span><span class="n">__version__</span><span class="p">))</span>
<span class="nb">print</span><span class="p">(</span><span class="s">'C Extension for MySQL Connector/Python available: %s'</span> <span class="o">%</span> <span class="n">mysql</span><span class="o">.</span><span class="n">connector</span><span class="o">.</span><span class="n">HAVE_CEXT</span><span class="p">)</span>
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<pre>Using mysql.connector 2.1.3
Using MySQLdb 1.3.7
C Extension for MySQL Connector/Python available: True
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<p>Make sure the C Extension is available. This needs MySQL Connector/Python 2.1 or newer. On Fedora you might need to install this with <code>dnf install mysql-connector-python3-cext</code> if you have the mysql-connectors-community repository installed. If you compile from source then make sure to use the <code>--with-mysql-capi</code> option.</p>
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<div class=" highlight hl-ipython3"><pre><span class="n">worlddb_url</span> <span class="o">=</span> <span class="s">'https://downloads.mysql.com/docs/world.sql.gz'</span>
<span class="n">worlddb_req</span> <span class="o">=</span> <span class="n">requests</span><span class="o">.</span><span class="n">get</span><span class="p">(</span><span class="n">worlddb_url</span><span class="p">)</span>
<span class="k">if</span> <span class="n">worlddb_req</span><span class="o">.</span><span class="n">status_code</span> <span class="o">==</span> <span class="mi">200</span><span class="p">:</span>
<span class="n">worldsql</span> <span class="o">=</span> <span class="n">gzip</span><span class="o">.</span><span class="n">decompress</span><span class="p">(</span><span class="n">worlddb_req</span><span class="o">.</span><span class="n">content</span><span class="p">)</span><span class="o">.</span><span class="n">decode</span><span class="p">(</span><span class="s">'iso-8859-15'</span><span class="p">)</span>
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<div class=" highlight hl-ipython3"><pre><span class="n">config</span> <span class="o">=</span> <span class="p">{</span>
<span class="s">'host'</span><span class="p">:</span> <span class="s">'127.0.0.1'</span><span class="p">,</span>
<span class="s">'port'</span><span class="p">:</span> <span class="mi">5710</span><span class="p">,</span>
<span class="s">'user'</span><span class="p">:</span> <span class="s">'msandbox'</span><span class="p">,</span>
<span class="s">'passwd'</span><span class="p">:</span> <span class="s">'msandbox'</span><span class="p">,</span>
<span class="p">}</span>
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<p>The above is my config to connect to a MySQL Sandbox running MySQL Server 5.7.10.</p>
<p>Note: you might hit <a href="https://bugs.mysql.com/bug.php?id=79780">MySQL Bug #79780</a> when loading
the world database into MySQL with Connector/Python with the C Extension enabled.</p>
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<div class=" highlight hl-ipython3"><pre><span class="n">c1</span> <span class="o">=</span> <span class="n">mysql</span><span class="o">.</span><span class="n">connector</span><span class="o">.</span><span class="n">connect</span><span class="p">(</span><span class="n">use_pure</span><span class="o">=</span><span class="k">False</span><span class="p">,</span> <span class="o">**</span><span class="n">config</span><span class="p">)</span>
<span class="n">cur1</span> <span class="o">=</span> <span class="n">c1</span><span class="o">.</span><span class="n">cursor</span><span class="p">()</span>
<span class="n">cur1</span><span class="o">.</span><span class="n">execute</span><span class="p">(</span><span class="s">'DROP SCHEMA IF EXISTS world'</span><span class="p">)</span>
<span class="n">cur1</span><span class="o">.</span><span class="n">execute</span><span class="p">(</span><span class="s">'CREATE SCHEMA world DEFAULT CHARACTER SET latin1'</span><span class="p">)</span>
<span class="n">cur1</span><span class="o">.</span><span class="n">execute</span><span class="p">(</span><span class="s">'USE world'</span><span class="p">)</span>
<span class="n">result</span> <span class="o">=</span> <span class="p">[</span><span class="n">x</span> <span class="k">for</span> <span class="n">x</span> <span class="ow">in</span> <span class="n">cur1</span><span class="o">.</span><span class="n">execute</span><span class="p">(</span><span class="n">worldsql</span><span class="p">,</span> <span class="n">multi</span><span class="o">=</span><span class="k">True</span><span class="p">)]</span>
<span class="n">cur1</span><span class="o">.</span><span class="n">close</span><span class="p">()</span>
<span class="n">c1</span><span class="o">.</span><span class="n">close</span><span class="p">()</span>
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<div class=" highlight hl-ipython3"><pre><span class="n">config</span><span class="p">[</span><span class="s">'db'</span><span class="p">]</span> <span class="o">=</span> <span class="s">'world'</span>
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<div class=" highlight hl-ipython3"><pre><span class="n">perfdata</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">DataFrame</span><span class="p">(</span><span class="n">columns</span><span class="o">=</span><span class="p">[</span><span class="s">'connpy'</span><span class="p">,</span><span class="s">'connpy_cext'</span><span class="p">,</span><span class="s">'MySQLdb'</span><span class="p">],</span> <span class="n">index</span><span class="o">=</span><span class="nb">range</span><span class="p">(</span><span class="mi">10000</span><span class="p">))</span>
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<p>Now we're going to run 10000 queries with a random primary key between 1 and 8000. This does not use the C Extension as use_pure is set to True.</p>
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<div class=" highlight hl-ipython3"><pre><span class="n">c1</span> <span class="o">=</span> <span class="n">mysql</span><span class="o">.</span><span class="n">connector</span><span class="o">.</span><span class="n">connect</span><span class="p">(</span><span class="n">use_pure</span><span class="o">=</span><span class="k">True</span><span class="p">,</span> <span class="o">**</span><span class="n">config</span><span class="p">)</span>
<span class="n">cur1</span> <span class="o">=</span> <span class="n">c1</span><span class="o">.</span><span class="n">cursor</span><span class="p">()</span>
<span class="k">for</span> <span class="n">it</span> <span class="ow">in</span> <span class="nb">range</span><span class="p">(</span><span class="mi">10000</span><span class="p">):</span>
<span class="n">city_id</span> <span class="o">=</span> <span class="n">random</span><span class="o">.</span><span class="n">randint</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span><span class="mi">8000</span><span class="p">)</span>
<span class="n">start</span> <span class="o">=</span> <span class="n">time</span><span class="o">.</span><span class="n">perf_counter</span><span class="p">()</span>
<span class="n">cur1</span><span class="o">.</span><span class="n">execute</span><span class="p">(</span><span class="s">"SELECT * FROM City WHERE ID=%s"</span><span class="p">,</span> <span class="p">(</span><span class="n">city_id</span><span class="p">,))</span>
<span class="n">cur1</span><span class="o">.</span><span class="n">fetchone</span><span class="p">()</span>
<span class="n">perfdata</span><span class="o">.</span><span class="n">ix</span><span class="p">[</span><span class="n">it</span><span class="p">][</span><span class="s">'connpy'</span><span class="p">]</span> <span class="o">=</span> <span class="n">time</span><span class="o">.</span><span class="n">perf_counter</span><span class="p">()</span> <span class="o">-</span> <span class="n">start</span>
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<p>Next up is Connector/Python with the C Extension (use_pure=False and HAVE_CEXT indicates we have the C Extension available)</p>
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<div class=" highlight hl-ipython3"><pre><span class="n">c1</span> <span class="o">=</span> <span class="n">mysql</span><span class="o">.</span><span class="n">connector</span><span class="o">.</span><span class="n">connect</span><span class="p">(</span><span class="n">use_pure</span><span class="o">=</span><span class="k">False</span><span class="p">,</span> <span class="o">**</span><span class="n">config</span><span class="p">)</span>
<span class="n">cur1</span> <span class="o">=</span> <span class="n">c1</span><span class="o">.</span><span class="n">cursor</span><span class="p">()</span>
<span class="k">for</span> <span class="n">it</span> <span class="ow">in</span> <span class="nb">range</span><span class="p">(</span><span class="mi">10000</span><span class="p">):</span>
<span class="n">city_id</span> <span class="o">=</span> <span class="n">random</span><span class="o">.</span><span class="n">randint</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span><span class="mi">8000</span><span class="p">)</span>
<span class="n">start</span> <span class="o">=</span> <span class="n">time</span><span class="o">.</span><span class="n">perf_counter</span><span class="p">()</span>
<span class="n">cur1</span><span class="o">.</span><span class="n">execute</span><span class="p">(</span><span class="s">"SELECT * FROM City WHERE ID=%s"</span><span class="p">,</span> <span class="p">(</span><span class="n">city_id</span><span class="p">,))</span>
<span class="n">cur1</span><span class="o">.</span><span class="n">fetchone</span><span class="p">()</span>
<span class="n">perfdata</span><span class="o">.</span><span class="n">ix</span><span class="p">[</span><span class="n">it</span><span class="p">][</span><span class="s">'connpy_cext'</span><span class="p">]</span> <span class="o">=</span> <span class="n">time</span><span class="o">.</span><span class="n">perf_counter</span><span class="p">()</span> <span class="o">-</span> <span class="n">start</span>
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<p>And last, but not least, MySQLdb.</p>
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<div class=" highlight hl-ipython3"><pre><span class="n">c2</span> <span class="o">=</span> <span class="n">MySQLdb</span><span class="o">.</span><span class="n">connect</span><span class="p">(</span><span class="o">**</span><span class="n">config</span><span class="p">)</span>
<span class="n">cur2</span> <span class="o">=</span> <span class="n">c2</span><span class="o">.</span><span class="n">cursor</span><span class="p">()</span>
<span class="k">for</span> <span class="n">it</span> <span class="ow">in</span> <span class="nb">range</span><span class="p">(</span><span class="mi">10000</span><span class="p">):</span>
<span class="n">city_id</span> <span class="o">=</span> <span class="n">random</span><span class="o">.</span><span class="n">randint</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span><span class="mi">8000</span><span class="p">)</span>
<span class="n">start</span> <span class="o">=</span> <span class="n">time</span><span class="o">.</span><span class="n">perf_counter</span><span class="p">()</span>
<span class="n">cur2</span><span class="o">.</span><span class="n">execute</span><span class="p">(</span><span class="s">"SELECT * FROM City WHERE ID=%s"</span><span class="p">,</span> <span class="p">(</span><span class="n">city_id</span><span class="p">,))</span>
<span class="n">cur2</span><span class="o">.</span><span class="n">fetchone</span><span class="p">()</span>
<span class="n">perfdata</span><span class="o">.</span><span class="n">ix</span><span class="p">[</span><span class="n">it</span><span class="p">][</span><span class="s">'MySQLdb'</span><span class="p">]</span> <span class="o">=</span> <span class="n">time</span><span class="o">.</span><span class="n">perf_counter</span><span class="p">()</span> <span class="o">-</span> <span class="n">start</span>
</pre></div>
</div>
</div>
</div>
</div>
<div class="cell border-box-sizing text_cell rendered">
<div class="prompt input_prompt">
</div>
<div class="inner_cell">
<div class="text_cell_render border-box-sizing rendered_html">
<p>Now let's have a look to what our data looks like</p>
</div>
</div>
</div>
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="prompt input_prompt">In [11]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span class="n">perfdata</span><span class="o">.</span><span class="n">head</span><span class="p">()</span>
</pre></div>
</div>
</div>
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<div class="output_wrapper">
<div class="output">
<div class="output_area"><div class="prompt output_prompt">Out[11]:</div>
<div class="output_html rendered_html output_subarea output_execute_result">
<div>
<table border="1" class="dataframe">
<thead>
<tr style="text-align: right;">
<th></th>
<th>connpy</th>
<th>connpy_cext</th>
<th>MySQLdb</th>
</tr>
</thead>
<tbody>
<tr>
<th>0</th>
<td>0.00145918</td>
<td>0.000354935</td>
<td>0.000353173</td>
</tr>
<tr>
<th>1</th>
<td>0.000907707</td>
<td>0.000243508</td>
<td>0.000249597</td>
</tr>
<tr>
<th>2</th>
<td>0.000468397</td>
<td>0.000277101</td>
<td>0.000207893</td>
</tr>
<tr>
<th>3</th>
<td>0.000595066</td>
<td>0.000241349</td>
<td>0.00020754</td>
</tr>
<tr>
<th>4</th>
<td>0.000641848</td>
<td>0.000258027</td>
<td>0.000193182</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
</div>
</div>
<div class="cell border-box-sizing text_cell rendered">
<div class="prompt input_prompt">
</div>
<div class="inner_cell">
<div class="text_cell_render border-box-sizing rendered_html">
<p>Now let's plot that</p>
</div>
</div>
</div>
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="prompt input_prompt">In [12]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span class="n">plt</span><span class="o">.</span><span class="n">style</span><span class="o">.</span><span class="n">use</span><span class="p">(</span><span class="s">'ggplot'</span><span class="p">)</span>
<span class="n">plt</span><span class="o">.</span><span class="n">scatter</span><span class="p">(</span><span class="n">perfdata</span><span class="o">.</span><span class="n">index</span><span class="p">,</span> <span class="n">perfdata</span><span class="o">.</span><span class="n">connpy</span><span class="p">,</span> <span class="n">s</span><span class="o">=</span><span class="mi">1</span><span class="p">,</span> <span class="n">c</span><span class="o">=</span><span class="s">'r'</span><span class="p">,</span>
<span class="n">label</span><span class="o">=</span><span class="s">'Connector/Python Pure'</span><span class="p">)</span>
<span class="n">plt</span><span class="o">.</span><span class="n">scatter</span><span class="p">(</span><span class="n">perfdata</span><span class="o">.</span><span class="n">index</span><span class="p">,</span> <span class="n">perfdata</span><span class="o">.</span><span class="n">connpy_cext</span><span class="p">,</span> <span class="n">s</span><span class="o">=</span><span class="mi">1</span><span class="p">,</span> <span class="n">c</span><span class="o">=</span><span class="s">'g'</span><span class="p">,</span>
<span class="n">label</span><span class="o">=</span><span class="s">'Connector/Python C Ext'</span><span class="p">)</span>
<span class="n">plt</span><span class="o">.</span><span class="n">scatter</span><span class="p">(</span><span class="n">perfdata</span><span class="o">.</span><span class="n">index</span><span class="p">,</span> <span class="n">perfdata</span><span class="o">.</span><span class="n">MySQLdb</span><span class="p">,</span> <span class="n">s</span><span class="o">=</span><span class="mi">1</span><span class="p">,</span> <span class="n">c</span><span class="o">=</span><span class="s">'b'</span><span class="p">,</span>
<span class="n">label</span><span class="o">=</span><span class="s">'MySQLdb'</span><span class="p">)</span>
<span class="n">plt</span><span class="o">.</span><span class="n">ylim</span><span class="p">(</span><span class="n">ymin</span><span class="o">=</span><span class="mi">0</span><span class="p">,</span> <span class="n">ymax</span><span class="o">=</span><span class="mf">0.001</span><span class="p">)</span>
<span class="n">plt</span><span class="o">.</span><span class="n">xlim</span><span class="p">(</span><span class="n">xmin</span><span class="o">=</span><span class="mi">0</span><span class="p">,</span> <span class="n">xmax</span><span class="o">=</span><span class="mi">10000</span><span class="p">)</span>
<span class="n">plt</span><span class="o">.</span><span class="n">xlabel</span><span class="p">(</span><span class="s">'Run #'</span><span class="p">)</span>
<span class="n">plt</span><span class="o">.</span><span class="n">ylabel</span><span class="p">(</span><span class="s">'Runtime in seconds'</span><span class="p">)</span>
<span class="n">plt</span><span class="o">.</span><span class="n">legend</span><span class="p">()</span>
</pre></div>
</div>
</div>
</div>
<div class="output_wrapper">
<div class="output">
<div class="output_area"><div class="prompt"></div>
<div class="output_subarea output_javascript ">
<script type="text/javascript">
/* Put everything inside the global mpl namespace */
window.mpl = {};
mpl.get_websocket_type = function() {
if (typeof(WebSocket) !== 'undefined') {
return WebSocket;
} else if (typeof(MozWebSocket) !== 'undefined') {
return MozWebSocket;
} else {
alert('Your browser does not have WebSocket support.' +
'Please try Chrome, Safari or Firefox ≥ 6. ' +
'Firefox 4 and 5 are also supported but you ' +
'have to enable WebSockets in about:config.');
};
}
mpl.figure = function(figure_id, websocket, ondownload, parent_element) {
this.id = figure_id;
this.ws = websocket;
this.supports_binary = (this.ws.binaryType != undefined);
if (!this.supports_binary) {
var warnings = document.getElementById("mpl-warnings");
if (warnings) {
warnings.style.display = 'block';
warnings.textContent = (
"This browser does not support binary websocket messages. " +
"Performance may be slow.");
}
}
this.imageObj = new Image();
this.context = undefined;
this.message = undefined;
this.canvas = undefined;
this.rubberband_canvas = undefined;
this.rubberband_context = undefined;
this.format_dropdown = undefined;
this.image_mode = 'full';
this.root = $('<div/>');
this._root_extra_style(this.root)
this.root.attr('style', 'display: inline-block');
$(parent_element).append(this.root);
this._init_header(this);
this._init_canvas(this);
this._init_toolbar(this);
var fig = this;
this.waiting = false;
this.ws.onopen = function () {
fig.send_message("supports_binary", {value: fig.supports_binary});
fig.send_message("send_image_mode", {});
fig.send_message("refresh", {});
}
this.imageObj.onload = function() {
if (fig.image_mode == 'full') {
// Full images could contain transparency (where diff images
// almost always do), so we need to clear the canvas so that
// there is no ghosting.
fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);
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fig.context.drawImage(fig.imageObj, 0, 0);
fig.waiting = false;
};
this.imageObj.onunload = function() {
this.ws.close();
}
this.ws.onmessage = this._make_on_message_function(this);
this.ondownload = ondownload;
}
mpl.figure.prototype._init_header = function() {
var titlebar = $(
'<div class="ui-dialog-titlebar ui-widget-header ui-corner-all ' +
'ui-helper-clearfix"/>');
var titletext = $(
'<div class="ui-dialog-title" style="width: 100%; ' +
'text-align: center; padding: 3px;"/>');
titlebar.append(titletext)
this.root.append(titlebar);
this.header = titletext[0];
}
mpl.figure.prototype._canvas_extra_style = function(canvas_div) {
}
mpl.figure.prototype._root_extra_style = function(canvas_div) {
}
mpl.figure.prototype._init_canvas = function() {
var fig = this;
var canvas_div = $('<div/>');
canvas_div.attr('style', 'position: relative; clear: both; outline: 0');
function canvas_keyboard_event(event) {
return fig.key_event(event, event['data']);
}
canvas_div.keydown('key_press', canvas_keyboard_event);
canvas_div.keyup('key_release', canvas_keyboard_event);
this.canvas_div = canvas_div
this._canvas_extra_style(canvas_div)
this.root.append(canvas_div);
var canvas = $('<canvas/>');
canvas.addClass('mpl-canvas');
canvas.attr('style', "left: 0; top: 0; z-index: 0; outline: 0")
this.canvas = canvas[0];
this.context = canvas[0].getContext("2d");
var rubberband = $('<canvas/>');
rubberband.attr('style', "position: absolute; left: 0; top: 0; z-index: 1;")
var pass_mouse_events = true;
canvas_div.resizable({
start: function(event, ui) {
pass_mouse_events = false;
},
resize: function(event, ui) {
fig.request_resize(ui.size.width, ui.size.height);
},
stop: function(event, ui) {
pass_mouse_events = true;
fig.request_resize(ui.size.width, ui.size.height);
},
});
function mouse_event_fn(event) {
if (pass_mouse_events)
return fig.mouse_event(event, event['data']);
}
rubberband.mousedown('button_press', mouse_event_fn);
rubberband.mouseup('button_release', mouse_event_fn);
// Throttle sequential mouse events to 1 every 20ms.
rubberband.mousemove('motion_notify', mouse_event_fn);
rubberband.mouseenter('figure_enter', mouse_event_fn);
rubberband.mouseleave('figure_leave', mouse_event_fn);
canvas_div.on("wheel", function (event) {
event = event.originalEvent;
event['data'] = 'scroll'
if (event.deltaY < 0) {
event.step = 1;
} else {
event.step = -1;
}
mouse_event_fn(event);
});
canvas_div.append(canvas);
canvas_div.append(rubberband);
this.rubberband = rubberband;
this.rubberband_canvas = rubberband[0];
this.rubberband_context = rubberband[0].getContext("2d");
this.rubberband_context.strokeStyle = "#000000";
this._resize_canvas = function(width, height) {
// Keep the size of the canvas, canvas container, and rubber band
// canvas in synch.
canvas_div.css('width', width)
canvas_div.css('height', height)
canvas.attr('width', width);
canvas.attr('height', height);
rubberband.attr('width', width);
rubberband.attr('height', height);
}
// Set the figure to an initial 600x600px, this will subsequently be updated
// upon first draw.
this._resize_canvas(600, 600);
// Disable right mouse context menu.
$(this.rubberband_canvas).bind("contextmenu",function(e){
return false;
});
function set_focus () {
canvas.focus();
canvas_div.focus();
}
window.setTimeout(set_focus, 100);
}
mpl.figure.prototype._init_toolbar = function() {
var fig = this;
var nav_element = $('<div/>')
nav_element.attr('style', 'width: 100%');
this.root.append(nav_element);
// Define a callback function for later on.
function toolbar_event(event) {
return fig.toolbar_button_onclick(event['data']);
}
function toolbar_mouse_event(event) {
return fig.toolbar_button_onmouseover(event['data']);
}
for(var toolbar_ind in mpl.toolbar_items) {
var name = mpl.toolbar_items[toolbar_ind][0];
var tooltip = mpl.toolbar_items[toolbar_ind][1];
var image = mpl.toolbar_items[toolbar_ind][2];
var method_name = mpl.toolbar_items[toolbar_ind][3];
if (!name) {
// put a spacer in here.
continue;
}
var button = $('<button/>');
button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +
'ui-button-icon-only');
button.attr('role', 'button');
button.attr('aria-disabled', 'false');
button.click(method_name, toolbar_event);
button.mouseover(tooltip, toolbar_mouse_event);
var icon_img = $('<span/>');
icon_img.addClass('ui-button-icon-primary ui-icon');
icon_img.addClass(image);
icon_img.addClass('ui-corner-all');
var tooltip_span = $('<span/>');
tooltip_span.addClass('ui-button-text');
tooltip_span.html(tooltip);
button.append(icon_img);
button.append(tooltip_span);
nav_element.append(button);
}
var fmt_picker_span = $('<span/>');
var fmt_picker = $('<select/>');
fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');
fmt_picker_span.append(fmt_picker);
nav_element.append(fmt_picker_span);
this.format_dropdown = fmt_picker[0];
for (var ind in mpl.extensions) {
var fmt = mpl.extensions[ind];
var option = $(
'<option/>', {selected: fmt === mpl.default_extension}).html(fmt);
fmt_picker.append(option)
}
// Add hover states to the ui-buttons
$( ".ui-button" ).hover(
function() { $(this).addClass("ui-state-hover");},
function() { $(this).removeClass("ui-state-hover");}
);
var status_bar = $('<span class="mpl-message"/>');
nav_element.append(status_bar);
this.message = status_bar[0];
}
mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {
// Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,
// which will in turn request a refresh of the image.
this.send_message('resize', {'width': x_pixels, 'height': y_pixels});
}
mpl.figure.prototype.send_message = function(type, properties) {
properties['type'] = type;
properties['figure_id'] = this.id;
this.ws.send(JSON.stringify(properties));
}
mpl.figure.prototype.send_draw_message = function() {
if (!this.waiting) {
this.waiting = true;
this.ws.send(JSON.stringify({type: "draw", figure_id: this.id}));
}
}
mpl.figure.prototype.handle_save = function(fig, msg) {
var format_dropdown = fig.format_dropdown;
var format = format_dropdown.options[format_dropdown.selectedIndex].value;
fig.ondownload(fig, format);
}
mpl.figure.prototype.handle_resize = function(fig, msg) {
var size = msg['size'];
if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {
fig._resize_canvas(size[0], size[1]);
fig.send_message("refresh", {});
};
}
mpl.figure.prototype.handle_rubberband = function(fig, msg) {
var x0 = msg['x0'];
var y0 = fig.canvas.height - msg['y0'];
var x1 = msg['x1'];
var y1 = fig.canvas.height - msg['y1'];
x0 = Math.floor(x0) + 0.5;
y0 = Math.floor(y0) + 0.5;
x1 = Math.floor(x1) + 0.5;
y1 = Math.floor(y1) + 0.5;
var min_x = Math.min(x0, x1);
var min_y = Math.min(y0, y1);
var width = Math.abs(x1 - x0);
var height = Math.abs(y1 - y0);
fig.rubberband_context.clearRect(
0, 0, fig.canvas.width, fig.canvas.height);
fig.rubberband_context.strokeRect(min_x, min_y, width, height);
}
mpl.figure.prototype.handle_figure_label = function(fig, msg) {
// Updates the figure title.
fig.header.textContent = msg['label'];
}
mpl.figure.prototype.handle_cursor = function(fig, msg) {
var cursor = msg['cursor'];
switch(cursor)
{
case 0:
cursor = 'pointer';
break;
case 1:
cursor = 'default';
break;
case 2:
cursor = 'crosshair';
break;
case 3:
cursor = 'move';
break;
}
fig.rubberband_canvas.style.cursor = cursor;
}
mpl.figure.prototype.handle_message = function(fig, msg) {
fig.message.textContent = msg['message'];
}
mpl.figure.prototype.handle_draw = function(fig, msg) {
// Request the server to send over a new figure.
fig.send_draw_message();
}
mpl.figure.prototype.handle_image_mode = function(fig, msg) {
fig.image_mode = msg['mode'];
}
mpl.figure.prototype.updated_canvas_event = function() {
// Called whenever the canvas gets updated.
this.send_message("ack", {});
}
// A function to construct a web socket function for onmessage handling.
// Called in the figure constructor.
mpl.figure.prototype._make_on_message_function = function(fig) {
return function socket_on_message(evt) {
if (evt.data instanceof Blob) {
/* FIXME: We get "Resource interpreted as Image but
* transferred with MIME type text/plain:" errors on
* Chrome. But how to set the MIME type? It doesn't seem
* to be part of the websocket stream */
evt.data.type = "image/png";
/* Free the memory for the previous frames */
if (fig.imageObj.src) {
(window.URL || window.webkitURL).revokeObjectURL(
fig.imageObj.src);
}
fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(
evt.data);
fig.updated_canvas_event();
return;
}
else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == "data:image/png;base64") {
fig.imageObj.src = evt.data;
fig.updated_canvas_event();
return;
}
var msg = JSON.parse(evt.data);
var msg_type = msg['type'];
// Call the "handle_{type}" callback, which takes
// the figure and JSON message as its only arguments.
try {
var callback = fig["handle_" + msg_type];
} catch (e) {
console.log("No handler for the '" + msg_type + "' message type: ", msg);
return;
}
if (callback) {
try {
// console.log("Handling '" + msg_type + "' message: ", msg);
callback(fig, msg);
} catch (e) {
console.log("Exception inside the 'handler_" + msg_type + "' callback:", e, e.stack, msg);
}
}
};
}
// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas
mpl.findpos = function(e) {
//this section is from http://www.quirksmode.org/js/events_properties.html
var targ;
if (!e)
e = window.event;
if (e.target)
targ = e.target;
else if (e.srcElement)
targ = e.srcElement;
if (targ.nodeType == 3) // defeat Safari bug
targ = targ.parentNode;
// jQuery normalizes the pageX and pageY
// pageX,Y are the mouse positions relative to the document
// offset() returns the position of the element relative to the document
var x = e.pageX - $(targ).offset().left;
var y = e.pageY - $(targ).offset().top;
return {"x": x, "y": y};
};
mpl.figure.prototype.mouse_event = function(event, name) {
var canvas_pos = mpl.findpos(event)
if (name === 'button_press')
{
this.canvas.focus();
this.canvas_div.focus();
}
var x = canvas_pos.x;
var y = canvas_pos.y;
this.send_message(name, {x: x, y: y, button: event.button,
step: event.step});
/* This prevents the web browser from automatically changing to
* the text insertion cursor when the button is pressed. We want
* to control all of the cursor setting manually through the
* 'cursor' event from matplotlib */
event.preventDefault();
return false;
}
mpl.figure.prototype._key_event_extra = function(event, name) {
// Handle any extra behaviour associated with a key event
}
mpl.figure.prototype.key_event = function(event, name) {
// Prevent repeat events
if (name == 'key_press')
{
if (event.which === this._key)
return;
else
this._key = event.which;
}
if (name == 'key_release')
this._key = null;
var value = '';
if (event.ctrlKey && event.which != 17)
value += "ctrl+";
if (event.altKey && event.which != 18)
value += "alt+";
if (event.shiftKey && event.which != 16)
value += "shift+";
value += 'k';
value += event.which.toString();
this._key_event_extra(event, name);
this.send_message(name, {key: value});
return false;
}
mpl.figure.prototype.toolbar_button_onclick = function(name) {
if (name == 'download') {
this.handle_save(this, null);
} else {
this.send_message("toolbar_button", {name: name});
}
};
mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {
this.message.textContent = tooltip;
};
mpl.toolbar_items = [["Home", "Reset original view", "fa fa-home icon-home", "home"], ["Back", "Back to previous view", "fa fa-arrow-left icon-arrow-left", "back"], ["Forward", "Forward to next view", "fa fa-arrow-right icon-arrow-right", "forward"], ["", "", "", ""], ["Pan", "Pan axes with left mouse, zoom with right", "fa fa-arrows icon-move", "pan"], ["Zoom", "Zoom to rectangle", "fa fa-square-o icon-check-empty", "zoom"], ["", "", "", ""], ["Download", "Download plot", "fa fa-floppy-o icon-save", "download"]];
mpl.extensions = ["eps", "jpeg", "pdf", "png", "ps", "raw", "svg", "tif"];
mpl.default_extension = "png";var comm_websocket_adapter = function(comm) {
// Create a "websocket"-like object which calls the given IPython comm
// object with the appropriate methods. Currently this is a non binary
// socket, so there is still some room for performance tuning.
var ws = {};
ws.close = function() {
comm.close()
};
ws.send = function(m) {
//console.log('sending', m);
comm.send(m);
};
// Register the callback with on_msg.
comm.on_msg(function(msg) {
//console.log('receiving', msg['content']['data'], msg);
// Pass the mpl event to the overriden (by mpl) onmessage function.
ws.onmessage(msg['content']['data'])
});
return ws;
}
mpl.mpl_figure_comm = function(comm, msg) {
// This is the function which gets called when the mpl process
// starts-up an IPython Comm through the "matplotlib" channel.
var id = msg.content.data.id;
// Get hold of the div created by the display call when the Comm
// socket was opened in Python.
var element = $("#" + id);
var ws_proxy = comm_websocket_adapter(comm)
function ondownload(figure, format) {
window.open(figure.imageObj.src);
}
var fig = new mpl.figure(id, ws_proxy,
ondownload,
element.get(0));
// Call onopen now - mpl needs it, as it is assuming we've passed it a real
// web socket which is closed, not our websocket->open comm proxy.
ws_proxy.onopen();
fig.parent_element = element.get(0);
fig.cell_info = mpl.find_output_cell("<div id='" + id + "'></div>");
if (!fig.cell_info) {
console.error("Failed to find cell for figure", id, fig);
return;
}
var output_index = fig.cell_info[2]
var cell = fig.cell_info[0];
};
mpl.figure.prototype.handle_close = function(fig, msg) {
// Update the output cell to use the data from the current canvas.
fig.push_to_output();
var dataURL = fig.canvas.toDataURL();
// Re-enable the keyboard manager in IPython - without this line, in FF,
// the notebook keyboard shortcuts fail.
IPython.keyboard_manager.enable()
$(fig.parent_element).html('<img src="' + dataURL + '">');
fig.send_message('closing', {});
fig.ws.close()
}
mpl.figure.prototype.push_to_output = function(remove_interactive) {
// Turn the data on the canvas into data in the output cell.
var dataURL = this.canvas.toDataURL();
this.cell_info[1]['text/html'] = '<img src="' + dataURL + '">';
}
mpl.figure.prototype.updated_canvas_event = function() {
// Tell IPython that the notebook contents must change.
IPython.notebook.set_dirty(true);
this.send_message("ack", {});
var fig = this;
// Wait a second, then push the new image to the DOM so
// that it is saved nicely (might be nice to debounce this).
setTimeout(function () { fig.push_to_output() }, 1000);
}
mpl.figure.prototype._init_toolbar = function() {
var fig = this;
var nav_element = $('<div/>')
nav_element.attr('style', 'width: 100%');
this.root.append(nav_element);
// Define a callback function for later on.
function toolbar_event(event) {
return fig.toolbar_button_onclick(event['data']);
}
function toolbar_mouse_event(event) {
return fig.toolbar_button_onmouseover(event['data']);
}
for(var toolbar_ind in mpl.toolbar_items){
var name = mpl.toolbar_items[toolbar_ind][0];
var tooltip = mpl.toolbar_items[toolbar_ind][1];
var image = mpl.toolbar_items[toolbar_ind][2];
var method_name = mpl.toolbar_items[toolbar_ind][3];
if (!name) { continue; };
var button = $('<button class="btn btn-default" href="#" title="' + name + '"><i class="fa ' + image + ' fa-lg"></i></button>');
button.click(method_name, toolbar_event);
button.mouseover(tooltip, toolbar_mouse_event);
nav_element.append(button);
}
// Add the status bar.
var status_bar = $('<span class="mpl-message" style="text-align:right; float: right;"/>');
nav_element.append(status_bar);
this.message = status_bar[0];
// Add the close button to the window.
var buttongrp = $('<div class="btn-group inline pull-right"></div>');
var button = $('<button class="btn btn-mini btn-danger" href="#" title="Close figure"><i class="fa fa-times icon-remove icon-large"></i></button>');
button.click(function (evt) { fig.handle_close(fig, {}); } );
button.mouseover('Close figure', toolbar_mouse_event);
buttongrp.append(button);
var titlebar = this.root.find($('.ui-dialog-titlebar'));
titlebar.prepend(buttongrp);
}
mpl.figure.prototype._canvas_extra_style = function(el){
// this is important to make the div 'focusable
el.attr('tabindex', 0)
// reach out to IPython and tell the keyboard manager to turn it's self
// off when our div gets focus
// location in version 3
if (IPython.notebook.keyboard_manager) {
IPython.notebook.keyboard_manager.register_events(el);
}
else {
// location in version 2
IPython.keyboard_manager.register_events(el);
}
}
mpl.figure.prototype._key_event_extra = function(event, name) {
var manager = IPython.notebook.keyboard_manager;
if (!manager)
manager = IPython.keyboard_manager;
// Check for shift+enter
if (event.shiftKey && event.which == 13) {
this.canvas_div.blur();
event.shiftKey = false;
// Send a "J" for go to next cell
event.which = 74;
event.keyCode = 74;
manager.command_mode();
manager.handle_keydown(event);
}
}
mpl.figure.prototype.handle_save = function(fig, msg) {
fig.ondownload(fig, null);
}
mpl.find_output_cell = function(html_output) {
// Return the cell and output element which can be found *uniquely* in the notebook.
// Note - this is a bit hacky, but it is done because the "notebook_saving.Notebook"
// IPython event is triggered only after the cells have been serialised, which for
// our purposes (turning an active figure into a static one), is too late.
var cells = IPython.notebook.get_cells();
var ncells = cells.length;
for (var i=0; i<ncells; i++) {
var cell = cells[i];
if (cell.cell_type === 'code'){
for (var j=0; j<cell.output_area.outputs.length; j++) {
var data = cell.output_area.outputs[j];
if (data.data) {
// IPython >= 3 moved mimebundle to data attribute of output
data = data.data;
}
if (data['text/html'] == html_output) {
return [cell, data, j];
}
}
}
}
}
// Register the function which deals with the matplotlib target/channel.
// The kernel may be null if the page has been refreshed.
if (IPython.notebook.kernel != null) {
IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);
}
</script>
</div>
</div>
<div class="output_area"><div class="prompt"></div>
<div class="output_html rendered_html output_subarea ">
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<pre><matplotlib.legend.Legend at 0x7f47bd8c2518></pre>
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<p>The performance of MySQL Connector/Python 2.1 with the C Extension is much closer to MySQLdb.</p>
<p>There is one serious drawback of using the C Extension: Prepared statements are not yet supported.</p>
<p>But there is more that performance alone. I like the MySQL Connector/Python API over the MySQLdb API and this shows that Connector/Python is flexible and can be almost as fast.</p>
<p>The pure Python implementation also has advantages: Easier installation (no C compiler required) and the option to use alternative implementations like PyPy</p>
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Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com0tag:blogger.com,1999:blog-1135944569112521190.post-76651187020244603092015-12-13T17:39:00.001+01:002015-12-13T17:51:53.137+01:00Using a parser plugin for improved search results with MySQL 5.7 and InnoDB.<p>With Unicode it is possible for strings to look the same, but with slight differences in which codepoints are used.</p>
<p>For example the é in Café can be <U+0065 U+0301> or <U+00E9>.</p>
<p>The solution is to use Unicode normalization, which is supported in every major programming language. Both versions of Café will be normalized to use U+00E9.</p>
<p>In the best situation the application inserting data into the database will do the normalization, but that often not the case.</p>
<p>This gives the following issue: If you search for Café in the normalized form it won't return non-normalized entries.</p>
<p>I made a proof-of-concept parser plugin which indexes the normalized version of words.</p>
A very short demo:
<pre>
mysql> CREATE TABLE test1 (id int auto_increment primary key,
-> txt TEXT CHARACTER SET utf8mb4, fulltext (txt));
Query OK, 0 rows affected (0.30 sec)
mysql> CREATE TABLE test2 (id int auto_increment primary key,
-> txt TEXT CHARACTER SET utf8mb4, fulltext (txt) WITH PARSER norm_parser);
Query OK, 0 rows affected (0.16 sec)
mysql> INSERT INTO test1(txt) VALUES(X'436166C3A9'),(X'43616665CC81');
Query OK, 2 rows affected (0.00 sec)
Records: 2 Duplicates: 0 Warnings: 0
mysql> INSERT INTO test2(txt) VALUES(X'436166C3A9'),(X'43616665CC81');
Query OK, 2 rows affected (0.00 sec)
Records: 2 Duplicates: 0 Warnings: 0
mysql> SELECT * FROM test1;
+----+--------+
| id | txt |
+----+--------+
| 1 | Café |
| 2 | Café |
+----+--------+
2 rows in set (0.00 sec)
mysql> SELECT * FROM test1 WHERE MATCH (txt) AGAINST ('Café');
+----+-------+
| id | txt |
+----+-------+
| 1 | Café |
+----+-------+
1 row in set (0.00 sec)
mysql> SELECT * FROM test2 WHERE MATCH (txt) AGAINST ('Café');
+----+--------+
| id | txt |
+----+--------+
| 1 | Café |
| 2 | Café |
+----+--------+
2 rows in set (0.00 sec)
</pre>
<p>The source is <a href="https://github.com/dveeden/mysql-server/blob/f681315d43c0d7f50ec6127708d6c490baf55be1/plugin/fulltext/norm_parser/plugin_norm.c">here</a>.</p>
See also the NORMALIZE feature on the <a href="https://dveeden.github.io/modern-sql-in-mysql/">Modern SQL in MySQL</a> page.Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com3tag:blogger.com,1999:blog-1135944569112521190.post-68626104764885417702015-10-25T11:52:00.000+01:002015-10-25T11:52:22.377+01:00A MySQL UDF written in GoI was wondering if it is possible to write a MySQL User Defined Function (UDF) in Go.
<br>
So I tried and I got a very basic UDF working.<br>
<pre>
mysql> SELECT udf_fileexists_go("/etc/hosts");
+---------------------------------+
| udf_fileexists_go("/etc/hosts") |
+---------------------------------+
| 1 |
+---------------------------------+
1 row in set (0.00 sec)
mysql> SELECT udf_fileexists_go("/nonexistend");
+-----------------------------------+
| udf_fileexists_go("/nonexistend") |
+-----------------------------------+
| 0 |
+-----------------------------------+
1 row in set (0.00 sec)
</pre>
<br>
This is nowhere near production quality, so be careful.<br />
<br />
The code is here:<a href="https://github.com/dveeden/udf_fileexists_go/blob/master/udf_fileexists_go.go">https://github.com/dveeden/udf_fileexists_go/blob/master/udf_fileexists_go.go</a>.Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com1tag:blogger.com,1999:blog-1135944569112521190.post-28114757152231024452015-09-07T09:28:00.001+02:002015-09-08T08:56:23.021+02:00Importing the Unicode Character Database in MySQL<p>In Python it is easily possible to findout the name of a Unicode character and findout some properties about that character. The module which does that is called <a href="https://docs.python.org/3.4/library/unicodedata.html"><code>unicodedata</code></a>.</p>
<p>An example:</p>
<pre class="sourceCode python"><code class="sourceCode python">>>> <span class="ch">import</span> unicodedata
>>> unicodedata.name(<span class="st">'☺'</span>)
<span class="co">'WHITE SMILING FACE'</span></code></pre>
<p>This module uses the data as released in the UnicodeData.txt file from the unicode.org website.</p>
<p>So if UnicodeData.txt is a 'database', then we should be able to import it into MySQL and use it!</p>
<p>I wrote a small Python script to automate this. The basic steps are:</p>
<ul>
<li>Download UnicodeData.txt</li>
<li>Create a unicodedata.ucd table</li>
<li>Use <code>LOAD DATA LOCAL INFILE</code> to load the data</li>
</ul>
<p>This isn't difficult especially because the file doesn't have the actual characters in it. It is just an ASCII file with codepoints and the data related to it.</p>
<p>But it would be useful to have those characters in the database. So what I did is to create those with <code>CONVERT(UNHEX(value) USING utf32</code>.</p>
<p>What that does is this:</p>
<ul>
<li>UNHEX: get the number of the codepoint</li>
<li>CONVERT that number from utf32. In utf32 all characters are 4-byte/32-bit and are mapped 1-on-1 to their codepoint. This is what ucs2 does with 2-byte/16-bit, but then we can't use the full range of characters. That is why UTF-16 replaced ucs2. UTF-16 uses a variable length, just like UTF-8.</li>
</ul>
<p>So now I can do this:</p>
<pre><code>mysql> USE unicodedata
Reading table information for completion of table and column names
You can turn off this feature to get a quicker startup with -A
Database changed
mysql> SELECT name FROM ucd WHERE `char`='☺';
+--------------------+
| name |
+--------------------+
| WHITE SMILING FACE |
+--------------------+
1 row in set (0.00 sec)</code></pre>
<p>Or this:</p>
<p><img src="https://raw.githubusercontent.com/dveeden/mysqlunicodedata/master/Screenshot_unicodedata.png" alt="Screenshot of DOLPHIN character" style="width:700px"></p>
<p>To get the data (or just a dump of the database): <a href="https://github.com/dveeden/mysqlunicodedata">github.com/dveeden/mysqlunicodedata</a></p>
<p>I'm speaking at Percona Live Amsterdam about <a href="https://www.percona.com/live/europe-amsterdam-2015/sessions/unicode-and-mysql">MySQL and Unicode</a>. And you can also cath me the Booking.com booth (#205) or at the <a href="https://www.eventbrite.com/e/community-dinner-bookingcom-tickets-17901675393">Community Diner</a>.</p>
<h2 id="update-1">Update 1</h2>
<p>Set your encoding to utf8mb4 in your connection properties (e.g. <code>--default-character-set=utf8mb4</code>) or use <code>SET NAMES utf8mb4</code> to switch to the utf8mb4 character set.</p>
<p>On Linux you might want to install google-noto-color-emoji-fonts, gdouros-symbola-fonts and/or google-android-emoji-fonts to see the emoji characters. For other groups of characters you might need to install additional fonts specific to that script.</p>
<p>Emoji fonts should be present on Windows 10 and might not be present on Windows 7 and earlier. Use the unicode enable mysql option in the start menu which is installed by MySQL Installer. This is to enable unicode for cmd.exe (Powershell or cmd.exe with the correct codepage set might also work)</p>
<p>Thanks to Peter Laursen for testing this.</p>Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com11tag:blogger.com,1999:blog-1135944569112521190.post-67978008123949394042015-07-20T07:46:00.003+02:002015-07-20T07:47:56.036+02:00Inserting large rows in MySQL and MariaDBAs the maximum storage size for a LONGBLOB in MySQL is 4GB and the maximum max_allowed_packet size is 1GB I was wondering how it is possible to use the full LONGBLOB.<br />
<br />
So I started testing this. I wrote a Python script with MySQL Connector/Python and used MySQL Sandbox to bring up an instance of MySQl 5.6.25.<br />
<br />
One of the first settings I had to change was max_allowed_packet, which was expected. I set it to 1GB.<br />
<br />
The next setting was less expected, it was innodb_log_file_size. The server enforces that the transaction has to fit in 10% of the InnoDB log files. So I had to set it to 2 files of 5G to be able to insert one record of (almost) 1GB.<br />
<br />
So that worked for a row of a bit less that 1GB, this is because there is some overhead in the packet and the total has to fit in 1GB.<br />
<br />
For the next step (>1GB) I switched from Python to C so I could use mysql_stmt_send_long_data() which allows you to upload data in multiple chunks.<br />
<br />
I expected that to work, but it didn't. This is because in MySQL 5.6 and up the max_long_data_size was replaced by max_allowed_packet. But max_allowed_packet can only be set to max 1GB and max_long_data_size can be set to 4GB.<br />
<br />
So I switched from MySQL 5.6 to MariaDB 10.1, because MariaDB still has max_long_data_size. That worked, now I could upload rows of up to (almost) 4GB.<br />
<br />
I also noticed InnoDB will complain in the error logs about large tuples <br />
<span style="font-family: "Courier New",Courier,monospace;">InnoDB: Warning: tuple size very big: 1100000025</span><br />
<br />
So you can insert CD ISO images in your database. For small DVD images this could work if your connector uses the COM_STMT_SEND_LONG_DATA command.<br />
<br />
But it's best to avoid this and keep the size of rows smaller.<br />
<br />
The scripts I used for my tests (and references to the bugs I found):<br />
<a href="https://github.com/dveeden/mysql_supersize">https://github.com/dveeden/mysql_supersize</a>Daniël van Eedenhttp://www.blogger.com/profile/14757324605223498151noreply@blogger.com1