Overlay CSS image

Question

I have 2 images, one is a circle and the other is an image with number 360, I need to place this image with number 360 inside the image that is a circle, what is the most correct way to do this? the way you think it’s ugly and everything has to be aligned with the text on the left

.banner {
  background:orange ;
}

.wrap_description {
  display: flex;
}

.flex_box_description {
  width: 50.0%;
  margin: 10%;
}

.flex_box_text {
  color: #d9dadb;
  font-family: 'Source Sans Pro', sans-serif;
  text-align: right;
  line-height: 30px;
}

<div class="banner">
  <div class="wrap_description">
    <div class="flex_box_description">
      <div class="flex_box_text">
        Você está procurando alguma coisa para fazer em Curitiba? Quer você viva na área, tenha se mudado há pouco tempo ou esteja só de passagem, temos várias dicas e eventos imperdíveis. Você pode procurar por local, popularidade, eventos selecionados, eventos
        gratuitos... a escolha é sua. Pronto?</div>
    </div>
    <div class="flex_box_description">
      <img style="position:absolute; margin-left:1px; top:0px; z-index: 1;" src="http://4.bp.blogspot.com/_lveQq-e41T0/TChewY5E2xI/AAAAAAAAALM/LXlQxG3KwjI/s400/circulo.gif" alt="360" />
      <img style="position:absolute; right:10px; top:70px; z-index: 2;" src="data:image/jpeg;base64,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" alt="360" />
    </div>
  </div>
</div>

Answer 1

I need to place this image with number 360 inside the image which is a circle, what is the most correct way to do this?

Well, looking at the code you provided, I see that the idea is to literally put 360° in the middle of a circle. So I made a small change to your code that can sometimes suit you in a simpler way.

1°) I deleted the image that represented the circle since in the next steps we will no longer need it.

2°) The image referring to 360° three properties have been added (padding,border,border-radius).

• Padding: Used to create space around the element. Here I am using a padding of 60px to create a good space.
• Border: Here it is being used to delimit the space of 60px created by padding
• Border-Radius: And this is where we achieve the desired effect, this property has the ability to "fold" the corners and turn the edge of the element into a circle, creating the same effect of the image that was excluded.

3°) Note that the final result is cutting a part of the °(degree) 360°image, this can be easily fixed if you save this image with slightly larger dimensions.

4°) This way the 360º image will always be centralized within a circle independent of other factors. It can adapt to various sizes and etc.

.size-um{
  border: 2px solid;
  padding: 60px;
  border-radius: 50%;
}

.size-dois{
  width: 50px;
  border: 2px solid;
  padding: 60px;
  border-radius: 50%;
}

.size-tres{
  width: 50px;
  border: 2px solid;
  padding: 20px;
  border-radius: 50%;
}

<img class='size-um' src="data:image/jpeg;base64,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" alt="360" />

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<h5 style='font-family: arial;'>
   Quando diminuímos o tamanho da imagem, o circulo em volta pode ficar desproporcional, parar corrigirmos isso basta alterarmos o padding.
</h5>

<img class='size-tres' src="data:image/jpeg;base64,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" alt="360" />

Answer 2

"Correct shape" is very relative. I suggested the code below, using display, position relative and transform to get everything in line.

In the div where you have the two images, you can place the first (circle) normally, without position absolute, and the second with position absolute centralized with transform, so one will stand on the other:

.banner {
  background:orange ;
}

.wrap_description {
  display: flex;
}

.flex_box_description {
  width: 50%;
  text-align: center;
  display: inline-block;
  float: right;
  position: relative;
}

.flex_box_text {
  color: #d9dadb;
  font-family: 'Source Sans Pro', sans-serif;
  text-align: right;
  line-height: 30px;
  -webkit-transform:translate(0,-50%);-moz-transform:translate(0,-50%);transform:translate(0,-50%);top:50%;
  position: relative;
  width: 60%;
  float: right;
}

<div class="banner">
	<div class="wrap_description">
		<div class="flex_box_description">
			<div class="flex_box_text">
				Você está procurando alguma coisa para fazer em Curitiba? Quer você viva na área, tenha se mudado há pouco tempo ou esteja só de passagem, temos várias dicas e eventos imperdíveis. Você pode procurar por local, popularidade, eventos selecionados, eventos gratuitos... a escolha é sua. Pronto?
			</div>
		</div>
		<div class="flex_box_description">
			<img style="margin-left:1px;" src="http://4.bp.blogspot.com/_lveQq-e41T0/TChewY5E2xI/AAAAAAAAALM/LXlQxG3KwjI/s400/circulo.gif" alt="360" />
			<img style="position:absolute; -webkit-transform:translate(-50%,-50%);-moz-transform:translate(-50%,-50%);transform:translate(-50%,-50%);top:50%;left:50%; max-width: 150px; width: 100%; height: 100%; max-height: 150px;" src="data:image/jpeg;base64,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" alt="360" />
		</div>
	</div>
</div>