# Agentic Ad Operations: Research -> Brief -> Make -> Ship as One Loop

> An agentic loop isn't AI doing the work -- it's four stages sharing one state. Here's where the handoffs leak, what actually got faster in our own runs, and the two generations that scored 65 and 45 and never shipped.
- **Author**: Marxx
- **Published**: 2026-10-12
- **Category**: Product
- **URL**: https://marxx.ai/posts/agentic-ad-operations

---

Most ad teams run four processes that pretend to be one. Research happens in a deck. The brief happens in a doc. Production happens in Figma and a drive folder. Shipping happens in Ads Manager. Each step produces a file, and the next step reads about a third of it.

An agentic loop is not "AI does the work." It is **the four stages sharing one state**, so nothing has to be re-explained at a boundary.

Here's what that actually looks like, including where ours still breaks.

## The loop

<div>
<img 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" alt="Diagram of the four-stage loop: research, brief, make, ship, over a shared state layer" style="width:100%;max-width:700px;height:auto;display:block;margin:32px auto;border:1px solid #d1d2d5;border-radius:6px">
</div>

The arrows aren't the interesting part -- every team already has arrows. The strip along the bottom is the argument. When the decode, the brand rules and the review criteria live in one place, the shipping stage can still see what the research stage found. When they live in four tools, it can't, and the loop is just a flowchart.

## Where the work is actually lost

Nobody loses a week *inside* a stage. They lose it at the boundaries.

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<img 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" alt="Table of the four handoffs and what each one drops: the problem statement, the constraint, the brand rules and the reason" style="width:100%;max-width:700px;height:auto;display:block;margin:32px auto;border:1px solid #d1d2d5;border-radius:6px">
</div>

Look at the first row especially. In one decoded account, ads built on "it's expensive" averaged 12.0 days live while ads built on "the battery dies" averaged 21.8. That difference was decided in the handoff from research to brief -- and almost every brief template in circulation has no field for it, so it falls on the floor every single time.

The fourth row is the quiet one. If nothing records *which angle an ad was testing*, then in a month you have performance data and no hypothesis to attach it to. You learn that ad 4 beat ad 7 and nothing about why. The loop never closes, which means it was never a loop.

## What actually got faster, and what didn't

This is the part the category oversells, so here are our own numbers.

<div>
<img 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" alt="Two real generation runs: 6 credits each, under a minute, scoring 65 and then 45 out of 100, neither passing review" style="width:100%;max-width:700px;height:auto;display:block;margin:32px auto;border:1px solid #d1d2d5;border-radius:6px">
</div>

One generated ad asset: **6 credits, under a minute.** Then a quality check against the brief and brand rules. It **scored 65 out of 100 and failed** on four issues -- and the fault was ours: the generation prompt specified green bars and a pink glow while the brief declared a periwinkle-only palette.

We fixed that and regenerated. Version two scored **45** -- worse. Fixing the brand problem broke the communication problem; brief adherence fell from 50 to 30.

Two attempts, 12 credits, about four minutes, neither shipped.

That is the honest shape of agentic ad ops. **Production stopped being the bottleneck and judgment became it.** The loop doesn't remove the human -- it moves them from making things to deciding which things are worth shipping, and that job gets harder as volume rises, not easier.

The value is real but it's narrower than the pitch: being wrong now costs four minutes instead of two weeks. That changes how many angles you can afford to try. It does not mean the first output is right.

## It also just breaks sometimes

Mid-run, our connector authentication dropped and the third generation never happened. Nothing recovered it automatically; someone had to notice.

Any honest account of agentic operations includes this. Loops that touch four systems inherit the failure modes of all four. Build a visible failure state -- a run that stops should be loud, not silently absent -- or you will ship nothing on a Friday and find out on Monday.

## Where to put the human

| Stage | Run it agentically | Keep a human |
|---|---|---|
| Research | Yes -- decoding a library by hand is wasted time | Choosing which question to ask |
| Brief | Yes -- if the research state is attached | Approving the problem and the objection |
| Make | Yes -- this is where the speed is | Nothing, until review |
| Review | Partly -- score against explicit rules | The call on what ships |
| Ship | Yes -- publishing is mechanical | Budget and audience |

The pattern: **automate the production, keep the judgment, and write the rules down so the review step has something objective to score against.** Most failed agentic rollouts skip that last clause and then wonder why review turned into an opinion contest.

## Publishing is the easy part

<div>
<img src="https://marxx.ai/media/publish-to-meta.webp" alt="Publishing a campaign, ad set and ad to Meta directly from the Marxx canvas" style="width:100%;max-width:600px;height:auto;display:block;margin:32px auto;border:1px solid #d1d2d5;border-radius:6px">
</div>

Once an ad is approved, pushing a campaign, ad set and ad into Meta is mechanical and should be automatic -- it's the stage with the least judgment in it and the most clicking.

<div>
<img src="https://marxx.ai/media/node-library.webp" alt="The Marxx canvas node library covering research, write, image, video, audio, talent and publish" style="width:100%;max-width:600px;height:auto;display:block;margin:32px auto;border:1px solid #d1d2d5;border-radius:6px">
</div>

Our canvas runs the chain in one place: research, write, image, video, audio, talent, publish. One brief in, several finished variants out, with the decode and brand rules still attached at the end.

## FAQ

**Is this just automation with a new name?** No. Automation runs fixed steps. An agentic loop chooses steps based on what the previous stage found -- which only works if the state carries.

**Do I need MCP for this?** It helps, because it lets a model query your ad library and your brand rules directly rather than being pasted a summary. The principle holds without it; the fidelity drops.

**What's the realistic time saving?** On production, large -- minutes instead of days. On the full loop, smaller, because review is now the constraint. Expect to be wrong faster, not right immediately.

**Where do most teams go wrong?** Automating the making before writing down the rules. Then nothing can be scored, and the review stage quietly becomes the slowest part.

**How many variants should a loop produce?** As many as you can judge properly. Twelve generated assets and no review capacity is twelve pieces of unshipped work.

**Can it publish without a human?** Technically yes. We don't recommend it, and neither does anyone who has watched an unreviewed batch go live.

**Trial the loop end to end: a rival ad goes in, your ad goes live, in one run.** [Book a demo](https://marxx.ai/book-a-demo) -- bring one competitor and one product.

---
- [More Product articles](https://marxx.ai/posts/category/product)
- [All articles](https://marxx.ai/posts)