---
title: AI Compute Hosting | Howard Solar Connect
description: Central Illinois homeowners adding new solar may host an AI compute node and earn a share of net compute revenue. Check your home's eligibility.
---

[![Howard Solar Connect ... Turning Sunlight into Savings](data:image/webp;base64,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)](https://www.howardsolarconnect.com/ai-node#top)

[How it works](https://www.howardsolarconnect.com/ai-node#how)[Benefits](https://www.howardsolarconnect.com/ai-node#benefits)[FAQs](https://www.howardsolarconnect.com/ai-node#faq)[Check My Home ↗](https://www.howardsolarconnect.com/ai-node#eligibility)

 Newly launched opportunity

# Your home could power AI. And earn from it.

AI computing is creating a new opportunity for qualifying homeowners. Pair a new solar system with an in-home compute node ... and potentially earn a share of the revenue it generates.

[Check My Home's Eligibility →](https://www.howardsolarconnect.com/ai-node#eligibility)[See How It Works](https://www.howardsolarconnect.com/ai-node#how)

No obligation to inquire. Eligibility and earnings vary. This program is currently offered with qualifying **new solar** or **solar + battery** projects.

Illustration of solar-equipped home connected to an AI compute node, with potential earnings AI COMPUTE $PAID COMPUTEPotential host revenue

80%**of net receipts**Homeowner revenue share\*

↗

**80% revenue share\***Of net paid compute receipts

⌂

**Vendor-owned hardware**Equipment serviced by the operator

☀

**Built alongside new solar**Solar + battery may also qualify

The idea, simplified

## Your home joins the AI economy.

Instead of putting all AI computing into giant data centers, this program creates a network of dedicated computers hosted by qualifying homeowners.

STEP 01

☀️

### Design your solar solution

We first review whether your home is a good candidate for a new solar or solar-plus-battery project and this hosting opportunity.

STEP 02

🖥️

### Host a dedicated AI node

For approved projects, a specialized compute device is installed at your property and connected to suitable power and internet.

STEP 03

↗

### Share in paid compute revenue

Businesses pay for compatible computing workloads. Your contractual share is based on actual receipts ... not a fixed paycheck.

\* The announced homeowner share is 80% of *net* compute receipts. Paid workload volume, rates, operating costs and deductions affect payments.

Why homeowners are interested

## More possibilities from the power of home.

It's an intriguing intersection of clean energy and the demand for computing power ... with real details to evaluate before deciding.

＄

### Potential monthly hosting income

Eligible hosts receive 80% of net compute receipts, paid monthly according to program terms. There is no guaranteed dollar amount.

⚡

### A way to help offset household costs

Hosting earnings may be used toward electricity, internet or solar expenses. Your actual net benefit depends on costs and earned revenue.

🛠

### No separate node purchase

The equipment is owned and maintained by the hosting operator under its agreement. Solar system costs, if any, are separate.

◈

### Clear program terms to review

The announced arrangement uses recurring five-year terms with a cancellation option. We help you understand the relevant agreements.

**Important:** This is a new program ... not a promise of free electricity, covered solar payments or guaranteed profits. Any bill-protection provision is limited by its written agreement and qualifying costs. We review the obligations before a decision.

Let's find out

## Could your home qualify?

Start with a quick eligibility request. We can review your location, solar potential and the hosting requirements ... without asking you to sign anything.

✓**Homeowner:** You own your home or can approve a solar project.

✓**New solar project:** You're considering solar, with or without battery storage.

✓**Suitable setup:** Safe mounting space, electrical capacity, ventilation and reliable dedicated internet can be evaluated.

✓**Program availability:** State, utility, installer, financing and property eligibility must be confirmed.

Already have solar? You can still reach out, but this launch is aimed at qualifying **new** solar projects; an existing-solar retrofit is not confirmed as eligible.

### Check My Home's Eligibility

Tell us a little about your home. We'll contact you about the next step.

First name \*

Last name \*

Email address \*

Phone number

Home ZIP code \*

Your solar status \*Please selectConsidering new solarConsidering new solar + batteryAlready have solarNot sure yet

Do you own the home? \*Please selectYesNoCo-owner / decision-maker

I request follow-up from Howard Solar Connect about this inquiry using the contact information I provide. This is not an enrollment or a purchase commitment. \*

Request My Eligibility Review →

Fields marked \* are required. We use your information to respond and evaluate this opportunity. See our [privacy notice](https://www.howardsolarconnect.com/ai-node#privacy).

Answers that matter

## Good questions. Clear answers.

You should understand the numbers, obligations and cancellation provisions ... not just the headline.

[Ask About My Home →](https://www.howardsolarconnect.com/ai-node#eligibility)

Is this a guaranteed income program?

No. Earnings depend on the amount of paid computing work assigned to the device, pricing, collections, costs and applicable deductions. The announced 80% share is of *net compute receipts*, not a guaranteed monthly paycheck.

Do I need to purchase solar?

The Powur launch offers the AI node alongside a qualifying **new solar** or **new solar-plus-battery** installation. Solar pricing and financing are separate from the node's equipment arrangement. A standalone node offer is not confirmed through this program.

Who owns and maintains the computer?

The hosting operator owns and maintains the node under the hosting agreement. You provide the approved installation space, suitable electricity and dependable internet connectivity.

Will AI revenue cover my electricity or solar payment?

It may help offset your bills, but this is not guaranteed. Powur announced a defined bill-protection feature. Its scope and conditions ... including which electricity or internet costs qualify ... must be checked in the written agreement. Solar financing remains a separate obligation.

What does the setup require?

The node needs an approved location with safe electrical supply, ventilation and an appropriate internet connection. Equipment placement, potential incremental power consumption and connectivity are evaluated before installation.

How long is the agreement?

The announced program uses recurring five-year hosting terms and permits cancellation without a hosting early-termination fee. The agreement governs cancellation notice and equipment retrieval; any separate solar agreement remains in effect.

How can I verify these program details?

Read [Powur's October 24, 2026 announcement](https://www.prweb.com/releases/powur-launches-ai-compute-node-program-turning-solar-homes-into-paid-hosts-for-the-ai-economy-302917788.html). Binding terms will be in your individual agreements.

## Don't just watch the AI boom. Explore whether your home can participate.

One quick inquiry. A clearer picture of what may be possible.

[Check Eligibility →](https://www.howardsolarconnect.com/ai-node#eligibility)

![Howard Solar Connect](data:image/webp;base64,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)

Making clean energy opportunities easier to understand. Independently helping homeowners explore solar, storage and emerging energy technology.

[How it works](https://www.howardsolarconnect.com/ai-node#how)[Program FAQs](https://www.howardsolarconnect.com/ai-node#faq)[Email us](mailto:mhoward@howardsolarconnect.com)[Privacy](https://www.howardsolarconnect.com/ai-node#privacy)

© 2026 Howard Solar Connect. Independent solar consultant; not a utility, government agency or the equipment manufacturer. Program offered through participating providers subject to eligibility and signed agreements. No earnings, savings, costs, financing or approval are guaranteed. Illustrations are conceptual.

### Privacy notice

When you submit an eligibility inquiry, Howard Solar Connect receives the information you provide to respond, review solar and hosting eligibility, and coordinate your request with relevant program or installation partners as necessary. Contact details may be entered in our CRM. We do not treat this request as consent to unrelated automated marketing. To ask about your information, email [mhoward@howardsolarconnect.com](mailto:mhoward@howardsolarconnect.com).

```json
{
  "@context" : "https://schema.org",
  "@type" : "FAQPage",
  "mainEntity" : [ {
    "@type" : "Question",
    "acceptedAnswer" : {
      "@type" : "Answer",
      "text" : "No. Earnings depend on the amount of paid computing work assigned to the device, pricing, collections, costs and applicable deductions. The announced 80% share is of net compute receipts, not a guaranteed monthly paycheck."
    },
    "name" : "Is this a guaranteed income program?"
  }, {
    "@type" : "Question",
    "acceptedAnswer" : {
      "@type" : "Answer",
      "text" : "The Powur launch offers the AI node alongside a qualifying new solar or new solar-plus-battery installation. Solar pricing and financing are separate from the node's equipment arrangement. A standalone node offer is not confirmed through this program."
    },
    "name" : "Do I need to purchase solar?"
  }, {
    "@type" : "Question",
    "acceptedAnswer" : {
      "@type" : "Answer",
      "text" : "The hosting operator owns and maintains the node under the hosting agreement. You provide the approved installation space, suitable electricity and dependable internet connectivity."
    },
    "name" : "Who owns and maintains the computer?"
  }, {
    "@type" : "Question",
    "acceptedAnswer" : {
      "@type" : "Answer",
      "text" : "It may help offset your bills, but this is not guaranteed. Powur announced a defined bill-protection feature. Its scope and conditions ... including which electricity or internet costs qualify ... must be checked in the written agreement. Solar financing remains a separate obligation."
    },
    "name" : "Will AI revenue cover my electricity or solar payment?"
  }, {
    "@type" : "Question",
    "acceptedAnswer" : {
      "@type" : "Answer",
      "text" : "The node needs an approved location with safe electrical supply, ventilation and an appropriate internet connection. Equipment placement, potential incremental power consumption and connectivity are evaluated before installation."
    },
    "name" : "What does the setup require?"
  }, {
    "@type" : "Question",
    "acceptedAnswer" : {
      "@type" : "Answer",
      "text" : "The announced program uses recurring five-year hosting terms and permits cancellation without a hosting early-termination fee. The agreement governs cancellation notice and equipment retrieval; any separate solar agreement remains in effect."
    },
    "name" : "How long is the agreement?"
  }, {
    "@type" : "Question",
    "acceptedAnswer" : {
      "@type" : "Answer",
      "text" : "Read Powur's October 24, 2026 announcement. Binding terms will be in your individual agreements."
    },
    "name" : "How can I verify these program details?"
  } ]
}
```