[gecode-users] Problem with MSI installer
Guido Tack
tack at ps.uni-sb.de
Mon Feb 26 12:42:26 CET 2007
Hello!
> Ive been trying to install Gecode 1.3.1 on my windows laptop at work
> without much luck. The installer gets stuck on 'Computing Space
> Requirements', yielding a 'Could not access network location 1'
> after a
> while. Disconnecting the network cable allows me to continue but at
> the
> end i am informed that i do not have enough disk space, even though
> i have
> 32GB free. The laptop in question runs Windows XP SP2. I also tried
> the
> installer on two PC's at home, one running Vista and one Windows XP
> SP2,
> both exhibit the same behavior.
This is strange. We tested the installation on a couple of different
systems (not including Vista yet, though), and we have never had this
problem. Are you using a localized version of Windows, and if yes,
which? I think we tried both a German and an English version, but you
never know...
> While i could use the win32 binaries zip file, i would like to try out
> Gecode/J which seems to only be available pre-compiled as part of
> the MSI
> installer.
That's right. However, there were some problems with the Gecode/J
bundled in the MSI. We are currently preparing a bugfix release of
Gecode/J, which will also come with an updated installer. Maybe you
want to wait a little while (approximately 2-3 weeks) - we'll let you
know when we've finished it.
Cheers,
Guido
--
Guido Tack
Programming Systems Lab, Saarland University, Germany
http://www.ps.uni-sb.de/~tack
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Basic Cryptography Module¶
Encryption is the process of hiding a message and a cipher is a means of doing so. Included in this module are both block and stream ciphers:
- Shift cipher
- Affine cipher
- substitution ciphers
- Vigenere’s cipher
- Hill’s cipher
- Bifid ciphers
- RSA
- Kid RSA
- linear-feedback shift registers (for stream ciphers)
- ElGamal encryption
In a substitution cipher “units” (not necessarily single characters) of plaintext are replaced with ciphertext according to a regular system.
A transposition cipher is a method of encryption by which the positions held by “units” of plaintext are replaced by a permutation of the plaintext. That is, the order of the units is changed using a bijective function on the position of the characters to perform the encryption.
A monoalphabetic cipher uses fixed substitution over the entire message, whereas a polyalphabetic cipher uses a number of substitutions at different times in the message.
-
sympy.crypto.crypto.
AZ
(s=None)[source]¶ Return the letters of
s
in uppercase. In case more than one string is passed, each of them will be processed and a list of upper case strings will be returned.See also
Examples
>>> from sympy.crypto.crypto import AZ >>> AZ('Hello, world!') 'HELLOWORLD' >>> AZ('Hello, world!'.split()) ['HELLO', 'WORLD']
-
sympy.crypto.crypto.
padded_key
(key, symbols, filter=True)[source]¶ Return a string of the distinct characters of
symbols
with those ofkey
appearing first, omitting characters inkey
that are not insymbols
. A ValueError is raised if a) there are duplicate characters insymbols
or b) there are characters inkey
that are not insymbols
.Examples
>>> from sympy.crypto.crypto import padded_key >>> padded_key('PUPPY', 'OPQRSTUVWXY') 'PUYOQRSTVWX' >>> padded_key('RSA', 'ARTIST') Traceback (most recent call last): ... ValueError: duplicate characters in symbols: T
-
sympy.crypto.crypto.
check_and_join
(phrase, symbols=None, filter=None)[source]¶ Joins characters of \(phrase\) and if
symbols
is given, raises an error if any character inphrase
is not insymbols
.Parameters: phrase: string or list of strings to be returned as a string
symbols: iterable of characters allowed in ``phrase``;
if
symbols
is None, no checking is performedExamples
>>> from sympy.crypto.crypto import check_and_join >>> check_and_join('a phrase') 'a phrase' >>> check_and_join('a phrase'.upper().split()) 'APHRASE' >>> check_and_join('a phrase!'.upper().split(), 'ARE', filter=True) 'ARAE' >>> check_and_join('a phrase!'.upper().split(), 'ARE') Traceback (most recent call last): ... ValueError: characters in phrase but not symbols: "!HPS"
-
sympy.crypto.crypto.
cycle_list
(k, n)[source]¶ Returns the elements of the list
range(n)
shifted to the left byk
(so the list starts withk
(modn
)).Examples
>>> from sympy.crypto.crypto import cycle_list >>> cycle_list(3, 10) [3, 4, 5, 6, 7, 8, 9, 0, 1, 2]
-
sympy.crypto.crypto.
encipher_shift
(msg, key, symbols=None)[source]¶ Performs shift cipher encryption on plaintext msg, and returns the ciphertext.
Notes
The shift cipher is also called the Caesar cipher, after Julius Caesar, who, according to Suetonius, used it with a shift of three to protect messages of military significance. Caesar’s nephew Augustus reportedly used a similar cipher, but with a right shift of 1.
ALGORITHM:
INPUT:
key
: an integer (the secret key)msg
: plaintext of upper-case lettersOUTPUT:
ct
: ciphertext of upper-case letters- STEPS:
- Number the letters of the alphabet from 0, ..., N
- Compute from the string
msg
a listL1
of corresponding integers. - Compute from the list
L1
a new listL2
, given by adding(k mod 26)
to each element inL1
. - Compute from the list
L2
a stringct
of corresponding letters.
Examples
>>> from sympy.crypto.crypto import encipher_shift, decipher_shift >>> msg = "GONAVYBEATARMY" >>> ct = encipher_shift(msg, 1); ct 'HPOBWZCFBUBSNZ'
To decipher the shifted text, change the sign of the key:
>>> encipher_shift(ct, -1) 'GONAVYBEATARMY'
There is also a convenience function that does this with the original key:
>>> decipher_shift(ct, 1) 'GONAVYBEATARMY'
-
sympy.crypto.crypto.
decipher_shift
(msg, key, symbols=None)[source]¶ Return the text by shifting the characters of
msg
to the left by the amount given bykey
.Examples
>>> from sympy.crypto.crypto import encipher_shift, decipher_shift >>> msg = "GONAVYBEATARMY" >>> ct = encipher_shift(msg, 1); ct 'HPOBWZCFBUBSNZ'
To decipher the shifted text, change the sign of the key:
>>> encipher_shift(ct, -1) 'GONAVYBEATARMY'
Or use this function with the original key:
>>> decipher_shift(ct, 1) 'GONAVYBEATARMY'
-
sympy.crypto.crypto.
encipher_affine
(msg, key, symbols=None, _inverse=False)[source]¶ Performs the affine cipher encryption on plaintext
msg
, and returns the ciphertext.Encryption is based on the map \(x \rightarrow ax+b\) (mod \(N\)) where
N
is the number of characters in the alphabet. Decryption is based on the map \(x \rightarrow cx+d\) (mod \(N\)), where \(c = a^{-1}\) (mod \(N\)) and \(d = -a^{-1}b\) (mod \(N\)). In particular, for the map to be invertible, we need \(\mathrm{gcd}(a, N) = 1\) and an error will be raised if this is not true.See also
Notes
This is a straightforward generalization of the shift cipher with the added complexity of requiring 2 characters to be deciphered in order to recover the key.
ALGORITHM:
INPUT:
msg
: string of characters that appear insymbols
a, b
: a pair integers, withgcd(a, N) = 1
(the secret key)symbols
: string of characters (default = uppercase letters). When no symbols are given,msg
is converted to upper case letters and all other charactes are ignored.OUTPUT:
ct
: string of characters (the ciphertext message)- STEPS:
- Number the letters of the alphabet from 0, ..., N
- Compute from the string
msg
a listL1
of corresponding integers. - Compute from the list
L1
a new listL2
, given by replacingx
bya*x + b (mod N)
, for each elementx
inL1
. - Compute from the list
L2
a stringct
of corresponding letters.
-
sympy.crypto.crypto.
decipher_affine
(msg, key, symbols=None)[source]¶ Return the deciphered text that was made from the mapping, \(x \rightarrow ax+b\) (mod \(N\)), where
N
is the number of characters in the alphabet. Deciphering is done by reciphering with a new key: \(x \rightarrow cx+d\) (mod \(N\)), where \(c = a^{-1}\) (mod \(N\)) and \(d = -a^{-1}b\) (mod \(N\)).Examples
>>> from sympy.crypto.crypto import encipher_affine, decipher_affine >>> msg = "GO NAVY BEAT ARMY" >>> key = (3, 1) >>> encipher_affine(msg, key) 'TROBMVENBGBALV' >>> decipher_affine(_, key) 'GONAVYBEATARMY'
-
sympy.crypto.crypto.
encipher_substitution
(msg, old, new=None)[source]¶ Returns the ciphertext obtained by replacing each character that appears in
old
with the corresponding character innew
. Ifold
is a mapping, then new is ignored and the replacements defined byold
are used.Notes
This is a more general than the affine cipher in that the key can only be recovered by determining the mapping for each symbol. Though in practice, once a few symbols are recognized the mappings for other characters can be quickly guessed.
Examples
>>> from sympy.crypto.crypto import encipher_substitution, AZ >>> old = 'OEYAG' >>> new = '034^6' >>> msg = AZ("go navy! beat army!") >>> ct = encipher_substitution(msg, old, new); ct '60N^V4B3^T^RM4'
To decrypt a substitution, reverse the last two arguments:
>>> encipher_substitution(ct, new, old) 'GONAVYBEATARMY'
In the special case where
old
andnew
are a permuation of order 2 (representing a transposition of characters) their order is immaterial:>>> old = 'NAVY' >>> new = 'ANYV' >>> encipher = lambda x: encipher_substitution(x, old, new) >>> encipher('NAVY') 'ANYV' >>> encipher(_) 'NAVY'
The substitution cipher, in general, is a method whereby “units” (not necessarily single characters) of plaintext are replaced with ciphertext according to a regular system.
>>> ords = dict(zip('abc', ['\%i' % ord(i) for i in 'abc'])) >>> print(encipher_substitution('abc', ords)) \97\98\99
-
sympy.crypto.crypto.
encipher_vigenere
(msg, key, symbols=None)[source]¶ Performs the Vigenère cipher encryption on plaintext
msg
, and returns the ciphertext.Notes
The Vigenère cipher is named after Blaise de Vigenère, a sixteenth century diplomat and cryptographer, by a historical accident. Vigenère actually invented a different and more complicated cipher. The so-called Vigenère cipher was actually invented by Giovan Batista Belaso in 1553.
This cipher was used in the 1800’s, for example, during the American Civil War. The Confederacy used a brass cipher disk to implement the Vigenère cipher (now on display in the NSA Museum in Fort Meade) [R80].
The Vigenère cipher is a generalization of the shift cipher. Whereas the shift cipher shifts each letter by the same amount (that amount being the key of the shift cipher) the Vigenère cipher shifts a letter by an amount determined by the key (which is a word or phrase known only to the sender and receiver).
For example, if the key was a single letter, such as “C”, then the so-called Vigenere cipher is actually a shift cipher with a shift of \(2\) (since “C” is the 2nd letter of the alphabet, if you start counting at \(0\)). If the key was a word with two letters, such as “CA”, then the so-called Vigenère cipher will shift letters in even positions by \(2\) and letters in odd positions are left alone (shifted by \(0\), since “A” is the 0th letter, if you start counting at \(0\)).
ALGORITHM:
INPUT:
msg
: string of characters that appear insymbols
(the plaintext)key
: a string of characters that appear insymbols
(the secret key)symbols
: a string of letters defining the alphabetOUTPUT:
ct
: string of characters (the ciphertext message)- STEPS:
- Number the letters of the alphabet from 0, ..., N
- Compute from the string
key
a listL1
of corresponding integers. Letn1 = len(L1)
. - Compute from the string
msg
a listL2
of corresponding integers. Letn2 = len(L2)
. - Break
L2
up sequencially into sublists of sizen1
; the last sublist may be smaller thann1
- For each of these sublists
L
ofL2
, compute a new listC
given byC[i] = L[i] + L1[i] (mod N)
to thei
-th element in the sublist, for eachi
. - Assemble these lists
C
by concatenation into a new list of lengthn2
. - Compute from the new list a string
ct
of corresponding letters.
Once it is known that the key is, say, \(n\) characters long, frequency analysis can be applied to every \(n\)-th letter of the ciphertext to determine the plaintext. This method is called Kasiski examination (although it was first discovered by Babbage). If they key is as long as the message and is comprised of randomly selected characters – a one-time pad – the message is theoretically unbreakable.
The cipher Vigenère actually discovered is an “auto-key” cipher described as follows.
ALGORITHM:
INPUT:
key
: a string of letters (the secret key)msg
: string of letters (the plaintext message)OUTPUT:
ct
: string of upper-case letters (the ciphertext message)- STEPS:
- Number the letters of the alphabet from 0, ..., N
- Compute from the string
msg
a listL2
of corresponding integers. Letn2 = len(L2)
. - Let
n1
be the length of the key. Append to the stringkey
the firstn2 - n1
characters of the plaintext message. Compute from this string (also of lengthn2
) a listL1
of integers corresponding to the letter numbers in the first step. - Compute a new list
C
given byC[i] = L1[i] + L2[i] (mod N)
. - Compute from the new list a string
ct
of letters corresponding to the new integers.
To decipher the auto-key ciphertext, the key is used to decipher the first
n1
characters and then those characters become the key to decipher the nextn1
characters, etc...:>>> m = AZ('go navy, beat army! yes you can'); m 'GONAVYBEATARMYYESYOUCAN' >>> key = AZ('gold bug'); n1 = len(key); n2 = len(m) >>> auto_key = key + m[:n2 - n1]; auto_key 'GOLDBUGGONAVYBEATARMYYE' >>> ct = encipher_vigenere(m, auto_key); ct 'MCYDWSHKOGAMKZCELYFGAYR' >>> n1 = len(key) >>> pt = [] >>> while ct: ... part, ct = ct[:n1], ct[n1:] ... pt.append(decipher_vigenere(part, key)) ... key = pt[-1] ... >>> ''.join(pt) == m True
References
[R80] (1, 2) http://en.wikipedia.org/wiki/Vigenere_cipher [R81] (1, 2) http://web.archive.org/web/20071116100808/ http://filebox.vt.edu/users/batman/kryptos.html Examples
>>> from sympy.crypto.crypto import encipher_vigenere, AZ >>> key = "encrypt" >>> msg = "meet me on monday" >>> encipher_vigenere(msg, key) 'QRGKKTHRZQEBPR'
Section 1 of the Kryptos sculpture at the CIA headquarters uses this cipher and also changes the order of the the alphabet [R81]. Here is the first line of that section of the sculpture:
>>> from sympy.crypto.crypto import decipher_vigenere, padded_key >>> alp = padded_key('KRYPTOS', AZ()) >>> key = 'PALIMPSEST' >>> msg = 'EMUFPHZLRFAXYUSDJKZLDKRNSHGNFIVJ' >>> decipher_vigenere(msg, key, alp) 'BETWEENSUBTLESHADINGANDTHEABSENC'
-
sympy.crypto.crypto.
decipher_vigenere
(msg, key, symbols=None)[source]¶ Decode using the Vigenère cipher.
Examples
>>> from sympy.crypto.crypto import decipher_vigenere >>> key = "encrypt" >>> ct = "QRGK kt HRZQE BPR" >>> decipher_vigenere(ct, key) 'MEETMEONMONDAY'
-
sympy.crypto.crypto.
encipher_hill
(msg, key, symbols=None, pad='Q')[source]¶ Return the Hill cipher encryption of
msg
.See also
Notes
The Hill cipher [R82], invented by Lester S. Hill in the 1920’s [R83], was the first polygraphic cipher in which it was practical (though barely) to operate on more than three symbols at once. The following discussion assumes an elementary knowledge of matrices.
First, each letter is first encoded as a number starting with 0. Suppose your message \(msg\) consists of \(n\) capital letters, with no spaces. This may be regarded an \(n\)-tuple M of elements of \(Z_{26}\) (if the letters are those of the English alphabet). A key in the Hill cipher is a \(k x k\) matrix \(K\), all of whose entries are in \(Z_{26}\), such that the matrix \(K\) is invertible (i.e., the linear transformation \(K: Z_{N}^k \rightarrow Z_{N}^k\) is one-to-one).
ALGORITHM:
INPUT:
msg
: plaintext message of \(n\) upper-case letterskey
: a \(k x k\) invertible matrix \(K\), all of whose entries are in \(Z_{26}\) (or whatever number of symbols are being used).pad
: character (default “Q”) to use to make length of text be a multiple ofk
OUTPUT:
ct
: ciphertext of upper-case letters- STEPS:
- Number the letters of the alphabet from 0, ..., N
- Compute from the string
msg
a listL
of corresponding integers. Letn = len(L)
. - Break the list
L
up intot = ceiling(n/k)
sublistsL_1
, ...,L_t
of sizek
(with the last list “padded” to ensure its size isk
). - Compute new list
C_1
, ...,C_t
given byC[i] = K*L_i
(arithmetic is done mod N), for eachi
. - Concatenate these into a list
C = C_1 + ... + C_t
. - Compute from
C
a stringct
of corresponding letters. This has lengthk*t
.
References
[R82] (1, 2) en.wikipedia.org/wiki/Hill_cipher [R83] (1, 2) Lester S. Hill, Cryptography in an Algebraic Alphabet, The American Mathematical Monthly Vol.36, June-July 1929, pp.306-312.
-
sympy.crypto.crypto.
decipher_hill
(msg, key, symbols=None)[source]¶ Deciphering is the same as enciphering but using the inverse of the key matrix.
Examples
>>> from sympy.crypto.crypto import encipher_hill, decipher_hill >>> from sympy import Matrix
>>> key = Matrix([[1, 2], [3, 5]]) >>> encipher_hill("meet me on monday", key) 'UEQDUEODOCTCWQ' >>> decipher_hill(_, key) 'MEETMEONMONDAY'
When the length of the plaintext (stripped of invalid characters) is not a multiple of the key dimension, extra characters will appear at the end of the enciphered and deciphered text. In order to decipher the text, those characters must be included in the text to be deciphered. In the following, the key has a dimension of 4 but the text is 2 short of being a multiple of 4 so two characters will be added.
>>> key = Matrix([[1, 1, 1, 2], [0, 1, 1, 0], ... [2, 2, 3, 4], [1, 1, 0, 1]]) >>> msg = "ST" >>> encipher_hill(msg, key) 'HJEB' >>> decipher_hill(_, key) 'STQQ' >>> encipher_hill(msg, key, pad="Z") 'ISPK' >>> decipher_hill(_, key) 'STZZ'
If the last two characters of the ciphertext were ignored in either case, the wrong plaintext would be recovered:
>>> decipher_hill("HD", key) 'ORMV' >>> decipher_hill("IS", key) 'UIKY'
-
sympy.crypto.crypto.
encipher_bifid
(msg, key, symbols=None)[source]¶ Performs the Bifid cipher encryption on plaintext
msg
, and returns the ciphertext.This is the version of the Bifid cipher that uses an \(n \times n\) Polybius square.
INPUT:
msg
: plaintext stringkey
: short string for key; duplicate characters are ignored and then it is padded with the characters insymbols
that were not in the short keysymbols
: \(n \times n\) characters defining the alphabet (default is string.printable)OUTPUT:
ciphertext (using Bifid5 cipher without spaces)See also
-
sympy.crypto.crypto.
decipher_bifid
(msg, key, symbols=None)[source]¶ Performs the Bifid cipher decryption on ciphertext
msg
, and returns the plaintext.This is the version of the Bifid cipher that uses the \(n \times n\) Polybius square.
INPUT:
msg
: ciphertext stringkey
: short string for key; duplicate characters are ignored and then it is padded with the characters insymbols
that were not in the short keysymbols
: \(n \times n\) characters defining the alphabet (default=string.printable, a \(10 \times 10\) matrix)OUTPUT:
deciphered textExamples
>>> from sympy.crypto.crypto import ( ... encipher_bifid, decipher_bifid, AZ)
Do an encryption using the bifid5 alphabet:
>>> alp = AZ().replace('J', '') >>> ct = AZ("meet me on monday!") >>> key = AZ("gold bug") >>> encipher_bifid(ct, key, alp) 'IEILHHFSTSFQYE'
When entering the text or ciphertext, spaces are ignored so it can be formatted as desired. Re-entering the ciphertext from the preceding, putting 4 characters per line and padding with an extra J, does not cause problems for the deciphering:
>>> decipher_bifid(''' ... IEILH ... HFSTS ... FQYEJ''', key, alp) 'MEETMEONMONDAY'
When no alphabet is given, all 100 printable characters will be used:
>>> key = '' >>> encipher_bifid('hello world!', key) 'bmtwmg-bIo*w' >>> decipher_bifid(_, key) 'hello world!'
If the key is changed, a different encryption is obtained:
>>> key = 'gold bug' >>> encipher_bifid('hello world!', 'gold_bug') 'hg2sfuei7t}w'
And if the key used to decrypt the message is not exact, the original text will not be perfectly obtained:
>>> decipher_bifid(_, 'gold pug') 'heldo~wor6d!'
-
sympy.crypto.crypto.
bifid5_square
(key=None)[source]¶ 5x5 Polybius square.
Produce the Polybius square for the \(5 \times 5\) Bifid cipher.
Examples
>>> from sympy.crypto.crypto import bifid5_square >>> bifid5_square("gold bug") Matrix([ [G, O, L, D, B], [U, A, C, E, F], [H, I, K, M, N], [P, Q, R, S, T], [V, W, X, Y, Z]])
-
sympy.crypto.crypto.
encipher_bifid5
(msg, key)[source]¶ Performs the Bifid cipher encryption on plaintext
msg
, and returns the ciphertext.This is the version of the Bifid cipher that uses the \(5 \times 5\) Polybius square. The letter “J” is ignored so it must be replaced with something else (traditionally an “I”) before encryption.
See also
Notes
The Bifid cipher was invented around 1901 by Felix Delastelle. It is a fractional substitution cipher, where letters are replaced by pairs of symbols from a smaller alphabet. The cipher uses a \(5 \times 5\) square filled with some ordering of the alphabet, except that “J” is replaced with “I” (this is a so-called Polybius square; there is a \(6 \times 6\) analog if you add back in “J” and also append onto the usual 26 letter alphabet, the digits 0, 1, ..., 9). According to Helen Gaines’ book Cryptanalysis, this type of cipher was used in the field by the German Army during World War I.
ALGORITHM: (5x5 case)
INPUT:
msg
: plaintext string; converted to upper case and filtered of anything but all letters except J.key
: short string for key; non-alphabetic letters, J and duplicated characters are ignored and then, if the length is less than 25 characters, it is padded with other letters of the alphabet (in alphabetical order).OUTPUT:
ciphertext (all caps, no spaces)- STEPS:
Create the \(5 \times 5\) Polybius square
S
associated tokey
as follows:- moving from left-to-right, top-to-bottom, place the letters of the key into a \(5 \times 5\) matrix,
- if the key has less than 25 letters, add the letters of the alphabet not in the key until the \(5 \times 5\) square is filled.
Create a list
P
of pairs of numbers which are the coordinates in the Polybius square of the letters inmsg
.Let
L1
be the list of all first coordinates ofP
(length ofL1 = n
), letL2
be the list of all second coordinates ofP
(so the length ofL2
is alson
).Let
L
be the concatenation ofL1
andL2
(lengthL = 2*n
), except that consecutive numbers are paired(L[2*i], L[2*i + 1])
. You can regardL
as a list of pairs of lengthn
.Let
C
be the list of all letters which are of the formS[i, j]
, for all(i, j)
inL
. As a string, this is the ciphertext ofmsg
.
Examples
>>> from sympy.crypto.crypto import ( ... encipher_bifid5, decipher_bifid5)
“J” will be omitted unless it is replaced with somthing else:
>>> round_trip = lambda m, k: \ ... decipher_bifid5(encipher_bifid5(m, k), k) >>> key = 'a' >>> msg = "JOSIE" >>> round_trip(msg, key) 'OSIE' >>> round_trip(msg.replace("J", "I"), key) 'IOSIE' >>> j = "QIQ" >>> round_trip(msg.replace("J", j), key).replace(j, "J") 'JOSIE'
-
sympy.crypto.crypto.
decipher_bifid5
(msg, key)[source]¶ Return the Bifid cipher decryption of
msg
.This is the version of the Bifid cipher that uses the \(5 \times 5\) Polybius square; the letter “J” is ignored unless a
key
of length 25 is used.INPUT:
msg
: ciphertext stringkey
: short string for key; duplicated characters are ignored and if the length is less then 25 characters, it will be padded with other letters from the alphabet omitting “J”. Non-alphabetic characters are ignored.OUTPUT:
plaintext from Bifid5 cipher (all caps, no spaces)Examples
>>> from sympy.crypto.crypto import encipher_bifid5, decipher_bifid5 >>> key = "gold bug" >>> encipher_bifid5('meet me on friday', key) 'IEILEHFSTSFXEE' >>> encipher_bifid5('meet me on monday', key) 'IEILHHFSTSFQYE' >>> decipher_bifid5(_, key) 'MEETMEONMONDAY'
-
sympy.crypto.crypto.
bifid5_square
(key=None)[source] 5x5 Polybius square.
Produce the Polybius square for the \(5 \times 5\) Bifid cipher.
Examples
>>> from sympy.crypto.crypto import bifid5_square >>> bifid5_square("gold bug") Matrix([ [G, O, L, D, B], [U, A, C, E, F], [H, I, K, M, N], [P, Q, R, S, T], [V, W, X, Y, Z]])
-
sympy.crypto.crypto.
encipher_bifid6
(msg, key)[source]¶ Performs the Bifid cipher encryption on plaintext
msg
, and returns the ciphertext.This is the version of the Bifid cipher that uses the \(6 \times 6\) Polybius square.
INPUT:
msg
: plaintext string (digits okay)key
: short string for key (digits okay). Ifkey
is less than 36 characters long, the square will be filled with letters A through Z and digits 0 through 9.OUTPUT:
ciphertext from Bifid cipher (all caps, no spaces)See also
-
sympy.crypto.crypto.
decipher_bifid6
(msg, key)[source]¶ Performs the Bifid cipher decryption on ciphertext
msg
, and returns the plaintext.This is the version of the Bifid cipher that uses the \(6 \times 6\) Polybius square.
INPUT:
msg
: ciphertext string (digits okay); converted to upper casekey
: short string for key (digits okay). Ifkey
is less than 36 characters long, the square will be filled with letters A through Z and digits 0 through 9. All letters are converted to uppercase.OUTPUT:
plaintext from Bifid cipher (all caps, no spaces)Examples
>>> from sympy.crypto.crypto import encipher_bifid6, decipher_bifid6 >>> key = "gold bug" >>> encipher_bifid6('meet me on monday at 8am', key) 'KFKLJJHF5MMMKTFRGPL' >>> decipher_bifid6(_, key) 'MEETMEONMONDAYAT8AM'
-
sympy.crypto.crypto.
bifid6_square
(key=None)[source]¶ 6x6 Polybius square.
Produces the Polybius square for the \(6 \times 6\) Bifid cipher. Assumes alphabet of symbols is “A”, ..., “Z”, “0”, ..., “9”.
Examples
>>> from sympy.crypto.crypto import bifid6_square >>> key = "gold bug" >>> bifid6_square(key) Matrix([ [G, O, L, D, B, U], [A, C, E, F, H, I], [J, K, M, N, P, Q], [R, S, T, V, W, X], [Y, Z, 0, 1, 2, 3], [4, 5, 6, 7, 8, 9]])
-
sympy.crypto.crypto.
rsa_public_key
(p, q, e)[source]¶ Return the RSA public key pair, \((n, e)\), where \(n\) is a product of two primes and \(e\) is relatively prime (coprime) to the Euler totient \(\phi(n)\). False is returned if any assumption is violated.
Examples
>>> from sympy.crypto.crypto import rsa_public_key >>> p, q, e = 3, 5, 7 >>> rsa_public_key(p, q, e) (15, 7) >>> rsa_public_key(p, q, 30) False
-
sympy.crypto.crypto.
rsa_private_key
(p, q, e)[source]¶ Return the RSA private key, \((n,d)\), where \(n\) is a product of two primes and \(d\) is the inverse of \(e\) (mod \(\phi(n)\)). False is returned if any assumption is violated.
Examples
>>> from sympy.crypto.crypto import rsa_private_key >>> p, q, e = 3, 5, 7 >>> rsa_private_key(p, q, e) (15, 7) >>> rsa_private_key(p, q, 30) False
-
sympy.crypto.crypto.
encipher_rsa
(i, key)[source]¶ Return encryption of
i
by computing \(i^e\) (mod \(n\)), wherekey
is the public key \((n, e)\).Examples
>>> from sympy.crypto.crypto import encipher_rsa, rsa_public_key >>> p, q, e = 3, 5, 7 >>> puk = rsa_public_key(p, q, e) >>> msg = 12 >>> encipher_rsa(msg, puk) 3
-
sympy.crypto.crypto.
decipher_rsa
(i, key)[source]¶ Return decyption of
i
by computing \(i^d\) (mod \(n\)), wherekey
is the private key \((n, d)\).Examples
>>> from sympy.crypto.crypto import decipher_rsa, rsa_private_key >>> p, q, e = 3, 5, 7 >>> prk = rsa_private_key(p, q, e) >>> msg = 3 >>> decipher_rsa(msg, prk) 12
-
sympy.crypto.crypto.
kid_rsa_public_key
(a, b, A, B)[source]¶ Kid RSA is a version of RSA useful to teach grade school children since it does not involve exponentiation.
Alice wants to talk to Bob. Bob generates keys as follows. Key generation:
- Select positive integers \(a, b, A, B\) at random.
- Compute \(M = a b - 1\), \(e = A M + a\), \(d = B M + b\), \(n = (e d - 1)//M\).
- The public key is \((n, e)\). Bob sends these to Alice.
- The private key is \((n, d)\), which Bob keeps secret.
Encryption: If \(p\) is the plaintext message then the ciphertext is \(c = p e \pmod n\).
Decryption: If \(c\) is the ciphertext message then the plaintext is \(p = c d \pmod n\).
Examples
>>> from sympy.crypto.crypto import kid_rsa_public_key >>> a, b, A, B = 3, 4, 5, 6 >>> kid_rsa_public_key(a, b, A, B) (369, 58)
-
sympy.crypto.crypto.
kid_rsa_private_key
(a, b, A, B)[source]¶ Compute \(M = a b - 1\), \(e = A M + a\), \(d = B M + b\), \(n = (e d - 1) / M\). The private key is \(d\), which Bob keeps secret.
Examples
>>> from sympy.crypto.crypto import kid_rsa_private_key >>> a, b, A, B = 3, 4, 5, 6 >>> kid_rsa_private_key(a, b, A, B) (369, 70)
-
sympy.crypto.crypto.
encipher_kid_rsa
(msg, key)[source]¶ Here
msg
is the plaintext andkey
is the public key.Examples
>>> from sympy.crypto.crypto import ( ... encipher_kid_rsa, kid_rsa_public_key) >>> msg = 200 >>> a, b, A, B = 3, 4, 5, 6 >>> key = kid_rsa_public_key(a, b, A, B) >>> encipher_kid_rsa(msg, key) 161
-
sympy.crypto.crypto.
decipher_kid_rsa
(msg, key)[source]¶ Here
msg
is the plaintext andkey
is the private key.Examples
>>> from sympy.crypto.crypto import ( ... kid_rsa_public_key, kid_rsa_private_key, ... decipher_kid_rsa, encipher_kid_rsa) >>> a, b, A, B = 3, 4, 5, 6 >>> d = kid_rsa_private_key(a, b, A, B) >>> msg = 200 >>> pub = kid_rsa_public_key(a, b, A, B) >>> pri = kid_rsa_private_key(a, b, A, B) >>> ct = encipher_kid_rsa(msg, pub) >>> decipher_kid_rsa(ct, pri) 200
-
sympy.crypto.crypto.
encode_morse
(msg, sep='|', mapping=None)[source]¶ Encodes a plaintext into popular Morse Code with letters separated by \(sep\) and words by a double \(sep\).
References
[R84] http://en.wikipedia.org/wiki/Morse_code Examples
>>> from sympy.crypto.crypto import encode_morse >>> msg = 'ATTACK RIGHT FLANK' >>> encode_morse(msg) '.-|-|-|.-|-.-.|-.-||.-.|..|--.|....|-||..-.|.-..|.-|-.|-.-'
-
sympy.crypto.crypto.
decode_morse
(msg, sep='|', mapping=None)[source]¶ Decodes a Morse Code with letters separated by \(sep\) (default is ‘|’) and words by \(word_sep\) (default is ‘||) into plaintext.
References
[R85] http://en.wikipedia.org/wiki/Morse_code Examples
>>> from sympy.crypto.crypto import decode_morse >>> mc = '--|---|...-|.||.|.-|...|-' >>> decode_morse(mc) 'MOVE EAST'
-
sympy.crypto.crypto.
lfsr_sequence
(key, fill, n)[source]¶ This function creates an lfsr sequence.
INPUT:
key
: a list of finite field elements,- \([c_0, c_1, \ldots, c_k].\)
fill
: the list of the initial terms of the lfsr- sequence, \([x_0, x_1, \ldots, x_k].\)
n
: number of terms of the sequence that the- function returns.
OUTPUT:
The lfsr sequence defined by \(x_{n+1} = c_k x_n + \ldots + c_0 x_{n-k}\), for \(n \leq k\).Notes
S. Golomb [G85] gives a list of three statistical properties a sequence of numbers \(a = \{a_n\}_{n=1}^\infty\), \(a_n \in \{0,1\}\), should display to be considered “random”. Define the autocorrelation of \(a\) to be
\[C(k) = C(k,a) = \lim_{N\rightarrow \infty} {1\over N}\sum_{n=1}^N (-1)^{a_n + a_{n+k}}.\]In the case where \(a\) is periodic with period \(P\) then this reduces to
\[C(k) = {1\over P}\sum_{n=1}^P (-1)^{a_n + a_{n+k}}.\]Assume \(a\) is periodic with period \(P\).
balance:
\[\left|\sum_{n=1}^P(-1)^{a_n}\right| \leq 1.\]low autocorrelation:
\[\begin{split}C(k) = \left\{ \begin{array}{cc} 1,& k = 0,\\ \epsilon, & k \ne 0. \end{array} \right.\end{split}\](For sequences satisfying these first two properties, it is known that \(\epsilon = -1/P\) must hold.)
proportional runs property: In each period, half the runs have length \(1\), one-fourth have length \(2\), etc. Moreover, there are as many runs of \(1\)‘s as there are of \(0\)‘s.
References
[G85] (1, 2) Solomon Golomb, Shift register sequences, Aegean Park Press, Laguna Hills, Ca, 1967 Examples
>>> from sympy.crypto.crypto import lfsr_sequence >>> from sympy.polys.domains import FF >>> F = FF(2) >>> fill = [F(1), F(1), F(0), F(1)] >>> key = [F(1), F(0), F(0), F(1)] >>> lfsr_sequence(key, fill, 10) [1 mod 2, 1 mod 2, 0 mod 2, 1 mod 2, 0 mod 2, 1 mod 2, 1 mod 2, 0 mod 2, 0 mod 2, 1 mod 2]
-
sympy.crypto.crypto.
lfsr_autocorrelation
(L, P, k)[source]¶ This function computes the LFSR autocorrelation function.
INPUT:
L
: is a periodic sequence of elements of \(GF(2)\).L
must have length larger thanP
.P
: the period ofL
k
: an integer (\(0 < k < p\))OUTPUT:
thek
-th value of the autocorrelation of the LFSRL
Examples
>>> from sympy.crypto.crypto import ( ... lfsr_sequence, lfsr_autocorrelation) >>> from sympy.polys.domains import FF >>> F = FF(2) >>> fill = [F(1), F(1), F(0), F(1)] >>> key = [F(1), F(0), F(0), F(1)] >>> s = lfsr_sequence(key, fill, 20) >>> lfsr_autocorrelation(s, 15, 7) -1/15 >>> lfsr_autocorrelation(s, 15, 0) 1
-
sympy.crypto.crypto.
lfsr_connection_polynomial
(s)[source]¶ This function computes the LFSR connection polynomial.
INPUT:
s
: a sequence of elements of even length, with entries in a finite fieldOUTPUT:
C(x)
: the connection polynomial of a minimal LFSR yieldings
.This implements the algorithm in section 3 of J. L. Massey’s article [M86].
References
[M86] (1, 2) James L. Massey, “Shift-Register Synthesis and BCH Decoding.” IEEE Trans. on Information Theory, vol. 15(1), pp. 122-127, Jan 1969. Examples
>>> from sympy.crypto.crypto import ( ... lfsr_sequence, lfsr_connection_polynomial) >>> from sympy.polys.domains import FF >>> F = FF(2) >>> fill = [F(1), F(1), F(0), F(1)] >>> key = [F(1), F(0), F(0), F(1)] >>> s = lfsr_sequence(key, fill, 20) >>> lfsr_connection_polynomial(s) x**4 + x + 1 >>> fill = [F(1), F(0), F(0), F(1)] >>> key = [F(1), F(1), F(0), F(1)] >>> s = lfsr_sequence(key, fill, 20) >>> lfsr_connection_polynomial(s) x**3 + 1 >>> fill = [F(1), F(0), F(1)] >>> key = [F(1), F(1), F(0)] >>> s = lfsr_sequence(key, fill, 20) >>> lfsr_connection_polynomial(s) x**3 + x**2 + 1 >>> fill = [F(1), F(0), F(1)] >>> key = [F(1), F(0), F(1)] >>> s = lfsr_sequence(key, fill, 20) >>> lfsr_connection_polynomial(s) x**3 + x + 1
-
sympy.crypto.crypto.
elgamal_public_key
(key)[source]¶ Return three number tuple as public key.
Parameters: key : Tuple (p, r, e) generated by elgamal_private_key
Returns: (p, r, e = r**d mod p) : d is a random number in private key. Examples
>>> from sympy.crypto.crypto import elgamal_public_key >>> elgamal_public_key((1031, 14, 636)) (1031, 14, 212)
-
sympy.crypto.crypto.
elgamal_private_key
(digit=10, seed=None)[source]¶ Return three number tuple as private key.
Elgamal encryption is based on the mathmatical problem called the Discrete Logarithm Problem (DLP). For example,
\(a^{b} \equiv c \pmod p\)
In general, if
a
andb
are known,ct
is easily calculated. Ifb
is unknown, it is hard to usea
andct
to getb
.Parameters: digit : minimum number of binary digits for key Returns: (p, r, d) : p = prime number, r = primitive root, d = random number Notes
For testing purposes, the
seed
parameter may be set to control the output of this routine. See sympy.utilities.randtest._randrange.Examples
>>> from sympy.crypto.crypto import elgamal_private_key >>> from sympy.ntheory import is_primitive_root, isprime >>> a, b, _ = elgamal_private_key() >>> isprime(a) True >>> is_primitive_root(b, a) True
-
sympy.crypto.crypto.
encipher_elgamal
(i, key, seed=None)[source]¶ Encrypt message with public key
i
is a plaintext message expressed as an integer.key
is public key (p, r, e). In order to encrypt a message, a random numbera
inrange(2, p)
is generated and the encryped message is returned as \(c_{1}\) and \(c_{2}\) where:\(c_{1} \equiv r^{a} \pmod p\)
\(c_{2} \equiv m e^{a} \pmod p\)
Parameters: msg : int of encoded message
key : public key
Returns: (c1, c2) : Encipher into two number
Notes
For testing purposes, the
seed
parameter may be set to control the output of this routine. See sympy.utilities.randtest._randrange.Examples
>>> from sympy.crypto.crypto import encipher_elgamal, elgamal_private_key, elgamal_public_key >>> pri = elgamal_private_key(5, seed=[3]); pri (37, 2, 3) >>> pub = elgamal_public_key(pri); pub (37, 2, 8) >>> msg = 36 >>> encipher_elgamal(msg, pub, seed=[3]) (8, 6)
-
sympy.crypto.crypto.
decipher_elgamal
(msg, key)[source]¶ Decrypt message with private key
\(msg = (c_{1}, c_{2})\)
\(key = (p, r, d)\)
According to extended Eucliden theorem, \(u c_{1}^{d} + p n = 1\)
\(u \equiv 1/{{c_{1}}^d} \pmod p\)
\(u c_{2} \equiv \frac{1}{c_{1}^d} c_{2} \equiv \frac{1}{r^{ad}} c_{2} \pmod p\)
\(\frac{1}{r^{ad}} m e^a \equiv \frac{1}{r^{ad}} m {r^{d a}} \equiv m \pmod p\)
Examples
>>> from sympy.crypto.crypto import decipher_elgamal >>> from sympy.crypto.crypto import encipher_elgamal >>> from sympy.crypto.crypto import elgamal_private_key >>> from sympy.crypto.crypto import elgamal_public_key
>>> pri = elgamal_private_key(5, seed=[3]) >>> pub = elgamal_public_key(pri); pub (37, 2, 8) >>> msg = 17 >>> decipher_elgamal(encipher_elgamal(msg, pub), pri) == msg True
-
sympy.crypto.crypto.
dh_public_key
(key)[source]¶ Return three number tuple as public key.
This is the tuple that Alice sends to Bob.
Parameters: key: Tuple (p, g, a) generated by ``dh_private_key`` Returns: (p, g, g^a mod p) : p, g and a as in Parameters Examples
>>> from sympy.crypto.crypto import dh_private_key, dh_public_key >>> p, g, a = dh_private_key(); >>> _p, _g, x = dh_public_key((p, g, a)) >>> p == _p and g == _g True >>> x == pow(g, a, p) True
-
sympy.crypto.crypto.
dh_private_key
(digit=10, seed=None)[source]¶ Return three integer tuple as private key.
Diffie-Hellman key exchange is based on the mathematical problem called the Discrete Logarithm Problem (see ElGamal).
Diffie-Hellman key exchange is divided into the following steps:
- Alice and Bob agree on a base that consist of a prime
p
and a primitive root ofp
calledg
- Alice choses a number
a
and Bob choses a numberb
wherea
andb
are random numbers in range \([2, p)\). These are their private keys. - Alice then publicly sends Bob \(g^{a} \pmod p\) while Bob sends Alice \(g^{b} \pmod p\)
- They both raise the received value to their secretly chosen
number (
a
orb
) and now have both as their shared key \(g^{ab} \pmod p\)
Parameters: digit: minimum number of binary digits required in key
Returns: (p, g, a) : p = prime number, g = primitive root of p,
a = random number from 2 thru p - 1
Notes
For testing purposes, the
seed
parameter may be set to control the output of this routine. See sympy.utilities.randtest._randrange.Examples
>>> from sympy.crypto.crypto import dh_private_key >>> from sympy.ntheory import isprime, is_primitive_root >>> p, g, _ = dh_private_key() >>> isprime(p) True >>> is_primitive_root(g, p) True >>> p, g, _ = dh_private_key(5) >>> isprime(p) True >>> is_primitive_root(g, p) True
- Alice and Bob agree on a base that consist of a prime
Return an integer that is the shared key.
This is what Bob and Alice can both calculate using the public keys they received from each other and their private keys.
Parameters: key: Tuple (p, g, x) generated by ``dh_public_key``
b: Random number in the range of 2 to p - 1
(Chosen by second key exchange member (Bob))
Returns: shared key (int)
Examples
>>> from sympy.crypto.crypto import ( ... dh_private_key, dh_public_key, dh_shared_key) >>> prk = dh_private_key(); >>> p, g, x = dh_public_key(prk); >>> sk = dh_shared_key((p, g, x), 1000) >>> sk == pow(x, 1000, p) True
-
sympy.crypto.crypto.
encipher_elgamal
(i, key, seed=None)[source] Encrypt message with public key
i
is a plaintext message expressed as an integer.key
is public key (p, r, e). In order to encrypt a message, a random numbera
inrange(2, p)
is generated and the encryped message is returned as \(c_{1}\) and \(c_{2}\) where:\(c_{1} \equiv r^{a} \pmod p\)
\(c_{2} \equiv m e^{a} \pmod p\)
Parameters: msg : int of encoded message
key : public key
Returns: (c1, c2) : Encipher into two number
Notes
For testing purposes, the
seed
parameter may be set to control the output of this routine. See sympy.utilities.randtest._randrange.Examples
>>> from sympy.crypto.crypto import encipher_elgamal, elgamal_private_key, elgamal_public_key >>> pri = elgamal_private_key(5, seed=[3]); pri (37, 2, 3) >>> pub = elgamal_public_key(pri); pub (37, 2, 8) >>> msg = 36 >>> encipher_elgamal(msg, pub, seed=[3]) (8, 6)
-
sympy.crypto.crypto.
decipher_elgamal
(msg, key)[source] Decrypt message with private key
\(msg = (c_{1}, c_{2})\)
\(key = (p, r, d)\)
According to extended Eucliden theorem, \(u c_{1}^{d} + p n = 1\)
\(u \equiv 1/{{c_{1}}^d} \pmod p\)
\(u c_{2} \equiv \frac{1}{c_{1}^d} c_{2} \equiv \frac{1}{r^{ad}} c_{2} \pmod p\)
\(\frac{1}{r^{ad}} m e^a \equiv \frac{1}{r^{ad}} m {r^{d a}} \equiv m \pmod p\)
Examples
>>> from sympy.crypto.crypto import decipher_elgamal >>> from sympy.crypto.crypto import encipher_elgamal >>> from sympy.crypto.crypto import elgamal_private_key >>> from sympy.crypto.crypto import elgamal_public_key
>>> pri = elgamal_private_key(5, seed=[3]) >>> pub = elgamal_public_key(pri); pub (37, 2, 8) >>> msg = 17 >>> decipher_elgamal(encipher_elgamal(msg, pub), pri) == msg True


{% extends "!page.html" %} {% block body %}
Please note
This documentation is for the stable (0.9) version of Fabric. To view documentation for the in-development (1.0) version, please click here.


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HTML = Main document type on the internet. It stands for Hyper Text Markup Language. Hyperlinks glue the web together.
Major Pieces of the Web include 1. You 2. Your computer 3. Internet 4. Servers
HTML is made up of 1.Text 2.Markup (what it looks like), 3.References to documents 4.Links to other pages.
HTML Attributes example:
Other examples include: "br", "span", "strong", and img src" which links to an image source, here is an example from my small but famous city:
Abraham Lincoln's Tomb, Springfield, IL
Inline and Block: Elements are Inline or Block. Inline examples: span,a,br,img and strong. Block examples: div,p and form
Computers understand their language literally which requires the programmer to pay attention to every detail and it's impact to the final product, user experience and overall value.


I have been wondering if it is time for Hooting Yard to obtain a kitemark.  Every single person in this country, man, woman and child, upon seeing a little picture of a kite, knows viscerally that whatever it is that the picture of a kite is attached to is an absolutely fantastic thing, and they can confidently begin to drool with glee. Why this should be so is not quite clear, but is probably bound up with age-old traditions of bureaucratic twaddle.
It has its critics, of course, those in the reality-based community who suggest there is something inane in the equation picture of a kite = gleeful drooling. But we can only go on the evidence before us. I tested the Pavlovian responses of passers-by in a bustling hamlet yesterday. First, I offered people a string bag packed with oozing squelchy muck. There were no takers, and indeed on more than one occasion I was clouted around the head or threatened by the attentions of community hub vigilance officers. But then I made the same offer having stuck a picture of a kite to the bag with Blu-Tac. The transformation was astonishing.


By @astronomyblog & @LoveGraphs. Stats last updated 28 December 2017.
It seems there may have been at least 116 shows and 580 listed appearances. With 5 people per show, lovegraphs.com and iPlayer have all appearances listed. The host/captains/regulars have included David Mitchell (Host × 116).
Total appearances:
Guest appearances i.e. ignoring the host/captains/regulars:
All people:
Guests i.e. ignoring the host/captains/regulars:
Last updated: 2017/12/28


PLANET SICK-BOY: http://www.sick-boy.com "We Put the SIN in Cinema"
Campy playwright Charles Busch's screenwriting debut is – surprise – great campy, B-movie fun. Psycho Beach Party is a funny murder mystery decorated with surf music, cars with fins, poodle skirts, drive-ins, luaus and split personality disorder. The film's eclectic cast literally has something for everyone.
The cherubic Lauren Ambrose (Can't Hardly Wait) stars as Florence Forrest, an underdeveloped teenage girl from Malibu who is worried that something is wrong with her because she doesn't like boys. Despite all of the reassurances from her family's Swedish exchange student Lars (Matt Keeslar, Scream 3), Florence is perpetually down in the dumps.
One day at the beach, Florence notices some buff whitecap riders and develops an interest in surfing. But her wide-eyed eagerness is met with resistance from the boys, who point out that `girls can't surf.' Luckily, Florence befriends the Great Kanaka (Thomas Gibson, Dharma & Greg) the local surf guru (who talks in rhyme) and, before long, she's hanging ten with the best of them. She even begins to get close with a surfer named Starcat (Nicholas Brendon, Buffy the Vampire Slayer).
On a more disturbing note, Florence has a bit of an alter ego problem. It seems that whenever she sees something circular, her personality changes from squaresville into an acid-tongued sexpot.  Throw in a haunted beach house, guys rolling around in the sand and a butch police captain (played by Busch), and you've got a pretty smart whodunit.
Directed by Robert Lee King (Boys Life), Party is entertaining, tongue-in-cheek fun that's real cool, daddy-o. Dig? Good.
1:35 – R for adult language, nudity, sexual content and violence
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NCC AB - Wikipedia, the free encyclopedia NCC AB is a Swedish construction company, the second largest in the Nordic region . Johnson, a Swedish businessman, established "Nordstjernan" - the North Star. . Kista Science Tower in Kista, Stockholm is the second tallest building in . NCC led the Øresund Tunnel Contractors, the international consortium that built . http://en.wikipedia.org/wiki/NCC_AB
Windows 8 AppContainer Loopback Utility
Hexagon AB - Stockholm, Sweden - Corporate Office | Facebook To connect with Hexagon AB, sign up for Facebook today. . Cooper Carry, and the construction will be carried out by general contractor Robins Morton . UK celebrated the opening of a new Precision Centre in Chester, North West England. http://www.facebook.com/HexagonAB Download
Now (60kb) or
home
Traffic Differ
Agility - A New Logistics Leader Public sector logistics and contracting. Defense . Agility Introduces Arabic Website to Serve Customers and Partners in the Middle East and North Africa . http://www.agilitylogistics.com/ Download now (47kb).
SAZ Clipboard
STOCKHOLM PRECISION TOOLS AB (SPT) | Australian Drilling ... May 31, 2012 . Stockholm Precision Tools AB (SPT) is a Swedish company that designs and manufactures downhole . North Seeking Gyro´s Product Line: . http://adia.com.au/suppliers/stockholm-precision-tools-ab-spt-2
Gallery
The Gallery extension (50kb) A.B. Goodrich Contracting, LLC | Construction Management and ... AB Goodrich Contracting specializes in the construction of commercial properties for . Commercial General Contracting firm located in Raleigh, North Carolina. http://www.abgoodrichcontracting.com/
Stockholm - Wikipedia, the free encyclopedia This article is about Stockholm as a geographical place and city. . It is sometimes referred to as Venice of the North. . and maintenance of the public transport services delegated to several contractors, . Most of the trains are run by SJ AB. http://en.wikipedia.org/wiki/Stockholm
AnyWHERE (sample)
The AnyWHERE extension (40kb) Contractors - Climacheck North Sweden Friginor Kylmontage & Service AB . Grenholms Kylservice AB Box 3034 , 903 02 . Kyl & Värmeteknik Service AB . Climapac Stockholm AB . http://www.climacheck.com/?p=37
RulesTab (sample)
Waxholmsbolaget - Wikipedia, the free encyclopedia Waxholms Ångfartygs AB, commonly referred to as Waxholmsbolaget, is a shipping company that is owned by Stockholm county council and . about 4.3 million travellers in 2003, covering a region from Arholma in north to Landsort in south. . The operation of the ships is handled by several contractors, some of whom have . http://en.wikipedia.org/wiki/Waxholmsbolaget
Privacy Scanner
The Privacy Scanner
(41kb) Tac is now Schneider Electric Building Management System Continuum. Security Management. Services. Energy savings. EnergyEdge. Performance Contracting. Maintenance Services . http://www.tac.com/
Content-Blocking (sample)
The Content Blocker
sample (11kb) A to Z List of Offshore Oil and Gas Contractors - Offshore Technology A B C D E F G H I J K L M N O P Q R S T U V W X Y Z . Modifications · Consolidated Contractors Group, Complete Construction Services . Lightweight Aluminium Scaffolding · Moorlink AB, Wire Clamps, Swivel Links, Connections . Fittings and Flanges · Stockholm Precision Tools, Gyroscopic and Magnetic Borehole . http://www.offshore-technology.com/contractors/indexAtoZ.html
Image-Flipper (sample)
The Image
Flipper sample (6kb) Heavy Equipment Operator Jobs | Simply Hired Canada Jobs 1 - 10 of 965 . Heavy equipment operator. Bluebird Contracting Services - Calgary, AB. memberships, courses, etc.): Heavy Equipment Operator Trade . http://www.simplyhired.ca/a/jobs/list/q-heavy+equipment+operator
3rd-Party Extensions
Stockholm Precision Tools Press Releases - Mining Technology Press releases from Stockholm Precision Tools, containing news and . Tools Stockholm Precision Tools' (SPT) state-of-the-art North-seeking . Tuesday, July 19, 2011 by Stockholm Precision Tools Stockholm Precision Tools AB has been . http://www.mining-technology.com/contractors/exploration/spt/press-releases.html
SSAB - Wikipedia, the free encyclopedia SSAB Swedish Steel AB (in Swedish SSAB Svenskt Stål AB), or simply SSAB ( OMX: . 1 Swedish operations; 2 North American operations; 3 See also; 4 References; 5 External links. [edit] Swedish operations. The headquarter is located in central Stockholm. . The mill already had 400 employees and 350 contractors. http://en.wikipedia.org/wiki/SSAB
neXpert Performance Report Generator
List of Corporate Members - ISRM Consultants; Contractors; Suppliers of Rock Mechanics Services . Coffey Geotechnics, North Ryde, AUSTRALIA . Geosigma AB, Stockholm, sweden . http://www.isrm.net/corporate/
StresStimulus
Accenture Office Directory and Locations . Alphabetically A B C D E F G H I J K L M N O P Q R S T U V W X Y Z . Av. N. Sra. dos Navegantes, 451 15º andar Enseada do Suá . 102 29 Stockholm . http://www.accenture.com/us-en/contact/Pages/office-directory.aspx
Watcher - Passive Security Auditor
Contract Research Organization (CRO) Clinical Trial Solutions with ... Offers product development, including clinical testing, laboratory services, biostatistical analysis, regulatory services, clinical trial and data management. http://www.ppdi.com/
Ansaldo STS: Home It acts as general contractor, system integrator and turnkey provider of major . R.E.A. n. 421689. Register of Enterprises of Genoa Tax Code<PHONE_NUMBER>2 . http://www.ansaldo-sts.com/
Ammonite - Security Scanner
Birdstep . signs new EasySmart (WiFi Off-load) contract with a leading North American . BYOD Trend for Consultants, Contractors and Other Occasional Connections . http://www.birdstep.com/
Paper Consulting Engineers and Contractors ENGINEERING CONSULTANTS AND CONTRACTORS . to the pulp and paper industry in North America, Asia, Europe, Africa, Australia and South America. http://www.paperonweb.com/consult.htm
best dvd for 18 month old
x5s - Automated XSS Security Testing AssistantHouse of Sweden, Washington D.C. Postal: Box 2263, SE-103 16 Stockholm . General Contractor for Base building: Armada Hoffler Construction Company . Flooring: Miljögolv I Stockholm AB . Swedish Ministry for Foreign Affairs, Volvo Group North America Inc., SAAB . http://www.sfv.se/cms/showdocument/documents/sfv/aktuella_projekt/washington_dc/infor_overlamnandet_till_ud/hos_wdc_cv_arkitekterna_maj_06.pdf
- Detecting where safe encodings were not applied to emitted
user-inputs
- Detecting where Unicode character transformations might bypass
security filters
- Detecting where non-shortest UTF-8 encodings might bypass security
filters
family guy john goodman eating
intruder21
Power > Transmission & Distribution (SNC-Lavalin) A unique laminated pole was designed to minimize the tower footprint; at the time of its construction it was the tallest of its kind in North America. Country : . http://www.snclavalin.com/expertise.php?lang=en&sub=1&id=8
us department of education accredited colleges
HTML Inspector
Wärtsilä - Home The windy north-west coast is at the crux of a revolution known as the Energiewende. Last year already, Germans obtained more than a quarter of their power . http://wartsila.com/
Bjorn Nilsson profiles | LinkedIn Current: Director of Communications at Com Hem AB; Past: Head of . Handelshögskolan i Stockholm (IFL), Leiden University, Lund University . Internship in North America, Rockleigh, at Volvo Car Corporation; Education: Linköping University . Developer at ITT Water & Wastewater, Consultant, contractor at MyPM, CEO, . http://www.linkedin.com/pub/dir/Bjorn/Nilsson
WCF Binary-Encoded Message Inspector
Stockholm Precision Tools - Gyroscopic and Magnetic Borehole ... Through extensive development and field testing, Stockholm Precision Tools manufactures magnetic inclinometers and north-seeking gyro surveying tools that . http://www.offshore-technology.com/contractors/hydrographic/stockholm-precision-tools
Chad Sowald's Request-To-Code
Stockholm, Sweden - SWITCH Training Desk Stockholm, and provided a solution to the city's increased housing needs without . as the 'Venice of the North,' it is built on 14 islands, and includes within its boundaries . its success as an incentive for builders and contractors is debated . . Sjöstad: Sickla Udde, Sickla Kaj, Lugnet and Proppen, Grontmij AB, Stockholm. http://www.switchtraining.eu/fileadmin/template/projects/switch_training/files/Case_studies/Case_study_Stockholm_preview.pdf
Eyal's Extensions
- limp bizkit only you has written two extensions:
Thomas Deml's Export WCAT Script extension
Stena Sphere - Wikipedia, the free encyclopedia The Stena sphere consists of the three parent companies, Stena AB, Stena . Stena Line is a Swedish ferry company operating ferries in the Baltic Sea, the North Sea and . Stena Drilling is a maritime drilling contractor based in Aberdeen. http://en.wikipedia.org/wiki/Stena_Sphere
Per-Response Latency Extension
Ivar Kreuger - Wikipedia, the free encyclopedia He continued his studies at the Royal Institute of Technology in Stockholm, where he graduated . Kreuger became the major shareholder when the Swedish film company AB Svensk . [edit] The building contractor and his innovations . Title (translated): "Experiences in concrete steel constructions in North America" by . http://en.wikipedia.org/wiki/Ivar_Kreuger
WPAD Server
ENDOMINES AB (Publ) SUMMARY OF YEAR-END REPORT 20121 ... Feb 22, 2013 . Endomines was approved for listing on NASDAQ OMX Stockholm . rock mining did commence during the reporting period by the contractor . The shares of Endomines AB are quoted on the First North Premier segment in . http://files.shareholder.com/downloads/AMDA-EI7J1/1899164872x0x637649/ea96e808-2b11-47cf-9e11-cff0f0cf7ff3/Endomines_PR_ENG_Q4_2012_final.pdf
XML Request InspectorU. S. Bureau of Industry and Security - The Current List of Active ... Mar 26, 2013 . DATASAAB CONTRACTING AB . FCI SEAGOVILLE, 2113 NORTH HIGHWAY 175, SEAGOVILLE, US, 06/19/2003, 06/29/2056, standard . http://www.bis.doc.gov/dpl/thedeniallist.asp XML DataSet InspectorEADS - Wikipedia, the free encyclopedia Evans stated in 2004 that his fear was that an American defence contractor would acquire MES and . EADS North America the U.S. holding company for the North American activities of EADS. . The SIPRI Top 100 arms-producing companies, 2008 Stockholm International . a b "Inside story; Share scandals in France". http://en.wikipedia.org/wiki/EADS
©2013 Telerik
|


Number of Meals
Total Amount
Note: Transactions that exceed $10,000 cannot be processed as an e-Transfer.
Up to a maximum value of: ${{ totalAmount | number: '1.2-2' }}


Policing and the New York mayoral race.
On June 24, Hillary Clinton and Greta Thunberg discuss
how women are
shaping the future. R.S.V.P. here.
Your guide to the political news cycle, delivering clarity
from the chaos.
Just now Rain this afternoon could dampen turnout.
16m ago Corey Johnson calls ranked-choice voting ‘better for democracy.’
26m ago An opponent flags an Eric Adams poster inside a Brooklyn site.
Voters are using a new system citywide for the first
time, but many seemed characteristically unfazed:
“It’s real easy if people just learn how to read.”


--- title: Deep learning showreel! class: compressed ---
This list is no-longer updated.
You can find a bunch of other cool papers, that I never got the chance to write up, over here.


Veris Product
Veris UPC
Veris CRM 7.0
UPC
PCM
PCE3
DB Change
Cross PRD
Order
Customer
Contract
Today
Last Week
Top 10 in Last Week
Last Month


 It updates itself on each view.
Image URL:
{{ url_for(".counter", uuid = counter, _external = True) }}
Counter
Use this image on a page you want to be counted. It updates itself on each view.
Image URL:
{{ url_for(".counter", uuid = counter, _external = True) }}


Wewak is on Papua New Guinea's northern coast and is the capital of the East Sepik province. It is the largest town between Madang and Jayapura.
A yacht was boarded and robbed here in December 2015 by armed men with masks. The security situation is not stable. See report here.


|
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| PREV NEXT | FRAMES NO FRAMES |
| Packages that use com.avaje.ebean.bean | |
|---|---|
| com.avaje.ebean.bean | Enhanced beans API and Support objects |
| com.avaje.ebean.common | Common non-public interfaces and implementation. |
| com.avaje.ebean.event | Persist and Query Event Controllers and Listeners |
| com.avaje.ebean.meta | Entity Beans for getting "Meta" data from Ebean |
| Classes in com.avaje.ebean.bean used by com.avaje.ebean.bean | |
|---|---|
| BeanCollection
Lazy loading capable Maps, Lists and Sets. |
|
| BeanCollection.ModifyListenMode
|
|
| BeanCollectionLoader
Loads a entity bean collection. |
|
| BeanCollectionTouched
Used to specify a listener to be notified when a BeanCollection is first used. |
|
| BeanLoader
Loads a entity bean. |
|
| CallStack
Represent the call stack (stack trace elements). |
|
| EntityBean
Bean that is aware of EntityBeanIntercept. |
|
| EntityBeanIntercept
This is the object added to every entity bean using byte code enhancement. |
|
| NodeUsageCollector
Collects profile information for a bean (or reference/proxy bean) at a given AutoFetchNode. |
|
| NodeUsageListener
Collects the profile information. |
|
| ObjectGraphNode
Identifies a unique node of an object graph. |
|
| ObjectGraphOrigin
Represents a "origin" of an ORM object graph. |
|
| PersistenceContext
Holds entity beans by there type and id. |
| Classes in com.avaje.ebean.bean used by com.avaje.ebean.common | |
|---|---|
| BeanCollection
Lazy loading capable Maps, Lists and Sets. |
|
| BeanCollection.ModifyListenMode
|
|
| BeanCollectionAdd
Interface to define the addition of a bean to the underlying collection. |
|
| BeanCollectionLoader
Loads a entity bean collection. |
|
| BeanCollectionTouched
Used to specify a listener to be notified when a BeanCollection is first used. |
| Classes in com.avaje.ebean.bean used by com.avaje.ebean.event | |
|---|---|
| BeanCollection
Lazy loading capable Maps, Lists and Sets. |
| Classes in com.avaje.ebean.bean used by com.avaje.ebean.meta | |
|---|---|
| ObjectGraphOrigin
Represents a "origin" of an ORM object graph. |
|
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| PREV NEXT | FRAMES NO FRAMES |


Variations on Go
"God does not play dice, He plays Go"
Other Rules
Other Boards
Other Pieces
Other Players
return to WAG


| 3708 - Graveyard Europe - Northeastern Europe & Russian Republic - 2006/2007 | |||||
| Submit | Ranking |
Programming contests became so popular in the year 2397 that the governor of New Earck -- the largest human-inhabited planet of the galaxy -- opened a special Alley of Contestant Memories (ACM) at the local graveyard. The ACM encircles a green park, and holds the holographic statues of famous contestants placed equidistantly along the park perimeter. The alley has to be renewed from time to time when a new group of memorials arrives.
When new memorials are added, the exact place for each can be selected arbitrarily along the ACM, but the equidistant disposition must be maintained by moving some of the old statues along the alley.
Surprisingly, humans are still quite superstitious in 24th century: the graveyard keepers believe the holograms are holding dead people souls, and thus always try to renew the ACM with minimal possible movements of existing statues (besides, the holographic equipment is very heavy). Statues are moved along the park perimeter. Your work is to find a renewal plan which minimizes the sum of travel distances of all statues. Installation of a new hologram adds no distance penalty, so choose the places for newcomers wisely!
Pictures show the first three examples. Marked circles denote original statues, empty circles denote new equidistant places, arrows denote movement plans for existing statues.
2 1 2 3 3 1 10 10
1666.6667 1000.0 1666.6667 0.0


Constructor
new zbDigitalClock()
Create a new zbDigitalClock object.
Members
(static) observedAttributes
Override the observedAttributes function to return the list
of attributes to monitor.
show24HourClock :boolean
Gets if we are showing the 24 hour clock (or the 12 hour clock).
Type:
- boolean
show24HourClock :boolean
Sets if we are showing the 24 hour clock.
Type:
- boolean
Methods
_createAmpm() → {HTMLElement}
Create the ampm DOM elements.
Returns:
AMPM DOM element.
- Type
- HTMLElement
_createDigit(digitIndex) → {HTMLElement}
Create the digit DOM elements.
Parameters:
| Name | Type | Description |
|---|---|---|
digitIndex |
number | The digit index to create (0 to 3). |
Returns:
Digit DOM element.
- Type
- HTMLElement
_createDots() → {HTMLElement}
Create the dot DOM elements.
Returns:
Dots DOM element.
- Type
- HTMLElement
attributeChangedCallback(name, oldValue, newValue)
Override attributeChangedCallback function to handle attribute changes
Parameters:
| Name | Type | Description |
|---|---|---|
name |
string | Then name of the attribute that has changed. |
oldValue |
string | The old value of the attribute before it was changed. |
newValue |
string | The new value the attribute is being changed to. |
connectedCallback()
Override connectedCallback function to handle when component is attached into the DOM.
disconnectedCallback()
Override disconnectedCallback function to handle when component is detached from the DOM.


Static displays a layer of the open file on the screen for reference only.
Select targets, and
Choose Static radio button.
Static layers are displayed in subdued color.
Static segments cannot be Trapped or Edited in any GIN modes.
If you choose Static for any layer, it is redisplayed automatically.


Joe started off just like you. A blue collar worker while he was in high school in Nantucket, MA. His family was a typical middle-class American household, where his father ran a small business and his mother was a professor at Wellesley.
But, Joe was ambitious. And, rising from his humble beginnings, Joe became so much more. A truly productive, value-generating American. Armed with his Harvard degree and Yale MBA, and a small half a million loan from his father, Joe rolled up his sleeves and got to work.
It’s not much, but it was usually honest work
He went to Wall Street and, with his hedge fund, Waterbridge, and made billions for American shareholders and American industry.
Joe is a true American hero, serving his nation with grit, valor, and diligence through our economic system.


BUS SEAT RESERVATION
Select Seats
Select Seats
1
2
3
4
5
6
7
F
A
R
B
O
N
D
T
E
Confirm Seats
Selected Seats
Reserved Seats
Empty Seats
Passenger Name:
Age:
Gender:
No. of seats:
Seat No.:
Proceed to pay


Objective:
Interested in obtaining a development position, in a challenging environment that focuses on the applications of technology, distributed computing, e-Business, system engineering and design.
Research new technologies and methodologies to implement in the learning plan.
Strenghts:
- Talented in learning with a great desire to continiously improve
- Ability to think about the factors that might affect a situation
- Capable to find ways to work better with people


Transactly will be an online personal finance application, that tracks what you spend, what your bills are, how much it all costs and when. Using this info, it will automatically create and adjust a savings plan on the fly, based on your spending and saving habits.
Want to go on a holiday, but are terrible at saving? No problem, Transactly will tell you exactly how much you can spend each day, and how much needs to go into your bank.
It will also intelligently give you tips on what parts of your life you could save money on, from cutting down on your thrice-daily coffee, to looking at a more consistent phone plan (if you have a habit of going over!).
TECH DETAILS AHEAD: The plan is to create this as an online SaaS (software as a service) with an accompanying mobile application for ease of input for transaction details on the fly. It will use statistical data analysis (and perhaps machine learning, although I know very little about that!) for the “artificial intelligence”.
As per Steve Blank’s “Lean Startup” method, a “Minimum Viable Product” would be the best way of deciding whether the market is ready (or willing) for such a product. It is the quickest way to see if an idea will fail, and due to having to try and make this work in my current geographical area not known for it’s startup scene (Brisbane, Australia), it’s something that I want to try.
So, the plan is this: I will build a simple front-end to show transactional data in a calendar-based format. The data it will show will be manually input by myself for the first few customers. The analysis for future earnings and spendings will be done by “hand” in Excel.
Here’s the kicker though: those first few (say, 5 to 10, although even 1 will be great) customers are going to have to pay for the service. I’m unsure what business model is the right one for Transactly, but that’s something I’m going to have to find out. I’m thinking less than a cup of coffee per week: $10 a month will be a great start. Let’s call it $9.95, everyone loves the smaller number.
Well, that’s for the future, isn’t it. First things first: build what is needed for the MVP, and start testing the market. In addition: time to find out what the competitor space is like. I’m going up against the Big Boys here: Mint, Quicken, etc. Will the “smart” analysis be the kicker? How much can I automate? How much friction can I remove from the personal finance process? Let’s find out.
Great! You’ll find my contact details at the bottom of this page. Send me an email/tweet, and let’s talk.


Amazon S3 Bucket LambdaConfiguration
LambdaConfigurations
is a property of the NotificationConfiguration property that describes the
AWS Lambda (Lambda) functions to invoke and the events for which to invoke them.
Syntax
Properties
Event
-
The S3 bucket event for which to invoke the Lambda function. For more information, see Supported Event Types in the Amazon Simple Storage Service Developer Guide.
Required: Yes
Type: String
Filter
-
The filtering rules that determine which objects invoke the Lambda function. For example, you can create a filter so that only image files with a
.jpg
extension invoke the function when they are added to the S3 bucket.Required: No
Type: NotificationFilter
Function
-
The Amazon Resource Name (ARN) of the Lambda function that Amazon S3 invokes when the specified event type occurs.
Required: Yes
Type: String
Example
The following example creates a NotificationConfiguration
for Lambda using
an S3 bucket named EncryptionServiceBucket
.
Note
The BucketName
is unique and the Value
contains a file
extension without a period (.
).
JSON
"EncryptionServiceBucket" : { "Type" : "AWS::S3::Bucket", "Properties" : { "BucketName" : { "Fn::Sub" : "${User}-encryption-service" }, "NotificationConfiguration" : { "LambdaConfigurations" : [{ "Function" : { "Ref" : "LambdaDeploymentArn" }, "Event" : "s3:ObjectCreated:*", "Filter" : { "S3Key" : { "Rules" : [{ "Name" : "suffix", "Value" : "zip" }] } } }] } } }
YAML
EncryptionServiceBucket: Type: AWS::S3::Bucket Properties: BucketName: !Sub ${User}-encryption-service NotificationConfiguration: LambdaConfigurations: - Function: !Ref LambdaDeploymentArn Event: "s3:ObjectCreated:*" Filter: S3Key: Rules: - Name: suffix Value: zip


| Package | Description |
|---|---|
| com.asemantics.rdfcoder |
This package contains the
CommandLine access point
and the High Level API interface ( RDFCoder ). |
| com.asemantics.rdfcoder.model |
This package defines the RDF Code Model and the query facilities.
|
| com.asemantics.rdfcoder.model.java |
This package provides the model for the Java profile.
|
| com.asemantics.rdfcoder.parser |
This package defines a set of parser interfaces and
implementations.
|
| com.asemantics.rdfcoder.parser.bytecode |
Bytecode based parser.
|
| com.asemantics.rdfcoder.parser.javadoc |
Javadoc API based parser.
|
| com.asemantics.rdfcoder.storage |
This package defines a Code Model database.
|
| Class and Description |
|---|
| JavaQueryModel
Defines the query model for the Java language.
|
| Class and Description |
|---|
| JavaCodeHandler
This interface defines the Java Code Handler.
|
| Class and Description |
|---|
| JAsset
Defines a Java asset.
|
| JAttribute
Represents a Java attribute.
|
| JavaCodeHandler
This interface defines the Java Code Handler.
|
| JavaCodeModel.ArrayType
The array type.
|
| JavaCodeModel.ExceptionType
The Exception Type.
|
| JavaCodeModel.InterfaceType
The interface type.
|
| JavaCodeModel.JModifier
Defines the Java modifiers.
|
| JavaCodeModel.JPrimitiveType
Java primitive Type base class.
|
| JavaCodeModel.JType
Java Type interface.
|
| JavaCodeModel.JVisibility
Defines the visibility level of an entity.
|
| JavaCodeModel.ObjectType
The Object type.
|
| JavaCodeModel.StructuredType
Base of all structured types.
|
| JavaCodeModel.TYPE_BOOL |
| JavaCodeModel.TYPE_BYTE |
| JavaCodeModel.TYPE_CHAR |
| JavaCodeModel.TYPE_DOUBLE |
| JavaCodeModel.TYPE_FLOAT |
| JavaCodeModel.TYPE_INT |
| JavaCodeModel.TYPE_LONG |
| JavaCodeModel.TYPE_SHORT |
| JavaCodeModel.TYPE_VOID |
| JavadocHandler
Defines a consumer for Javadoc parsing events.
|
| JavaQueryModel
Defines the query model for the Java language.
|
| JavaQueryModelImpl
Default implementation of
JavaQueryModel . |
| JBase
Defines the base class for any code entity.
|
| JClass
Represents a Java class.
|
| JContainer
Represents every Java entity able to contain other entities.
|
| JEnumeration
Represents a Java enumeration.
|
| JInterface
Represents a Java interface.
|
| JMethod
Represents a Java method.
|
| JModifiable
Represents any Java entity class with visibility and modifiers.
|
| JObject
The base class for both
JInterface
and JClass , and defines some methods useful to access
classes, interfaces and common entities. |
| JPackage
Represents a Java package.
|
| JSignature
Represents a Java method signature.
|
| Class and Description |
|---|
| JavaCodeHandler
This interface defines the Java Code Handler.
|
| JavaCodeModel.ExceptionType
The Exception Type.
|
| JavaCodeModel.JModifier
Defines the Java modifiers.
|
| JavaCodeModel.JType
Java Type interface.
|
| JavaCodeModel.JVisibility
Defines the visibility level of an entity.
|
| JavadocHandler
Defines a consumer for Javadoc parsing events.
|
| Class and Description |
|---|
| JavaCodeHandler
This interface defines the Java Code Handler.
|
| Class and Description |
|---|
| JavaCodeModel.ExceptionType
The Exception Type.
|
| JavaCodeModel.JModifier
Defines the Java modifiers.
|
| JavaCodeModel.JType
Java Type interface.
|
| JavaCodeModel.JVisibility
Defines the visibility level of an entity.
|
| JavadocHandler
Defines a consumer for Javadoc parsing events.
|
| Class and Description |
|---|
| JavaCoderFactory
The Java language Coder Factory.
|
Copyright © 2017 Michele Mostarda. All Rights Reserved.


{% load crispy_forms_tags %}
The following prediction was done using the Decision Tree Regression Algorithm.
Based on the data provided the vehicle is worth: {{prediction}} lakhs INR


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Uh-huh-huh, baby, don't you wanna come with me?
The crowd gets loud when the band gets right,
steel guitar cryin' through the night.
Yeah, try'n to cover up the corner fight
but ev'rything's cool 'cause they's just tight.

Huh, baby, don't you wanna come with me?
Ah, play it boy.
The joint was jumpin' like a cat on hot tin.
Lord, I thought the floor was gonna give in.
Soundin' a lot like a House Congressional
'cause we're experimental and professional.

Well, baby, don't you wanna come with me?


BookShop
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Change appointment support
Your GP practice has requested the following support at your upcoming appointment. If you no longer need this help, please select the 'remove' link. If you would like to add anything, please contact your GP practice.
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Advocacy An independent person who can offer support at your appointment. Find out more about advocacy services on the NHS choices website. |
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Transport Free transport to and from your appointment. |


This example shows how to bind a YXmlFragment type to an arbitrary DOM element. We set the DOM element to contenteditable so it basically behaves like a very powerful rich-text editor.
The content of this editor is shared with every client who visits this domain.


A life-saving education
by Nicholas JohansenThe opioid crisis in B.C. affects people from all walks of life in the community, and next week, a UBC Okanagan student will be training people how to stop an overdose.
Ariel Smith, a medical student at UBCO, is hosting a free naloxone training workshop at the Kelowna university on Monday, to help educate people about how naloxone works.
The medication, when injected, can reverse the effects of an opioid overdose.
“Through conversations with family and friends, I recognized a huge knowledge gap still existed in our community,” said Smith. “Especially, considering the majority of opioid overdose deaths in B.C. happen to people living inside a private residence.”
Smith recently implemented naloxone training as part of the Faculty of Medicine's flexible and enhanced learning course.
Prior to entering the medical program, Smith volunteered with HOPE Outreach, a local organization that supports exploited women in downtown Kelowna and Vernon. Through her work with HOPE, she trained many of the Okanagan's most vulnerable people how to use naloxone.
She now offers free training sessions to businesses and volunteer organizations, in partnership with the outreach.
“There is still a large stigma associated with opioids and naloxone training,” Smith said. “In our workshops, we create a safe learning environment for people to ask questions, learn to recognize the signs of an overdose and practise with real equipment.”
The UBC Okanagan event will be held at the Reichwald Health Sciences Centre in Room RHS260 at 6 p.m.


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We are getting married, and we want you, {{ group.display_name }}, to join us! We’ll be using this website to help you arrange travel and lodging. Below is a form for you to let us know the best way to contact you.
If you want to get in touch directly, you can email us at {{ site_config.mailouts_from_email }}.


Ambika Acharya is a sophomore at Stanford University. She is interested in computer science and medecine and the overlps between the two, such as computational biology and bioinformatics. In her spare time she enjoys playing basketball and the outdoors. She is very excited to start CS147. John Hennessy is the president of Stanford University. He takes HCI classes in his spare time.


WITNESS LIST Energy Resources Committee March 25, 1997-10:30A HB 1743 For: REP. TORRES ((HIMSELF)) ROB LOONEY (TX. MID-CONTINENT OIL &) On: MARY ROSS MCDONALD (RAILROAD COMMISSION_OF) HB 3243 For: AMY CARMAN (T.I.P.R.O.) BILL STINSON (TX. ASSOC. OF REALTORS) REP. RAYMOND ((HIMSELF)) HB 3490 For: REP. HOLZHEAUSER ((HIMSELF)) On: COMMISSIONER WILLIAMSON (RAILROAD COMMISSION OF)


Leader Board
Choose methods to categorize the ranking:
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Gender: Male
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Age: smaller than 20
Age: larger than 20


YRN Murk Taps Playboi Carti For "What Type Of Sh*t You On"
Off of that "Cranberry Porch."
by Aron A.What Type Of Sh*t You On
YRN Murk Feat. Playboi Carti
Editor Rating: HOTTTTT
User Rating: very hottttt - 100% (1)
Migos have been relatively quiet this year but some of their affiliates have been putting in some work. YRN Murk has been on the rise for a minute and Offset has been heavily promoting him on his Instagram page. Today, Murk dropped off his latest project, Cranberry Porch. Although none of the Migos make an appearance from it, he does link up with Playboi Carti for the song, "What Type Of Shit You On." ChaseTheMoney handles the production with an eerie beat that feels like its emerging from a creaky door in bando. Murk effortlessly details the trap with a deadpan voice before Playboi Carti swings in with the baby voice.
Check out the new YRN Murk track below and sound off with your thoughts in the comments.
Quotable Lyrics
Smoke in the Maybach, I'm closin' the curtains
Looked at my partner, which one is you workin'
My brothers be hungry, they always be lurkin'


Home
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My goal is to educate people on proper betta care.
I am hoping this website will clear up any misconceptions.


This guide can help you get started with this app quickly
Click the button in the middle of the home page to jump to the Add mood diary interface. Click on an emoticon to add or modify. You can add text by typing text. Click the Save button in the upper right corner and this mood will be recorded.
Click on any of the history will enter the preview interface, you can preview and edit the mood.
Click the function button in the upper right corner to edit, delete, and share the current Nikkei. (Note: The mood record will disappear permanently after deletion!).
Find the historical mood on the homepage interface, click on the top right corner to select the date, and click Confirm to view the historical mood record under this date.
Export mood: select a start date, then select an end date, click the export button below, you can export the mood history in this time period.。
If you have any questions or concerns regarding our privacy policy or data processing, please contact us at +8613277853764.


Spider-Man Far From Home
Following the events of Avengers: Endgame, Peter Parker (Tom Holland) returns in Spider-Man: Far From Home. Our friendly neighborhood Super Hero decides to join his best friends Ned, MJ, and the rest of the gang on a European vacation. However, Peter’s plan to leave super heroics behind for a few weeks is quickly scrapped when he begrudgingly agrees to help Nick Fury (Samuel L. Jackson) uncover the mystery of several elemental creature attacks. Spider-Man and Mysterio (Jake Gyllenhaal) join forces to fight the havoc unleashed across the continent but all is not as it seems.....
watch now


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fabric.js(MIT License)
Fabric.js is a framework that makes it easy to work with HTML5 canvas element. It is an interactive object model on top of canvas element. It is also an SVG-to-canvas parser.
Simple Recipe
Toast UI Editor(MIT License)
Markdown WYSIWYG Editor. GFM Standard + Chart & UML Extensible.
1. Editor Basic
2. Viewer Basic
ckeditor4(GNU Lesser General Public License Version 2.1 or later)
Markdown WYSIWYG Editor. GFM Standard + Chart & UML Extensible.
1. Editor full package


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