hi wouter, if i check in the munin graph there is 16.59m bogus querys, running the command line i got:<br><br>[root@dns1 ~]# unbound-control stats_noreset | grep bogus<br>num.answer.bogus=0<br>num.rrset.bogus=1<br>[root@dns1 ~]#<br>

<br><br>I think m is for mega, similar as k if for kilo right?<br>in the other hand just for test, i disable the cumulative setting and the graph show a huge fall in the numbers, take a look a this picture:<br><br><img src="data:image/png;base64,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<br>Im wondering what is the correct value, with or without cumulative ?<br><br><div class="gmail_quote">On Thu, Mar 21, 2013 at 4:07 AM, W.C.A. Wijngaards <span dir="ltr"><<a href="mailto:wouter@nlnetlabs.nl" target="_blank">wouter@nlnetlabs.nl</a>></span> wrote:<br>

<blockquote class="gmail_quote" style="margin:0 0 0 .8ex;border-left:1px #ccc solid;padding-left:1ex">-----BEGIN PGP SIGNED MESSAGE-----<br>
Hash: SHA1<br>
<br>
Hi Miguel,<br>
<div><div><br>
On 03/20/2013 04:28 PM, Miguel Miranda wrote:<br>
> Hello to all, im following the<br>
> <a href="http://www.unbound.net/documentation/howto_statistics.html" target="_blank">http://www.unbound.net/documentation/howto_statistics.html</a> doc to<br>
> setup unbound stats using munin, in the doc is not clear if a have<br>
> to enable statistics-cumulative or not, however in the munin plugin<br>
> itself it indicated that statistics-cumulative are required. I have<br>
> run some tests and i got huge values like 663.67m bogus querys, i<br>
> think if for the acumulative setting beacuse i just got 9.6k qps in<br>
> the hits graph.<br>
<br>
</div></div>663.68  mega or milli ?<br>
<br>
600.000.000 qps is a bit high, yes.  If you do unbound-control<br>
stats_noreset you can peek at the statistics output.  The output uses<br>
plain numbers (without k,m, ...).  Can you try this and see what<br>
numbers are wrong there?<br>
<br>
Best regards,<br>
   Wouter<br>
<br>
-----BEGIN PGP SIGNATURE-----<br>
Version: GnuPG v1.4.13 (GNU/Linux)<br>
Comment: Using GnuPG with Thunderbird - <a href="http://www.enigmail.net/" target="_blank">http://www.enigmail.net/</a><br>
<br>
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mcXq9vA54fdq8am0h9+M<br>
=xQ2a<br>
-----END PGP SIGNATURE-----<br>
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</blockquote></div><br>