ODTUG Aggregator ODTUG Blogs http://localhost:8080 Tue, 14 Aug 2018 02:52:34 +0000 http://aggrssgator.com/ Build a Homelab Dashboard: Part 7, pfSense @hyperionepmcom https://www.epmmarshall.com/pfsense-dashboard/ <p>After a small break, I&#8217;m ready to continue the homelab dashboard series! This week we&#8217;ll be looking at pfSense statistics and how we add those to our homelab dashboard. Before we dive in, as always, we&#8217;ll look at the series so far:</p> <ol> <li><strong><a href="https://www.epmmarshall.com/homelab-dashboard-01/">An Introduction</a></strong></li> <li><strong><a href="https://www.epmmarshall.com/organizr/">Organizr</a></strong></li> <li><strong><a href="https://www.epmmarshall.com/organizr-continued/">Organizr Continued</a></strong></li> <li><strong><a href="https://www.epmmarshall.com/influxdb-homelab-dashboard/">InfluxDB</a></strong></li> <li><strong><a href="https://www.epmmarshall.com/telegraf-homelab-dashboard/">Telegraf Introduction</a></strong></li> <li><strong><a href="https://www.epmmarshall.com/grafana-homelab-dashboard/">Grafana Introduction</a></strong></li> <li><strong>pfSense</strong></li> </ol> <h1>pfSense and Telegraf</h1> <p>If you are reading this blog post, I&#8217;m going to assume you have at least a basic knowledge of pfSense. In short, pfSense is a firewall/router used by many of us in our homelabs. It is based on FreeBSD (Unix) and has many available built-in packages. One of those packages just happens to be Telegraf. Sadly, it also happens to be a really old verison of Telegraf, but more on that later. Having this built in makes it very easy to configure and get up and running. Once we have Telegraf running, we&#8217;ll dive into how we visualize the statistics in Grafana, which isn&#8217;t quite as straight forward.</p> <h1>Installing Telegraf on pfSense</h1> <p>Installation of Telegraf is pretty easy. As I mentioned earlier, this is one of the many packages that we can easily install in pfSense. We&#8217;ll start by opening the pfSense management interface:</p> <p><a href="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2096" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-04_8-24-27/" data-orig-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?fit=1185%2C571&amp;ssl=1" data-orig-size="1185,571" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-04_8-24-27" data-image-description="" data-medium-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?fit=300%2C145&amp;ssl=1" data-large-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?fit=912%2C439&amp;ssl=1" class="aligncenter size-large wp-image-2096 imgborder" src="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?resize=1024%2C493&amp;ssl=1 1024w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?resize=300%2C145&amp;ssl=1 300w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?resize=768%2C370&amp;ssl=1 768w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?resize=600%2C289&amp;ssl=1 600w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?w=1185&amp;ssl=1 1185w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>For most of us, we&#8217;re looking at our primary means to access the internet, and as such I would recommend verifying that you are on the latest version before proceeding. Once you have completed that task, you can move on to clicking on <strong>System</strong> and then <strong>Package Manager</strong>:</p> <p><a href="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2097" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-04_8-24-43/" data-orig-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?fit=1185%2C569&amp;ssl=1" data-orig-size="1185,569" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-04_8-24-43" data-image-description="" data-medium-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?fit=300%2C144&amp;ssl=1" data-large-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?fit=912%2C438&amp;ssl=1" class="aligncenter size-large wp-image-2097 imgborder" src="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?resize=1024%2C492&amp;ssl=1 1024w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?resize=300%2C144&amp;ssl=1 300w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?resize=768%2C369&amp;ssl=1 768w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?resize=600%2C288&amp;ssl=1 600w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?w=1185&amp;ssl=1 1185w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>Here we can see all of our installed packages. Next we&#8217;ll click on <strong>Available Packages</strong>:</p> <p><a href="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2098" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-04_8-24-56/" data-orig-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?fit=1185%2C644&amp;ssl=1" data-orig-size="1185,644" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-04_8-24-56" data-image-description="" data-medium-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?fit=300%2C163&amp;ssl=1" data-large-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?fit=912%2C496&amp;ssl=1" class="aligncenter size-large wp-image-2098 imgborder" src="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?resize=1024%2C557&amp;ssl=1 1024w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?resize=300%2C163&amp;ssl=1 300w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?resize=768%2C417&amp;ssl=1 768w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?resize=600%2C326&amp;ssl=1 600w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?w=1185&amp;ssl=1 1185w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>If we scroll way down the alphabetical list, we&#8217;ll find Telegraf and click the associated install button:</p> <p><a href="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2099" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-04_8-25-19/" data-orig-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?fit=1185%2C594&amp;ssl=1" data-orig-size="1185,594" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-04_8-25-19" data-image-description="" data-medium-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?fit=300%2C150&amp;ssl=1" data-large-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?fit=912%2C457&amp;ssl=1" class="aligncenter size-large wp-image-2099 imgborder" src="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?resize=1024%2C513&amp;ssl=1 1024w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?resize=300%2C150&amp;ssl=1 300w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?resize=768%2C385&amp;ssl=1 768w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?resize=600%2C301&amp;ssl=1 600w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?w=1185&amp;ssl=1 1185w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>Finally, click the <strong>Confirm</strong> button and watch the installer go:</p> <p><a href="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2101" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-04_8-25-31/" data-orig-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?fit=1185%2C317&amp;ssl=1" data-orig-size="1185,317" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-04_8-25-31" data-image-description="" data-medium-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?fit=300%2C80&amp;ssl=1" data-large-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?fit=912%2C244&amp;ssl=1" class="aligncenter size-large wp-image-2101 imgborder" src="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?resize=1024%2C274&amp;ssl=1 1024w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?resize=300%2C80&amp;ssl=1 300w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?resize=768%2C205&amp;ssl=1 768w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?resize=600%2C161&amp;ssl=1 600w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?w=1185&amp;ssl=1 1185w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>We should see a success message:</p> <p><a href="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2102" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-04_8-25-59/" data-orig-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?fit=1186%2C681&amp;ssl=1" data-orig-size="1186,681" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-04_8-25-59" data-image-description="" data-medium-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?fit=300%2C172&amp;ssl=1" data-large-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?fit=912%2C524&amp;ssl=1" class="aligncenter size-large wp-image-2102 imgborder" src="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?resize=1024%2C588&amp;ssl=1 1024w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?resize=300%2C172&amp;ssl=1 300w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?resize=768%2C441&amp;ssl=1 768w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?resize=600%2C345&amp;ssl=1 600w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?w=1186&amp;ssl=1 1186w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>Now we are ready to configure Telegraf. Click on the <strong>Services</strong> tab and then click on <strong>Telegraf</strong>:</p> <p><img data-attachment-id="2103" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-04_8-26-18/" data-orig-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-26-18.jpg?fit=1185%2C681&amp;ssl=1" data-orig-size="1185,681" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-04_8-26-18" data-image-description="" data-medium-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-26-18.jpg?fit=300%2C172&amp;ssl=1" data-large-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-26-18.jpg?fit=912%2C524&amp;ssl=1" class="aligncenter size-large wp-image-2103 imgborder" src="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-26-18.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-26-18.jpg?resize=1024%2C588&amp;ssl=1 1024w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-26-18.jpg?resize=300%2C172&amp;ssl=1 300w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-26-18.jpg?resize=768%2C441&amp;ssl=1 768w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-26-18.jpg?resize=600%2C345&amp;ssl=1 600w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-26-18.jpg?w=1185&amp;ssl=1 1185w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></p> <p>Ensure that Telegraf is enabled and add in your server name, database name, username, and password. Once you click save, it should start sending statistics over to InfluxDB:</p> <p><a href="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2105" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-04_8-33-33/" data-orig-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?fit=1185%2C785&amp;ssl=1" data-orig-size="1185,785" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-04_8-33-33" data-image-description="" data-medium-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?fit=300%2C199&amp;ssl=1" data-large-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?fit=912%2C604&amp;ssl=1" class="aligncenter size-large wp-image-2105 imgborder" src="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?resize=1024%2C678&amp;ssl=1 1024w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?resize=300%2C199&amp;ssl=1 300w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?resize=768%2C509&amp;ssl=1 768w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?resize=600%2C397&amp;ssl=1 600w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?w=1185&amp;ssl=1 1185w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <h1>pfSense and Grafana</h1> <p>Now that we have Telegraf sending over our statistics, we should be ready to make it pretty with Grafana! But, before we head into Grafana, let&#8217;s make sure we understand which interface is which. At the very least, pfSense should have a WAN and a LAN interface. To see which interface is which (if you don&#8217;t know offhand), you can click on <strong>Interfaces</strong> and then <strong>Assignments</strong>:</p> <p><a href="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2107" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_12-37-04/" data-orig-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?fit=2364%2C1009&amp;ssl=1" data-orig-size="2364,1009" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_12-37-04" data-image-description="" data-medium-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?fit=300%2C128&amp;ssl=1" data-large-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?fit=912%2C389&amp;ssl=1" class="aligncenter size-large wp-image-2107 imgborder" src="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?resize=1024%2C437&amp;ssl=1 1024w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?resize=300%2C128&amp;ssl=1 300w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?resize=768%2C328&amp;ssl=1 768w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?resize=600%2C256&amp;ssl=1 600w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?w=1824&amp;ssl=1 1824w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>Once we get to our assignments screen, we can make note of our WAN interface (which is what I care about monitoring). In my case, its em0:</p> <p><a href="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2108" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_12-37-40/" data-orig-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?fit=2383%2C833&amp;ssl=1" data-orig-size="2383,833" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_12-37-40" data-image-description="" data-medium-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?fit=300%2C105&amp;ssl=1" data-large-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?fit=912%2C319&amp;ssl=1" class="aligncenter size-large wp-image-2108 imgborder" src="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?resize=1024%2C358&amp;ssl=1 1024w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?resize=300%2C105&amp;ssl=1 300w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?resize=768%2C268&amp;ssl=1 768w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?resize=600%2C210&amp;ssl=1 600w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?w=1824&amp;ssl=1 1824w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>Now that we have our interface name, we can head over to Grafana and put together a new dashboard. I&#8217;ve started with a graph and selected my <strong>TelegrafStats datasource</strong>, my <strong>table</strong> of <strong>net</strong>, and filtered by my <strong>host</strong> of <strong>pfSense.Hyperion.local</strong> and my <strong>interface</strong> of <strong>em0</strong>. Then I selected <strong>Bytes_Recv</strong> for my <strong>field</strong>:</p> <p><a href="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2109" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_12-55-11/" data-orig-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?fit=3840%2C1733&amp;ssl=1" data-orig-size="3840,1733" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_12-55-11" data-image-description="" data-medium-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?fit=300%2C135&amp;ssl=1" data-large-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?fit=912%2C411&amp;ssl=1" class="aligncenter size-large wp-image-2109 imgborder" src="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?resize=1024%2C462&amp;ssl=1 1024w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?resize=300%2C135&amp;ssl=1 300w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?resize=768%2C347&amp;ssl=1 768w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?resize=600%2C271&amp;ssl=1 600w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?w=1824&amp;ssl=1 1824w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?w=2736&amp;ssl=1 2736w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>If you&#8217;re like me, you might think that you are done with your query. But, if you take a look at the graph, you will notice that you are in fact&#8230;not done. We have to use some more advanced features of our query language to figure out what this should really look like. We&#8217;ll start with the derivative function. So why do we need this? If we look at the graph, we&#8217;ll see that it just continues to grow and grow. So instead of seeing the number, we need to see the change in the number over time. This will give us our actual rate, which is what the derivative function does. It looks at the current value and provides the difference between that value and the value prior. Once we add that, we should start to see a more reasonable graph:</p> <p><a href="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2110" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_13-01-15/" data-orig-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?fit=1365%2C757&amp;ssl=1" data-orig-size="1365,757" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_13-01-15" data-image-description="" data-medium-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?fit=300%2C166&amp;ssl=1" data-large-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?fit=912%2C506&amp;ssl=1" class="aligncenter size-large wp-image-2110 imgborder" src="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?resize=1024%2C568&amp;ssl=1 1024w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?resize=300%2C166&amp;ssl=1 300w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?resize=768%2C426&amp;ssl=1 768w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?resize=600%2C333&amp;ssl=1 600w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?w=1365&amp;ssl=1 1365w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>Our final query should look like this:</p> <p><a href="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-31-56.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2111" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_16-31-56/" data-orig-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-31-56.jpg?fit=765%2C243&amp;ssl=1" data-orig-size="765,243" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_16-31-56" data-image-description="" data-medium-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-31-56.jpg?fit=300%2C95&amp;ssl=1" data-large-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-31-56.jpg?fit=765%2C243&amp;ssl=1" class="aligncenter size-full wp-image-2111 imgborder" src="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-31-56.jpg?w=912&#038;ssl=1" alt="" srcset="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-31-56.jpg?w=765&amp;ssl=1 765w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-31-56.jpg?resize=300%2C95&amp;ssl=1 300w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-31-56.jpg?resize=600%2C191&amp;ssl=1 600w" sizes="(max-width: 765px) 100vw, 765px" data-recalc-dims="1" /></a></p> <p>Next we can go to our axes settings and set it to <strong>bytes/sec</strong>:</p> <p><a href="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-33-48.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2112" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_16-33-48/" data-orig-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-33-48.jpg?fit=906%2C768&amp;ssl=1" data-orig-size="906,768" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_16-33-48" data-image-description="" data-medium-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-33-48.jpg?fit=300%2C254&amp;ssl=1" data-large-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-33-48.jpg?fit=906%2C768&amp;ssl=1" class="aligncenter size-full wp-image-2112 imgborder" src="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-33-48.jpg?w=912&#038;ssl=1" alt="" srcset="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-33-48.jpg?w=906&amp;ssl=1 906w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-33-48.jpg?resize=300%2C254&amp;ssl=1 300w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-33-48.jpg?resize=768%2C651&amp;ssl=1 768w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-33-48.jpg?resize=600%2C509&amp;ssl=1 600w" sizes="(max-width: 906px) 100vw, 906px" data-recalc-dims="1" /></a></p> <p>Finally, I like to set up my table-based legend:</p> <p><a href="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-48-17.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2115" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_16-48-17/" data-orig-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-48-17.jpg?fit=725%2C229&amp;ssl=1" data-orig-size="725,229" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_16-48-17" data-image-description="" data-medium-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-48-17.jpg?fit=300%2C95&amp;ssl=1" data-large-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-48-17.jpg?fit=725%2C229&amp;ssl=1" class="aligncenter size-full wp-image-2115 imgborder" src="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-48-17.jpg?w=912&#038;ssl=1" alt="" srcset="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-48-17.jpg?w=725&amp;ssl=1 725w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-48-17.jpg?resize=300%2C95&amp;ssl=1 300w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-48-17.jpg?resize=600%2C190&amp;ssl=1 600w" sizes="(max-width: 725px) 100vw, 725px" data-recalc-dims="1" /></a></p> <p>Now let&#8217;s layer in bytes_sent by duplicating our first query:</p> <p><a href="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-56-15.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2116" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_16-56-15/" data-orig-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-56-15.jpg?fit=786%2C432&amp;ssl=1" data-orig-size="786,432" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_16-56-15" data-image-description="" data-medium-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-56-15.jpg?fit=300%2C165&amp;ssl=1" data-large-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-56-15.jpg?fit=786%2C432&amp;ssl=1" class="aligncenter size-full wp-image-2116 imgborder" src="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-56-15.jpg?w=912&#038;ssl=1" alt="" srcset="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-56-15.jpg?w=786&amp;ssl=1 786w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-56-15.jpg?resize=300%2C165&amp;ssl=1 300w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-56-15.jpg?resize=768%2C422&amp;ssl=1 768w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-56-15.jpg?resize=600%2C330&amp;ssl=1 600w" sizes="(max-width: 786px) 100vw, 786px" data-recalc-dims="1" /></a></p> <p>And our final bandwidth graph should look like this:</p> <p><a href="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-57-05.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2117" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_16-57-05/" data-orig-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-57-05.jpg?fit=913%2C359&amp;ssl=1" data-orig-size="913,359" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_16-57-05" data-image-description="" data-medium-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-57-05.jpg?fit=300%2C118&amp;ssl=1" data-large-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-57-05.jpg?fit=912%2C359&amp;ssl=1" class="aligncenter size-full wp-image-2117 imgborder" src="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-57-05.jpg?w=912&#038;ssl=1" alt="" srcset="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-57-05.jpg?w=913&amp;ssl=1 913w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-57-05.jpg?resize=300%2C118&amp;ssl=1 300w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-57-05.jpg?resize=768%2C302&amp;ssl=1 768w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-57-05.jpg?resize=600%2C236&amp;ssl=1 600w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <h1>Confirming Our Math</h1> <p>I spent a lot of time making sure I got the math right and the query, but just to check, here&#8217;s a current graph from pfSense:</p> <p><a href="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2118" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_17-11-13/" data-orig-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?fit=1152%2C287&amp;ssl=1" data-orig-size="1152,287" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_17-11-13" data-image-description="" data-medium-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?fit=300%2C75&amp;ssl=1" data-large-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?fit=912%2C227&amp;ssl=1" class="aligncenter size-large wp-image-2118 imgborder" src="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?resize=1024%2C255&amp;ssl=1 1024w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?resize=300%2C75&amp;ssl=1 300w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?resize=768%2C191&amp;ssl=1 768w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?resize=600%2C149&amp;ssl=1 600w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?w=1152&amp;ssl=1 1152w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>This maxes out at 500 megabits per second. Now let&#8217;s check the same time period in Grafana:</p> <p><a href="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-49.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2119" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_17-11-49/" data-orig-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-49.jpg?fit=909%2C358&amp;ssl=1" data-orig-size="909,358" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_17-11-49" data-image-description="" data-medium-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-49.jpg?fit=300%2C118&amp;ssl=1" data-large-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-49.jpg?fit=909%2C358&amp;ssl=1" class="aligncenter size-full wp-image-2119 imgborder" src="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-49.jpg?w=912&#038;ssl=1" alt="" srcset="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-49.jpg?w=909&amp;ssl=1 909w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-49.jpg?resize=300%2C118&amp;ssl=1 300w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-49.jpg?resize=768%2C302&amp;ssl=1 768w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-49.jpg?resize=600%2C236&amp;ssl=1 600w" sizes="(max-width: 909px) 100vw, 909px" data-recalc-dims="1" /></a></p> <p>If we convert 500 megabits to megabytes by dividing by 8, we get 62.5. So&#8230;success! The math checks out! This also tells me that my cable provider upgraded my from 400 megabit package to 500 megabit.</p> <h1>Conclusion</h1> <p>You should be able to follow my previous <a href="https://www.epmmarshall.com/grafana-homelab-dashboard/"><strong>guide</strong></a> for CPU statistics. One thing you may notice is that there are no memory statistics for your pfSense host. This is a bug that should be fixed at some point, but I&#8217;m on the latest version and it still hasn&#8217;t been fixed. I&#8217;ve yet to find a decent set of steps to fix it, but if I do, or it becomes fixed with a patch, I&#8217;ll update this post! Until next time&#8230;when we check out FreeNAS.</p> <p>The post <a rel="nofollow" href="https://www.epmmarshall.com/pfsense-dashboard/">Build a Homelab Dashboard: Part 7, pfSense</a> appeared first on <a rel="nofollow" href="https://www.epmmarshall.com">EPM Marshall</a>.</p> Brian Marshall https://www.epmmarshall.com/?p=2095 Fri Aug 10 2018 18:16:11 GMT-0400 (EDT) Build a Homelab Dashboard: Part 7, pfSense https://www.epmmarshall.com/pfsense-dashboard/ <p>After a small break, I&#8217;m ready to continue the homelab dashboard series! This week we&#8217;ll be looking at pfSense statistics and how we add those to our homelab dashboard. Before we dive in, as always, we&#8217;ll look at the series so far:</p> <ol> <li><strong><a href="https://www.epmmarshall.com/homelab-dashboard-01/">An Introduction</a></strong></li> <li><strong><a href="https://www.epmmarshall.com/organizr/">Organizr</a></strong></li> <li><strong><a href="https://www.epmmarshall.com/organizr-continued/">Organizr Continued</a></strong></li> <li><strong><a href="https://www.epmmarshall.com/influxdb-homelab-dashboard/">InfluxDB</a></strong></li> <li><strong><a href="https://www.epmmarshall.com/telegraf-homelab-dashboard/">Telegraf Introduction</a></strong></li> <li><strong><a href="https://www.epmmarshall.com/grafana-homelab-dashboard/">Grafana Introduction</a></strong></li> <li><strong>pfSense</strong></li> </ol> <h1>pfSense and Telegraf</h1> <p>If you are reading this blog post, I&#8217;m going to assume you have at least a basic knowledge of pfSense. In short, pfSense is a firewall/router used by many of us in our homelabs. It is based on FreeBSD (Unix) and has many available built-in packages. One of those packages just happens to be Telegraf. Sadly, it also happens to be a really old verison of Telegraf, but more on that later. Having this built in makes it very easy to configure and get up and running. Once we have Telegraf running, we&#8217;ll dive into how we visualize the statistics in Grafana, which isn&#8217;t quite as straight forward.</p> <h1>Installing Telegraf on pfSense</h1> <p>Installation of Telegraf is pretty easy. As I mentioned earlier, this is one of the many packages that we can easily install in pfSense. We&#8217;ll start by opening the pfSense management interface:</p> <p><a href="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2096" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-04_8-24-27/" data-orig-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?fit=1185%2C571&amp;ssl=1" data-orig-size="1185,571" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-04_8-24-27" data-image-description="" data-medium-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?fit=300%2C145&amp;ssl=1" data-large-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?fit=912%2C439&amp;ssl=1" class="aligncenter size-large wp-image-2096 imgborder" src="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?resize=1024%2C493&amp;ssl=1 1024w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?resize=300%2C145&amp;ssl=1 300w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?resize=768%2C370&amp;ssl=1 768w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?resize=600%2C289&amp;ssl=1 600w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-27.jpg?w=1185&amp;ssl=1 1185w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>For most of us, we&#8217;re looking at our primary means to access the internet, and as such I would recommend verifying that you are on the latest version before proceeding. Once you have completed that task, you can move on to clicking on <strong>System</strong> and then <strong>Package Manager</strong>:</p> <p><a href="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2097" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-04_8-24-43/" data-orig-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?fit=1185%2C569&amp;ssl=1" data-orig-size="1185,569" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-04_8-24-43" data-image-description="" data-medium-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?fit=300%2C144&amp;ssl=1" data-large-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?fit=912%2C438&amp;ssl=1" class="aligncenter size-large wp-image-2097 imgborder" src="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?resize=1024%2C492&amp;ssl=1 1024w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?resize=300%2C144&amp;ssl=1 300w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?resize=768%2C369&amp;ssl=1 768w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?resize=600%2C288&amp;ssl=1 600w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-43.jpg?w=1185&amp;ssl=1 1185w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>Here we can see all of our installed packages. Next we&#8217;ll click on <strong>Available Packages</strong>:</p> <p><a href="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2098" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-04_8-24-56/" data-orig-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?fit=1185%2C644&amp;ssl=1" data-orig-size="1185,644" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-04_8-24-56" data-image-description="" data-medium-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?fit=300%2C163&amp;ssl=1" data-large-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?fit=912%2C496&amp;ssl=1" class="aligncenter size-large wp-image-2098 imgborder" src="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?resize=1024%2C557&amp;ssl=1 1024w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?resize=300%2C163&amp;ssl=1 300w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?resize=768%2C417&amp;ssl=1 768w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?resize=600%2C326&amp;ssl=1 600w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-24-56.jpg?w=1185&amp;ssl=1 1185w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>If we scroll way down the alphabetical list, we&#8217;ll find Telegraf and click the associated install button:</p> <p><a href="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2099" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-04_8-25-19/" data-orig-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?fit=1185%2C594&amp;ssl=1" data-orig-size="1185,594" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-04_8-25-19" data-image-description="" data-medium-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?fit=300%2C150&amp;ssl=1" data-large-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?fit=912%2C457&amp;ssl=1" class="aligncenter size-large wp-image-2099 imgborder" src="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?resize=1024%2C513&amp;ssl=1 1024w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?resize=300%2C150&amp;ssl=1 300w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?resize=768%2C385&amp;ssl=1 768w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?resize=600%2C301&amp;ssl=1 600w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-19.jpg?w=1185&amp;ssl=1 1185w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>Finally, click the <strong>Confirm</strong> button and watch the installer go:</p> <p><a href="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2101" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-04_8-25-31/" data-orig-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?fit=1185%2C317&amp;ssl=1" data-orig-size="1185,317" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-04_8-25-31" data-image-description="" data-medium-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?fit=300%2C80&amp;ssl=1" data-large-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?fit=912%2C244&amp;ssl=1" class="aligncenter size-large wp-image-2101 imgborder" src="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?resize=1024%2C274&amp;ssl=1 1024w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?resize=300%2C80&amp;ssl=1 300w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?resize=768%2C205&amp;ssl=1 768w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?resize=600%2C161&amp;ssl=1 600w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-31.jpg?w=1185&amp;ssl=1 1185w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>We should see a success message:</p> <p><a href="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2102" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-04_8-25-59/" data-orig-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?fit=1186%2C681&amp;ssl=1" data-orig-size="1186,681" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-04_8-25-59" data-image-description="" data-medium-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?fit=300%2C172&amp;ssl=1" data-large-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?fit=912%2C524&amp;ssl=1" class="aligncenter size-large wp-image-2102 imgborder" src="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?resize=1024%2C588&amp;ssl=1 1024w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?resize=300%2C172&amp;ssl=1 300w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?resize=768%2C441&amp;ssl=1 768w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?resize=600%2C345&amp;ssl=1 600w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-25-59.jpg?w=1186&amp;ssl=1 1186w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>Now we are ready to configure Telegraf. Click on the <strong>Services</strong> tab and then click on <strong>Telegraf</strong>:</p> <p><img data-attachment-id="2103" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-04_8-26-18/" data-orig-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-26-18.jpg?fit=1185%2C681&amp;ssl=1" data-orig-size="1185,681" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-04_8-26-18" data-image-description="" data-medium-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-26-18.jpg?fit=300%2C172&amp;ssl=1" data-large-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-26-18.jpg?fit=912%2C524&amp;ssl=1" class="aligncenter size-large wp-image-2103 imgborder" src="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-26-18.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-26-18.jpg?resize=1024%2C588&amp;ssl=1 1024w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-26-18.jpg?resize=300%2C172&amp;ssl=1 300w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-26-18.jpg?resize=768%2C441&amp;ssl=1 768w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-26-18.jpg?resize=600%2C345&amp;ssl=1 600w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-26-18.jpg?w=1185&amp;ssl=1 1185w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></p> <p>Ensure that Telegraf is enabled and add in your server name, database name, username, and password. Once you click save, it should start sending statistics over to InfluxDB:</p> <p><a href="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2105" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-04_8-33-33/" data-orig-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?fit=1185%2C785&amp;ssl=1" data-orig-size="1185,785" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-04_8-33-33" data-image-description="" data-medium-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?fit=300%2C199&amp;ssl=1" data-large-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?fit=912%2C604&amp;ssl=1" class="aligncenter size-large wp-image-2105 imgborder" src="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?resize=1024%2C678&amp;ssl=1 1024w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?resize=300%2C199&amp;ssl=1 300w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?resize=768%2C509&amp;ssl=1 768w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?resize=600%2C397&amp;ssl=1 600w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-04_8-33-33.jpg?w=1185&amp;ssl=1 1185w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <h1>pfSense and Grafana</h1> <p>Now that we have Telegraf sending over our statistics, we should be ready to make it pretty with Grafana! But, before we head into Grafana, let&#8217;s make sure we understand which interface is which. At the very least, pfSense should have a WAN and a LAN interface. To see which interface is which (if you don&#8217;t know offhand), you can click on <strong>Interfaces</strong> and then <strong>Assignments</strong>:</p> <p><a href="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2107" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_12-37-04/" data-orig-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?fit=2364%2C1009&amp;ssl=1" data-orig-size="2364,1009" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_12-37-04" data-image-description="" data-medium-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?fit=300%2C128&amp;ssl=1" data-large-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?fit=912%2C389&amp;ssl=1" class="aligncenter size-large wp-image-2107 imgborder" src="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?resize=1024%2C437&amp;ssl=1 1024w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?resize=300%2C128&amp;ssl=1 300w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?resize=768%2C328&amp;ssl=1 768w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?resize=600%2C256&amp;ssl=1 600w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-04.jpg?w=1824&amp;ssl=1 1824w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>Once we get to our assignments screen, we can make note of our WAN interface (which is what I care about monitoring). In my case, its em0:</p> <p><a href="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2108" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_12-37-40/" data-orig-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?fit=2383%2C833&amp;ssl=1" data-orig-size="2383,833" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_12-37-40" data-image-description="" data-medium-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?fit=300%2C105&amp;ssl=1" data-large-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?fit=912%2C319&amp;ssl=1" class="aligncenter size-large wp-image-2108 imgborder" src="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?resize=1024%2C358&amp;ssl=1 1024w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?resize=300%2C105&amp;ssl=1 300w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?resize=768%2C268&amp;ssl=1 768w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?resize=600%2C210&amp;ssl=1 600w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-37-40.jpg?w=1824&amp;ssl=1 1824w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>Now that we have our interface name, we can head over to Grafana and put together a new dashboard. I&#8217;ve started with a graph and selected my <strong>TelegrafStats datasource</strong>, my <strong>table</strong> of <strong>net</strong>, and filtered by my <strong>host</strong> of <strong>pfSense.Hyperion.local</strong> and my <strong>interface</strong> of <strong>em0</strong>. Then I selected <strong>Bytes_Recv</strong> for my <strong>field</strong>:</p> <p><a href="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2109" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_12-55-11/" data-orig-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?fit=3840%2C1733&amp;ssl=1" data-orig-size="3840,1733" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_12-55-11" data-image-description="" data-medium-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?fit=300%2C135&amp;ssl=1" data-large-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?fit=912%2C411&amp;ssl=1" class="aligncenter size-large wp-image-2109 imgborder" src="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?resize=1024%2C462&amp;ssl=1 1024w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?resize=300%2C135&amp;ssl=1 300w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?resize=768%2C347&amp;ssl=1 768w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?resize=600%2C271&amp;ssl=1 600w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?w=1824&amp;ssl=1 1824w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_12-55-11.jpg?w=2736&amp;ssl=1 2736w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>If you&#8217;re like me, you might think that you are done with your query. But, if you take a look at the graph, you will notice that you are in fact&#8230;not done. We have to use some more advanced features of our query language to figure out what this should really look like. We&#8217;ll start with the derivative function. So why do we need this? If we look at the graph, we&#8217;ll see that it just continues to grow and grow. So instead of seeing the number, we need to see the change in the number over time. This will give us our actual rate, which is what the derivative function does. It looks at the current value and provides the difference between that value and the value prior. Once we add that, we should start to see a more reasonable graph:</p> <p><a href="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2110" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_13-01-15/" data-orig-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?fit=1365%2C757&amp;ssl=1" data-orig-size="1365,757" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_13-01-15" data-image-description="" data-medium-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?fit=300%2C166&amp;ssl=1" data-large-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?fit=912%2C506&amp;ssl=1" class="aligncenter size-large wp-image-2110 imgborder" src="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?resize=1024%2C568&amp;ssl=1 1024w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?resize=300%2C166&amp;ssl=1 300w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?resize=768%2C426&amp;ssl=1 768w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?resize=600%2C333&amp;ssl=1 600w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_13-01-15.jpg?w=1365&amp;ssl=1 1365w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>Our final query should look like this:</p> <p><a href="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-31-56.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2111" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_16-31-56/" data-orig-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-31-56.jpg?fit=765%2C243&amp;ssl=1" data-orig-size="765,243" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_16-31-56" data-image-description="" data-medium-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-31-56.jpg?fit=300%2C95&amp;ssl=1" data-large-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-31-56.jpg?fit=765%2C243&amp;ssl=1" class="aligncenter size-full wp-image-2111 imgborder" src="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-31-56.jpg?w=912&#038;ssl=1" alt="" srcset="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-31-56.jpg?w=765&amp;ssl=1 765w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-31-56.jpg?resize=300%2C95&amp;ssl=1 300w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-31-56.jpg?resize=600%2C191&amp;ssl=1 600w" sizes="(max-width: 765px) 100vw, 765px" data-recalc-dims="1" /></a></p> <p>Next we can go to our axes settings and set it to <strong>bytes/sec</strong>:</p> <p><a href="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-33-48.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2112" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_16-33-48/" data-orig-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-33-48.jpg?fit=906%2C768&amp;ssl=1" data-orig-size="906,768" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_16-33-48" data-image-description="" data-medium-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-33-48.jpg?fit=300%2C254&amp;ssl=1" data-large-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-33-48.jpg?fit=906%2C768&amp;ssl=1" class="aligncenter size-full wp-image-2112 imgborder" src="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-33-48.jpg?w=912&#038;ssl=1" alt="" srcset="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-33-48.jpg?w=906&amp;ssl=1 906w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-33-48.jpg?resize=300%2C254&amp;ssl=1 300w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-33-48.jpg?resize=768%2C651&amp;ssl=1 768w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-33-48.jpg?resize=600%2C509&amp;ssl=1 600w" sizes="(max-width: 906px) 100vw, 906px" data-recalc-dims="1" /></a></p> <p>Finally, I like to set up my table-based legend:</p> <p><a href="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-48-17.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2115" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_16-48-17/" data-orig-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-48-17.jpg?fit=725%2C229&amp;ssl=1" data-orig-size="725,229" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_16-48-17" data-image-description="" data-medium-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-48-17.jpg?fit=300%2C95&amp;ssl=1" data-large-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-48-17.jpg?fit=725%2C229&amp;ssl=1" class="aligncenter size-full wp-image-2115 imgborder" src="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-48-17.jpg?w=912&#038;ssl=1" alt="" srcset="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-48-17.jpg?w=725&amp;ssl=1 725w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-48-17.jpg?resize=300%2C95&amp;ssl=1 300w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-48-17.jpg?resize=600%2C190&amp;ssl=1 600w" sizes="(max-width: 725px) 100vw, 725px" data-recalc-dims="1" /></a></p> <p>Now let&#8217;s layer in bytes_sent by duplicating our first query:</p> <p><a href="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-56-15.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2116" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_16-56-15/" data-orig-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-56-15.jpg?fit=786%2C432&amp;ssl=1" data-orig-size="786,432" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_16-56-15" data-image-description="" data-medium-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-56-15.jpg?fit=300%2C165&amp;ssl=1" data-large-file="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-56-15.jpg?fit=786%2C432&amp;ssl=1" class="aligncenter size-full wp-image-2116 imgborder" src="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-56-15.jpg?w=912&#038;ssl=1" alt="" srcset="https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-56-15.jpg?w=786&amp;ssl=1 786w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-56-15.jpg?resize=300%2C165&amp;ssl=1 300w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-56-15.jpg?resize=768%2C422&amp;ssl=1 768w, https://i2.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-56-15.jpg?resize=600%2C330&amp;ssl=1 600w" sizes="(max-width: 786px) 100vw, 786px" data-recalc-dims="1" /></a></p> <p>And our final bandwidth graph should look like this:</p> <p><a href="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-57-05.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2117" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_16-57-05/" data-orig-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-57-05.jpg?fit=913%2C359&amp;ssl=1" data-orig-size="913,359" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_16-57-05" data-image-description="" data-medium-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-57-05.jpg?fit=300%2C118&amp;ssl=1" data-large-file="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-57-05.jpg?fit=912%2C359&amp;ssl=1" class="aligncenter size-full wp-image-2117 imgborder" src="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-57-05.jpg?w=912&#038;ssl=1" alt="" srcset="https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-57-05.jpg?w=913&amp;ssl=1 913w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-57-05.jpg?resize=300%2C118&amp;ssl=1 300w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-57-05.jpg?resize=768%2C302&amp;ssl=1 768w, https://i0.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_16-57-05.jpg?resize=600%2C236&amp;ssl=1 600w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <h1>Confirming Our Math</h1> <p>I spent a lot of time making sure I got the math right and the query, but just to check, here&#8217;s a current graph from pfSense:</p> <p><a href="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2118" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_17-11-13/" data-orig-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?fit=1152%2C287&amp;ssl=1" data-orig-size="1152,287" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_17-11-13" data-image-description="" data-medium-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?fit=300%2C75&amp;ssl=1" data-large-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?fit=912%2C227&amp;ssl=1" class="aligncenter size-large wp-image-2118 imgborder" src="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?fit=912%2C912&#038;ssl=1" alt="" srcset="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?resize=1024%2C255&amp;ssl=1 1024w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?resize=300%2C75&amp;ssl=1 300w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?resize=768%2C191&amp;ssl=1 768w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?resize=600%2C149&amp;ssl=1 600w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-13.jpg?w=1152&amp;ssl=1 1152w" sizes="(max-width: 912px) 100vw, 912px" data-recalc-dims="1" /></a></p> <p>This maxes out at 500 megabits per second. Now let&#8217;s check the same time period in Grafana:</p> <p><a href="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-49.jpg?ssl=1" data-pp="lightbox[2095]" class="autolink lightbox " ><img data-attachment-id="2119" data-permalink="https://www.epmmarshall.com/pfsense-dashboard/2018-08-10_17-11-49/" data-orig-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-49.jpg?fit=909%2C358&amp;ssl=1" data-orig-size="909,358" data-comments-opened="1" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="2018-08-10_17-11-49" data-image-description="" data-medium-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-49.jpg?fit=300%2C118&amp;ssl=1" data-large-file="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-49.jpg?fit=909%2C358&amp;ssl=1" class="aligncenter size-full wp-image-2119 imgborder" src="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-49.jpg?w=912&#038;ssl=1" alt="" srcset="https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-49.jpg?w=909&amp;ssl=1 909w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-49.jpg?resize=300%2C118&amp;ssl=1 300w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-49.jpg?resize=768%2C302&amp;ssl=1 768w, https://i1.wp.com/www.epmmarshall.com/wp-content/uploads/2018/08/2018-08-10_17-11-49.jpg?resize=600%2C236&amp;ssl=1 600w" sizes="(max-width: 909px) 100vw, 909px" data-recalc-dims="1" /></a></p> <p>If we convert 500 megabits to megabytes by dividing by 8, we get 62.5. So&#8230;success! The math checks out! This also tells me that my cable provider upgraded my from 400 megabit package to 500 megabit.</p> <h1>Conclusion</h1> <p>You should be able to follow my previous <a href="https://www.epmmarshall.com/grafana-homelab-dashboard/"><strong>guide</strong></a> for CPU statistics. One thing you may notice is that there are no memory statistics for your pfSense host. This is a bug that should be fixed at some point, but I&#8217;m on the latest version and it still hasn&#8217;t been fixed. I&#8217;ve yet to find a decent set of steps to fix it, but if I do, or it becomes fixed with a patch, I&#8217;ll update this post! Until next time&#8230;when we check out FreeNAS.</p> <p>The post <a rel="nofollow" href="https://www.epmmarshall.com/pfsense-dashboard/">Build a Homelab Dashboard: Part 7, pfSense</a> appeared first on <a rel="nofollow" href="https://www.epmmarshall.com">EPM Marshall</a>.</p> Brian Marshall https://www.epmmarshall.com/?p=2095 Fri Aug 10 2018 18:16:11 GMT-0400 (EDT) MDX Generate() @TimF http://essbase-day.blogspot.com/2018/08/mdx-generate.html I'm writing this post because I forget stuff all the time. This is one of those things I learned a few months ago and nearly forgot already...<br /><br />One of the trickiest parts of dealing with MDX is shared members. They look different than regular members so a lot of functions don't recognize the stored and shared members as being the same. If you want them to look the same you need to use the Generate() function.<br /><br />Suppose you want to compare a list of children to the currently selected member. It won't usually work if those children are shared members.<br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://4.bp.blogspot.com/-pGtXVf-iWNA/W2xa14EvorI/AAAAAAAAAhc/xbVS1HeH6o4vBYZHNlnoVGemauTHZwS9QCLcBGAs/s1600/high_end.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="87" data-original-width="265" src="https://4.bp.blogspot.com/-pGtXVf-iWNA/W2xa14EvorI/AAAAAAAAAhc/xbVS1HeH6o4vBYZHNlnoVGemauTHZwS9QCLcBGAs/s1600/high_end.jpg" /></a></div><br />The following formula will yield a false result when the currently selected member is Flat Panel or HDTV or any of those shared members you see above.<br /><br />IsChild([High End Merchandise].children,Products.CurrentMember)<br /><br />In order to "clean" the shared nomenclature from the member you need to use Generate(). This will return a true result.<br /><br />Contains([Products].CurrentMember,<br />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; {Generate([High End Merchandise].Children<br />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; {StrToMbr(Products.CurrentMember.Member_Name)})})<br /><br />In this case Generate() loops through the set of children, returning the the cleaned up product name&nbsp; into a new set. That set is then evaluated against the current product selection. TimF tag:blogger.com,1999:blog-6545695526051974540.post-3835023420545109664 Thu Aug 09 2018 11:23:00 GMT-0400 (EDT) MDX Generate() http://essbase-day.blogspot.com/2018/08/mdx-generate.html I'm writing this post because I forget stuff all the time. This is one of those things I learned a few months ago and nearly forgot already...<br /><br />One of the trickiest parts of dealing with MDX is shared members. They look different than regular members so a lot of functions don't recognize the stored and shared members as being the same. If you want them to look the same you need to use the Generate() function.<br /><br />Suppose you want to compare a list of children to the currently selected member. It won't usually work if those children are shared members.<br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://4.bp.blogspot.com/-pGtXVf-iWNA/W2xa14EvorI/AAAAAAAAAhc/xbVS1HeH6o4vBYZHNlnoVGemauTHZwS9QCLcBGAs/s1600/high_end.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="87" data-original-width="265" src="https://4.bp.blogspot.com/-pGtXVf-iWNA/W2xa14EvorI/AAAAAAAAAhc/xbVS1HeH6o4vBYZHNlnoVGemauTHZwS9QCLcBGAs/s1600/high_end.jpg" /></a></div><br />The following formula will yield a false result when the currently selected member is Flat Panel or HDTV or any of those shared members you see above.<br /><br />IsChild([High End Merchandise].children,Products.CurrentMember)<br /><br />In order to "clean" the shared nomenclature from the member you need to use Generate(). This will return a true result.<br /><br />Contains([Products].CurrentMember,<br />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; {Generate([High End Merchandise].Children<br />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; {StrToMbr(Products.CurrentMember.Member_Name)})})<br /><br />In this case Generate() loops through the set of children, returning the the cleaned up product name&nbsp; into a new set. That set is then evaluated against the current product selection. TimF tag:blogger.com,1999:blog-6545695526051974540.post-3835023420545109664 Thu Aug 09 2018 11:23:00 GMT-0400 (EDT) Available to download - Oracle Data Visualization Custom PLUGIN "Elbow" Dendrogram @gadashek http://adashek-epm.blogspot.com/2018/08/available-to-download-oracle-data.html <div dir="ltr" style="text-align: left;" trbidi="on"><span style="font-family: &quot;verdana&quot; , sans-serif;">Excited to announce that a custom PLUGIN I have been working on is available to download and start using now - available on</span><br /><span style="font-family: &quot;verdana&quot; , sans-serif;"><b><br /></b></span><span style="font-family: &quot;verdana&quot; , sans-serif;"><b>The Oracle Analytics Library:&nbsp;</b></span><span style="font-family: &quot;verdana&quot; , sans-serif;">https://www.oracle.com/solutions/business-analytics/data-visualization/extensions.html</span><br /><span style="font-family: &quot;verdana&quot; , sans-serif;"><br /></span><span style="font-family: &quot;verdana&quot; , sans-serif;">Within the Extensions tab</span><br /><span style="font-family: &quot;verdana&quot; , sans-serif;"><br /></span><span style="font-family: &quot;verdana&quot; , sans-serif;">or <a href="https://drive.google.com/open?id=1JWhOHUMd1jlsiVIvU_yvcJMMRQowgYg5" target="_blank">download here</a></span><br /><span style="font-family: &quot;verdana&quot; , sans-serif;"><br /></span><span style="font-family: &quot;verdana&quot; , sans-serif;"><b><br /></b></span><span style="font-family: &quot;verdana&quot; , sans-serif;"><b>Name:</b> "Elbow" Dendrogram</span><br /><span style="font-family: &quot;verdana&quot; , sans-serif;"><b><br /></b></span><span style="font-family: &quot;verdana&quot; , sans-serif;"><b>Authors:</b> G. Adashek &amp; D.Flores</span><br /><span style="font-family: &quot;verdana&quot; , sans-serif;"><br /></span><b style="font-family: Verdana, sans-serif;">Description:</b><br /><span style="font-family: &quot;verdana&quot; , sans-serif;">The “Elbow” Dendrogram creates a hierarchy based Parent-Child like structure with ‘links-arms’ that are bent at a 90° angle. This plugin can render a #measure element and is zoomable.</span><br /><span style="font-family: &quot;verdana&quot; , sans-serif;"><br /></span><a href="http://1.bp.blogspot.com/-dciCp0Ag4Jw/W2g9ubMxMHI/AAAAAAAADDY/3aKMk130Ba4DZxgK-Mseq5uCa3XAKivOQCK4BGAYYCw/s1600/ElbowDendroOALdownload.png" imageanchor="1"><img border="0" height="274" src="https://1.bp.blogspot.com/-dciCp0Ag4Jw/W2g9ubMxMHI/AAAAAAAADDY/3aKMk130Ba4DZxgK-Mseq5uCa3XAKivOQCK4BGAYYCw/s320/ElbowDendroOALdownload.png" width="320" /></a></div> G Adashek tag:blogger.com,1999:blog-1699540956788037380.post-7416483271569973213 Mon Aug 06 2018 08:23:00 GMT-0400 (EDT) Available to download - Oracle Data Visualization Custom PLUGIN "Elbow" Dendrogram http://adashek-epm.blogspot.com/2018/08/available-to-download-oracle-data.html <div dir="ltr" style="text-align: left;" trbidi="on"><span style="font-family: &quot;verdana&quot; , sans-serif;">Excited to announce that a custom PLUGIN I have been working on is available to download and start using now - available on</span><br /><span style="font-family: &quot;verdana&quot; , sans-serif;"><b><br /></b></span><span style="font-family: &quot;verdana&quot; , sans-serif;"><b>The Oracle Analytics Library:&nbsp;</b></span><span style="font-family: &quot;verdana&quot; , sans-serif;">https://www.oracle.com/solutions/business-analytics/data-visualization/extensions.html</span><br /><span style="font-family: &quot;verdana&quot; , sans-serif;"><br /></span><span style="font-family: &quot;verdana&quot; , sans-serif;">Within the Extensions tab</span><br /><span style="font-family: &quot;verdana&quot; , sans-serif;"><br /></span><span style="font-family: &quot;verdana&quot; , sans-serif;">or <a href="https://drive.google.com/open?id=1JWhOHUMd1jlsiVIvU_yvcJMMRQowgYg5" target="_blank">download here</a></span><br /><span style="font-family: &quot;verdana&quot; , sans-serif;"><br /></span><span style="font-family: &quot;verdana&quot; , sans-serif;"><b><br /></b></span><span style="font-family: &quot;verdana&quot; , sans-serif;"><b>Name:</b> "Elbow" Dendrogram</span><br /><span style="font-family: &quot;verdana&quot; , sans-serif;"><b><br /></b></span><span style="font-family: &quot;verdana&quot; , sans-serif;"><b>Authors:</b> G. Adashek &amp; D.Flores</span><br /><span style="font-family: &quot;verdana&quot; , sans-serif;"><br /></span><b style="font-family: Verdana, sans-serif;">Description:</b><br /><span style="font-family: &quot;verdana&quot; , sans-serif;">The “Elbow” Dendrogram creates a hierarchy based Parent-Child like structure with ‘links-arms’ that are bent at a 90° angle. This plugin can render a #measure element and is zoomable.</span><br /><span style="font-family: &quot;verdana&quot; , sans-serif;"><br /></span><a href="http://1.bp.blogspot.com/-dciCp0Ag4Jw/W2g9ubMxMHI/AAAAAAAADDY/3aKMk130Ba4DZxgK-Mseq5uCa3XAKivOQCK4BGAYYCw/s1600/ElbowDendroOALdownload.png" imageanchor="1"><img border="0" height="274" src="https://1.bp.blogspot.com/-dciCp0Ag4Jw/W2g9ubMxMHI/AAAAAAAADDY/3aKMk130Ba4DZxgK-Mseq5uCa3XAKivOQCK4BGAYYCw/s320/ElbowDendroOALdownload.png" width="320" /></a></div> G Adashek tag:blogger.com,1999:blog-1699540956788037380.post-7416483271569973213 Mon Aug 06 2018 08:23:00 GMT-0400 (EDT) Two Minute Tutorial: How to Access the OAC RPD https://www.us-analytics.com/hyperionblog/how-to-access-the-oac-rpd <div class="hs-featured-image-wrapper"> <a href="https://www.us-analytics.com/hyperionblog/how-to-access-the-oac-rpd" title="" class="hs-featured-image-link"> <img src="https://www.us-analytics.com/hubfs/how%20to%20access%20oac%20rpd.jpg?t=1533950236061" alt="how to access oac rpd" class="hs-featured-image" style="width:auto !important; max-width:50%; float:left; margin:0 15px 15px 0;"> </a> </div> <p>In this two-minute tutorial, I’ll walk you through how to access the OAC RPD in two methods…</p> <ul> <li>Accessing it through the Admin Tool</li> <li>SSH into the server</li> </ul> <img src="https://track.hubspot.com/__ptq.gif?a=135305&amp;k=14&amp;r=https%3A%2F%2Fwww.us-analytics.com%2Fhyperionblog%2Fhow-to-access-the-oac-rpd&amp;bu=https%253A%252F%252Fwww.us-analytics.com%252Fhyperionblog&amp;bvt=rss" alt="" width="1" height="1" style="min-height:1px!important;width:1px!important;border-width:0!important;margin-top:0!important;margin-bottom:0!important;margin-right:0!important;margin-left:0!important;padding-top:0!important;padding-bottom:0!important;padding-right:0!important;padding-left:0!important; "> Becky Wagner https://www.us-analytics.com/hyperionblog/how-to-access-the-oac-rpd Fri Aug 03 2018 15:25:22 GMT-0400 (EDT) Two Minute Tutorial: How to Access the OAC RPD @usanalytics @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs https://www.us-analytics.com/hyperionblog/how-to-access-the-oac-rpd <div class="hs-featured-image-wrapper"> <a href="https://www.us-analytics.com/hyperionblog/how-to-access-the-oac-rpd" title="" class="hs-featured-image-link"> <img src="https://www.us-analytics.com/hubfs/how%20to%20access%20oac%20rpd.jpg?t=1533446371475" alt="how to access oac rpd" class="hs-featured-image" style="width:auto !important; max-width:50%; float:left; margin:0 15px 15px 0;"> </a> </div> <p>In this two-minute tutorial, I’ll walk you through how to access the OAC RPD in two methods…</p> <ul> <li>Accessing it through the Admin Tool</li> <li>SSH into the server</li> </ul> <img src="https://track.hubspot.com/__ptq.gif?a=135305&amp;k=14&amp;r=https%3A%2F%2Fwww.us-analytics.com%2Fhyperionblog%2Fhow-to-access-the-oac-rpd&amp;bu=https%253A%252F%252Fwww.us-analytics.com%252Fhyperionblog&amp;bvt=rss" alt="" width="1" height="1" style="min-height:1px!important;width:1px!important;border-width:0!important;margin-top:0!important;margin-bottom:0!important;margin-right:0!important;margin-left:0!important;padding-top:0!important;padding-bottom:0!important;padding-right:0!important;padding-left:0!important; "> Becky Wagner https://www.us-analytics.com/hyperionblog/how-to-access-the-oac-rpd Fri Aug 03 2018 15:25:22 GMT-0400 (EDT) PBCS and EPBCS Updates (August 2018): Incremental Export and Import Behavior Change, Updated Vision Sample Application & More https://www.us-analytics.com/hyperionblog/pbcs-and-epbcs-2018-august-updates <div class="hs-featured-image-wrapper"> <a href="https://www.us-analytics.com/hyperionblog/pbcs-and-epbcs-2018-august-updates" title="" class="hs-featured-image-link"> <img src="https://www.us-analytics.com/hubfs/pbcs%20and%20epbcs%20august%202018%20updates.jpg?t=1533950236061" alt="pbcs and epbcs august 2018 updates" class="hs-featured-image" style="width:auto !important; max-width:50%; float:left; margin:0 15px 15px 0;"> </a> </div> <p>The August updates for Oracle's<span>&nbsp;</span><a href="https://www.us-analytics.com/hyperionblog/pbcs-vs-epbcs-comparing-oracle-cloud-planning-applications">Planning &amp; Budgeting Cloud Service (PBCS) and Enterprise Planning and Budgeting Cloud Service (EPBCS)</a><span>&nbsp;have arrived!&nbsp;</span>This blog post outlines several new features, including an&nbsp;i<span>ncremental export and import behavior change, updated vision sample application, and more.</span></p> <p><em>The monthly update for PBCS and EPBCS will occur on Friday, August 17 during your normal daily maintenance window.</em></p> <h3></h3> <img src="https://track.hubspot.com/__ptq.gif?a=135305&amp;k=14&amp;r=https%3A%2F%2Fwww.us-analytics.com%2Fhyperionblog%2Fpbcs-and-epbcs-2018-august-updates&amp;bu=https%253A%252F%252Fwww.us-analytics.com%252Fhyperionblog&amp;bvt=rss" alt="" width="1" height="1" style="min-height:1px!important;width:1px!important;border-width:0!important;margin-top:0!important;margin-bottom:0!important;margin-right:0!important;margin-left:0!important;padding-top:0!important;padding-bottom:0!important;padding-right:0!important;padding-left:0!important; "> Michelle Heath https://www.us-analytics.com/hyperionblog/pbcs-and-epbcs-2018-august-updates Fri Aug 03 2018 13:11:46 GMT-0400 (EDT) PBCS and EPBCS Updates (August 2018): Incremental Export and Import Behavior Change, Updated Vision Sample Application & More @usanalytics @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs https://www.us-analytics.com/hyperionblog/pbcs-and-epbcs-2018-august-updates <div class="hs-featured-image-wrapper"> <a href="https://www.us-analytics.com/hyperionblog/pbcs-and-epbcs-2018-august-updates" title="" class="hs-featured-image-link"> <img src="https://www.us-analytics.com/hubfs/pbcs%20and%20epbcs%20august%202018%20updates.jpg?t=1533446371475" alt="pbcs and epbcs august 2018 updates" class="hs-featured-image" style="width:auto !important; max-width:50%; float:left; margin:0 15px 15px 0;"> </a> </div> <p>The August updates for Oracle's<span>&nbsp;</span><a href="https://www.us-analytics.com/hyperionblog/pbcs-vs-epbcs-comparing-oracle-cloud-planning-applications">Planning &amp; Budgeting Cloud Service (PBCS) and Enterprise Planning and Budgeting Cloud Service (EPBCS)</a><span>&nbsp;have arrived!&nbsp;</span>This blog post outlines several new features, including an&nbsp;i<span>ncremental export and import behavior change, updated vision sample application, and more.</span></p> <p><em>The monthly update for PBCS and EPBCS will occur on Friday, August 17 during your normal daily maintenance window.</em></p> <h3></h3> <img src="https://track.hubspot.com/__ptq.gif?a=135305&amp;k=14&amp;r=https%3A%2F%2Fwww.us-analytics.com%2Fhyperionblog%2Fpbcs-and-epbcs-2018-august-updates&amp;bu=https%253A%252F%252Fwww.us-analytics.com%252Fhyperionblog&amp;bvt=rss" alt="" width="1" height="1" style="min-height:1px!important;width:1px!important;border-width:0!important;margin-top:0!important;margin-bottom:0!important;margin-right:0!important;margin-left:0!important;padding-top:0!important;padding-bottom:0!important;padding-right:0!important;padding-left:0!important; "> Michelle Heath https://www.us-analytics.com/hyperionblog/pbcs-and-epbcs-2018-august-updates Fri Aug 03 2018 13:11:46 GMT-0400 (EDT) FCCS Updates (August 2018): Enhancements to Close Manager, Ability to Create Journals for Entities with Different Parents & More https://www.us-analytics.com/hyperionblog/fccs-updates-august-2018 <div class="hs-featured-image-wrapper"> <a href="https://www.us-analytics.com/hyperionblog/fccs-updates-august-2018" title="" class="hs-featured-image-link"> <img src="https://www.us-analytics.com/hubfs/fccs%20update%20august%202018.jpg?t=1533950236061" alt="fccs update august 2018" class="hs-featured-image" style="width:auto !important; max-width:50%; float:left; margin:0 15px 15px 0;"> </a> </div> <p>The July updates for&nbsp;<a href="https://www.us-analytics.com/hyperionblog/faq-oracle-financial-consolidation-and-close-cloud-service-fccs">Oracle's<span>&nbsp;Financial Consolidation and Close Cloud Service</span>&nbsp;(FCCS)</a><span>&nbsp;are here!</span><span>&nbsp;</span>This blog post outlines new features, including enhancements made to Close Manager, c<span>reate journals for entities with different parents, and more.</span></p> <p><em>The monthly update for FCCS will occur on Friday, August 17 during your normal daily maintenance window.</em></p> <h3></h3> <img src="https://track.hubspot.com/__ptq.gif?a=135305&amp;k=14&amp;r=https%3A%2F%2Fwww.us-analytics.com%2Fhyperionblog%2Ffccs-updates-august-2018&amp;bu=https%253A%252F%252Fwww.us-analytics.com%252Fhyperionblog&amp;bvt=rss" alt="" width="1" height="1" style="min-height:1px!important;width:1px!important;border-width:0!important;margin-top:0!important;margin-bottom:0!important;margin-right:0!important;margin-left:0!important;padding-top:0!important;padding-bottom:0!important;padding-right:0!important;padding-left:0!important; "> Michelle Heath https://www.us-analytics.com/hyperionblog/fccs-updates-august-2018 Fri Aug 03 2018 12:17:09 GMT-0400 (EDT) FCCS Updates (August 2018): Enhancements to Close Manager, Ability to Create Journals for Entities with Different Parents & More @usanalytics @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs https://www.us-analytics.com/hyperionblog/fccs-updates-august-2018 <div class="hs-featured-image-wrapper"> <a href="https://www.us-analytics.com/hyperionblog/fccs-updates-august-2018" title="" class="hs-featured-image-link"> <img src="https://www.us-analytics.com/hubfs/fccs%20update%20august%202018.jpg?t=1533446371475" alt="fccs update august 2018" class="hs-featured-image" style="width:auto !important; max-width:50%; float:left; margin:0 15px 15px 0;"> </a> </div> <p>The July updates for&nbsp;<a href="https://www.us-analytics.com/hyperionblog/faq-oracle-financial-consolidation-and-close-cloud-service-fccs">Oracle's<span>&nbsp;Financial Consolidation and Close Cloud Service</span>&nbsp;(FCCS)</a><span>&nbsp;are here!</span><span>&nbsp;</span>This blog post outlines new features, including enhancements made to Close Manager, c<span>reate journals for entities with different parents, and more.</span></p> <p><em>The monthly update for FCCS will occur on Friday, August 17 during your normal daily maintenance window.</em></p> <h3></h3> <img src="https://track.hubspot.com/__ptq.gif?a=135305&amp;k=14&amp;r=https%3A%2F%2Fwww.us-analytics.com%2Fhyperionblog%2Ffccs-updates-august-2018&amp;bu=https%253A%252F%252Fwww.us-analytics.com%252Fhyperionblog&amp;bvt=rss" alt="" width="1" height="1" style="min-height:1px!important;width:1px!important;border-width:0!important;margin-top:0!important;margin-bottom:0!important;margin-right:0!important;margin-left:0!important;padding-top:0!important;padding-bottom:0!important;padding-right:0!important;padding-left:0!important; "> Michelle Heath https://www.us-analytics.com/hyperionblog/fccs-updates-august-2018 Fri Aug 03 2018 12:17:09 GMT-0400 (EDT) ARCS Updates (August 2018): Changes to Filtering on Unmatched Transactions in Transaction Matching, Considerations & More https://www.us-analytics.com/hyperionblog/arcs-product-update-august-2018 <div class="hs-featured-image-wrapper"> <a href="https://www.us-analytics.com/hyperionblog/arcs-product-update-august-2018" title="" class="hs-featured-image-link"> <img src="https://www.us-analytics.com/hubfs/arcs%20august%202018%20updates.jpg?t=1533950236061" alt="arcs august 2018 updates" class="hs-featured-image" style="width:auto !important; max-width:50%; float:left; margin:0 15px 15px 0;"> </a> </div> <p>The August updates for Oracle's&nbsp;<a href="https://www.us-analytics.com/hyperionblog/faq-account-reconciliation-cloud-service-arcs">Account Reconciliation Cloud Service (ARCS</a>) are here. In this blog post, we’ll outline new features in ARCS, including changes to filtering on unmatched transaction matching, considerations, and more.</p> <p>We’ll let you know any time there are updates to ARCS or any other Oracle EPM cloud products. Check the&nbsp;<a href="https://www.us-analytics.com/hyperionblog">US-Analytics Oracle EPM &amp; BI Blog</a><span>&nbsp;</span>every month.</p> <p><em>The monthly update for Oracle ARCS will occur on Friday, August 17 during your normal daily maintenance window.</em></p> <h3 style="text-align: center;"></h3> <img src="https://track.hubspot.com/__ptq.gif?a=135305&amp;k=14&amp;r=https%3A%2F%2Fwww.us-analytics.com%2Fhyperionblog%2Farcs-product-update-august-2018&amp;bu=https%253A%252F%252Fwww.us-analytics.com%252Fhyperionblog&amp;bvt=rss" alt="" width="1" height="1" style="min-height:1px!important;width:1px!important;border-width:0!important;margin-top:0!important;margin-bottom:0!important;margin-right:0!important;margin-left:0!important;padding-top:0!important;padding-bottom:0!important;padding-right:0!important;padding-left:0!important; "> Michelle Heath https://www.us-analytics.com/hyperionblog/arcs-product-update-august-2018 Thu Aug 02 2018 17:18:24 GMT-0400 (EDT) ARCS Updates (August 2018): Changes to Filtering on Unmatched Transactions in Transaction Matching, Considerations & More @usanalytics @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs https://www.us-analytics.com/hyperionblog/arcs-product-update-august-2018 <div class="hs-featured-image-wrapper"> <a href="https://www.us-analytics.com/hyperionblog/arcs-product-update-august-2018" title="" class="hs-featured-image-link"> <img src="https://www.us-analytics.com/hubfs/arcs%20august%202018%20updates.jpg?t=1533446371475" alt="arcs august 2018 updates" class="hs-featured-image" style="width:auto !important; max-width:50%; float:left; margin:0 15px 15px 0;"> </a> </div> <p>The August updates for Oracle's&nbsp;<a href="https://www.us-analytics.com/hyperionblog/faq-account-reconciliation-cloud-service-arcs">Account Reconciliation Cloud Service (ARCS</a>) are here. In this blog post, we’ll outline new features in ARCS, including changes to filtering on unmatched transaction matching, considerations, and more.</p> <p>We’ll let you know any time there are updates to ARCS or any other Oracle EPM cloud products. Check the&nbsp;<a href="https://www.us-analytics.com/hyperionblog">US-Analytics Oracle EPM &amp; BI Blog</a><span>&nbsp;</span>every month.</p> <p><em>The monthly update for Oracle ARCS will occur on Friday, August 17 during your normal daily maintenance window.</em></p> <h3 style="text-align: center;"></h3> <img src="https://track.hubspot.com/__ptq.gif?a=135305&amp;k=14&amp;r=https%3A%2F%2Fwww.us-analytics.com%2Fhyperionblog%2Farcs-product-update-august-2018&amp;bu=https%253A%252F%252Fwww.us-analytics.com%252Fhyperionblog&amp;bvt=rss" alt="" width="1" height="1" style="min-height:1px!important;width:1px!important;border-width:0!important;margin-top:0!important;margin-bottom:0!important;margin-right:0!important;margin-left:0!important;padding-top:0!important;padding-bottom:0!important;padding-right:0!important;padding-left:0!important; "> Michelle Heath https://www.us-analytics.com/hyperionblog/arcs-product-update-august-2018 Thu Aug 02 2018 17:18:24 GMT-0400 (EDT) EPRCS Updates (August 2018): Drill to Source Data in Management Reporting, Improved Variable Panel Display in Smart View & More https://www.us-analytics.com/hyperionblog/eprcs-updates-august-2018 <div class="hs-featured-image-wrapper"> <a href="https://www.us-analytics.com/hyperionblog/eprcs-updates-august-2018" title="" class="hs-featured-image-link"> <img src="https://www.us-analytics.com/hubfs/eprcs%20august%202018%20updates.jpg?t=1533950236061" alt="eprcs august 2018 updates" class="hs-featured-image" style="width:auto !important; max-width:50%; float:left; margin:0 15px 15px 0;"> </a> </div> <p>In this blog, we'll cover the August updates for&nbsp;<a href="https://www.us-analytics.com/hyperionblog/enterprise-performance-reporting-cloud">Oracle Enterprise Performance Reporting Cloud Service (EPRCS)</a>&nbsp;including new features and considerations.</p> <p><em>The monthly update for EPRCS will occur on Friday, August 17 during your normal daily maintenance window.</em></p> <h3></h3> <img src="https://track.hubspot.com/__ptq.gif?a=135305&amp;k=14&amp;r=https%3A%2F%2Fwww.us-analytics.com%2Fhyperionblog%2Feprcs-updates-august-2018&amp;bu=https%253A%252F%252Fwww.us-analytics.com%252Fhyperionblog&amp;bvt=rss" alt="" width="1" height="1" style="min-height:1px!important;width:1px!important;border-width:0!important;margin-top:0!important;margin-bottom:0!important;margin-right:0!important;margin-left:0!important;padding-top:0!important;padding-bottom:0!important;padding-right:0!important;padding-left:0!important; "> Michelle Heath https://www.us-analytics.com/hyperionblog/eprcs-updates-august-2018 Thu Aug 02 2018 16:47:45 GMT-0400 (EDT) EPRCS Updates (August 2018): Drill to Source Data in Management Reporting, Improved Variable Panel Display in Smart View & More @usanalytics @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs https://www.us-analytics.com/hyperionblog/eprcs-updates-august-2018 <div class="hs-featured-image-wrapper"> <a href="https://www.us-analytics.com/hyperionblog/eprcs-updates-august-2018" title="" class="hs-featured-image-link"> <img src="https://www.us-analytics.com/hubfs/eprcs%20august%202018%20updates.jpg?t=1533446371475" alt="eprcs august 2018 updates" class="hs-featured-image" style="width:auto !important; max-width:50%; float:left; margin:0 15px 15px 0;"> </a> </div> <p>In this blog, we'll cover the August updates for&nbsp;<a href="https://www.us-analytics.com/hyperionblog/enterprise-performance-reporting-cloud">Oracle Enterprise Performance Reporting Cloud Service (EPRCS)</a>&nbsp;including new features and considerations.</p> <p><em>The monthly update for EPRCS will occur on Friday, August 17 during your normal daily maintenance window.</em></p> <h3></h3> <img src="https://track.hubspot.com/__ptq.gif?a=135305&amp;k=14&amp;r=https%3A%2F%2Fwww.us-analytics.com%2Fhyperionblog%2Feprcs-updates-august-2018&amp;bu=https%253A%252F%252Fwww.us-analytics.com%252Fhyperionblog&amp;bvt=rss" alt="" width="1" height="1" style="min-height:1px!important;width:1px!important;border-width:0!important;margin-top:0!important;margin-bottom:0!important;margin-right:0!important;margin-left:0!important;padding-top:0!important;padding-bottom:0!important;padding-right:0!important;padding-left:0!important; "> Michelle Heath https://www.us-analytics.com/hyperionblog/eprcs-updates-august-2018 Thu Aug 02 2018 16:47:45 GMT-0400 (EDT) 2019 Leadership Program - Now Accepting Applications @odtug https://www.odtug.com/p/bl/et/blogaid=811&source=1 Are you looking to invest in your professional development? Do you enjoy the ODTUG community and are you looking to become more involved? The ODTUG leadership program is a great way to accomplish both goals and broaden your network. ODTUG https://www.odtug.com/p/bl/et/blogaid=811&source=1 Thu Aug 02 2018 11:57:06 GMT-0400 (EDT) 2019 Leadership Program - Now Accepting Applications https://www.odtug.com/p/bl/et/blogaid=811&source=1 Are you looking to invest in your professional development? Do you enjoy the ODTUG community and are you looking to become more involved? The ODTUG leadership program is a great way to accomplish both goals and broaden your network. ODTUG https://www.odtug.com/p/bl/et/blogaid=811&source=1 Thu Aug 02 2018 11:57:06 GMT-0400 (EDT) Consolidation Applications – The Path Forward https://blog.topdownconsulting.com/2018/08/consolidation-applications-the-path-forward/ <p>This year I have seen an increase in clients looking at the future of their consolidation applications. They’re finding that the path forward remains murky. Oracle did, however, provide an update regarding the path for <a href="https://www.topdownconsulting.com/resources/by-topic/hyperion-financial-management/">HFM</a> at <a href="https://blog.topdownconsulting.com/2018/06/kscope18-opening-day-highlights/">Kscope18</a>.</p> <h3>HFM Support</h3> <p>HFM version 11.2 is scheduled for release Q1 2019. Support for this version will run through 2030. Support for HFM 11.1.2.4 is scheduled to end December 2020. This allows companies a window of almost two years to upgrade HFM if they chose that path.</p> <h3>FCCS</h3> <p>Most companies are interested in going to the cloud overall and IT is in full support of this move. Finance, however, is more interested in the functionality than the delivery of it(on-premise or cloud). Oracle continues to enhance <a href="https://blog.topdownconsulting.com/2017/01/1672/">FCCS</a> but it still has a ways to go. The biggest challenge is the lack of custom dimensions.</p> <p><a href="https://blog.topdownconsulting.com/2016/12/top-10-topdown-consulting-blog-posts-of-2016-10/">Custom dimensions</a> are scheduled for FCCS. Scheduled is the operative word here. The majority of the applications I have worked with include three to four custom dimensions. Most of the time the standard FCCS dimensions cannot replace all of these. The lack of support for additional customs dimensions is a major roadblock for companies moving to FCCS.</p> <p>At this point, most clients are continuing to take a wait and see approach. Some of these on unsupported versions of HFM and are moving forward with an upgrade to 11.1.2.4 with the awareness that they will then have to upgrade again in the next two years. Clients on more current releases of HFM are waiting until 11.2 is available. This approach buys time for FCCS to mature further. When HFM v11.2 is released, I expect that they will take another look at FCCS and <a href="https://blog.topdownconsulting.com/2017/12/reconciling-data/">OneStream</a> before making the decision to move ahead with the 11.2 upgrade.</p> <h3>What if We Need to Rebuild?</h3> <p>You might need an application rebuild because you are implementing a new ERP or your reporting requirements have changed to the point that your present application does not support them. If you find yourself in a situation where you need to rebuild your consolidation application, I recommend you look at this differently. A rebuild for whatever reason is a major effort and you should do it using an application that will be around for probably 10+ years. Of course, the easy answer is to build the application in HFM. However, if you take a deeper look, this is not the best answer because the effort of a rebuild is so great and we know that HFM does have a limited life. The better approach is to consider doing this in <a href="https://blog.topdownconsulting.com/2017/02/consolidation-in-erp-or-oracle-fccs/">FCCS</a> or <a href="https://blog.topdownconsulting.com/2017/12/consolidations-erp-onestream/">OneStream</a>.</p> <h3>The Path Forward</h3> <p>Accountants are conservative by nature. They like and are comfortable with their HFM applications. When we discuss the future, we agree that it is easy and safe to upgrade HFM and take the wait and see approach. But I also tell them that it nearing the time when they need to look at what their consolidation application will be after 2020. And, the consolidation application evaluation needs to include HFM, FCCS, and OneStream.</p> <p>The post <a rel="nofollow" href="https://blog.topdownconsulting.com/2018/08/consolidation-applications-the-path-forward/">Consolidation Applications – The Path Forward</a> appeared first on <a rel="nofollow" href="https://blog.topdownconsulting.com">TopDown Consulting Blog</a>.</p> Mike Arnoldy https://blog.topdownconsulting.com/?p=2277 Thu Aug 02 2018 10:57:06 GMT-0400 (EDT) Consolidation Applications – The Path Forward @TopDownInc @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs https://blog.topdownconsulting.com/2018/08/consolidation-applications-the-path-forward/ <p>This year I have seen an increase in clients looking at the future of their consolidation applications. They’re finding that the path forward remains murky. Oracle did, however, provide an update regarding the path for <a href="https://www.topdownconsulting.com/resources/by-topic/hyperion-financial-management/">HFM</a> at <a href="https://blog.topdownconsulting.com/2018/06/kscope18-opening-day-highlights/">Kscope18</a>.</p> <h3>HFM Support</h3> <p>HFM version 11.2 is scheduled for release Q1 2019. Support for this version will run through 2030. Support for HFM 11.1.2.4 is scheduled to end December 2020. This allows companies a window of almost two years to upgrade HFM if they chose that path.</p> <h3>FCCS</h3> <p>Most companies are interested in going to the cloud overall and IT is in full support of this move. Finance, however, is more interested in the functionality than the delivery of it(on-premise or cloud). Oracle continues to enhance <a href="https://blog.topdownconsulting.com/2017/01/1672/">FCCS</a> but it still has a ways to go. The biggest challenge is the lack of custom dimensions.</p> <p><a href="https://blog.topdownconsulting.com/2016/12/top-10-topdown-consulting-blog-posts-of-2016-10/">Custom dimensions</a> are scheduled for FCCS. Scheduled is the operative word here. The majority of the applications I have worked with include three to four custom dimensions. Most of the time the standard FCCS dimensions cannot replace all of these. The lack of support for additional customs dimensions is a major roadblock for companies moving to FCCS.</p> <p>At this point, most clients are continuing to take a wait and see approach. Some of these on unsupported versions of HFM and are moving forward with an upgrade to 11.1.2.4 with the awareness that they will then have to upgrade again in the next two years. Clients on more current releases of HFM are waiting until 11.2 is available. This approach buys time for FCCS to mature further. When HFM v11.2 is released, I expect that they will take another look at FCCS and <a href="https://blog.topdownconsulting.com/2017/12/reconciling-data/">OneStream</a> before making the decision to move ahead with the 11.2 upgrade.</p> <h3>What if We Need to Rebuild?</h3> <p>You might need an application rebuild because you are implementing a new ERP or your reporting requirements have changed to the point that your present application does not support them. If you find yourself in a situation where you need to rebuild your consolidation application, I recommend you look at this differently. A rebuild for whatever reason is a major effort and you should do it using an application that will be around for probably 10+ years. Of course, the easy answer is to build the application in HFM. However, if you take a deeper look, this is not the best answer because the effort of a rebuild is so great and we know that HFM does have a limited life. The better approach is to consider doing this in <a href="https://blog.topdownconsulting.com/2017/02/consolidation-in-erp-or-oracle-fccs/">FCCS</a> or <a href="https://blog.topdownconsulting.com/2017/12/consolidations-erp-onestream/">OneStream</a>.</p> <h3>The Path Forward</h3> <p>Accountants are conservative by nature. They like and are comfortable with their HFM applications. When we discuss the future, we agree that it is easy and safe to upgrade HFM and take the wait and see approach. But I also tell them that it nearing the time when they need to look at what their consolidation application will be after 2020. And, the consolidation application evaluation needs to include HFM, FCCS, and OneStream.</p> <p>The post <a rel="nofollow" href="https://blog.topdownconsulting.com/2018/08/consolidation-applications-the-path-forward/">Consolidation Applications – The Path Forward</a> appeared first on <a rel="nofollow" href="https://blog.topdownconsulting.com">TopDown Consulting Blog</a>.</p> Mike Arnoldy https://blog.topdownconsulting.com/?p=2277 Thu Aug 02 2018 10:57:06 GMT-0400 (EDT) Smart View Ribbon Customization http://glennschwartzbergs-essbase-blog.blogspot.com/2018/08/smart-view-ribbon-customization.html <!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> </o:OfficeDocumentSettings></xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> 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Colorful Accent 1"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 2"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 3"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 3"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 3"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 4"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 4"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 4"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 5"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 6"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 6"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 6"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 1"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 1"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 1"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 2"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 3"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 3"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 3"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 4"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 4"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 4"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 5"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 6"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 6"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 6"/> </w:LatentStyles></xml><![endif]--><!--[if gte mso 10]><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin-top:0in; mso-para-margin-right:0in; mso-para-margin-bottom:8.0pt; mso-para-margin-left:0in; line-height:107%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri",sans-serif; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style><![endif]--> <br /><div class="MsoNormal">I was talking to the Oracle Smart View product manager at KScope and he asked me about the “Paper cuts” that annoy us and we wish we could fix. I gave him a couple of items like when connecting for the first time to a cube, if you have suppress missing turned on, you get an annoying message that tells you no data was returned and you have to turn off the suppress missing, retrieve and turn it back on. I asked him to change it so on the initial retrieve, it will bring back the grid. This is both for Planning and Essbase (on-prem and cloud).<span style="mso-spacerun: yes;">&nbsp;&nbsp; </span>The second item I asked for deals with connections to Planning/PBCS/EPBCS/FCCS ad-hoc. Unlike Essbase connections that will put the POV on the first row of the spreadsheet, it remains in the POV bar.<span style="mso-spacerun: yes;">&nbsp; </span>I asked him to make those products work like Essbase. The third item concerns Member names and aliases (again in the EPM products). Essbase allows you to have both the member name and alias separated in the row members, could the EPM products do the same thing. </div><div class="MsoNormal">He told me they were working on all of that and other things. I promised him I would compile a list of other concerns that clients have, so if you would like your paper cut included in my list, please put it in a comment on this blog or email it to me.<span style="mso-spacerun: yes;">&nbsp; </span>I am trying to accredit who gave me the suggestion so if follow up is necessary, I know who asked for it. </div><div class="MsoNormal">My final request and the main body of this post was I would really like to have the undo and options ribbon items on the Essbase ribbon. It is annoying to have to switch ribbons for things I commonly do.<span style="mso-spacerun: yes;">&nbsp; </span>A bit of history, when I first did the beta for Smart View I asked for<span style="mso-spacerun: yes;">&nbsp; </span>the same thing and was told that common functions were put onto the Smart View ribbon to keep the ribbons uncluttered. One of the issues development was facing with earlier Smart View versions was the ribbon got so big, you had to scroll to see everything and users hated it. Hence, no I couldn’t have it my way, the ribbon was not Burger King (look up the old Burger king commercials if you don’t understand the reference).<span style="mso-spacerun: yes;">&nbsp; </span></div><div class="MsoNormal">To my utter surprise and amazement, I was told that starting with Office 2010, I could have customized the ribbons to do what I wanted and was shown how.<span style="mso-spacerun: yes;">&nbsp; </span>I thought I would pass it along to you, so you can be cool to. I’m going to do this in Excel since that is what most people use. </div><br /><ul><li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt &quot;Times New Roman&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span>Open Excel and a worksheet. I don’t care if it is blank or if you have your FIFA World cup standings in it (trying to be topical since the world cup is going on while I write this)</li></ul><ul><li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt &quot;Times New Roman&quot;;"></span></span></span>Go to File and select Options</li></ul><div style="text-align: center;"><img alt="" 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" /></div><ul><li>A Dialog will magically appear. Select Customize Ribbon</li></ul><div style="text-align: center;"><img alt="" height="326" 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" width="400" /></div><ul style="text-align: center;"><li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt &quot;Times New Roman&quot;;"></span></span></span>In “Choose command From” at the top of the dialog, select “All Tabs”. In the left hand pane you will see all of the tabs including Smart View and Essbase. <img alt="" height="328" src="data:image/png;base64,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width="400" /> </li></ul><ul style="text-align: center;"><li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt &quot;Times New Roman&quot;;">&nbsp;</span></span></span>In the right hand tab, expand Essbase. Highlight Essbase and click on the button for “New Group”<span style="mso-spacerun: yes;">&nbsp;&nbsp;</span></li></ul><div style="text-align: center;"><span style="mso-spacerun: yes;"><span style="mso-spacerun: yes;"><img alt="" height="400" 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" width="309" /></span> </span><span style="mso-spacerun: yes;"></span></div><div class="separator" style="clear: both; text-align: center;"><br /></div><ul style="text-align: center;"><li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt &quot;Times New Roman&quot;;"></span></span></span>Click on Rename and name this group “Edit Group” and select an icon you like to represent this group.</li></ul><div style="text-align: center;"><a href="https://www.blogger.com/null" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" height="400" 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" width="342" /></a>&nbsp; </div><ul><li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt &quot;Times New Roman&quot;;">&nbsp;</span></span></span>Optionally move this group to where you want it to appear in relationship to other items</li></ul><ul><li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt &quot;Times New Roman&quot;;">&nbsp;</span></span></span>From the left hand pane expand “Smart View” and then expand “Edit”</li></ul><div style="text-align: center;"><img alt="" height="320" 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" width="244" />&nbsp; </div><ul><li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt &quot;Times New Roman&quot;;">&nbsp;</span></span></span>Making sure your new group is selected in the right hand pane, select the “Undo” option from the left hand pane and using the Add button, copy it to the new group on the right. Repeat for the Redo button.&nbsp;</li></ul><div style="text-align: center;"><img alt="" height="320" 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width="217" />&nbsp; </div><ul><li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt &quot;Times New Roman&quot;;"></span></span></span>Click OK<span style="mso-spacerun: yes;">&nbsp; </span>and your ribbon is customized.<span style="mso-spacerun: yes;">&nbsp; </span>You can do something similar to separate the “Submit” and “Refresh” items on the Smart View Ribbon.</li></ul><div style="text-align: center;"><img alt="" height="46" 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width="400" />&nbsp;&nbsp;</div><div style="text-align: center;">&nbsp;</div><div class="MsoNormal">There you have it Easy-Peasy. If I only knew this years ago, I would have been much happier. You can do the same thing to separate the submit from the refresh buttons, just create custom groups to put them in.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">&nbsp;I have not figured out yet how to automate this so I could send something to all my users to change their ribbons. When I do, I can even remove items I don’t want them to have access to. I’m sure someone smarter than me, will quickly post how to do this for the masses, but at least for now, I’m happy that I’ve made my life easier. </div><div class="MsoNormal"><br /></div> GlennS tag:blogger.com,1999:blog-2615703102299902978.post-7965716187471874509 Wed Aug 01 2018 14:32:00 GMT-0400 (EDT) Smart View Ribbon Customization @gschwartzberg1 @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs @orclEPMblogs http://glennschwartzbergs-essbase-blog.blogspot.com/2018/08/smart-view-ribbon-customization.html <!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> </o:OfficeDocumentSettings></xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> 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SemiHidden="true" UnhideWhenUsed="true" Name="List Number 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Number 5"/> <w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Closing"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Signature"/> <w:LsdException Locked="false" Priority="1" SemiHidden="true" UnhideWhenUsed="true" Name="Default Paragraph Font"/> <w:LsdException Locked="false" Priority="0" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text"/> <w:LsdException Locked="false" Priority="0" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text Indent"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Continue"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Continue 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Continue 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Continue 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Continue 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Message Header"/> <w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Salutation"/> <w:LsdException Locked="false" Priority="0" SemiHidden="true" UnhideWhenUsed="true" Name="Date"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text First Indent"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text First Indent 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Heading"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text 2"/> <w:LsdException 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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Top of Form"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Bottom of Form"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Normal (Web)"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Acronym"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Address"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Cite"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Code"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Definition"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Keyboard"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Preformatted"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Sample"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Typewriter"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Variable"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Normal Table"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="annotation subject"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="No List"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Outline List 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Outline List 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Outline List 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Simple 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Simple 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Simple 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Classic 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Classic 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Classic 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Classic 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Colorful 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Colorful 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Colorful 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Columns 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Columns 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Columns 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Columns 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Columns 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 6"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 7"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 8"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 6"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 7"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 8"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table 3D effects 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table 3D effects 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table 3D effects 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Contemporary"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Elegant"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Professional"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Subtle 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Subtle 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Web 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Web 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Web 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Balloon Text"/> <w:LsdException Locked="false" Priority="0" Name="Table Grid"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Theme"/> <w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" Name="Light List"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" SemiHidden="true" Name="Revision"/> <w:LsdException Locked="false" Priority="34" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" SemiHidden="true" UnhideWhenUsed="true" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" SemiHidden="true" UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/> <w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/> <w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/> <w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/> <w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/> <w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/> <w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 1"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/> <w:LsdException Locked="false" Priority="51" Name="Grid 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Name="Grid Table 3 Accent 5"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 6"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 6"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 6"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 1"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 1"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 1"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 2"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 3"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 3"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 3"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 4"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 4"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 4"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 5"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 6"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 6"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 6"/> </w:LatentStyles></xml><![endif]--><!--[if gte mso 10]><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin-top:0in; mso-para-margin-right:0in; mso-para-margin-bottom:8.0pt; mso-para-margin-left:0in; line-height:107%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri",sans-serif; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style><![endif]--> <br /><div class="MsoNormal">I was talking to the Oracle Smart View product manager at KScope and he asked me about the “Paper cuts” that annoy us and we wish we could fix. I gave him a couple of items like when connecting for the first time to a cube, if you have suppress missing turned on, you get an annoying message that tells you no data was returned and you have to turn off the suppress missing, retrieve and turn it back on. I asked him to change it so on the initial retrieve, it will bring back the grid. This is both for Planning and Essbase (on-prem and cloud).<span style="mso-spacerun: yes;">&nbsp;&nbsp; </span>The second item I asked for deals with connections to Planning/PBCS/EPBCS/FCCS ad-hoc. Unlike Essbase connections that will put the POV on the first row of the spreadsheet, it remains in the POV bar.<span style="mso-spacerun: yes;">&nbsp; </span>I asked him to make those products work like Essbase. The third item concerns Member names and aliases (again in the EPM products). Essbase allows you to have both the member name and alias separated in the row members, could the EPM products do the same thing. </div><div class="MsoNormal">He told me they were working on all of that and other things. I promised him I would compile a list of other concerns that clients have, so if you would like your paper cut included in my list, please put it in a comment on this blog or email it to me.<span style="mso-spacerun: yes;">&nbsp; </span>I am trying to accredit who gave me the suggestion so if follow up is necessary, I know who asked for it. </div><div class="MsoNormal">My final request and the main body of this post was I would really like to have the undo and options ribbon items on the Essbase ribbon. It is annoying to have to switch ribbons for things I commonly do.<span style="mso-spacerun: yes;">&nbsp; </span>A bit of history, when I first did the beta for Smart View I asked for<span style="mso-spacerun: yes;">&nbsp; </span>the same thing and was told that common functions were put onto the Smart View ribbon to keep the ribbons uncluttered. One of the issues development was facing with earlier Smart View versions was the ribbon got so big, you had to scroll to see everything and users hated it. Hence, no I couldn’t have it my way, the ribbon was not Burger King (look up the old Burger king commercials if you don’t understand the reference).<span style="mso-spacerun: yes;">&nbsp; </span></div><div class="MsoNormal">To my utter surprise and amazement, I was told that starting with Office 2010, I could have customized the ribbons to do what I wanted and was shown how.<span style="mso-spacerun: yes;">&nbsp; </span>I thought I would pass it along to you, so you can be cool to. I’m going to do this in Excel since that is what most people use. </div><br /><ul><li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt &quot;Times New Roman&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span>Open Excel and a worksheet. I don’t care if it is blank or if you have your FIFA World cup standings in it (trying to be topical since the world cup is going on while I write this)</li></ul><ul><li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt &quot;Times New Roman&quot;;"></span></span></span>Go to File and select Options</li></ul><div style="text-align: center;"><img alt="" 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" /></div><ul><li>A Dialog will magically appear. Select Customize Ribbon</li></ul><div style="text-align: center;"><img alt="" height="326" 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" width="400" /></div><ul style="text-align: center;"><li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt &quot;Times New Roman&quot;;"></span></span></span>In “Choose command From” at the top of the dialog, select “All Tabs”. In the left hand pane you will see all of the tabs including Smart View and Essbase. <img alt="" height="328" src="data:image/png;base64,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