First, I started with the Circus Tent, I had to crop and clean up the image a little for it to fit my liking. Then I put the skybox in. This I had to turn into the background. Then came the parking lot, the parking lot gave the circus some depth and made it more realistic. Then came the grass, the grass was a nice addition because it helped give the parking lot some more depth, I had to crop and edit some of the grass because it would not fit in well otherwise. I used the lasso and the magic selection tool for this. Then came the sun, the sun I had to lasso out of the image as well, I also had to use the brush tool to fix some of the errors on it. Finally, the circus monkey, this I had to use the magnetic lasso tool for. Overall I am very happy with the final product.

https://www.stickpng.com/img/miscellaneous/circus/circus-tent



https://www.google.com/imgres?q=parking%20lot%20free%20png&imgurl=https%3A%2F%2Fimg.freepik.com%2Fpremium-photo%2Fisolated-blank-parking-lot-photo-white-background-with-clipping-path_617720-56.jpg%3Fsemt%3Dais_hybrid%26w%3D740%26q%3D80&imgrefurl=https%3A%2F%2Fwww.freepik.com%2Ffree-photos-vectors%2Fparking-lot-png&docid=f6Rw-IP6mawUCM&tbnid=zg-hlN8BX4fuHM&vet=12ahUKEwio_p_O4s2TAxXfjokEHVq3NJkQnPAOegQIKhAB..i&w=740&h=493&hcb=2&ved=2ahUKEwio_p_O4s2TAxXfjokEHVq3NJkQnPAOegQIKhAB

https://www.google.com/imgres?q=sun%20free%20png&imgurl=https%3A%2F%2Fimg.freepik.com%2Fpremium-vector%2Fvector-sun-png-glare-from-sun-dawn-summer-good-weather-glare-bright-sun-png_156846-1930.jpg%3Fw%3D360&imgrefurl=https%3A%2F%2Fwww.freepik.com%2Fvectors%2Fsun-png&docid=DY2Cc9OYf_sinM&tbnid=YHgaz6tXKrz6XM&vet=12ahUKEwjg67Ct482TAxV7jIkEHRxXOXYQnPAOegQIcRAB..i&w=360&h=230&hcb=2&ved=2ahUKEwjg67Ct482TAxV7jIkEHRxXOXYQnPAOegQIcRAB

https://www.google.com/imgres?q=grass%20free%20png&imgurl=https%3A%2F%2Fimg.freepik.com%2Ffree-vector%2Frealistic-grass-background_52683-83723.jpg%3Fsemt%3Dais_hybrid%26w%3D740%26q%3D80&imgrefurl=https%3A%2F%2Fwww.freepik.com%2Ffree-photos-vectors%2Fjungle-grass-png&docid=yWEBQRKj8fcqdM&tbnid=6wsHM6XgHjRW7M&vet=12ahUKEwir_MGP5M2TAxXfk4kEHYZfCcQQnPAOegQIGBAB..i&w=740&h=268&hcb=2&ved=2ahUKEwir_MGP5M2TAxXfk4kEHYZfCcQQnPAOegQIGBAB

data:image/jpeg;base64,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
Leave a Reply