Write an article based on this "Remove any debris from the cork. Push the cork into the bottle. Pour your wine through a coffee filter or strainer. Pour the wine into a new container."
article: Pushing the cork down into the bottle is the easiest way to get to your drink, but it's also the messiest to deal with. If your cork has broken and you can't pull it out using other methods, you can always push it in. Before you go pushing the cork into the bottle, make sure to remove any debris that you can from the cork. You will always end up with some, but try to make it easier on yourself and get rid of as much as possible. Make sure to do this somewhere you are ok with possibly wine or champagne squirting out of the bottle. You should not be wearing any clothing you like for this method. The pressure that you release when pushing the cork down into the bottle may cause some of the liquid to spray out. Using your fingers, push the cork down until it falls into the bottle. You will now have access to your drink, but there is also a cork and some debris in the wine or champagne. Quickly strain the liquid. After the cork lands in the bottle, use a coffee filter to strain out the residual cork pieces. If you have a glass coffee pot like a Chemex with paper filters you can pour your wine from your bottle into the container. The filter will catch all the cork debris and let the liquid pass through. You can also use any paper filter over any type of container. You can rinse the bottle and pour the wine back in using a funnel. You may want to use another container, though. If most of the cork is still in the bottle, you can also just pour the wine into a decanter. Then, enjoy. Once you push a cork into a bottle, you won't be able to easily remove it. It's best to store your liquid in a new bottle.

Write an article based on this "Visit your doctor. Understand the stages of lipedema. Understanding what the doctor will look for."
article: The only way to have lipedema diagnosed is to visit your doctor. If your normal doctor is not trained in this area, they may refer you to a specialist who will examine your condition to determine if it is lipedema or another similar fat disorder. The symptoms of this disorder make some people feel embarrassed to discuss the matter with their doctor. Try to remember that there is nothing to be embarrassed about, and if it is lipedema, the earlier you catch the disorder, the more treatable it will be. As with many disorders and diseases, lipedema is often more treatable in the earlier stages than in the later stages. There are four stages of lipedema. In stage 1, the skin will still be smooth, and swelling may increase during the day, but disappear with rest. During this stage, the disorder responds well to treatment. In stage 2, there may be indentations in the skin, and lipomas (fatty lumps) may develop. You may experience eczema or skin infections known as erysipelas. Swelling may still appear during the day, but likely doesn't go away completely, even with rest and elevation of the legs. At this stage, your body may still respond well to treatment. During stage 3, you may experience a hardening of the connective tissues. At this stage, the swelling is unlikely to go down regardless of whether you are resting or elevating your legs. You might also experience overhanging skin. It is still possible to treat the disorder, but you may be less responsive to various treatments. In stage 4 you will likely experience a worsening of the symptoms present in stage 3. At this stage, the disorder is referred to by some experts as lipo-lymphedema. As with stage 3, treatment is still worth trying, but you may not respond to some treatments. The best way to diagnose the disorder is through visual inspection of the affected area. The doctor may feel the area to check for nodules that characterize this disorder. Additionally, your doctor will likely ask you about whether or not you are experiencing any pain, and to describe when/if the swelling increases or decreases. Currently, there is no blood test that will allow a doctor to determine if you have lipedema.

Write an article based on this "Recognize series of binary numbers. Group all the 1's and 0's in the binary number in sets of three, starting from the far right. Add zeros to the left of the last digit if you don't have enough digits to make a set of three. Add a 4, 2, and a 1 underneath each set of three numbers to note your placeholders. If there is a one above any of your placeholders, write that number (4, 2, or 1) to start your octal numbers. Add up the new numbers in each set of three. Place your newly converted answers together to form your final octal number. Add a subscript 8 (like this8) to complete the conversion."
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Binary numbers are simply strings of 1's and 0's, such as 101001, 001, or even just 1. If you see this kind of string it is usually binary. However, some books and teachers further denote binary numbers through a subscript "2", such as 10012, which prevents confusion with the number "one thousand and one." This subscript denotes the "base" of the number. Binary is a base-two system, octal is base-eight. There are two different binary numbers and only eight octal. Since 23=8,{\displaystyle 2^{3}=8,} you'll need three binary numbers to designate each octal number. Start from the right to make your groups. For example, the binary number 101001 would break down to 101 001. The binary number 10011011 has eight digits, which, though not a multiple of three, can still convert to octal. Just add extra zeros to your front group until it has three places. For example: Original Binary: 10011011 Grouping: 10 011 011 Adding Zeros for Groups of Three: 010 011 011 Each of the three binary numbers in a set stands for a place in the octal number system. The first number is for a 4, the second a 2, and the third a 1. To keep things straight, write these numbers underneath your sets of three binary numbers. For example: 010 011 011421 421 421 001421 110 010 001421 421 421 Note, if you're looking for a shortcut, you can skip this step and just compare your sets of binary numbers to this octal conversion chart. If there is a one above the "4," then your octal number has a 4 in it. If there is a 0 above the one's place, the octal number does not have a one in it, so leave a blank, zero, or dash. As seen in an example: Problem: Convert 1010100112 to octal. Separate into threes: 101 010 011 Add placeholders: 101 010 011421 421 421 Mark each places: 101 010 011421 421 421401 020 021 Once you know what places are in the octal number, simply add up each set of three individually. So, for 101, which turns into 4, 0, and 1, you end up with 5 (4+0+1=5{\displaystyle 4+0+1=5}). Continuing the example above: Problem: Convert 1010100112 to octal. Separate, add placeholders, and mark each place: 101 010 011421 421 421401 020 021 Add up each set of three: (4+0+1)(0+2+0)(0+2+1)=5,2,3{\displaystyle (4+0+1)(0+2+0)(0+2+1)=5,2,3} Splitting up the binary number was just to make solving easier -- the original number was one lone string. So, now that you've converted, put everything back together to get your final answer. That's all it takes. Problem: Convert 1010100112 to octal. Separate, add placeholders, mark places, and add totals: 101 010 011 5 2 3 Put converted numbers back together: 523 There is technically no way to know if 523 refers to an octal number or a normal base-ten number without proper notation. To ensure that your teacher knows you've been doing the work well, place a subscript 8, referring to octal as a base-8 system, on your answer. Problem: Convert 1010100112 to octal. Conversion: 523. Final Answer: 5238