He’s the evolutionist who is a major thorn in the side of the zealots in Kansas. A ridiculous number of companies are exposing some or all of their proprietary and customer data by putting it in the cloud without any kind of authentication needed to read, alter or destroy it. Price noted that Conti was blamed for an attack in April on Costa Rica’s tax and customs platforms, impacting the Central American country’s foreign trade. The Website of Jack Krebs If you are following the creationist debate that I’m promoting on my website then you should bookmark the Jack Krebs site. Last year, the FBI said Conti was responsible for striking 16 medical and first responder networks in the United States. The reward comprises $10 million for the identification or the location of leaders of the group, and $5 million for information that results in the arrest of anyone conspiring with Conti. “In offering this reward, the United States demonstrates its commitment to protecting potential ransomware victims around the world from exploitation by cyber criminals,” he said. The FBI estimates that more than 1,000 victims of the Conti group have paid a total in excess of $150 million in ransomware payments, Price said in a statement. Jack Cable of Krebs Stamos Group launches Ransomwhere, a crowdsourced ransomware payment tracker the site is already tracking 32M+ in ransom payments for. It provides enough information to decided to click through or not.īest of all it is an endless page, it just keeps adding listings as you go!! I was able to view literally 100's so quickly.WASHINGTON (Reuters) – The United States on Friday offered a reward of up to $15 million for information on the Russia-based Conti ransomware group, which has been blamed for cyber extortion attacks worldwide, State Department spokesman Ned Price said. The Babylonians used tablets containing multiples, squares, and Babylonian Multiplication The Saga of Mathematics: A Brief History by M. Reciprocals to perform the operation of multiplication. How they would have used a table of multiples.
That is, 38 could be written or Example 6 Complex Babylonian numerals Change each Babylonian numeral to decimal form. Using the table of muliptles at the right, we see that Now, to multiply 23 × 57, we write 57 as the sum 50 + 7 and use the distributive law to obtainĢ3 × 57 = 23 × (50 + 7) = 23 × 50 + 23 × 7 Remember,īabylonains used base-60, so the table contains (1,9) 60 for A Babylonian studentĬould have used a tablet containing the multiples of 23. Look at one more example: Example: Muliplty 23 × 49 using a Now, we simply add these two base-60 numbers to get the result ofĪmazing, the multiplication problem becomes a problem of addition!īut, this makes sense since multiplication is repeated addition. The table at the right shows the squares of the numbers from 1 to Let's take a look at how they would have used a tablet containing the squares of numbers. The first isīoth formulas involve division which the Babylonians would haveĭone by multiplying by the reciprocal, which we will look at in a There are two formulas that can be used to find a product of two numbers using squares. If all the 'digits' in a base-60 number are divisible byĢ or 4 then so is the number itself and the result is obtained by simply dividing each digit by the divisor. Let's look at an example using the first formula. Let's look at an example using the second formula. When using the second formula, it is important to make x the larger number so you avoid negative numbers. Remember that multiplication is commutative, x × y = y × x, so the order doesn't matter and x can always be the larger number. Total Ages ( Maha Yuga ) With the development of the Babylonian zero symbol.
The Babylonians could also have multiplied the way we do today, since they used a place value system with 60 as the base. Let's consider the following: Example: Muliplty (10, 30 40) 60 When a product is greater than 60, you carry to the next place.
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Plus the 13 we carried is 613 which is (10,13) 60, so you × (0 1, 20) using a method similar to what we do today. Next 20 × 10 is 200 plus theġ0 we carried is 210 which is (3,30) 60, so you put theģ0 down and carry the 3 which just comes down.
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