im going to start a new series of posts where i will put negative overlap values to the test. in this first test im going to incur the need for negative values for a technique of extrapolateing the special functions of bartlett_hann connes and kaiser_bessel with loading them into partial functions and using negative overlap where the special functions are to expose as a test their formal special function in the occurance of acoustics in the converted streams.

gauss(0.451);gauss(0.451);partial_tukey(5/-0.451/0.451);welch;bartlett_hann;gauss(0.451);connes;gauss(0.451);kaiser_bessel;gauss(0.451);hamming;gauss(0.451)

gauss(0.451);gauss(0.451);partial_tukey(5/0.451/0.451);welch;bartlett_hann;gauss(0.451);rectangle;gauss(0.451);bartlett;gauss(0.451);hamming;gauss(0.451)

gauss(0.451);gauss(0.451);partial_tukey(5/-0.451/0.451);welch;bartlett_hann;gauss(0.451);connes;gauss(0.451);kaiser_bessel;gauss(0.451);hamming;gauss(0.451)

gauss(0.451);gauss(0.451);partial_tukey(5/0.451/0.451);welch;bartlett_hann;gauss(0.451);triangle;gauss(0.451);bartlett;gauss(0.451);hamming;gauss(0.451)

gauss(0.451);gauss(0.451);punchout_tukey(11/0.451/0.451);welch;bartlett_hann;gauss(0.451);rectangle;gauss(0.451);bartlett;gauss(0.451);hamming;gauss(0.451);welch;bartlett_hann;gauss(0.451);hann;welch;gauss(0.451);hamming;blackman;gauss(0.451)

gauss(0.451);gauss(0.451);punchout_tukey(11/0.451/0.451);welch;bartlett_hann;gauss(0.451);triangle;gauss(0.451);bartlett;gauss(0.451);hamming;gauss(0.451);welch;bartlett_hann;gauss(0.451);flattop;welch;gauss(0.451);hamming;blackman_harris_4term_92db;gauss(0.451)

gauss(0.451);gauss(0.451);tukey(42/0.451/0.451);welch;bartlett_hann;gauss(0.451);connes;gauss(0.451);kaiser_bessel;gauss(0.451);hamming;gauss(0.451);welch;bartlett_hann;gauss(0.451);rectangle;gauss(0.451);bartlett;gauss(0.451);hamming;gauss(0.451);welch;bartlett_hann;gauss(0.451);connes;gauss(0.451);kaiser_bessel;gauss(0.451);hamming;gauss(0.451);welch;bartlett_hann;gauss(0.451);triangle;gauss(0.451);bartlett;gauss(0.451);hamming;gauss(0.451);welch;bartlett_hann;gauss(0.451);rectangle;gauss(0.451);bartlett;gauss(0.451);hamming;gauss(0.451);welch;bartlett_hann;gauss(0.451);hann;welch;gauss(0.451);hamming;blackman;gauss(0.451);welch;bartlett_hann;gauss(0.451);triangle;gauss(0.451);bartlett;gauss(0.451);hamming;gauss(0.451);welch;bartlett_hann;gauss(0.451);flattop;welch;gauss(0.451);hamming;blackman_harris_4term_92db;gauss(0.451)

(full round)

gauss(0.451);gauss(0.451);partial_tukey(5/-0.451/0.451);welch;bartlett_hann;gauss(0.451);connes;gauss(0.451);kaiser_bessel;gauss(0.451);hamming;gauss(0.451);gauss(0.451);gauss(0.451);partial_tukey(5/0.451/0.451);welch;bartlett_hann;gauss(0.451);rectangle;gauss(0.451);bartlett;gauss(0.451);hamming;gauss(0.451);gauss(0.451);gauss(0.451);partial_tukey(5/-0.451/0.451);welch;bartlett_hann;gauss(0.451);connes;gauss(0.451);kaiser_bessel;gauss(0.451);hamming;gauss(0.451);gauss(0.451);gauss(0.451);partial_tukey(5/0.451/0.451);welch;bartlett_hann;gauss(0.451);triangle;gauss(0.451);bartlett;gauss(0.451);hamming;gauss(0.451);gauss(0.451);gauss(0.451);punchout_tukey(11/0.451/0.451);welch;bartlett_hann;gauss(0.451);rectangle;gauss(0.451);bartlett;gauss(0.451);hamming;gauss(0.451);welch;bartlett_hann;gauss(0.451);hann;welch;gauss(0.451);hamming;blackman;gauss(0.451);gauss(0.451);gauss(0.451);punchout_tukey(11/0.451/0.451);welch;bartlett_hann;gauss(0.451);triangle;gauss(0.451);bartlett;gauss(0.451);hamming;gauss(0.451);welch;bartlett_hann;gauss(0.451);flattop;welch;gauss(0.451);hamming;blackman_harris_4term_92db;gauss(0.451);gauss(0.451);gauss(0.451);tukey(42/0.451/0.451);welch;bartlett_hann;gauss(0.451);connes;gauss(0.451);kaiser_bessel;gauss(0.451);hamming;gauss(0.451);welch;bartlett_hann;gauss(0.451);rectangle;gauss(0.451);bartlett;gauss(0.451);hamming;gauss(0.451);welch;bartlett_hann;gauss(0.451);connes;gauss(0.451);kaiser_bessel;gauss(0.451);hamming;gauss(0.451);welch;bartlett_hann;gauss(0.451);triangle;gauss(0.451);bartlett;gauss(0.451);hamming;gauss(0.451);welch;bartlett_hann;gauss(0.451);rectangle;gauss(0.451);bartlett;gauss(0.451);hamming;gauss(0.451);welch;bartlett_hann;gauss(0.451);hann;welch;gauss(0.451);hamming;blackman;gauss(0.451);welch;bartlett_hann;gauss(0.451);triangle;gauss(0.451);bartlett;gauss(0.451);hamming;gauss(0.451);welch;bartlett_hann;gauss(0.451);flattop;welch;gauss(0.451);hamming;blackman_harris_4term_92db;gauss(0.451)

(full round without gauss)

partial_tukey(5/-0.451/0.451);welch;bartlett_hann;connes;kaiser_bessel;hamming;partial_tukey(5/0.451/0.451);welch;bartlett_hann;rectangle;bartlett;hamming;partial_tukey(5/-0.451/0.451);welch;bartlett_hann;connes;kaiser_bessel;hamming;partial_tukey(5/0.451/0.451);welch;bartlett_hann;triangle;bartlett;hamming;punchout_tukey(11/0.451/0.451);welch;bartlett_hann;rectangle;bartlett;hamming;welch;bartlett_hann;hann;welch;hamming;blackman;punchout_tukey(11/0.451/0.451);welch;bartlett_hann;triangle;bartlett;hamming;welch;bartlett_hann;flattop;welch;hamming;blackman_harris_4term_92db;tukey(42/0.451/0.451);welch;bartlett_hann;connes;kaiser_bessel;hamming;welch;bartlett_hann;rectangle;bartlett;hamming;welch;bartlett_hann;connes;kaiser_bessel;hamming;welch;bartlett_hann;triangle;bartlett;hamming;welch;bartlett_hann;rectangle;bartlett;hamming;welch;bartlett_hann;hann;welch;hamming;blackman;welch;bartlett_hann;triangle;bartlett;hamming;welch;bartlett_hann;flattop;welch;hamming;blackman_harris_4term_92db