RAD 035 RAD 035 Form

NOOOOOOO. You are talking to a military romance scammer. I received an email from the US Army that directly answers your question that is pasted below please keep reading.I believe you are the victim of a military Romance Scam whereas the person you are talking to is a foreign national posing as an American Soldier claiming to be stationed overseas on a peacekeeping mission. That's the key to the scam they always claim to be on a peacekeeping mission.Part of their scam is saying that they have no access to their money that their mission is highly dangerous.If your boyfriend girlfriend/future husband/wife is asking you to do the following or has exhibited this behavior, it is a most likely a scam:Moves to private messaging site immediately after meeting you on Facebook or SnapChat or Instagram or some dating or social media site. Often times they delete the site you met them on right after they asked you to move to a more private messaging siteProfesses love to you very quickly & seems to quote poems and song lyrics along with using their own sort of broken language, as they profess their love and devotion quickly. They also showed concern for your health and love for your family.Promises marriage as soon as he/she gets to state for leave that they asked you to pay for.They Requests money (wire transfers) and Amazon, iTune ,Verizon, etc gift cards, for medicine, religious practices, and leaves to come home, internet access, complete job assignments, help sick friend, get him out of trouble, or anything that sounds fishy.The military does provide all the soldier needs including food medical Care and transportation for leave. Trust me, I lived it, you are probably being scammed. I am just trying to show you examples that you are most likely being connned.Below is an email response I received after I sent an inquiry to the US government when I discovered I was scammed. I received this wonderful response back with lots of useful links on how to find and report your scammer. And how to learn more about Romance Scams.Right now you can also copy the picture he gave you and do a google image search and you will hopefully see the pictures of the real person he is impersonating. this doesn't always work and take some digging. if you find the real person you can direct message them and alert them that their image is being used for scamming.Good Luck to you and I'm sorry this may be happening to you. please continue reading the government response I received below it's very informative.   You have contacted an email that is monitored by the U.S. Army Criminal Investigation Command. Unfortunately, this is a common concern. We assure you there is never any reason to send money to anyone claiming to be a Soldier online. If you have only spoken with this person online, it is likely they are not a U.S. Soldier at all. If this is a suspected imposter social media profile, we urge you to report it to that platform as soon as possible. Please continue reading for more resources and answers to other frequently asked questions:  How to report an imposter Facebook profile: Caution-https://www.facebook.com/help/16... < Caution-https://www.facebook.com/help/16... >   Answers to frequently asked questions:  - Soldiers and their loved ones are not charged money so that the Soldier can go on leave.  - Soldiers are not charged money for secure communications or leave.  - Soldiers do not need permission to get married.  - Soldiers emails are in this format: john.doe.mil@mail.mil < Caution-mailto: john.doe.mil@mail.mil > anything ending in .us or .com is not an official email account.  - Soldiers have medical insurance, which pays for their medical costs when treated at civilian health care facilities worldwide – family and friends do not need to pay their medical expenses.  - Military aircraft are not used to transport Privately Owned Vehicles.  - Army financial offices are not used to help Soldiers buy or sell items of any kind.  - Soldiers deployed to Combat Zones do not need to solicit money from the public to feed or house themselves or their troops.  - Deployed Soldiers do not find large unclaimed sums of money and need your help to get that money out of the country.  Anyone who tells you one of the above-listed conditions/circumstances is true is likely posing as a Soldier and trying to steal money from you.  We would urge you to immediately cease all contact with this individual.  For more information on avoiding online scams and to report this crime, please see the following sites and articles:   This article may help clarify some of the tricks social media scammers try to use to take advantage of people: Caution-https://www.army.mil/article/61432/< Caution-https://www.army.mil/article/61432/>   CID advises vigilance against 'romance scams,' scammers impersonating Soldiers  Caution-https://www.army.mil/article/180749 < Caution-https://www.army.mil/article/180749 >   FBI Internet Crime Complaint Center: Caution-http://www.ic3.gov/default.aspx< Caution-http://www.ic3.gov/default.aspx>   U.S. Army investigators warn public against romance scams: Caution-https://www.army.mil/article/130...< Caution-https://www.army.mil/article/130...>   DOD warns troops, families to be cybercrime smart -Caution-http://www.army.mil/article/1450...< Caution-http://www.army.mil/article/1450...>   Use caution with social networking  Caution-https://www.army.mil/article/146...< Caution-https://www.army.mil/article/146...>    Please see our frequently asked questions section under scams and legal issues. Caution-http://www.army.mil/faq/ < Caution-http://www.army.mil/faq/ > or visit Caution-http://www.cid.army.mil/ < Caution-http://www.cid.army.mil/ >.  The challenge with most scams is determining if an individual is a legitimate member of the US Army. Based on the Privacy Act of 1974, we cannot provide this information. If concerned about a scam you may contact the Better Business Bureau (if it involves a solicitation for money), or local law enforcement. If you're involved in a Facebook or dating site scam, you are free to contact us direct; (571) 305-4056.   If you have a social security number, you can find information about Soldiers online at Caution-https://www.dmdc.osd.mil/appj/sc... < Caution-https://www.dmdc.osd.mil/appj/sc... > . While this is a free search, it does not help you locate a retiree, but it can tell you if the Soldier is active duty or not.  If more information is needed such as current duty station or location, you can contact the Commander Soldier's Records Data Center (SRDC) by phone or mail and they will help you locate individuals on active duty only, not retirees. There is a fee of $3.50 for businesses to use this service. The check or money order must be made out to the U.S. Treasury. It is not refundable. The address is:  Commander Soldier's Records Data Center (SRDC) 8899 East 56th Street Indianapolis, IN 46249-5301 Phone: 1-866-771-6357  In addition, it is not possible to remove social networking site profiles without legitimate proof of identity theft or a scam. If you suspect fraud on this site, take a screenshot of any advances for money or impersonations and report the account on the social networking platform immediately.  Please submit all information you have on this incident to Caution-www.ic3.gov < Caution-http://www.ic3.gov > (FBI website, Internet Criminal Complaint Center), immediately stop contact with the scammer (you are potentially providing them more information which can be used to scam you), and learn how to protect yourself against these scams at Caution-http://www.ftc.gov < Caution-http://www.ftc.gov > (Federal Trade Commission's website)

I was selected for a summer internship 2016.I tried to be very open while filling the preference form: I choose many products as my favorite products and I said I'm open about the team I want to join.I even was very open in the  location and start date to get host matching interviews (I negotiated the start date in the interview until both me and my host were happy.) You could ask your recruiter to review your form (there are very cool and could help you a lot since they have a bigger experience).Do a search on the potential team.Before the interviews,  try to find smart question that you are going to ask for the potential host (do a search on the team  to find nice and deep questions to impress your host). Prepare well your resume.You are very likely not going to get algorithm/data structure questions like in the first round. It's going to be just some friendly chat if you are lucky. If your potential team is working on something like machine learning, expect that  they are going to ask you questions about machine learning, courses related to machine learning you have and relevant experience (projects, internship). Of course you have to study that before the interview. Take as long time as you need if you feel rusty. It takes some time to get ready for the host matching (it's less than the technical interview)  but it's worth it of course.

Just register on the admission portal and during registration you will get an option for the entrance based course. Just register there. There is no separate form for DU CIC.

Assuming that you are talking about 1099-MISC.  Note that there are other 1099s.check this post - Form 1099 MISC Rules & RegulationsQuick answer - A Form 1099 MISC must be filed for each person to whom payment is made of:$600 or more for services performed for a trade or business by people not treated as employees;Rent or prizes and awards that are not for service ($600 or more) and royalties ($10 or more);any fishing boat proceeds,gross proceeds of $600, or more paid to an attorney during the year, orWithheld any federal income tax under the backup withholding rules regardless of the amount of the payment, etc.

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Major edit:OK, I'm not good at formal mathematics. I had an initial hunch, which ended up with the following reasoning, valid only for quadratic n x n matrices of circles within squares:Let n be the number of circles of radius r along each side of the square with sides 1, and you get:[math]r_{n} = \frac{1}{2n} \sqrt{2} [/math]Now, solving the problem only for very easy cases isn't much fun, so I tried to make a model and draw some of the other alternatives. Maybe someone who's better in formal mathematics can use them to explain this rigorously, but to me it seems that the quadratic stacking of circles is the most efficient solution.The drawings that follow were constructed in MATLAB assuming that the most efficient distribution of circles would have them intersect in the center of the square, A, and for n circles place their centers (B,C, etc.) on the n lines drawn from A in such a manner that connecting B,C etc. forms a equilateral n-angle.Here, there are three circles with radius [math]r = \frac{2}{5} \sqrt{2} [/math]. I don't know if the exactly circumscribe the square, but it's pretty close. With four, which clearly gives the same result as 8, you get this:Where the black circles obviously play no role. Moving the square around within the circumscribed area doesn't change this, but it does for the 5-circle variant, although here the circles need a slightly larger radius, about 0.52 x sqrt(2), and the intersection of all of the circles needs to be slightly offset from the center of the square in order to get the smallest circle size, about 0.04 units here:The situation is similar with 6 and 7 circles. The diameter of the circles needs to be at least 0.5 (for 6) and somewhere between 0.5 and 0.54 with a slight offset (for 7, the circles here are 0.5, 0.52 and 0.54 times sqrt(2)):I already showed the picture with 8 circles, so for the last one, let's skip to 9. Here, it's obvious that the square arrangement is more efficient, and using this picture, I think it's possible to see the logic: If you remove the central circle (center at A) and expand all of the rest, while moving their centers toward A, the edges of the circles on the diagonal must also intersect at A, and their centers must be placed halfway between A and the corners. If this condition isn't met, either all the circles won't be the same size, or the entire square won't be circumscribed.For the last approach I'm able to think of, you could take the central circle as your starting point, remove some of the outer circles and expand and move the remaining circles around laterally to achieve total circumscription. But I haven't been able to make great gains that way either. For 6 circles, using 0.48 x sqrt(2) as the radius (admittedly, less than 0.5 x sqrt(2)), spacing the centers from A by 0.78 units to form an equilateral pentagon and offsetting A by 0.05 units, I get this:I got a similar arrangement with 7 circles down to 0.41 x sqrt(2) and with 8 to about 0.395. So now I'm interested, as well: Is there any general solution to this?

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