---
metadata:
  - name: generator
    content: Diplodoc Platform v5.50.6
alternate:
  - https://yandex.com/support/adfox/en/campaigns/rotation-method.md
  - https://yandex.com/support/adfox/ru/campaigns/rotation-method.md
---
> **Documentation Index:** Fetch the complete configuration index at https://yandex.com/support/adfox/en/llms.txt

# Campaign type and rotation

By leveraging the campaign type and [rotation](*rotation) functionality, you can distribute traffic among campaigns placed on the same platform.

## Campaign types {#types}

**Campaign type** is a feature that allows you to customize the impression order depending on your commitments to run the campaign.

There are three types of campaigns:

#|
|| **Guarantee** | **Dynamic Monetization** | **Promo** ||
|| **Guarantee** campaigns have priority over other campaign types.

Use this type for campaigns with guaranteed sales where you have a commitment to run ads.

Some campaigns can only be of the **Guarantee** type:

- [Measuring campaigns](https://yandex.com/support/adfox/en/campaigns/measuring.md).
- Campaigns with the [by % of traffic](#by-traffic) rotation method.
- [Session campaigns](https://yandex.com/support/adfox/en/campaigns/session.md).
- [Booking](https://yandex.com/support/adfox/en/campaigns/booking.md) campaigns.

For an active **Guarantee** campaign, you can build a [performance forecast](https://yandex.com/support/adfox/en/forecast/about.md).

|

**Dynamic Monetization** campaigns have a lower serving priority than **Guarantee** campaigns.

This type allows the Yandex Advertising Network to compete for the impressions of non-guaranteed campaigns. This ensures the highest impression revenue for the site owner.

With **Dynamic Monetization**, you don't use priorities when selecting a campaign to serve. For this campaign type, you need to specify the CPM: among **Dynamic Monetization** campaigns, the campaign having the highest CPM gets served.

|

**Promo** campaigns have a lower serving priority than **Dynamic Monetization** campaigns.

Use this type to promote yourself.

||
|#

## Campaign selection process {#choosing}

Here's a diagram showing the algorithm for selecting a campaign to be served:

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## Priority rotation method {#by-priority}

The priority rotation method is enabled in Adfox by default: the impression order is determined by the campaign level and priority.

To set the campaign selection order, select **By priority** in the **Rotation method** parameter and specify the **Level and priority** parameters.

- **Level**: A parameter that determines the order in which the server selects the campaigns to be served. Level 1 is the highest.
  
  Each level can host multiple campaigns. You can use priorities to manage campaigns of the same level.
  
- **Priority**: A parameter that determines the order of impressions among campaigns of the same level. By default, the priority is set to 100. The higher the campaign priority, the higher is the chance for it to be served.

   The system first selects campaigns with a higher level, then checks which campaigns meet the limits and targeting settings. For example, if targeting or limits are triggered for Level 1 campaigns, the system starts selecting from Level 2 and subsequent levels. If there are multiple campaigns with the same level, their priority is taken into account: among all campaigns, the one with the highest priority is served.
   
   Within a campaign, banner impressions are also determined by priorities.

{% cut "Example of a campaign with priority-based rotation" %}

For example, you have three campaigns with priority-based rotation and identical targeting settings and limits:

#|
|| Campaign No. 1| Level: 3 | Priority: 100| Banner 1 (Priority: 100)||
|| Campaign No. 2| Level: 4 | Priority: 150| Banner 1 (Priority: 100)||
|| Campaign No. 3| Level: 3 | Priority: 50 | Banner 1 (Priority: 100)||
|#

First, the server checks campaigns No. 1 and No. 3 which are at Level 3.

Campaigns are selected based on priority. On average, banners from Campaign No. 1 will be selected for display twice as often as banners from Campaign No. 3, all other conditions being equal.

Priority plays the same role for banners as it does for campaigns. But banner priority doesn't depend on campaign priority in any way.

{% endcut %}

## Rotation method by % of traffic {#by-traffic}

{% note warning %}

This rotation method is enabled upon request and is only available for the **Guarantee** campaign type.

{% endnote %}

Advertising campaigns with **By % of traffic** rotation are prioritized higher than **By priority** campaigns. To set up such a campaign, select **By % of traffic** in the **Rotation method** parameter and enter the [percentage of site traffic](*rotation-percent).

If the total percentage of traffic specified for campaigns is:

- Higher than 100%: The percentages are recalculated in equal parts, and campaigns with **By priority** rotation aren't served. For example, there are three campaigns with percentages of 50, 50, and 50. They're served as if you specified 33, 33, and 33.

- Lower than 100%: Your specified traffic percentage is given to these campaigns, and the remaining traffic is filled with impressions of campaigns with **By priority** rotation.

## Redefine rotation method at the placement level {#change}

You can redefine the rotation method for sites, sections, or individual placements.

To redefine rotation method at the placement level:

1. Go to **Campaigns** → **Ad platforms**.
2. Click <svg width="24" height="24" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"><rect width="24" height="24" fill="url(#svg-71rprp2v__pattern0_71_411)"/><defs><pattern id="svg-71rprp2v__pattern0_71_411" patternContentUnits="objectBoundingBox" width="1" height="1"><use xlink:href="#svg-71rprp2v__image0_71_411" transform="scale(0.0416667)"/></pattern><image id="svg-71rprp2v__image0_71_411" width="24" height="24" xlink:href="data:image/png;base64,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"/></defs></svg> next to the placement you want to change. 
3. In the **Rotation method** field, select:

   - **Not overridden**: The rotation method is the same as for the entire ad campaign.
   - **By priority**: Campaign rotation uses the mechanism of levels and priorities for the entire site, its sections, and placements.
   - **By % of traffic**: Campaign rotation uses the traffic percentage mechanism.
   
When you redefine the rotation method at the site or section level, this also changes the rotation method used for placements on that site or section.


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[*rotation]: A section of ad campaign settings that affects the order in which campaigns are selected for serving.

[*rotation-percent]: The percentage of traffic to be allocated for impressions of this campaign.