Write an article based on this "Click the Start menu. Click My Pictures and choose a folder. Choose your picture(s). Click E-mail this file. Choose a file size for your photos. Click OK. Enter the recipient's email address. Type the body of the email message. Click Send in the upper-left of the window."
article: It's the Windows logo in the lower-left corner. This method works for photos with file sizes that are greater than 64 KB. You can check the file size of the photo by right-clicking the file and selecting "Properties." Press and hold Ctrl while clicking to select multiple pictures. It's on the left, under "File and Folder Tasks." If you'd like to send smaller photo files, click the "Make all my pictures smaller" radio button. Type it in the "To" field. Add a subject in the "Subject" field. Your pictures will be sent to the person to whom the email is addressed.

Write an article based on this "Learn the formula. Compile the necessary variables. Input your variables. Solve the equation. Subtract the principal and payments. Extend your calculation."
article: Compounding interest accounts can increase even faster if you make regular contributions to them, such as adding a monthly amount to a savings account. The formula is longer than that used to calculate compound interest without regular payments, but follows the same principles. The formula is as follows: FV=P(1+ic)nc+R((1+ic)nc1)ic{\displaystyle FV=P(1+{
rac {i}{c}})^{n*c}+{
rac {R((1+{
rac {i}{c}})^{n*c}-1)}{
rac {i}{c}}}}The variables within the equation are also the same as the previous equation, with one addition: "P" is the principal. "i" is the annual interest rate. "c" is the compounding frequency and represents how many times the interest is compounded each year. "n" is the number of years. "R" is the amount of the monthly contribution. To compute the future value of this type of account, you will need the principal (or present value) of the account, the annual interest rate, the compounding frequency, the number of years being measured, and the amount of your monthly contribution. This information should be in your investment agreement. Be sure to convert the annual interest rate into a decimal. Do this by dividing the rate by 100. For example, using the above 3.45% interest rate, we would divide 3.45 by 100 to get 0.0345. For compounding frequency, simply use the number of times per year that the interest compounds. This means annually is 1, monthly is 12, and daily is 365 (don't worry about leap years). Continuing with the example from above, imagine that you decide to also contribute $100 per month to your account. This account, with a principal value of $5,000, compounds monthly and earns 3.45% annual interest. We will measure the growth of the account over two years. The completed formula using this information is as follows: FV=$5,000(1+0.034512)212+$100((1+0.034512)2121)0.034512{\displaystyle FV=\$5,000(1+{
rac {0.0345}{12}})^{2*12}+{
rac {\$100((1+{
rac {0.0345}{12}})^{2*12}-1)}{
rac {0.0345}{12}}}} Again, remember to use the proper order of operations to do so. This means that you start by calculating the values inside of parentheses. Solve for the fractions with parentheses first. This means dividing "i" by "c" in three places, all for the same result of 0.00288. The equation now looks like this: FV=$5,000(1+0.00288)212+$100((1+0.00288)2121)0.00288{\displaystyle FV=\$5,000(1+0.00288)^{2*12}+{
rac {\$100((1+0.00288)^{2*12}-1)}{0.00288}}} Solve the addition within the parentheses. This means adding the 1 to the result from the last part. This gives: FV=$5,000(1.00288)212+$100((1.00288)2121)0.00288{\displaystyle FV=\$5,000(1.00288)^{2*12}+{
rac {\$100((1.00288)^{2*12}-1)}{0.00288}}} Solve the multiplication within the exponents. This means multiplying the two numbers that are smaller and above the closing parentheses. In the example, this is 2*12 for a result of 24. This gives: FV=$5,000(1.00288)24+$100((1.00288)241)0.00288{\displaystyle FV=\$5,000(1.00288)^{24}+{
rac {\$100((1.00288)^{24}-1)}{0.00288}}} Solve the exponents. This means raising the amount within parentheses to the result of the last step. On a calculator, this is done by entering the value in parentheses (1.00288 in the example), pressing the xy{\displaystyle x^{y}} key, and then entering the exponent value (which is 24 here). This gives: FV=$5,000(1.0715)+$100(1.07151)0.00288{\displaystyle FV=\$5,000(1.0715)+{
rac {\$100(1.0715-1)}{0.00288}}} Subtract. Subtract the one from the result of the last step in the right part of the equation (here 1.0715 minus 1). This gives: FV=$5,000(1.0715)+$100(0.0715)0.00288{\displaystyle FV=\$5,000(1.0715)+{
rac {\$100(0.0715)}{0.00288}}} Multiply. This means multiplying the principal by the number is the first set of parentheses and the monthly contribution by the same number in parentheses. This gives: FV=$5,357.50+$7.150.00288{\displaystyle FV=\$5,357.50+{
rac {\$7.15}{0.00288}}} Divide the fraction. This gives FV=$5,357.50+$2,482.64{\displaystyle FV=\$5,357.50+\$2,482.64} Add. Finally, add the two number to get the future value of the account. This gives $5,357.50 + $2,482.64, or $7,840.14. This is the value of the account after the two years. To find the interest earned, you have to subtract the amount of money you put into the account. This means adding the principal, $5,000, to the total value of contributions made, which is 24 contributions (2 years* 12 months/year) times the $100 you put in each month for a total of $2,400. The total is $5,000 plus $2,400, or $7,400. Subtracting $7,400 from the future value of $7,840.14, you get the amount of interest earned, which is $440.14. To really see the benefit of compound interest, imagine that you continue adding money monthly to the same account for twenty years instead of two. In this case, your future value would be about $45,000, even though you will have only contributed $29,000, meaning that you will have earned $16,000 in interest.

Write an article based on this "Look your best. Show an interest in her. Make your intentions clear. Bring protection. Make sure your partner is comfortable during the act."
article:
Since one night stands are almost exclusively physical in nature, you'll want to make yourself as alluring as possible. Shower and groom yourself meticulously. Pick out a clean, good looking outfit that accentuates your best features. Spritz on a little fragrance. Above all, project confidence. The more assured you appear, the more desirable you'll be. Devote a little extra time to cleaning up your intimate areas if you think sex might be on the table. When you find a suitable partner, make an effort to learn her name and find out a bit about her. This will give you just enough insight into who you're with to make your temporary connection memorable. Put her at ease by treating her like a person with a mind of her own, not just a sexual object. It's one thing to have a fun fling, but no one wants to feel like they're being used. Don't rush things. It only makes you look desperate. No one wants to get together with someone who's just looking for an easy score. Pay attention to see if she's returning your interest. Coy eye contact, smiling, raised eyebrows and a willingness to flirt in an overtly sexual manner are all good signs. If she purses or licks her lips, touches her hair or body suggestively or emphasizes her erogenous parts to make sure you notice them, it's almost certainly a sure bet. There's no time limit for setting up a one night stand. Spend as long as you want getting to know your prospective partner. Make conversation, take her out to dinner, go for drinks. Ideally, you should both be excited by everything that comes before sex, too. As soon as the possibility of physical intimacy gets brought up, be direct with her about your desires. Don't lie to her, misrepresent your feelings or string her along in order to get what you want. A one night stand should be a consensual experience for both people. You're both mature, responsible adults and are capable of deciding whether you can live with a one-off hookup. When it comes time to make your move, do it in a way that isn't forceful. Say something like "I think you're really attractive and I'd like to make you feel good for a night, if you're interested." If she's hopeful about seeing you again in the future, she might feel pressured to do something she otherwise wouldn't do. Always come prepared. If you're a guy, stash a couple condoms in your wallet so you won't be caught without a contraceptive. If you're a girl, think about whether you'd feel comfortable bringing a dental dam along. It's also best to be upfront about any sexually transmittable infections either of you may have to avoid any unpleasant surprises later. It's always better to have protection ready than to deal with unplanned consequences later on. Never withhold knowledge of an STD or illness. Your partner's health matters. Since you've never been together before, you should be open to communicating with one another about your individual desires, hangups and level of comfort. Find out whether a given technique, position or behavior is okay with her before trying or asking for it. Respect her boundaries and be careful about making her feel pressured or judged, and be clear about what is and isn't alright for you in return. As long as you're on the same page, a night of casual intimacy can be a lot of fun for both of you. A one night stand can be a great place to act out your most torrid fantasies without worrying about making things weird, but everyone has their limits. Remember that the two of you are essentially working together to satisfy each other, and, unless it's explicitly agreed upon beforehand, no one person should be in complete control. You should have your partner's consent every step of the way. Whether the pressure comes before or after you're in bed together, it's still wrong.