{"id":32853,"date":"2021-06-02T14:32:44","date_gmt":"2021-06-02T17:32:44","guid":{"rendered":"https:\/\/suporte.quattrus.com\/?p=32853"},"modified":"2024-12-10T10:47:53","modified_gmt":"2024-12-10T13:47:53","slug":"step-04-adding-kpis-gestiona","status":"publish","type":"post","link":"https:\/\/suporte.quattrus.com\/en\/step-04-adding-kpis-gestiona\/","title":{"rendered":"Step 04: Adding KPIs on Gestiona"},"content":{"rendered":"\n\n\t\t<div class=\"tabbed-content\">\n\t\t\t\n\t\t\t<ul class=\"nav nav-pills nav-vertical nav-uppercase nav-size-normal nav-left\" role=\"tablist\"><li id=\"tab-add-kpi\" class=\"tab active has-icon\" role=\"presentation\"><a href=\"#tab_add-kpi\" role=\"tab\" aria-selected=\"true\" aria-controls=\"tab_add-kpi\"><span>Add KPI<\/span><\/a><\/li>\n<li id=\"tab-basic-settings\" class=\"tab has-icon\" role=\"presentation\"><a href=\"#tab_basic-settings\" tabindex=\"-1\" role=\"tab\" aria-selected=\"false\" aria-controls=\"tab_basic-settings\"><span>Basic Settings<\/span><\/a><\/li>\n<li id=\"tab-understanding-the-ranges\" class=\"tab has-icon\" role=\"presentation\"><a href=\"#tab_understanding-the-ranges\" tabindex=\"-1\" role=\"tab\" aria-selected=\"false\" aria-controls=\"tab_understanding-the-ranges\"><span>Understanding the Ranges<\/span><\/a><\/li>\n<li id=\"tab-kpi-type\" class=\"tab has-icon\" role=\"presentation\"><a href=\"#tab_kpi-type\" tabindex=\"-1\" role=\"tab\" aria-selected=\"false\" aria-controls=\"tab_kpi-type\"><span>KPI Type<\/span><\/a><\/li>\n<li id=\"tab-consolidation\" class=\"tab has-icon\" role=\"presentation\"><a href=\"#tab_consolidation\" tabindex=\"-1\" role=\"tab\" aria-selected=\"false\" aria-controls=\"tab_consolidation\"><span>Consolidation<\/span><\/a><\/li>\n<li id=\"tab-link\" class=\"tab has-icon\" role=\"presentation\"><a href=\"#tab_link\" tabindex=\"-1\" role=\"tab\" aria-selected=\"false\" aria-controls=\"tab_link\"><span>Link<\/span><\/a><\/li>\n<li id=\"tab-period\" class=\"tab has-icon\" role=\"presentation\"><a href=\"#tab_period\" tabindex=\"-1\" role=\"tab\" aria-selected=\"false\" aria-controls=\"tab_period\"><span>Period<\/span><\/a><\/li>\n<li id=\"tab-disable-and-restore-kpis\" class=\"tab has-icon\" role=\"presentation\"><a href=\"#tab_disable-and-restore-kpis\" tabindex=\"-1\" role=\"tab\" aria-selected=\"false\" aria-controls=\"tab_disable-and-restore-kpis\"><span>Disable and Restore KPIs<\/span><\/a><\/li><\/ul><div class=\"tab-panels\"><div id=\"tab_add-kpi\" class=\"panel active entry-content\" role=\"tabpanel\" aria-labelledby=\"tab-add-kpi\">\n\n<p>After you have logged in, it is time to register your KPIs. Click on the Three Dots icon and on Add KPIs.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-60187 size-full\" src=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_1.png\" alt=\"\" width=\"1311\" height=\"542\" srcset=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_1.png 1311w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_1-300x124.png 300w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_1-1024x423.png 1024w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_1-768x318.png 768w\" sizes=\"auto, (max-width: 1311px) 100vw, 1311px\" \/><\/p>\n<p style=\"text-align: left;\">The system will open the KPI Settings screen.<\/p>\n<p style=\"text-align: left;\">If you already have KPIs registered, click <strong>New<\/strong> to add a KPI.<\/p>\n<p style=\"text-align: left;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-60190 size-full\" style=\"font-size: 14.4px;\" src=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_2.png\" alt=\"\" width=\"1029\" height=\"505\" srcset=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_2.png 1029w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_2-300x147.png 300w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_2-1024x503.png 1024w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_2-768x377.png 768w\" sizes=\"auto, (max-width: 1029px) 100vw, 1029px\" \/><\/p>\n<p style=\"text-align: left;\">See on the next tabs how to fill in your KPI.<\/p>\n<p>After finishing your KPI, click on <strong>SAVE<\/strong>.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-60193 size-full\" src=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_3.png\" alt=\"\" width=\"1025\" height=\"503\" srcset=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_3.png 1025w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_3-300x147.png 300w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_3-768x377.png 768w\" sizes=\"auto, (max-width: 1025px) 100vw, 1025px\" \/><\/p>\n<p>Click on the Quattrus icon to refresh your page.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" width=\"425\" height=\"189\" class=\"alignnone wp-image-39750 size-full\" src=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-3.png\" srcset=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-3.png 425w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-3-300x133.png 300w\" sizes=\"auto, (max-width: 425px) 100vw, 425px\" \/><\/p>\n<p>The KPI will appear on your Dashboard.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-60196 size-full\" src=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_4.png\" alt=\"\" width=\"1308\" height=\"613\" srcset=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_4.png 1308w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_4-300x141.png 300w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_4-1024x480.png 1024w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_4-768x360.png 768w\" sizes=\"auto, (max-width: 1308px) 100vw, 1308px\" \/><\/p>\n\n<\/div>\n<div id=\"tab_basic-settings\" class=\"panel entry-content\" role=\"tabpanel\" aria-labelledby=\"tab-basic-settings\">\n\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-60200 size-full\" src=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_2-1.png\" alt=\"\" width=\"1029\" height=\"505\" srcset=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_2-1.png 1029w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_2-1-300x147.png 300w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_2-1-1024x503.png 1024w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_2-1-768x377.png 768w\" sizes=\"auto, (max-width: 1029px) 100vw, 1029px\" \/><\/p>\n<p>Complete the required fields:<\/p>\n<ul>\n<li><span class=\"wysiwyg-underline\"><strong>Code<\/strong><\/span>: Unique number of a KPI, automatically generated when registered.<\/li>\n<li><span class=\"wysiwyg-underline\"><strong>KPI<\/strong><\/span>: KPI Name.<\/li>\n<li><span class=\"wysiwyg-underline\"><strong>Metric<\/strong><\/span>: Unit being used to measure the KPI.<\/li>\n<li><strong>Description:<\/strong> Field to insert description of KPI<\/li>\n<li><span class=\"wysiwyg-underline\"><strong>Client<\/strong><\/span>: Who is the main stakeholder of your KPI.<\/li>\n<li><span class=\"wysiwyg-underline\"><strong>Good when<\/strong><\/span>: Indicates when the value is good. It can be for <strong>MORE<\/strong> (+), for <strong>LESS<\/strong> (-) or for <strong>SAME <\/strong>\u00a0(=).<\/li>\n<li><span class=\"wysiwyg-underline\"><strong>Chronic red<\/strong><\/span>: Number of months out of range before being considered Chronic Red.<\/li>\n<li><span class=\"wysiwyg-underline\"><strong>Priority<\/strong><\/span>: Defines the order of your KPIs on the dashboard.<\/li>\n<li><span class=\"wysiwyg-underline\"><strong>Decimal places<\/strong><\/span>: Number of decimal places considered for the KPI values.<\/li>\n<li><span class=\"wysiwyg-underline\"><strong>Coefficient<\/strong><\/span>: Value by which the KPI values will be multiplied. Quattrus default is 1.<\/li>\n<li><strong><span class=\"wysiwyg-underline\">Auxiliary: <\/span><\/strong>Changes the KPI to Auxiliary.<\/li>\n<li><strong><span class=\"wysiwyg-underline\">Validity of the KPI:<\/span><\/strong><span class=\"wysiwyg-underline\"> Defines a START or END date for the management of each indicator in Quattrus.<\/span><\/li>\n<li><strong>Auxiliary Fields<\/strong>: Custom fields of the KPI previously configured by the Client Administrator.<\/li>\n<li><strong>Benchmark<\/strong>: Reference value for the purpose of comparison with your KPI. This data will be displayed in the KPI chart.<\/li>\n<li><strong>KPI Description<\/strong>: In the description you can write a text detailing the particularities of your KPI.<\/li>\n<\/ul>\n\n<\/div>\n<div id=\"tab_understanding-the-ranges\" class=\"panel entry-content\" role=\"tabpanel\" aria-labelledby=\"tab-understanding-the-ranges\">\n\n<p>Before you can register a KPI, we need to understand what each field means.<\/p>\n<h4><span class=\"wysiwyg-underline\"><strong>1C Type KPI:<\/strong><\/span><\/h4>\n<ul>\n<li>Green Range\/Process Range: It represents what you usually achieve.<\/li>\n<li>Red Range: When the Red Range is exceeded, it is a problem, it means a result well outside the expected range. The reason for this result must be analyzed alongside the manager.<\/li>\n<li>Client Range\/Goal: It is the goal you want to achieve.<\/li>\n<\/ul>\n<p>In this type of KPI, you can enter lower and upper values for each of the Ranges. By checking the chart, it is easier to understand and visualize the limits of each range.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" width=\"948\" height=\"522\" class=\"alignnone wp-image-39759 size-full\" src=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-6.png\" srcset=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-6.png 948w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-6-300x165.png 300w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-6-768x423.png 768w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-6-480x264.png 480w\" sizes=\"auto, (max-width: 948px) 100vw, 948px\" \/><\/p>\n<p>Let&#8217;s analyze the example above:<\/p>\n<p><span class=\"wysiwyg-color-black\">The Green Range values are between 5 and 15, which means the user usually get results between 5 and 15. If any results are outside this range, an analysis (FCA) should be done to detect the causes for the month&#8217;s accomplished not being within the predicted range.<\/span><\/p>\n<p>The Lower Red Range has a value of 3, that is, all values that are below this value should be analyzed together with the manager. It needs immediate analysis.<br \/>The same goes for the Upper Red Range, all values above 18 must be analyzed with the manager.<\/p>\n<p>Between the Green and Red Ranges, we have the Yellow Range, a warning range.<br \/>In our example, the Lower Yellow Range contains the results between 3 and 5, and the Upper Yellow Range contains the results between 15 and 18.<br \/>When the headlight of the month is yellow, the analysis of the result should also be done, but the manager&#8217;s assistance is not required.<\/p>\n<p>The Client Range is the goal, what we would like to see as the result.<br \/>In this example, the KPI is not meeting its goal, since the Lower Green Range is below the Lower Client Range. It will be necessary to make an Action Plan to improve the results of this item, so that at the end of the plan the results are reaching the established target.<\/p>\n<p>\u00a0<\/p>\n<h4><span class=\"wysiwyg-underline\"><strong>2A, 2B and 2C KPI Types:<\/strong><\/span><\/h4>\n<ul>\n<li>Forecast: It represents what you are used to achieving, it is what you are planning to accomplish each month.<\/li>\n<li>Budget: It is the goal you want to achieve, it is what you would like to accomplish.<\/li>\n<\/ul>\n<p>These KPI types work with %. When registering the item, you will indicate a % limit for each range.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" width=\"256\" height=\"198\" class=\"alignnone wp-image-39762 size-full\" src=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-7.png\" \/><\/p>\n<p>In this case the limit for the month will be applied to the Forecast field. If the Forecast amount for the month is 100, the Green Range will be between 110 and 90 (10% more and less), the Lower Red Range will be 85 (15% less), and the Upper Red Range will be 115 (15% more).<br \/>Between 85 and 90 will be the Lower Yellow Range and between 110 and 115 will be the Upper Yellow Range.<\/p>\n<p>The same goes for the Year, however the reference value will be the one in the Budget column.<br \/>Remember that the limits for the month and the year don&#8217;t have to be the same.<\/p>\n\n<\/div>\n<div id=\"tab_kpi-type\" class=\"panel entry-content\" role=\"tabpanel\" aria-labelledby=\"tab-kpi-type\">\n\n<p>On the<strong> KPI TYPE<\/strong> tab you can define how the <strong>Green Range<\/strong> and the <strong>Goal<\/strong> of your KPI will be configured.<\/p>\n<p><img decoding=\"async\" id=\"thepasted-1\" 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\" \/><\/p>\n\n<\/div>\n<div id=\"tab_consolidation\" class=\"panel entry-content\" role=\"tabpanel\" aria-labelledby=\"tab-consolidation\">\n\n<p>Often, the metrics of a KPI depends on other items. On the &#8220;Consolidation&#8221; tab, you can sum up your KPI using the following functions:<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" width=\"846\" height=\"667\" class=\"alignnone wp-image-39768 size-full\" src=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-9.png\" srcset=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-9.png 846w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-9-300x237.png 300w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-9-768x606.png 768w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-9-480x378.png 480w\" sizes=\"auto, (max-width: 846px) 100vw, 846px\" \/><\/p>\n<p>When an item is consolidated, it will be shown on the KPIs Dashboard.<\/p>\n\n<\/div>\n<div id=\"tab_link\" class=\"panel entry-content\" role=\"tabpanel\" aria-labelledby=\"tab-link\">\n\n<p>Unlike Totalization, linked KPIs will not affect your metrics. They are reference KPIs, for analyzing your metrics, but they will not automatically influence your metrics.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" width=\"845\" height=\"680\" class=\"alignnone wp-image-39771 size-full\" src=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-10.png\" srcset=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-10.png 845w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-10-300x241.png 300w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-10-768x618.png 768w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-10-480x386.png 480w\" sizes=\"auto, (max-width: 845px) 100vw, 845px\" \/><\/p>\n<p>As with consolidated KPIs, KPIs that are linked will also be indicated in the KPI panel.<\/p>\n\n<\/div>\n<div id=\"tab_period\" class=\"panel entry-content\" role=\"tabpanel\" aria-labelledby=\"tab-period\">\n\n<p>By default, Quattrus registers KPIs from January to December, but you can change the duration of an item on the &#8220;Period&#8221; tab.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" width=\"842\" height=\"605\" class=\"alignnone wp-image-39774 size-full\" src=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-11.png\" srcset=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-11.png 842w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-11-300x216.png 300w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-11-768x552.png 768w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-11-480x345.png 480w\" sizes=\"auto, (max-width: 842px) 100vw, 842px\" \/><\/p>\n<p><strong>Attention<\/strong>: Changing the period will change the calculation of the Goal for types 2A and 2B.<\/p>\n\n<\/div>\n<div id=\"tab_disable-and-restore-kpis\" class=\"panel entry-content\" role=\"tabpanel\" aria-labelledby=\"tab-disable-and-restore-kpis\">\n\n<p>When you disable a KPI, it will no longer be visible in your dashboard. To disable an item, simply go to the KPI Settings and click &#8220;Disabled&#8221;.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" width=\"705\" height=\"276\" class=\"alignnone wp-image-39777 size-full\" src=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-12.png\" srcset=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-12.png 705w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-12-300x117.png 300w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Pasted-12-480x188.png 480w\" sizes=\"auto, (max-width: 705px) 100vw, 705px\" \/><\/p>\n<p>To Restore KPIs, click on the icon indicated below and select the &#8220;Restore KPIs&#8221; option.<\/p>\n<p>\u00a0<img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-60203 size-full\" src=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_7.png\" alt=\"\" width=\"276\" height=\"371\" srcset=\"https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_7.png 276w, https:\/\/suporte.quattrus.com\/wp-content\/uploads\/2021\/06\/Screenshot_7-223x300.png 223w\" sizes=\"auto, (max-width: 276px) 100vw, 276px\" \/><\/p>\n<p>Select the KPI and click on <strong>Restore<\/strong>.<\/p>\n<p><img decoding=\"async\" id=\"thepasted-4\" 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