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Im seem to be having issues getting past these instructions Your img element should have a display of block 2.Your #image should have a max-width of 100% Your #image should be centered within it’s parent element Could someone assist thank you

FunHouse 2022

FunHouse 2022

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"><img id="image"/>
Mas Camp 2019
"COME WITH YOUR FRIEND AND FI DEM FRIEND"
Link for ticket registration
</a>
</head>
</label>
</div>
</main>





















</html>

img-div {

align-items: center;

}

#image {

width: 100%;

display: block;

height: auto;

}

Your code so far

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Replace these two sentences with your copied code.
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Challenge: Tribute Page - Build a Tribute Page

Link to the challenge:

a bit confused with the code , but I will do my best

‘3. You should see either a figure or a div element with an id of img-div
I see your div element in here but not the closing div.
Inside this div element you should write the code for number 4 and 5

‘4. Within the #img-div element, you should see an img element with a corresponding id="image"
the id should write inside the img element, not rewrite img element to write id="image"

‘5. Within the #img-div element, you should see an element with a corresponding id="img-caption" that contains textual content describing the image shown in #img-div
as you use div previously, you may use div with id as requested to solve number 5

Hope this will help