# #OfficeHumor #humor

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Checking her aSS out as she passed by.

But I think she liked it.

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1. By choice

2. No one wants me.

3. Waiting for the right person.

4. We just broke up.

5. I'm too ugly for a relationship.

6. I gave up on love.

7. I don't know.

I really don't know

8. I'm waiting for a miracle.

9. The person I want is taken.

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The challenge

The setup includes a vertical mirror on the left and another on the right, positioned face-to-face. That arrangement creates repeated reflections, so the visible faces are not the same as the number of people actually present.

To solve it, count only the girls who are physically in the space between the mirrors. Do not include any repeated figures that appear inside the mirror views.

How to check the pattern

Start by locating the actual subjects rather than the reflected copies. One girl is seated closer to the left mirror, and another is seated nearer the right mirror.

Everything else comes from the mirrors reflecting those two girls back and forth. Because the mirrors face each other, the reflections multiply and can look like a larger group.

The solution

There are 2 real girls. All of the additional visible figures are mirror reflections, not separate people.

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I’m ice

I’m f*ck hungry

I’m hungry

I’m bubbles

I love blowing bubbles

took me around 40 seconds to realize 😂💔🙏

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🤔 🤓

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# #OfficeHumor #humor

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she's using an old jedi mind trick.

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Oscar Mayer Wiener.

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The challenge

The design is a set of nested colored rings with a small center. The question is simple: How many circles do you see?

The common counts mentioned for this puzzle are:

• 6
• 12
• 16

The total changes because the count depends on your definition. You may count only the solid colored rings, include the spaces between them, or count the boundary lines themselves.

How to check the pattern

One approach is to count only the solid colored bands. In that reading, there are six circles: red, green, blue, yellow, blue, and green from outermost to innermost.

Another approach is to count both the colored bands and the gaps between them. That gives 12 circles: 6 bands + 6 gaps.

A third interpretation is to count every boundary line. In that version, the total is 16: the band edges account for 12, the bullseye adds 2 more edges, and the central dot contributes 2 tiny edges.

The main counting difficulty is deciding what qualifies as a circle. The alternating colors and nested layers make it easy to switch between counting filled rings, empty spaces, and outlines.

The solution

There is no single verified total for this puzzle because it depends on the rule you use.

• 6 if you count only the colored bands
• 12 if you count the bands and the gaps
• 16 if you count every boundary line

If you want a strict answer, state the counting rule first. Without that rule, all three totals can be defended from the same design.

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The challenge

At first glance, both women look well dressed and their kitchens appear similarly stocked, so the answer is not obvious right away. The puzzle depends on noticing details rather than comparing the amount of food alone.

If you are solving it without the answer, focus on two things:

• their clothing and personal items
• the contents visible in the refrigerators

Those details provide the only useful lead in this detective-style brain teaser.

How to check the clue

The puzzle points toward signs of wealth rather than everyday groceries. A refrigerator full of food does not separate the two women on its own, because both have one. The more important clue is the presence of luxury items.

That means the correct approach is to compare what each woman is wearing and what expensive-looking items appear around her, instead of looking for a difference in posture or expression.

The solution

The woman on the left won the lottery. The deciding clue is that she has luxury items, which indicates a recent increase in wealth.

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Don't be hanging around the wrong people

First of all, I'm the bad influence

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