YOUR RANK GRID
KEYPHRASE: “DISPENSARY NEAR ME” · OCTOBER 24, 2026
Round of October 24, 2026: in the top three at 4 of 121 points, in the top 20 at 36.
- 1–3 4
- 4–7 12
- 8–10 3
- 11–15 11
- 16–20 6
- Not in the top 20 85
Each circle is one of 121 points, 2 miles out from the store’s pin (the ringed centre), north up; the number is the store’s position there.
Scan 12450, finished October 26, 2026: Google Maps, keyword only, an 11×11 grid out to 2 miles. Listings Google injects because of where the scanning server sits (Council Bluffs, Iowa) are removed and positions renumbered. How we measure.
KEYPHRASE: “CANNABIS NEAR ME” · OCTOBER 24, 2026
Round of October 24, 2026: in the top three at 4 of 121 points, in the top 20 at 39.
- 1–3 4
- 4–7 10
- 8–10 6
- 11–15 12
- 16–20 7
- Not in the top 20 82
Each circle is one of 121 points, 2 miles out from the store’s pin (the ringed centre), north up; the number is the store’s position there.
Scan 12453, finished October 26, 2026: Google Maps, keyword only, an 11×11 grid out to 2 miles. Listings Google injects because of where the scanning server sits (Council Bluffs, Iowa) are removed and positions renumbered. How we measure.
KEYPHRASE: “WEED NEAR ME” · OCTOBER 24, 2026
Not in the top 20 at any of the 121 points: wherever a shopper searches “weed near me” on this grid, Urban Weeds is not among the first 20 listings she is shown.
Round of October 24, 2026: in the top three at 0 of 121 points, in the top 20 at 0.
- 1–3 0
- 4–7 0
- 8–10 0
- 11–15 0
- 16–20 0
- Not in the top 20 121
Each circle is one of 121 points, 2 miles out from the store’s pin (the ringed centre), north up; the number is the store’s position there.
Scan 12455, finished October 26, 2026: Google Maps, keyword only, an 11×11 grid out to 2 miles. Listings Google injects because of where the scanning server sits (Council Bluffs, Iowa) are removed and positions renumbered. How we measure.
In the round of October 24, 2026, on “cannabis near me”, its strongest search, Urban Weeds holds the top three at 2 of the 55 points south of its pin and at 0 of the 55 north of it: the north is its weakest side.