Pancake makeup needs to be activated with water, and should be applied with a dense sponge. The great thing about pancake makeup is that you can control the amount of coverage you get by adding more or less water (less water means less diluted makeup and heavier coverage).  For regular coverage, soak your sponge with water and then squeeze out the excess so the sponge is damp. For lighter coverage, soak the sponge and then give it a gentle squeeze so it’s not dripping wet. While using more water allows you to thin out the coverage, using too water much can lead to an uneven finish and streaks. Because pancake makeup can provide such heavy coverage, you can actually use a shade that’s two or three shades lighter than your skin tone.
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One-sentence summary -- Wet your sponge.

Q: If you want to wear a fascinator with your hair slicked back, then go with a smaller one. If you’re going to wear your hair loosely pulled up, then a medium size is probably best. Wear a large fascinator if you’re wearing your hair down and in a voluminous style. If it’s warmer outside, you’ll want to go with a fascinator that’s made of a lighter, more breathable material, such as straw. In the winter time, wear a fascinator made of a heavier, thicker material, such as wool or felt. Your fascinator will give off a more subtle, classy boldness if it looks like it belongs with the outfit you're wearing. To ensure this, wear a fascinator that’s the same color as the clothes you’re wearing. Redheads look best with a fascinator that’s an earth tone, such as beige, brown, or deep green. If you have blond hair, try wearing a light warm color like coral or a neutral like taupe. Finally, opt for bright, deep shades such as hot pink or emerald if you have brown hair. It looks best to create a contrast between your fascinator shape and your face shape. If you have a more round face, opt for a slightly taller fascinator. If you have a longer or thinner face, a spherical or disc-shaped fascinator looks best. Since headbands are secured behind the ears and so are glasses, those with glasses will feel more secure and comfortable wearing elastic securing fascinators. Additionally, try to keep the style of the fascinator simple to avoid looking too “busy” in combination with your glasses.
A: Coordinate the size with your hair style. Pick the material based on the season. Pick a color that matches your outfit. Complement your hair color with your fascinator. Get a fascinator that complements your face shape. Avoid headbands and complexity if you wear glasses.

Article: By relying on mathematical calculations, your graph does not need to be as neatly drawn. You do not need to determine any measurement scale. Just sketch a ray in the general direction of your vector. Label your sketched vector with its magnitude and the angle that it makes from the horizontal.  For example, consider a rocket that's being fired upwards at a 60-degree angle, at a velocity of 1,500 meters (5,000 ft) per second. You would sketch a ray that points diagonally upward. Label its length “1500 m/s” and label its base angle “60°.” The diagram shown above indicates a force vector of 5 Newtons at an angle of 37 degrees from the horizontal. Sketch a horizontal ray beginning at the base of your original vector, pointing in the same direction (left or right) as the original. This represents the horizontal component of the original vector. Sketch a vertical ray that connects the head of your horizontal vector to the head of your original angled vector. This represents the vertical component of the original vector. A vector's horizontal and vertical components represent a theoretical, mathematical way of breaking a force into 2 parts. Imagine the child's toy Etch-a-Sketch, with the separate "Vertical" and "Horizontal" drawing knobs. If you drew a line using only the "Vertical" knob and then followed with a line using only the "Horizontal" knob, you would end at the same spot as if you had turned both knobs together at exactly the same speeds. This illustrates how a horizontal and vertical force can act simultaneously on an object. Because the components of a vector create a right triangle, you can use trigonometric calculations to get precise measurements of the components. Use the equation:  sin⁡θ=verticalhypotenuse{\displaystyle \sin \theta ={\frac {\text{vertical}}{\text{hypotenuse}}}} For the missile example, you can calculate the vertical component by substituting the values that you know, and then simplifying, as follows:  sin⁡θ=verticalhypotenuse{\displaystyle \sin \theta ={\frac {\text{vertical}}{\text{hypotenuse}}}} sin⁡(60)=vertical1500{\displaystyle \sin(60)={\frac {\text{vertical}}{1500}}} 1500sin⁡(60)=vertical{\displaystyle 1500\sin(60)={\text{vertical}}} 1500∗0.866=vertical{\displaystyle 1500*0.866={\text{vertical}}} 1,299{\displaystyle 1,299}   Label your result with the appropriate units. In this case, the vertical component represents an upward speed of 1,299 meters (4,000 ft) per second. The diagram above shows an alternate example, calculating the components of a force of 5 Newtons at a 37 degree angle. Using the sine function, the vertical force is calculated to be 3 Newtons. In the same way that you use sine to calculate the vertical component, you can use cosine to find the magnitude of the horizontal component. Use the equation:  cos⁡θ=horizontalhypotenuse{\displaystyle \cos \theta ={\frac {\text{horizontal}}{\text{hypotenuse}}}} Use the details from the missile example to find its horizontal component as follows:  cos⁡θ=horizontalhypotenuse{\displaystyle \cos \theta ={\frac {\text{horizontal}}{\text{hypotenuse}}}} cos⁡(60)=horizontal1500{\displaystyle \cos(60)={\frac {\text{horizontal}}{1500}}} 1500cos⁡(60)=horizontal{\displaystyle 1500\cos(60)={\text{horizontal}}} 1500∗0.5=horizontal{\displaystyle 1500*0.5={\text{horizontal}}} 750{\displaystyle 750}   Label your result with the appropriate units. In this case, the horizontal component represents a forward (or left, right, backward) speed of 750 meters (2,000 ft) per second. The diagram above shows an alternate example, calculating the components of a force of 5 Newtons at a 37 degree angle. Using the cosine function, the horizontal force is calculated to be 4 Newtons.
Question: What is a summary of what this article is about?
Construct a rough sketch of the original vector. Sketch and label the component vectors. Use the sine function to calculate the vertical component. Use the cosine function to calculate the horizontal component.