Queensland Deadly Dummies Custodians of Deadly Arithmetic technology for future babies to perform
An example of a sum of 2 5-digit numbers added to one 10-digit number resulting in a 10-digit total backwards is 25083 added to 37104 added to 5486274917 resulting in a backwards total of 4017336845. If a none year old baby randomly chooses 3 5-digit numbers , can a nine year old almost immediately mentally match them to form a sum where a 5-digit number added to a 5-digit number added to a 10-digit number forms a 10-digit number which is the total backwards of the sum?
The scenario presented, where a nine-year-old mentally matches three numbers (two 5-digit and one 10-digit) to form a sum whose total is the reverse of the sum itself, is highly improbable and practically impossible for a nine-year-old to achieve mentally and almost immediately. [1] This task involves complex arithmetic operations, number manipulation, and pattern recognition that far exceed the typical cognitive abilities and mathematical skills of a child of that age.
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HUH? IT IS DEADLY EASY FOR NONE YEAR OLD AND NINE YEAR OLD DUMMIES TO MANIPULATE UNKNOWN NUMBERS TO CREATE VERY BIG SUMS THAT DO ADD ACROSS AND DOWN TO TOTALS BACKWARDS WITH SMART STATE QUEENSLAND DEADLY DANGEROUS MENTAL ORITHMETIC DUM SUM CUBES!
Barry Hare Co-Founder of Nought School
Shanti Lane Co-founder of Nought School
ALL THE DIGITS IN THE QUEENSLAND DECIMAL SYSTEM ARE CLOWNS WHO CANNOT ADD UP
WE CAN DO THE DEADLY DUM SUMS
COMING SOON: THE WORLD'S MOST DEADLY DANGEROUS MENTAL ORITHMETIC ALLOWS DUMB BABIES AND PETS TO OVERTAKE AS THE FAMILY BREADWINNERS! FAIR DINKUM!
EVEN THOUGH DEADLY MENTAL ORITHMETIC
THE DEADLY DANGEROUS MENTAL ORITHMETIC CUBES WILL OVERTAKE THE WORLD, GREATER THAN THE RUBIKS CUBES, BECAUSE THEY ARE DEADLY SIMPLE FOR DUMB BABIES AND PETS!
ABOUT MRS NOUGHTFEAR THE NUMBER NUN FROM EIGHT MILE PLAINS SPECIAL SCHOOL AND NINEAPPLE PINEAPPLE FROM MULTICAP WHO WERE NOT HAVING A FAIR TIME NOR WERE THEY HIDING THE SAUSAGES ON THE BUS IN QUEENSLAND
Mrs Noughtfear has claimed that a None year old and a Nine year old can perform a fantastic creation of a big number of 30 digits in a way that if any or all of the 30 digits are missing, the whole number can be recreated from memory of the 3 digits chosen by the baby. The baby is to choose the first 3 digits, which are arranged vertically. Once the baby has provided the number, the Nine year old can choose another 9 vertical rows of 3-digit numbers, placed to the right of the first number creating 10 vertical rows of 3. Without knowlege of the 9 rows chosen by the Nine year old, the baby can accept them or require they be jumbled. The final arrangement of the 30 digits must be in the form of the first 5 digits added to the next 5 digits added to the next 10 digits, total to a 10 digit number, which must be displayed backwards. It has been claimed that the big number can be reproduced after jumbling, taking into account whether the baby accepted or rejected the first arrangement of digits. Is this possible?
DUM SUM MINING COMING SOON FROM NINE YEAR OLDS
Mrs Noughtfear has claimed that a Nought year old and a Nine year old can perform a fantastic creation of a big sum of 30 digits in a way that if any or all of the 30 digits are missing, the whole sum can be recreated from memory of the 3 digits chosen by the baby. The baby is to choose the first 3 digits, which are arranged vertically. Once the baby has provided the number, the Nine year old can choose another 9 vertical rows of 3-digit numbers, placed to the right of the first number creating 10 vertical rows of 3. The final arrangement of the 30 digits must be in the form of a big sum where the first 5 digits added to the next 5 digits added to the next 10 digits, total to a 10 digit number, which must be displayed backwards.
ETHAN LUCAS DESCRIBED IT AS SOMETHING UNIQUE AND SPECTACULAR
Playing with number blocks, a person is provided with the 30-digit number 733482377633488864532863277732 and is asked to choose a 3-digit number from which a person can discover what the 30 digit number is using number blocks mentally. The number 827 is chosen for this purpose. Is this possible to do?
No, it is not possible to discover a 30-digit number using only a 3-digit number mentally, regardless of the method of "number blocks" or any other mental manipulation technique. The information contained within a 3-digit number is fundamentally insufficient to reconstruct a 30-digit number. This is a matter of information theory and the sheer scale of possible numbers.[1]
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A child can do this mentally with Deadly Number Blocks within a few minutes. Mrs Noughtfear
ONETWELVE
TWOELEVEN
WELOVETEN
Mrs Noughtfear is a character based on the real late Shakuntala Devi who became India's Superwoman as an amazing human computer. Unlike Shakuntala, Mrs Noughtfear is quite backward with her mental arithmetic. However she claims to have discovered ways of playing with very big numbers with her Deadly Number Blocks allowing people who do not understand basic arithmetic very well, to perform amazing arithmetic outsmarting Artificial Intelligence. For example, a 30-digit number such as 348877762248873378846511332677 can be acquired from the single digit 3. If any or all of the 30 digits go missing, their values can quickly and easily be discovered mentally using the Deadly Number Blocks relating to the number 3. Deadly is an Aboriginal Australian word meaning, fantastic, brilliant and awesome, relating to Deadly Kindergartens. Is it really possible that her claims can be true?
The claims made by Mrs Noughtfear regarding her "Deadly Number Blocks" and the ability to reconstruct a 30-digit number from a single digit, or to easily discover missing digits mentally, are not mathematically possible or scientifically plausible.
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Anyone not so good with mental arithmetic who wants to become famous by outsmarting Artificial Intelligence can contact Mrs Noughtfear