Insulation Question

Hey guys I just finished an inspection on a home here in North Alabama. House was built in 1960. Most of the homes I inspect here are newer built in 1970’s or newer. Question is does this insulation contain asbestos?
Thanks for any feedback!

No way of knowing with out a test . sample needs to be sent to a testing lab .

The brown stuff looks like cellulose .

Sorry I meant is this Vermiculite.

Thank you.

Thank you

Google Vermiculite.

Dont look like vermiculite - looks like dirt! Is that in an attic?

I vote for cellulose.

Did you had a peak under; sometimes vermiculite is found hiding at bottom.

Good call we found this very often . It can be costly to miss it look close .

How Much Does it Cost to Remove Asbestos?

Removal of Vermiculite from attics usually costs between $10,000 – $15,000 and pricing can sometimes be roughly estimated $10 – $15 per square foot for …

https://www.nachi.org/forum/data:image/png;base64,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

I just googled images of insulation with asbestos, couple of them look similar. Testing is the only way to be 100% sure though.

looks like balsam wool

I would agree. Always good to test rather than try to assume.