You will get a digital portrait painting!

You will get a digital portrait painting!

Project details
I will create a finished digital portrait painting of any person you want! I have options available for individual, couple, and family/group portraits. And once completed, you can use the painting for whatever you wish. Maybe you need something unique to use as your profile photo on social media. Maybe you want to buy a print to hang up in your home. Or maybe you're looking for a fun gift option. No matter your reason, I hope you'll give me an opportunity to create a portrait painting you'll love!
Illustration Type
PortraitWhat's included
Service Tiers |
Starter
$40
|
Standard
$70
|
Advanced
$100
|
---|---|---|---|
Delivery Time | 3 days | 5 days | 10 days |
Number of Revisions | 0 | 0 | 0 |
Number of Figures | 1 | 2 | |
Source Files | - | - | - |
High Resolution | |||
Background/Scene | - | - | - |
Color | |||
Full Body | - | - | - |
Commercial Use |
Optional add-ons
You can add these on the next page.
Fast Delivery
+$15
Additional Revision
+$5About Jacey
Illustration, Drawing, & Painting
Bremen, United States - 8:35 pm local time
• Well-versed in digital art (programs: Photoshop, Clip Studio Paint, Krita, ArtRage 6)
• Experienced with traditional mediums like oil paint, watercolor, and graphite pencil
• I will work with you through every step of the illustration process from the sketch to rendered result
Steps for completing your project
After purchasing the project, send requirements so Jacey can start the project.
Delivery time starts when Jacey receives requirements from you.
Jacey works on your project following the steps below.
Revisions may occur after the delivery date.
Sketch
This is a simple, rough outline used primarily to determine proportion (y'know, to make sure the portrait actually looks like the person you know and love).
Finished Painting
After the sketch, I move straight into the rendering process. I'm typically a bit playful with things like brushstrokes, color, and light, meaning the painting will be unique from the derivative photograph.