Layia gaillardioides

Layia gaillardioides is a species of flowering plant in the daisy family known by the common name woodland tidytips.

Layia gaillardioides
Scientific classification
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L. gaillardioides
Binomial name
Layia gaillardioides
(Hook. & Arn.) DC.

It is endemic to California, where it grows on the coastline and in the coastal mountain ranges in the northern and central parts of the state.

Description

This is an aromatic annual herb producing an erect stem up to a meter-3 feet tall coated in dark glandular hairs. The leaves are linear or lance-shaped, and the lower ones are lobed or toothed and approach 10 centimeters in maximum length.

The flower head has a nearly rounded base of fuzzy green phyllaries. It opens into a face fringed with bright yellow ray florets which are sometimes tipped with white, and a center of disc florets with purple anthers. The fruit is an achene; fruits on the disc florets often have a thick pappus of white or brown bristles.

gollark: The `ipairs` iterator gives us `key, value` for each item of the table (in order). The key is unnecessary here, so it's just bound to `_`, the convention I've seen a lot for variables you're discarding.
gollark: As you can see, you don't actually need to explicitly compute the length anywhere.
gollark: Here's how I would do it:```lualocal function divisible_by_any(n, factors) for _, factor in ipairs(factors) do if n % factor == 0 then return true end end return falseendlocal primes = { 2, 3 }for i = 2, 100 do if not divisible_by_any(i, primes) then table.insert(primes, i) endendfor _, prime in ipairs(primes) do print(prime) end```
gollark: I can't actually read that because ææææ my eyes but it looks like the same thing with less whitespace.
gollark: I mean, it *sort of* is, but instead of actually marking the things it just checks against each factor.


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