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Oakleigh Football Club Contents History Premierships Notable players References External links Navigation menuFullpointsfootye

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Former Victorian Football League clubsAustralian rules football clubs in Melbourne1891 establishments in AustraliaSports clubs established in 18911994 disestablishments in AustraliaSports clubs disestablished in 1994 Australian rules footballOakleighVFASandringhamFrank MaherNorthcoteVictorian State Football LeagueTAC CupOakleigh Chargers Oakleigh Names Full name Oakleigh Football Club Nickname(s) Devils, Oaks, Purple and Golds Club details Founded 1891 Dissolved 1994 Colours      Purple and      gold Competition Melbourne District Association (1891–1928) Victorian Football Association (1929–1994) Premierships MDA: (3) 1907, 1924, 1928 VFA (D1): (6) 1930, 1931, 1950, 1952, 1960, 1972 VFA (D2): (2) 1967, 1988 Ground(s) Warrawee Park Uniforms Home Oakleigh Football Club , nicknamed the Devils , was an Australian rules football club from Oakleigh which played in the VFA from 1929 until 1994. Oakleigh wore purple guernseys with a gold monogram thus giving them their original nicknam
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$N$'s base-5 and base-6 representations, treated as base-10, yield sum $S$. For which $N$ are $S$'s rightmost two digits the same as $2N$'s? The 2019 Stack Overflow Developer Survey Results Are In Announcing the arrival of Valued Associate #679: Cesar Manara Planned maintenance scheduled April 17/18, 2019 at 00:00UTC (8:00pm US/Eastern)Max product of $20$ numbers with mean $12$ if $n$-th number is $fracn2$ or $2n$?Logic problem on sum of possible numbers a given person can have if they had a conversation with another.Three numbers a, b, c, over 1 have a sum of $frac67$. What is a+b+c?Evaluating $frac2013^3-2cdot 2013^2cdot 2014+3cdot 2013cdot 2014^2-2014^3+12013cdot 2014$Sum of 5 square roots equals another square root. What is the minimum possible value of the summed square root?For distinct positive reals $A$ and $B$, neither equal to $1$, such that $log_A B = log_B A$, find $AB$.Given a strip of 7 small triangles each with an area of 1, what is the area of the created trapezoid below the strip?How many distinct values does $f(x)$ assume for $x ge 0$?What is the greatest possible value of $a + b + c$ for which there are at least two values of $n$ such that $C_n - B_n = A_n^2$?How many solutions does $x^2 equiv -1 pmod 365$ have?Public Key Scheme decryption.If $b equiv 0 pmod a$ and $c equiv 0 pmod b$, then $c equiv 0 pmod a$Intermediate Modular Arithmetic Strategy And QuestionsProof Using Modular Arithmetic - Divisibility using co-prime numbersFinding last digitsSubstitutions in Modular ArithmeticHow many integers of $ m $ digits are equal to the sum of the $ m $ -th powers of their digits in base $7$ in the interval $[1, …, 10 ^ 7]$?If $p equiv 1 pmod 4$ where $p$ is an odd prime, then $x^2 equiv -1 pmod p^k$ where $k$ is any integer has $2$ solutions.What is the largest three-digit integer that when cubed, the result ends in itself

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