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<title>JmsTools Test 2018-11-12 17:29:59 - 2018-11-12 17:38:47</title>
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<h1>JmsTools Test Report</h1>
<h2>Summary</h2>
<p>
The test started at <span>2018-11-12 17:29:59</span> and ended at <span>2018-11-12 17:38:47</span>. A total of <span>484479</span> messages were produced
and <span>484516</span> consumed. Of the produced messages <span>0</span> (<span>0.00</span>%) were delayed.
These totals include committed and rolled back messages. Of the produced messages <span>40</span> were rolled back. Of the consumed messages <span>40</span> were rolled back.
</p>
<table>
<tbody>
<tr>
<th width="220">Test started</th>
<td align="center" width="150">2018-11-12 17:29:59</td>
</tr>
</tbody>
<tbody>
<tr>
<th width="220">Test finished</th>
<td align="center" width="150">2018-11-12 17:38:47</td>
</tr>
</tbody>
<tbody>
<tr>
<th width="220">Test duration</th>
<td align="center" width="150">8</td>
</tr>
</tbody>
<tbody>
<tr>
<th width="220">Produced with roll-back</th>
<td align="center" width="150">484,479</td>
</tr>
</tbody>
<tbody>
<tr>
<th width="220">Consumed with roll-back</th>
<td align="center" width="150">484,516</td>
</tr>
</tbody>
<tbody>
<tr>
<th width="220">Rolled-back produced</th>
<td align="center" width="150">40</td>
</tr>
</tbody>
<tbody>
<tr>
<th width="220">Rolled-back consumed</th>
<td align="center" width="150">40</td>
</tr>
</tbody>
<tbody>
<tr>
<th width="220">Produced</th>
<td align="center" width="150">484,439</td>
</tr>
</tbody>
<tbody>
<tr>
<th width="220">Consumed</th>
<td align="center" width="150">484,476</td>
</tr>
</tbody>
<tbody>
<tr>
<th width="220">Difference</th>
<td align="center" width="150">-37</td>
</tr>
</tbody>
<tbody>
<tr>
<th width="220">Lost messages</th>
<td align="center" width="150">8</td>
</tr>
</tbody>
<tbody>
<tr>
<th width="220">Duplicate messages</th>
<td align="center" width="150">44</td>
</tr>
</tbody>
<tbody>
<tr>
<th width="220">Ghost</th>
<td align="center" width="150">1</td>
</tr>
</tbody>
<tbody>
<tr>
<th width="220">Alien messages</th>
<td align="center" width="150">0</td>
</tr>
</tbody>
<tbody>
<tr>
<th width="220">Undead messages</th>
<td align="center" width="150">0</td>
</tr>
</tbody>
<tbody>
<tr>
<th width="220">Produced bytes</th>
<td align="center" width="150">2,200,292,665</td>
</tr>
</tbody>
<tbody>
<tr>
<th width="220">Consumed bytes</th>
<td align="center" width="150">2,200,457,075</td>
</tr>
</tbody>
<tbody>
<tr>
<th width="220">Max Produced Message Size</th>
<td align="center" width="150">8,053</td>
</tr>
</tbody>
<tbody>
<tr>
<th width="220">Average Produced Message Size</th>
<td align="center" width="150">4,541</td>
</tr>
</tbody>
<tbody>
<tr>
<th width="220">Min Produced Message Size</th>
<td align="center" width="150">1,024</td>
</tr>
</tbody>
</table>
<h2>Correctness</h2>
<p>
This part focuses on correctness and relies on the JmsTools id option. The goal is to ensure that the messaging
platform delivers every message exactly once.
<br>
A <b>lost</b> message is, well, gone. Sent but not received. It may be truly lost, it may have been moved to a
dead letter queue or the id property may have been lost in transit. Without the id property the message becomes
an alien.
<br>
A <b>duplicate</b> message has been delivered and (more importantly) committed by the consumer at least twice.
<br>
A <b>ghost</b> message has been sent but rolled back; if ghost messages are found something is seriously wrong.
Yet it happens.
<br>
An <b>alien</b> message is a message without the properties set by the producer. In a correctness test where the
consumer is used with the producer and with the id property set, there should be none. For a performance test
where messages are generated without the id property they are normal.
<br>
An <b>undead</b> message has never been sent, but yet it is not alien. Most likely a log file from another test
has been imported, but it is also possible that a message got through without being logged when a producer was
killed. That may be correct, or it may be problematic. If there are unexplained undead messages present, keep
testing and find out why.
</p>
<h3>Lost messages</h3>
There were <span>8</span> lost messages.
<table>
<thead>
<tr>
<th>JMS ID</th>
<th>Application ID</th>
<th>Published</th>
<th>Size</th>
<th>Delay</th>
</tr>
</thead>
<tbody>
<tr>
<td>ID:broker-1-36305-1542043799091-1:10:1:1:364</td>
<td>d285f280-89ce-4cc2-be78-8192df73d21a</td>
<td>2018-11-12 17:30:02.654</td>
<td align="right">3225</td>
<td align="right">0</td>
</tr>
<tr>
<td>ID:broker-1-36305-1542043799091-1:5:1:1:333</td>
<td>21111335-3c08-4963-b1a5-829226a5c88b</td>
<td>2018-11-12 17:30:02.467</td>
<td align="right">4006</td>
<td align="right">0</td>
</tr>
<tr>
<td>ID:broker-1-36305-1542043799091-1:6:1:1:305</td>
<td>1e0a4822-2241-4662-b63f-63d52808aff5</td>
<td>2018-11-12 17:30:02.439</td>
<td align="right">6917</td>
<td align="right">0</td>
</tr>
<tr>
<td>ID:broker-1-36305-1542043799091-1:6:1:1:312</td>
<td>e8143249-1aef-40ce-9264-eba504851192</td>
<td>2018-11-12 17:30:02.47</td>
<td align="right">2018</td>
<td align="right">0</td>
</tr>
<tr>
<td>ID:broker-1-36305-1542043799091-1:6:1:1:326</td>
<td>f445deca-6b30-48ef-9d22-17a2d2c43e73</td>
<td>2018-11-12 17:30:02.562</td>
<td align="right">7911</td>
<td align="right">0</td>
</tr>
<tr>
<td>ID:broker-1-36305-1542043799091-1:8:1:1:315</td>
<td>cd705a70-b125-44b6-af25-32966ac7d97f</td>
<td>2018-11-12 17:30:02.409</td>
<td align="right">5284</td>
<td align="right">0</td>
</tr>
<tr>
<td>ID:broker-1-36305-1542043799091-1:8:1:1:320</td>
<td>99ea7d47-bbb3-495e-bdbe-666a8a9961ce</td>
<td>2018-11-12 17:30:02.45</td>
<td align="right">6349</td>
<td align="right">0</td>
</tr>
<tr>
<td>ID:broker-1-36305-1542043799091-1:9:1:1:347</td>
<td>1be5aba9-144d-44e8-b0eb-f552b34ec124</td>
<td>2018-11-12 17:30:02.651</td>
<td align="right">7556</td>
<td align="right">0</td>
</tr>
</tbody>
</table>
<p>Check the dead letter queue!</p>
<h3>Duplicate messages</h3>
There were <span>44</span> duplicate messages.
<table>
<thead>
<tr>
<th>Application ID</th>
<th>JMS ID</th>
<th>Consumed</th>
<th>Size</th>
</tr>
</thead>
<tbody>
<tr>
<td>0dad6f82-2db9-4604-b87c-c35322d7f183</td>
<td>ID:broker-1-36305-1542043799091-1:9:1:1:13030</td>
<td>2018-11-12 17:36:08.027</td>
<td align="right">5710</td>
</tr>
<tr>
<td>0dad6f82-2db9-4604-b87c-c35322d7f183</td>
<td>ID:broker-1-36305-1542043799091-1:9:1:1:13030</td>
<td>2018-11-12 17:36:19.899</td>
<td align="right">5710</td>
</tr>
<tr>
<td>0f397cb2-47bb-480a-b69b-9b485ff2fccb</td>
<td>ID:broker-1-36305-1542043799091-1:4:1:1:299</td>
<td>2018-11-12 17:35:03.518</td>
<td align="right">7414</td>
</tr>
<tr>
<td>0f397cb2-47bb-480a-b69b-9b485ff2fccb</td>
<td>ID:broker-1-36305-1542043799091-1:4:1:1:299</td>
<td>2018-11-12 17:35:24.436</td>
<td align="right">7414</td>
</tr>
<tr>
<td>116e0a9f-4e51-4f39-a7f0-0d2d435cb40c</td>
<td>ID:broker-1-36305-1542043799091-1:6:1:1:12943</td>
<td>2018-11-12 17:36:08.028</td>
<td align="right">3864</td>
</tr>
<tr>
<td>116e0a9f-4e51-4f39-a7f0-0d2d435cb40c</td>
<td>ID:broker-1-36305-1542043799091-1:6:1:1:12943</td>
<td>2018-11-12 17:36:19.71</td>
<td align="right">3864</td>
</tr>
<tr>
<td>1c30470b-461e-41ea-b54a-291efd548d21</td>
<td>ID:broker-1-36305-1542043799091-1:7:1:1:335</td>
<td>2018-11-12 17:35:03.523</td>
<td align="right">1379</td>
</tr>
<tr>
<td>1c30470b-461e-41ea-b54a-291efd548d21</td>
<td>ID:broker-1-36305-1542043799091-1:7:1:1:335</td>
<td>2018-11-12 17:35:24.787</td>
<td align="right">1379</td>
</tr>
<tr>
<td>2186e5ca-031e-4d8f-a68d-fcddd5ba5d5c</td>
<td>ID:broker-1-36305-1542043799091-1:4:1:1:13001</td>
<td>2018-11-12 17:36:08.028</td>
<td align="right">5000</td>
</tr>
<tr>
<td>2186e5ca-031e-4d8f-a68d-fcddd5ba5d5c</td>
<td>ID:broker-1-36305-1542043799091-1:4:1:1:13001</td>
<td>2018-11-12 17:36:19.873</td>
<td align="right">5000</td>
</tr>
<tr>
<td>264238bc-0332-4d26-99ab-83c9759bab47</td>
<td>ID:broker-1-36305-1542043799091-1:8:1:1:12956</td>
<td>2018-11-12 17:36:08.027</td>
<td align="right">3864</td>
</tr>
<tr>
<td>264238bc-0332-4d26-99ab-83c9759bab47</td>
<td>ID:broker-1-36305-1542043799091-1:8:1:1:12956</td>
<td>2018-11-12 17:36:19.668</td>
<td align="right">3864</td>
</tr>
<tr>
<td>27ba7283-be32-4cdd-b442-c45dc99280fd</td>
<td>ID:broker-1-36305-1542043799091-1:5:1:1:327</td>
<td>2018-11-12 17:35:03.484</td>
<td align="right">2515</td>
</tr>
<tr>
<td>27ba7283-be32-4cdd-b442-c45dc99280fd</td>
<td>ID:broker-1-36305-1542043799091-1:5:1:1:327</td>
<td>2018-11-12 17:35:24.364</td>
<td align="right">2515</td>
</tr>
<tr>
<td>2851159b-9363-46e4-8f7b-d25e90509928</td>
<td>ID:broker-1-36305-1542043799091-1:4:1:1:12991</td>
<td>2018-11-12 17:36:19.36</td>
<td align="right">2160</td>
</tr>
<tr>
<td>2851159b-9363-46e4-8f7b-d25e90509928</td>
<td>ID:broker-1-36305-1542043799091-1:4:1:1:12991</td>
<td>2018-11-12 17:36:08.026</td>
<td align="right">2160</td>
</tr>
<tr>
<td>2a2a7bac-1053-4cf2-8ff9-584ffbff408d</td>
<td>ID:broker-1-36305-1542043799091-1:6:1:1:311</td>
<td>2018-11-12 17:35:03.518</td>
<td align="right">7556</td>
</tr>
<tr>
<td>2a2a7bac-1053-4cf2-8ff9-584ffbff408d</td>
<td>ID:broker-1-36305-1542043799091-1:6:1:1:311</td>
<td>2018-11-12 17:35:24.451</td>
<td align="right">7556</td>
</tr>
<tr>
<td>2b00b7f3-579d-4182-8c53-8c5f29867d7e</td>
<td>ID:broker-1-36305-1542043799091-1:5:1:1:15287</td>
<td>2018-11-12 17:36:19.714</td>
<td align="right">3154</td>
</tr>
<tr>
<td>2b00b7f3-579d-4182-8c53-8c5f29867d7e</td>
<td>ID:broker-1-36305-1542043799091-1:5:1:1:15287</td>
<td>2018-11-12 17:36:08.027</td>
<td align="right">3154</td>
</tr>
<tr>
<td>2c51da1c-caa5-4260-be89-2b44071e3120</td>
<td>ID:broker-1-36305-1542043799091-1:6:1:1:12933</td>
<td>2018-11-12 17:36:19.618</td>
<td align="right">2657</td>
</tr>
<tr>
<td>2c51da1c-caa5-4260-be89-2b44071e3120</td>
<td>ID:broker-1-36305-1542043799091-1:6:1:1:12933</td>
<td>2018-11-12 17:36:08.026</td>
<td align="right">2657</td>
</tr>
<tr>
<td>3699c290-258c-4ad8-9dd0-9b43e36a6d52</td>
<td>ID:broker-1-36305-1542043799091-1:9:1:1:13024</td>
<td>2018-11-12 17:36:19.618</td>
<td align="right">3864</td>
</tr>
<tr>
<td>3699c290-258c-4ad8-9dd0-9b43e36a6d52</td>
<td>ID:broker-1-36305-1542043799091-1:9:1:1:13024</td>
<td>2018-11-12 17:36:08.026</td>
<td align="right">3864</td>
</tr>
<tr>
<td>383cf811-77a6-422f-a6e1-9207a9237bf3</td>
<td>ID:broker-1-36305-1542043799091-1:9:1:1:13022</td>
<td>2018-11-12 17:36:19.494</td>
<td align="right">4716</td>
</tr>
<tr>
<td>383cf811-77a6-422f-a6e1-9207a9237bf3</td>
<td>ID:broker-1-36305-1542043799091-1:9:1:1:13022</td>
<td>2018-11-12 17:36:08.026</td>
<td align="right">4716</td>
</tr>
<tr>
<td>3f14112b-f08c-4249-ae3f-ca04540cd107</td>
<td>ID:broker-1-36305-1542043799091-1:5:1:1:335</td>
<td>2018-11-12 17:35:24.51</td>
<td align="right">4787</td>
</tr>
<tr>
<td>3f14112b-f08c-4249-ae3f-ca04540cd107</td>
<td>ID:broker-1-36305-1542043799091-1:5:1:1:335</td>
<td>2018-11-12 17:35:03.519</td>
<td align="right">4787</td>
</tr>
<tr>
<td>41d45906-694f-4eab-bb83-9c0c6db4680c</td>
<td>ID:broker-1-36305-1542043799091-1:7:1:1:332</td>
<td>2018-11-12 17:35:24.74</td>
<td align="right">6775</td>
</tr>
<tr>
<td>41d45906-694f-4eab-bb83-9c0c6db4680c</td>
<td>ID:broker-1-36305-1542043799091-1:7:1:1:332</td>
<td>2018-11-12 17:35:03.521</td>
<td align="right">6775</td>
</tr>
<tr>
<td>471c68f7-145c-4aa1-bbbe-360f4582981f</td>
<td>ID:broker-1-36305-1542043799091-1:2:1:1:13028</td>
<td>2018-11-12 17:36:08.014</td>
<td align="right">3722</td>
</tr>
<tr>
<td>471c68f7-145c-4aa1-bbbe-360f4582981f</td>
<td>ID:broker-1-36305-1542043799091-1:2:1:1:13028</td>
<td>2018-11-12 17:36:19.363</td>
<td align="right">3722</td>
</tr>
<tr>
<td>4db94f18-61cf-4c3d-8ce2-a46ed4702f01</td>
<td>ID:broker-1-36305-1542043799091-1:3:1:1:317</td>
<td>2018-11-12 17:35:24.602</td>
<td align="right">5000</td>
</tr>
<tr>
<td>4db94f18-61cf-4c3d-8ce2-a46ed4702f01</td>
<td>ID:broker-1-36305-1542043799091-1:3:1:1:317</td>
<td>2018-11-12 17:35:03.519</td>
<td align="right">5000</td>
</tr>
<tr>
<td>51be037c-a076-4965-ab67-0c6e0a16a8cb</td>
<td>ID:broker-1-36305-1542043799091-1:10:1:1:15252</td>
<td>2018-11-12 17:36:19.739</td>
<td align="right">3793</td>
</tr>
<tr>
<td>51be037c-a076-4965-ab67-0c6e0a16a8cb</td>
<td>ID:broker-1-36305-1542043799091-1:10:1:1:15252</td>
<td>2018-11-12 17:36:08.028</td>
<td align="right">3793</td>
</tr>
<tr>
<td>55703821-7963-4632-a02d-d56cd6e3fd1a</td>
<td>ID:broker-1-36305-1542043799091-1:9:1:1:13023</td>
<td>2018-11-12 17:36:19.42</td>
<td align="right">5994</td>
</tr>
<tr>
<td>55703821-7963-4632-a02d-d56cd6e3fd1a</td>
<td>ID:broker-1-36305-1542043799091-1:9:1:1:13023</td>
<td>2018-11-12 17:36:08.026</td>
<td align="right">5994</td>
</tr>
<tr>
<td>5ccf4adc-b9c3-4d8c-a80f-c105731464e1</td>
<td>ID:broker-1-36305-1542043799091-1:3:1:1:12926</td>
<td>2018-11-12 17:36:18.67</td>
<td align="right">7414</td>
</tr>
<tr>
<td>5ccf4adc-b9c3-4d8c-a80f-c105731464e1</td>
<td>ID:broker-1-36305-1542043799091-1:3:1:1:12926</td>
<td>2018-11-12 17:36:07.812</td>
<td align="right">7414</td>
</tr>
<tr>
<td>622a3d66-5461-4f99-9fc4-16867f7990ca</td>
<td>ID:broker-1-36305-1542043799091-1:2:1:1:13036</td>
<td>2018-11-12 17:36:08.027</td>
<td align="right">7343</td>
</tr>
<tr>
<td>622a3d66-5461-4f99-9fc4-16867f7990ca</td>
<td>ID:broker-1-36305-1542043799091-1:2:1:1:13036</td>
<td>2018-11-12 17:36:19.689</td>
<td align="right">7343</td>
</tr>
<tr>
<td>654e65a7-f429-4b0a-85c4-74a3b7fa0490</td>
<td>ID:broker-1-36305-1542043799091-1:2:1:1:13043</td>
<td>2018-11-12 17:36:19.932</td>
<td align="right">7769</td>
</tr>
<tr>
<td>654e65a7-f429-4b0a-85c4-74a3b7fa0490</td>
<td>ID:broker-1-36305-1542043799091-1:2:1:1:13043</td>
<td>2018-11-12 17:36:08.028</td>
<td align="right">7769</td>
</tr>
<tr>
<td>80f35207-8438-46ce-aa08-5e6bc7901b93</td>
<td>ID:broker-1-36305-1542043799091-1:8:1:1:12955</td>
<td>2018-11-12 17:36:08.027</td>
<td align="right">4929</td>
</tr>
<tr>
<td>80f35207-8438-46ce-aa08-5e6bc7901b93</td>
<td>ID:broker-1-36305-1542043799091-1:8:1:1:12955</td>
<td>2018-11-12 17:36:19.552</td>
<td align="right">4929</td>
</tr>
<tr>
<td>944e6e06-49a8-492e-b12e-37368351ffc9</td>
<td>ID:broker-1-36305-1542043799091-1:7:1:1:13021</td>
<td>2018-11-12 17:36:07.966</td>
<td align="right">2444</td>
</tr>
<tr>
<td>944e6e06-49a8-492e-b12e-37368351ffc9</td>
<td>ID:broker-1-36305-1542043799091-1:7:1:1:13021</td>
<td>2018-11-12 17:36:18.848</td>
<td align="right">2444</td>
</tr>
<tr>
<td>94c2d815-747e-45b3-9f50-f3442f57dddb</td>
<td>ID:broker-1-36305-1542043799091-1:2:1:1:335</td>
<td>2018-11-12 17:35:03.521</td>
<td align="right">5426</td>
</tr>
<tr>
<td>94c2d815-747e-45b3-9f50-f3442f57dddb</td>
<td>ID:broker-1-36305-1542043799091-1:2:1:1:335</td>
<td>2018-11-12 17:35:24.656</td>
<td align="right">5426</td>
</tr>
<tr>
<td>968f3de6-04f9-41cd-b06a-c48c03102380</td>
<td>ID:broker-1-36305-1542043799091-1:10:1:1:15246</td>
<td>2018-11-12 17:36:08.027</td>
<td align="right">4077</td>
</tr>
<tr>
<td>968f3de6-04f9-41cd-b06a-c48c03102380</td>
<td>ID:broker-1-36305-1542043799091-1:10:1:1:15246</td>
<td>2018-11-12 17:36:19.689</td>
<td align="right">4077</td>
</tr>
<tr>
<td>9bab9ee2-b45e-47ab-aa4e-a666f5ecebdb</td>
<td>ID:broker-1-36305-1542043799091-1:5:1:1:334</td>
<td>2018-11-12 17:35:24.516</td>
<td align="right">3083</td>
</tr>
<tr>
<td>9bab9ee2-b45e-47ab-aa4e-a666f5ecebdb</td>
<td>ID:broker-1-36305-1542043799091-1:5:1:1:334</td>
<td>2018-11-12 17:35:03.518</td>
<td align="right">3083</td>
</tr>
<tr>
<td>a7c3c110-8397-4051-9550-e3efa77d2cd3</td>
<td>ID:broker-1-36305-1542043799091-1:7:1:1:13034</td>
<td>2018-11-12 17:36:08.014</td>
<td align="right">2018</td>
</tr>
<tr>
<td>a7c3c110-8397-4051-9550-e3efa77d2cd3</td>
<td>ID:broker-1-36305-1542043799091-1:7:1:1:13034</td>
<td>2018-11-12 17:36:19.298</td>
<td align="right">2018</td>
</tr>
<tr>
<td>a810eb6d-f5a6-48ea-b185-03f02a0054eb</td>
<td>ID:broker-1-36305-1542043799091-1:6:1:1:314</td>
<td>2018-11-12 17:35:03.519</td>
<td align="right">6562</td>
</tr>
<tr>
<td>a810eb6d-f5a6-48ea-b185-03f02a0054eb</td>
<td>ID:broker-1-36305-1542043799091-1:6:1:1:314</td>
<td>2018-11-12 17:35:24.601</td>
<td align="right">6562</td>
</tr>
<tr>
<td>aa0f43d2-ba3e-43b5-b5e3-d75ebb2e894e</td>
<td>ID:broker-1-36305-1542043799091-1:10:1:1:332</td>
<td>2018-11-12 17:35:24.439</td>
<td align="right">4432</td>
</tr>
<tr>
<td>aa0f43d2-ba3e-43b5-b5e3-d75ebb2e894e</td>
<td>ID:broker-1-36305-1542043799091-1:10:1:1:332</td>
<td>2018-11-12 17:35:03.518</td>
<td align="right">4432</td>
</tr>
<tr>
<td>aa12b731-bd8b-4382-be9d-98c0f9947d1a</td>
<td>ID:broker-1-36305-1542043799091-1:2:1:1:13027</td>
<td>2018-11-12 17:36:19.315</td>
<td align="right">4787</td>
</tr>
<tr>
<td>aa12b731-bd8b-4382-be9d-98c0f9947d1a</td>
<td>ID:broker-1-36305-1542043799091-1:2:1:1:13027</td>
<td>2018-11-12 17:36:08.013</td>
<td align="right">4787</td>
</tr>
<tr>
<td>b9276a48-3348-483f-a0e6-794f6b90fd08</td>
<td>ID:broker-1-36305-1542043799091-1:7:1:1:336</td>
<td>2018-11-12 17:35:24.808</td>
<td align="right">3864</td>
</tr>
<tr>
<td>b9276a48-3348-483f-a0e6-794f6b90fd08</td>
<td>ID:broker-1-36305-1542043799091-1:7:1:1:336</td>
<td>2018-11-12 17:35:03.523</td>
<td align="right">3864</td>
</tr>
<tr>
<td>ba0643b4-250b-4fcd-b482-39031fabb161</td>
<td>ID:broker-1-36305-1542043799091-1:7:1:1:331</td>
<td>2018-11-12 17:35:03.521</td>
<td align="right">2515</td>
</tr>
<tr>
<td>ba0643b4-250b-4fcd-b482-39031fabb161</td>
<td>ID:broker-1-36305-1542043799091-1:7:1:1:331</td>
<td>2018-11-12 17:35:24.657</td>
<td align="right">2515</td>
</tr>
<tr>
<td>c0319bf2-af30-4df2-849e-801650faa63d</td>
<td>ID:broker-1-36305-1542043799091-1:2:1:1:340</td>
<td>2018-11-12 17:35:03.525</td>
<td align="right">1734</td>
</tr>
<tr>
<td>c0319bf2-af30-4df2-849e-801650faa63d</td>
<td>ID:broker-1-36305-1542043799091-1:2:1:1:340</td>
<td>2018-11-12 17:35:24.876</td>
<td align="right">1734</td>
</tr>
<tr>
<td>daf59cd7-7df4-438f-8201-6d25d37b80cf</td>
<td>ID:broker-1-36305-1542043799091-1:2:1:1:12991</td>
<td>2018-11-12 17:36:18.514</td>
<td align="right">6846</td>
</tr>
<tr>
<td>daf59cd7-7df4-438f-8201-6d25d37b80cf</td>
<td>ID:broker-1-36305-1542043799091-1:2:1:1:12991</td>
<td>2018-11-12 17:36:07.855</td>
<td align="right">6846</td>
</tr>
<tr>
<td>dd6c50e4-2037-47bb-b8f7-c6195797d264</td>
<td>ID:broker-1-36305-1542043799091-1:9:1:1:13029</td>
<td>2018-11-12 17:36:08.027</td>
<td align="right">4574</td>
</tr>
<tr>
<td>dd6c50e4-2037-47bb-b8f7-c6195797d264</td>
<td>ID:broker-1-36305-1542043799091-1:9:1:1:13029</td>
<td>2018-11-12 17:36:19.71</td>
<td align="right">4574</td>
</tr>
<tr>
<td>ddc55dc9-a512-4b23-a4b0-c8e62545a9ec</td>
<td>ID:broker-1-36305-1542043799091-1:5:1:1:328</td>
<td>2018-11-12 17:35:24.38</td>
<td align="right">7982</td>
</tr>
<tr>
<td>ddc55dc9-a512-4b23-a4b0-c8e62545a9ec</td>
<td>ID:broker-1-36305-1542043799091-1:5:1:1:328</td>
<td>2018-11-12 17:35:03.518</td>
<td align="right">7982</td>
</tr>
<tr>
<td>de9d57af-a957-40cd-a9e1-2975b063d576</td>
<td>ID:broker-1-36305-1542043799091-1:2:1:1:13004</td>
<td>2018-11-12 17:36:07.798</td>
<td align="right">7627</td>
</tr>
<tr>
<td>de9d57af-a957-40cd-a9e1-2975b063d576</td>
<td>ID:broker-1-36305-1542043799091-1:2:1:1:13004</td>
<td>2018-11-12 17:36:18.764</td>
<td align="right">7627</td>
</tr>
<tr>
<td>df3aa65f-8b06-4ca6-9ff3-7db476d4bb19</td>
<td>ID:broker-1-36305-1542043799091-1:8:1:1:340</td>
<td>2018-11-12 17:35:03.525</td>
<td align="right">2302</td>
</tr>
<tr>
<td>df3aa65f-8b06-4ca6-9ff3-7db476d4bb19</td>
<td>ID:broker-1-36305-1542043799091-1:8:1:1:340</td>
<td>2018-11-12 17:35:24.795</td>
<td align="right">2302</td>
</tr>
<tr>
<td>dffa8439-8b01-452d-9313-a57264459036</td>
<td>ID:broker-1-36305-1542043799091-1:6:1:1:321</td>
<td>2018-11-12 17:35:03.523</td>
<td align="right">6704</td>
</tr>
<tr>
<td>dffa8439-8b01-452d-9313-a57264459036</td>
<td>ID:broker-1-36305-1542043799091-1:6:1:1:321</td>
<td>2018-11-12 17:35:24.765</td>
<td align="right">6704</td>
</tr>
<tr>
<td>ea7d25a4-67cb-4566-bdb5-4ea9182cf950</td>
<td>ID:broker-1-36305-1542043799091-1:4:1:1:316</td>
<td>2018-11-12 17:35:03.525</td>
<td align="right">3154</td>
</tr>
<tr>
<td>ea7d25a4-67cb-4566-bdb5-4ea9182cf950</td>
<td>ID:broker-1-36305-1542043799091-1:4:1:1:316</td>
<td>2018-11-12 17:35:24.85</td>
<td align="right">3154</td>
</tr>
<tr>
<td>eee58d55-7669-4e23-ae75-22f7423df3bb</td>
<td>ID:broker-1-36305-1542043799091-1:1:1:1:336</td>
<td>2018-11-12 17:35:03.521</td>
<td align="right">5142</td>
</tr>
<tr>
<td>eee58d55-7669-4e23-ae75-22f7423df3bb</td>
<td>ID:broker-1-36305-1542043799091-1:1:1:1:336</td>
<td>2018-11-12 17:35:24.666</td>
<td align="right">5142</td>
</tr>
<tr>
<td>f444f6cb-61a5-4b56-9d0b-75877d5fe5c5</td>
<td>ID:broker-1-36305-1542043799091-1:1:1:1:343</td>
<td>2018-11-12 17:35:03.523</td>
<td align="right">2373</td>
</tr>
<tr>
<td>f444f6cb-61a5-4b56-9d0b-75877d5fe5c5</td>
<td>ID:broker-1-36305-1542043799091-1:1:1:1:343</td>
<td>2018-11-12 17:35:24.865</td>
<td align="right">2373</td>
</tr>
<tr>
<td>fab5d5e9-36ea-403f-ab6f-8920b4750eb8</td>
<td>ID:broker-1-36305-1542043799091-1:7:1:1:329</td>
<td>2018-11-12 17:35:03.521</td>
<td align="right">5923</td>
</tr>
<tr>
<td>fab5d5e9-36ea-403f-ab6f-8920b4750eb8</td>
<td>ID:broker-1-36305-1542043799091-1:7:1:1:329</td>
<td>2018-11-12 17:35:24.567</td>
<td align="right">5923</td>
</tr>
</tbody>
</table>
<h3>Ghost messages</h3>
There were <span>1</span> ghost messages.
<table>
<thead>
<tr>
<th>JMS ID</th>
<th>Application ID</th>
<th>Consumed</th>
<th>Size</th>
</tr>
</thead>
<tbody>
<tr>
<td>ID:broker-1-36305-1542043799091-1:4:1:1:13384</td>
<td>80292b3d-468b-488b-b2c1-9f5c0565640c</td>
<td>2018-11-12 17:36:23.146</td>
<td align="right">2728</td>
</tr>
</tbody>
</table>
<h3>Alien messages</h3>
There were no alien messages.
<h3>Undead messages</h3>
There were no undead messages.
<h2>Performance</h2>
<p>This part focuses on performance. It covers throughput (consumed and produced messages per minute) as well as
flight time. Be careful not to make hasty conclusions based on the figures. Performance can vary a lot with
message sizes, transaction policies, the number of threads, the number of queues and so on. With that said, here
is the data.
<h3>Throughput</h3>
<table>
<thead>
<tr>
<th rowspan="2">Period</th>
<th rowspan="2" align="right">Total #</th>
<th rowspan="2" align="right">TPS</th>
<th rowspan="2" align="right">Total bytes</th>
<th colspan="4">Produced</th>
<th colspan="4">Consumed</th>
</tr>
<tr>
<th>Count</th>
<th>Bytes</th>
<th>Max message size</th>
<th>Median message size</th>
<th>Count</th>
<th>Bytes</th>
<th>Max message size</th>
<th>Median message size</th>
</tr>
</thead>
<tbody>
<tr>
<td>2018-11-12 17:29:00.0</td>
<td align="right">272</td>
<td align="right">4.5</td>
<td align="right">1248601</td>
<td align="right">272</td>
<td align="right">1248601</td>
<td align="right">8053</td>
<td align="right">4716</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">0</td>
</tr>
<tr>
<td>2018-11-12 17:30:00.0</td>
<td align="right">138057</td>
<td align="right">2300.9</td>
<td align="right">626859706</td>
<td align="right">138057</td>
<td align="right">626859706</td>
<td align="right">8053</td>
<td align="right">4574</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">0</td>
</tr>
<tr>
<td>2018-11-12 17:31:00.0</td>
<td align="right">91885</td>
<td align="right">1531.4</td>
<td align="right">417574973</td>
<td align="right">91885</td>
<td align="right">417574973</td>
<td align="right">8053</td>
<td align="right">4574</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">0</td>
</tr>
<tr>
<td>2018-11-12 17:32:00.0</td>
<td align="right">88002</td>
<td align="right">1466.7</td>
<td align="right">399267857</td>
<td align="right">88002</td>
<td align="right">399267857</td>
<td align="right">8053</td>
<td align="right">4503</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">0</td>
</tr>
<tr>
<td>2018-11-12 17:33:00.0</td>
<td align="right">84923</td>
<td align="right">1415.4</td>
<td align="right">385822091</td>
<td align="right">84923</td>
<td align="right">385822091</td>
<td align="right">8053</td>
<td align="right">4574</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">0</td>
</tr>
<tr>
<td>2018-11-12 17:34:00.0</td>
<td align="right">81348</td>
<td align="right">1355.8</td>
<td align="right">369737214</td>
<td align="right">81300</td>
<td align="right">369519437</td>
<td align="right">8053</td>
<td align="right">4574</td>
<td align="right">48</td>
<td align="right">217777</td>
<td align="right">7982</td>
<td align="right">4467</td>
</tr>
<tr>
<td>2018-11-12 17:35:00.0</td>
<td align="right">107483</td>
<td align="right">1791.4</td>
<td align="right">487936236</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">107483</td>
<td align="right">487936236</td>
<td align="right">8053</td>
<td align="right">4574</td>
</tr>
<tr>
<td>2018-11-12 17:36:00.0</td>
<td align="right">113161</td>
<td align="right">1886.0</td>
<td align="right">514484638</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">113161</td>
<td align="right">514484638</td>
<td align="right">8053</td>
<td align="right">4574</td>
</tr>
<tr>
<td>2018-11-12 17:37:00.0</td>
<td align="right">134236</td>
<td align="right">2237.3</td>
<td align="right">609324161</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">134236</td>
<td align="right">609324161</td>
<td align="right">8053</td>
<td align="right">4503</td>
</tr>
<tr>
<td>2018-11-12 17:38:00.0</td>
<td align="right">129548</td>
<td align="right">2159.1</td>
<td align="right">588494263</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">0</td>
<td align="right">129548</td>
<td align="right">588494263</td>
<td align="right">8053</td>
<td align="right">4574</td>
</tr>
</tbody>
</table>
<img 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">
<h3>Flight time</h3>
<p>The flight times are measured in milliseconds between the produced and consumed times. Not the commit
times - there may be a difference, in particular when batches are used. Percentiles are computed by picking
the closest real value without any interpolation, so for tests with few messages per minute they will be
formally correct but misleading.
<table>
<thead>
<tr>
<th>Period</th>
<th>Count</th>
<th>Min</th>
<th>Median</th>
<th>95 percentile</th>
<th>Max</th>
</tr>
</thead>
<tbody>
<tr>
<td>2018-11-12 17:29:00.0</td>
<td align="right">282</td>
<td align="right">300196</td>
<td align="right">300578</td>
<td align="right">300975</td>
<td align="right">301132</td>
</tr>
<tr>
<td>2018-11-12 17:30:00.0</td>
<td align="right">138083</td>
<td align="right">300533</td>
<td align="right">322032</td>
<td align="right">325830</td>
<td align="right">328872</td>
</tr>
<tr>
<td>2018-11-12 17:31:00.0</td>
<td align="right">91885</td>
<td align="right">305178</td>
<td align="right">309489</td>
<td align="right">315292</td>
<td align="right">317936</td>
</tr>
<tr>
<td>2018-11-12 17:32:00.0</td>
<td align="right">88002</td>
<td align="right">287745</td>
<td align="right">297941</td>
<td align="right">305348</td>
<td align="right">305920</td>
</tr>
<tr>
<td>2018-11-12 17:33:00.0</td>
<td align="right">84933</td>
<td align="right">252576</td>
<td align="right">265267</td>
<td align="right">274098</td>
<td align="right">277891</td>
</tr>
<tr>
<td>2018-11-12 17:34:00.0</td>
<td align="right">81290</td>
<td align="right">228195</td>
<td align="right">241119</td>
<td align="right">251575</td>
<td align="right">265443</td>
</tr>
</tbody>
</table>
<img 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