Messages

9:03 WHEN THE TRAFIC{TALK) IS HEARD}

A dance thread to follow the mUs1

ok? the CB Set is "left" on ch6 where some traffic{talk) is heard {{just now

A dance thread to follow the mUs1

ok? the CB Set is "left" on ch6 where some traffic{talk) is heard {{just now

5d/c/rsi   3m?ing/w%r   6m/ing/SloSto   2y/ing/McD

Am I wrong in thinking this is weird for a first post?

My guess is go long the stock
i'LL try to check it myself
and do a take 5 | Later
guess 1 wrong timing
guess 2 they do hold ground in the down phase
3? down = probably pending

5 i am usually WrONg / Anyway does 7 have meaning?

ad 6068 NOT sure what comes next: it the DANCE  bit git.it?


.0 RECORD A sound track
A1: lop off noise a each end
A1A SWITCH to win 98 for MatLab
    [y]=loadwave('W25A1');
      ly=length(y) % make length EVEN
      ly2i=fix(ly/2)
       if ly2 > ly2i
       y(ly)=[];
       end
    b: l=length(y); %% noise reduction step
        x=1:l;
        y_=y(2:l);
        y_(l)=y_(l-1);
        y1=(y+y_)/3;
        y1=fix(y+y_)/3+43;
      c?fs=8000;
savewave('W25A1A',y1,fs)

%%% SEARCHING FOR CORRECT FILTER \\
f = [.0 .04 .07 .1 .2 1];
H = [0  0   1   1   0  0];
fhz = f*fs/2;
plot(fhz,H), title('Desired Frequency Response')

N = 8;  % Order of the filter (number of poles &0).
[Bh,Ah] = yulewalk(N,f,H);      % Worki
%%% SEARCHING FOR CORRECT F       ^^^

%?
y1f = filtfilt(Bh,Ah,y1);
plot(y1f)
y1f=fix(y1f)+125;
plot(y1f)
%
savewave('W25A1AF',y1f,fs)

MatLab Script} MAtable = ones(24,40); % CB matrix

4:32 ad 4710 http://www.principiadiscordia.com/forum/index.php/topic,30739.msg1320959.html#msg1320959

2AM / ad 4690 Mu Lost me is my guess
ad 4684 ALTHOUGH the at,tempt is to follow mUs
in effect will try to guess what mUs is about to say {SOMe #'$)
thus here is tomorrows 12/26 matlab
http://www.mathworks.com/help/matlab/math/constructing-sparse-matrices.html

S = sparse([3 2 3 4 1],[1 2 2 3 4],[1 2 3 4 5],4,4)

E1 = sparse(S)

n = 5

D = sparse(1:n,1:n,-2*ones(1,n),n,n);
E = sparse(2:n,1:n-1,ones(1,n-1),n,n);
S = E+D+E'
F = full(S)          one little, two little, three little.

ad 4646 will attempt 2 follow mUs   

in the mean time {as time passes
% Visualizing sparse matrices.
%   spy         - Visualize sparsity structure.
%   gplot       - Plot graph, as in "graph theory".
WiLL be looking there, HERE,, in the days ahead {maybe till 1/1
%  %  %  %%%  Day_n = 20131224 t_Start =  1614
[y]=loadwave('d24-14a3');
ly=length(y) % make length EVEN
ly2=ly/2
ly2i=fix(ly/2)
if ly2 > ly2i
y(ly)=[];
end

l=length(y);
x=1:l;

for n = 1:2:l
y1(n)=y(n);
y1(n+1)=y(n);
y2(n)=y(n+1);
y2(n+1)=y(n+1);
end

y3=fix((y2+y1)/4+63.5);
plot(x,y3)

fs=8000;
savewave('w24m3',y3,fs)

%%% SEARCHING FOR CORRECT FILTER \\
f = [.0 .04 .07 .1 .2 1];
H = [0  0   1   1   0  0];
fs = 8000;              % sampling rate
fhz = f*fs/2;
plot(fhz,H), title('Desired Frequency Response')

N = 8;  % Order of the filter (number of poles &0).
[Bh,Ah] = yulewalk(N,f,H);              % Worki
%%% SEARCHING FOR CORRECT FILTER //
y3f = filtfilt(Bh,Ah,y3);
plot(y3f)

savewave('w24m3f',y3f,fs)

%%% %  %%%% % %%% t_End = 1705  t_Spent =  51

Much of that 51 Min was watching the DW.de news ? at 3????/
no  nono 4pm is news hour not DW.de whiTch is 3 Read Pa up ^ Li down v

ad 6062

[oh yeah: the for loop searching::: { not found from MeMfor n=1:2:length(y)yo(n)=y(n);yo(n+1)=y(n);ye(n)=y(n+1);ye(n+1)=y(n+1); end% & THENsum=125-60 % center the graphic between 0 & 255YOU=(ye+yo)/4+sum%% all this prior to filtering THIS]

ad 6040


yeah: page 10 at last ? about caught up with Math ? anyway this: }

oh yeah: the for loop searching::: { not found from MeM
for n=1:2:length(y)
yo(n)=y(n);
yo(n+1)=y(n);
ye(n)=y(n+1);
ye(n+1)=y(n+1);
end
% & THEN
sum=125-60 % center the graphic between 0 & 255
YOU=(ye+yo)/4+sum
%% all this prior to filtering THIS

ad 6019 & ad 6035
this was my first real DEEP effort into the FILTER area of signals
% % % %%% Day_n =  20131223 t_Start =    1407

plot(fhz,H), title('Desired Frequency Response'), ...
xlabel('Frequency (Hz)'), ylabel('Magnitude') f = [.0 .04 .07 .1 .17 .5];
H = [0  0   1   1   1  0];
fs = 8000;              % sampling rate
fhz = f*fs/2;

plot(fhz,H), title('Desired Frequency Response'), ...
xlabel('Frequency (Hz)'), ylabel('Magnitude') f = [.0 .04 .07 .1 .2 .3];


%%%  %  % %%%% % t_End =  1413 t_Spent =   6

N = 8;  % Order of the filter (number of poles &0).

[Bh,Ah] = yulewalk(N,f,H);              % Worki

f = [.0 .04 .07 .1 .2 1];
H = [0  0   1   1   0  0];
fs = 8000;              % sampling rate
fhz = f*fs/2;


plot(fhz,H), title('Desired Frequency Response'), ...
xlabel('Frequency (Hz)'), ylabel('Magnitude')plot(fhz,H,'ro'),
N = 8;  % Order of the filter (number of poles &0).
[Bh,Ah] = yulewalk(N,f,H);              % Worki



n = 256;
hh = freqz(Bh,Ah,n);    % compute complex frequency response
hy  = abs(hh);          % compute magnitude
ff  = fs/(2*n) * (0:n-1);
plot(fhz,H,ff,hy), title('Actual vs. Desired Frequency Response'), ...
xlabel('Frequency (Hz)'), ylabel('Magnitude')


% % % %%% Day_n = 20131223 t_Start =    1425
%  Butterworth and Chebyshev bandpass filters

N = 4;                          % Filter order
passband = [.4 .6];             % Passband specification
[Bb,Ab] = butter(N, passband);
hb = freqz(Bb,Ab,n);
hc = freqz(Bc,Ac,n);
h = [abs(hh) abs(hb) abs(hc)];

ripple = .1;                    % Allowable ripple, in decibels
[Bc,Ac] = cheby1(N, ripple, passband);
N = 4;                          % Filter order
passband = [.4 .6];             % Passband specification

plot(ff,h), title('YuleWalk, Butterworth and Chebyshev filters'), ...
xlabel('Frequency (Hz)'), ylabel('Magnitude')%  logarithmic (dB) scales.
plot(ff(2:n),20*log10(h(2:n,:))), ...
title('YuleWalk, Butterworth and Chebyshev filters'), ...xlabel('Frequency (Hz)'), ylabel('Magnitude in dB') ze

s=clock; t_End=100*s(4)+s(5)
%%%  %  % %%%% % t_End =  1428 t_Spent =  3


B'cause: it all new4me {there are errors {{ unCorrect {{{4get.it

ad 6006

[-_]

 
Radio Log v REVd> v HI.NOISE=A9, B8C7D6E5 F4G3H2I1&J0=QUIET
1 2 3 4 5 6 7 8 9 :  1 2 3 4 5 6 7 8 9 : 1 2 3 4 5 6 7 8 9 : 1
01-_-_D_-_B+-_C_-_C_C_C+C_C+D_C+D_E_C+D_C C C C D_C+-_-_-_-_-
02-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_


3-6DF-_-_D_C_-_-_-_-_-_C_-_-_-_-_-_-_-_-_-_-_-_-_-_
6-9D_E_-_C_-_-_-_-_C_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_
9-N-_-_C_-_-_-_-_C.-_C;-_-_C;-_-_-_D;-_-_-_-_-_-_-_
n-3-_-_-_C_C_D:-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_
3-6D_D_-_-_-_-_C_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_
6-9-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_
9-0D_C_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_-_

ad 301330233028 one week on impulse b4 doa

SUN EARTH V Earth Moon ?4 Phobos8

http://en.wikipedia.org/wiki/Lagrangian_point

[ad 5970]

ad 5970 SEE Radio Log D13 5979} ?4M? gaia

http://en.wikipedia.org/wiki/Gaia_Space_Telescope
Sun–Earth L2 Lagrangian point.
observe the structure of space-time v 19 December 2013 at 09:12 UTC at Kourou

will reach its designated orbit around the SEL2 point about three weeks after launch.? Not10Jan


If successful, Gaia will add to the knowledge gained from NASA's Hubble

ad 5961
http://www.stjarnhimlen.se/comp/tutorial.html
a  Mean distance, or semi-major axis  q  Perihelion distance  = a * (1 - e)
e  Eccentricity
T  Time at perihelion
i  Inclination, i.e. the "tilt" of the orbit relative to the ecliptic.
N  (usually written as "Capital Omega") Longitude of Ascending Node.
w  (usually written as "small Omega") The angle from the Ascendingnode.

ad 9186 http://www.principiadiscordia.com/forum/index.php/topic,30433.msg1319503.html#msg1319503