How can we help?

If you are on an iPhone or an iPad, Linearity Curve is available to download on the App Store.

If you are on a Mac, Linearity Curve is on the Mac App Store.‍ In the Store, search for "Linearity Curve", then tap or click the "Get" button. Once the app is downloaded, you can access it from your Apps folder.

Your files remain secure in their original places, whether it's iCloud or your device storage. We won't delete any data without your permission. However, if you prefer having a backup for peace of mind, you can export all your files in .curve format and save them locally.

Any new document you create will be automatically saved in Linearity Cloud as a .curve file, and you can easily export and store it wherever you choose.

After upgrading your software and signing in to your account, you can choose to migrate all your files at once using the “Migrate Now” button. This option enables you to migrate all your files in one swift move.

Alternatively, you can migrate files one at a time by opening and editing them. Any changes you make will automatically save to Linearity Cloud. Plus, any new documents created will be added there, too.

Once all your files are migrated, you’ll be prompted to delete them from their original locations. The iCloud and local storage spaces will then be removed from the Homescreen.

You sure can! We even have a bunch of pre-made templates waiting for you to open and begin designing. Just open the app, hit "New Document," and tap "Social Media" to explore different-sized templates for  Facebook, Instagram, Twitter, YouTube, and Linkedin. Linearity Curve is especially useful for Social Media Marketers who want to design fun visuals.

The Shape Builder creates elaborate shapes easily. You can merge or erase areas of intersecting shapes with the Shape Builder Tool. You can merge or erase multiple shape parts and create an entirely new shape. This feature is handy for creating geometric logos, illustrations, and lettering shapes. The Shape Builder Tool functions similarly to Boolean Operations, merging two shapes into one or erasing overlapping areas.