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Technology has undergone many changes throughout the years. Schools must be careful implementing technology in a balanced way because it can have many negative effects on children. Some examples may include the lack of privacy because they can share information to strangers and place them at risk of identity theft, cyberbullying, etc. In my opinion, children should use technology only when necessary and be cautious when using technology for social media purpos
Technology has undergone many changes throughout the years. Schools must be careful implementing technology in a balanced way because it can have many negative effects on children. Some examples may include the lack of privacy because they can share information to strangers and place them at risk of identity theft, cyberbullying, etc. In my opinion, children should use technology only when necessary and be cautious when using technology for social media purposes.
The Great Internet Mersenne Prime Search (GIMPS) has discovered the largest known prime number, 282,589,933-1, having 24,862,048 digits. A computer volunteered by Patrick Laroche from Ocala, Florida made the find on December 7, 2018. The new prime number, also known as M82589933, is calculated by multiplying together 82,589,933 twos and then subtracting one. It is more than one and a half million digits larger than the previous record prime number.
GIM
The Great Internet Mersenne Prime Search (GIMPS) has discovered the largest known prime number, 282,589,933-1, having 24,862,048 digits. A computer volunteered by Patrick Laroche from Ocala, Florida made the find on December 7, 2018. The new prime number, also known as M82589933, is calculated by multiplying together 82,589,933 twos and then subtracting one. It is more than one and a half million digits larger than the previous record prime number.
GIMPS has been on amazing lucky streak finding triple the expected number of new Mersenne primes -- a dozen in the last fifteen years. This prime was even luckier for Patrick Laroche, striking pay dirt on just his fourth try. For years, Patrick had used GIMPS software as a free "stress test" for his computer builds. Less than four months ago he started prime hunting on his media server to give back to the project. By way of comparison, some GIMPS participants have searched for more than 20 years with tens of thousands of attempts but no success. This proves that, with luck, anyone can find the next new Mersenne prime.
The Great Internet Mersenne Prime Search (GIMPS) currently offers a US$3,000 research discovery award for participants who download and run their free software and whose computer discovers a new Mersenne prime having fewer than 100 million digits.
There are several prizes offered by the Electronic Frontier Foundation for record primes.[7] GIMPS is also coordinating its long-range search efforts for primes of 100 million digits and larger and will split
The Great Internet Mersenne Prime Search (GIMPS) currently offers a US$3,000 research discovery award for participants who download and run their free software and whose computer discovers a new Mersenne prime having fewer than 100 million digits.
There are several prizes offered by the Electronic Frontier Foundation for record primes.[7] GIMPS is also coordinating its long-range search efforts for primes of 100 million digits and larger and will split the Electronic Frontier Foundation's US$150,000 prize with a winning participant.
The record passed one million digits in 1999, earning a US$50,000 prize.[8] In 2008 the record passed ten million digits, earning a US$100,000 prize and a Cooperative Computing Award from the Electronic Frontier Foundation.[7] Time called it the 29th top invention of 2008.[9] Both the US$50,000 and the US$100,000 prizes were won by participation in GIMPS. Additional prizes are being offered for the first prime number found with at least one hundred million digits and the first with at least one billion digits.
28-year-old Susan Williams had given up on her life's ambition to become a computer programmer.
However, at a disco she discovers some stingy goblins trying to mug her virtuous mother, May Noris, and she decides it's time for change.
In need of some glasses and simple spells, incredible and hilarious Susan pops to Skegness for a bit of shopping.
Having led a cosy life, Susan finds herself unable to find simple spells in Skegness. So she
28-year-old Susan Williams had given up on her life's ambition to become a computer programmer.
However, at a disco she discovers some stingy goblins trying to mug her virtuous mother, May Noris, and she decides it's time for change.
In need of some glasses and simple spells, incredible and hilarious Susan pops to Skegness for a bit of shopping.
Having led a cosy life, Susan finds herself unable to find simple spells in Skegness. So she sets out to acquire some simple spells from Moscow instead.
Soon, she has all the simple spells she needs and begins secretly applying for computer programmer jobs. She soon realises that stingy goblins plan to sabotage her new career prospects and decides to take action.
However, when May calls, begging her to come home, Susan is forced to decide what is more important: stopping the stingy goblins that mug each other, or preserving her relationship with her mother?
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