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• Don't use internet search engines to find AOL contact info, as they may lead you to malicious websites and support scams. Always go directly to AOL Help Central for legitimate AOL customer support. • Never click suspicious-looking links. Hover over hyperlinks with your cursor to preview the destination URL.
The internet can be a fun place to interact with people and gain info, however, it can also be a dangerous place if you don't know what you're doing. Many times, these scams initiate from an unsolicited email. If you do end up getting any suspicious or fraudulent emails, make sure you immediately delete the message or mark it as spam.
The fake coupon, which features Kroger's logo, offers shoppers $250 to spend in its stores. It is not yet clear how many customers have been impacted by the scam. However, Kroger's Facebook post ...
A new scam tries to use your phone number to scam others, and you could be at risk if you post your number in any public forum. Scammers now using verification codes to hijack phone numbers [Video ...
Nevin Karey Shapiro (born April 13, 1969) is a convicted felon who received a 20-year prison sentence for orchestrating a $930 million Ponzi scheme. According to interviews, he allegedly engaged in rampant violations of NCAA rules over eight years as a booster for University of Miami athletes. [1] [2] Shapiro allegedly provided football players ...
Feb. 11—Pennsylvania Department of Human Services (DHS) Secretary Dr. Val Arkoosh this week is informing Pennsylvanians of a potential scam targeting individuals who receive Supplemental ...
Shapiro also collected artworks by Pablo Picasso, Marc Chagall, Pierre-August Renoir and Alberto Giacometti. Shapiro, 61, who was arrested in April, faces up to 20 years for wire and mail fraud conspiracy and an additional 5 years for tax evasion at his sentencing on Oct. 15 before U.S. District Judge Cecilia Altonaga.
In probability theory, the coupon collector's problem refers to mathematical analysis of "collect all coupons and win" contests. It asks the following question: if each box of a given product (e.g., breakfast cereals) contains a coupon, and there are n different types of coupons, what is the probability that more than t boxes need to be bought ...