Ve. 1225 1

1. Prep the workspace

2. Load & align the slide

[Une image contenant ligne, reçu, texte, conception

Le contenu généré par l’IA peut être incorrect.](data:image/png;base64,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)

E.g. of Gradually Spaced Lines (GSL) pattern from an Argo-SIM slide.

3. Configure your microscope for imaging

We’ll now switch to the acquisition settings of interest.

  1. Add the immersion medium relevant to the objective on the piece of glass.

  2. Switch to the working objective (e.g., 60× oil) if you want higher resolution.

  3. Switch to your channel of interest, usually GFP (488nm).