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Probably that an unusual character in the original text cannot be displayed or printed properly.

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15y ago

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What does empty square box mean when you text?

An empty square box in a text does not have a specific meaning. It often means that the encoding of the text messed up and couldn't send what was typed so it sent an empty box.


What does a square symbol mean in a text?

Square symbols in a text message usually mean the sender has made a mistake. Many mobile phones cannot read foreign characters or alt symbols, and the instance of squares is most likely that.


What does two squares mean in text messaging?

When you see a square at the end of a text, it usually means the person who sent the text included characters or language that your mobile device doesn't recognize.


What is the area of a square tile with a sides 12 inches long?

The area of a square tile can be calculated using the formula ( \text{Area} = \text{side}^2 ). For a tile with sides measuring 12 inches, the area would be ( 12 , \text{inches} \times 12 , \text{inches} = 144 , \text{square inches} ). Therefore, the area of the square tile is 144 square inches.


What does styles of text mean?

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What does three squares symbols mean in a text message?

Square symbols in a text message usually mean the sender has made a mistake. Many mobile phones cannot read foreign characters or alt symbols, and the instance of squares is most likely that.


How many sq meters in 17ftx17ft?

To convert square feet to square meters, first calculate the area in square feet: (17 \text{ ft} \times 17 \text{ ft} = 289 \text{ sq ft}). Then, convert square feet to square meters using the conversion factor (1 \text{ sq ft} \approx 0.092903 \text{ sq m}). Thus, (289 \text{ sq ft} \times 0.092903 \approx 26.87 \text{ sq m}). Therefore, 17 ft x 17 ft is approximately 26.87 square meters.


What text wrapping Option wraps text around an object with text forming a box around the object?

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What is the area of a square with sides 10 cm long?

The area of a square is calculated by squaring the length of one of its sides. For a square with sides that are 10 cm long, the area is (10 , \text{cm} \times 10 , \text{cm} = 100 , \text{cm}^2). Therefore, the area of the square is 100 square centimeters.


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What does the symbol mean at the end of a text?

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