Bandpass  Filter Design
Number of poles        10
Sampling frequency       1.00000    
Ripple, dB              0.500000    
Pass Band Edge, f/fs    0.100000        0.150000    
Stop Band Edge, f/fs    0.853346E-01    0.172647    
Stop Band Attenuation    60.0000     dB

Elliptic filter transition band, reflection coefficient
Theta, degrees     34.2539    
rho               0.329771    

Numerator and denominator polynomials in 1/z
          Numerator            Denominator
    1     0.135104480E-02      1.00000000    
    2    -0.677755574E-02     -6.80987284    
    3     0.160415230E-01      23.1280209    
    4    -0.222667345E-01     -50.2999162    
    5     0.168716205E-01      76.9924449    
    6     0.959975069E-17     -86.2537437    
    7    -0.168716205E-01      71.5634686    
    8     0.222667345E-01     -43.4551325    
    9    -0.160415230E-01      18.5707932    
   10     0.677755574E-02     -5.08224483    
   11    -0.135104480E-02     0.693921249    

Poles in the upper half-plane and their quadratic factors
                       Poles                              Quadratic factors
    i          pr                  pq                  a(1)                a(2)
    1     0.576497005         0.797102712         -1.15299401         0.967721531    
    2     0.800476867         0.579458174         -1.60095373         0.976534990    
    3     0.602584313         0.735776387         -1.20516863         0.904474746    
    4     0.752390888         0.596993144         -1.50478178         0.922492862    
    5     0.672987344         0.653565990         -1.34597469         0.880060469    

Zeros in the upper half-planne and their quadratic factors
                       Zeros                              Quadratic factors
    i          zr                  zq                  b(1)                b(2)
    1     0.454621494         0.890684735        -0.909242989          1.00000000    
    2     0.863753810         0.503914036         -1.72750762          1.00000000    
    3     0.283487171         0.958976029        -0.566974342          1.00000000    
    4     0.906402140         0.422415861         -1.81280428          1.00000000    
    5     -1.00000000         0.000000000          1.00000000              NA
    6      1.00000000         0.000000000         -1.00000000              NA

Block Diagrams and Use of Quadratic Factors
  Complex pole and zero, second order stage
                                ---
  x(1)------------------------>| + |------------------------y(1)
 (input)     |                +|___|                 |   (output)
             |                 +/|\                  |
            \|/                  |                  \|/
          -------                |                -------
  delay->|   T   |               |               |   T   |
         |_______|               |               |_______|
             |       _____      ---      _____       |
      x(2)-> |----->|*b(1)|--->| + |<---|*a(1)|<-----| <-y(2)
             |      |_____|   +|___|-   |_____|      |
             |                 +/|\                  |
             |                   |                   |
            \|/                  |                  \|/
          -------                |                -------
         |   T   |               |               |   T   |
         |_______|               |               |_______|
             |       _____      ---      _____       |
      x(3)-> `----->|*b(2)|--->| + |<---|*a(2)|<-----' <-y(3)
                    |_____|   +|___|-   |_____|


Real pole and zero, first order stage
                                ---
  x(1)------------------------>| + |------------------------y(1)
 (input)     |                +|___|                 |   (output)
             |                 +/|\                  |
            \|/                  |                  \|/
          -------                |                -------
  delay->|   T   |               |               |   T   |
         |_______|               |               |_______|
             |       _____      ---      _____       |
      x(2)-> `----->| *b  |--->| + |<---| *a  |<-----' <-y(2)
                    |_____|   +|___|-   |_____|