U.S. patent number RE45,526 [Application Number 14/052,686] was granted by the patent office on 2015-05-19 for analysis filterbank, synthesis filterbank, encoder, de-coder, mixer and conferencing system.
This patent grant is currently assigned to Fraunhofer-Gesellschaft zur Foerderung der angewandten Forschung e.V.. The grantee listed for this patent is Fraunhofer-Gesellschaft zur Foerderung der angewandten Forschung e.V.. Invention is credited to Ralf Geiger, Bernhard Grill, Markus Schnell, Gerald Schuller.
United States Patent |
RE45,526 |
Grill , et al. |
May 19, 2015 |
**Please see images for:
( Certificate of Correction ) ** |
Analysis filterbank, synthesis filterbank, encoder, de-coder, mixer
and conferencing system
Abstract
An embodiment of an analysis filterbank for filtering a
plurality of time domain input frames, wherein an input frame
comprises a number of ordered input samples, comprises a windower
configured to generate a plurality of windowed frames, wherein a
windowed frame comprises a plurality of windowed samples, wherein
the windower is configured to process the plurality of input frames
in an overlapping manner using a sample advance value, wherein the
sample advance value is less than the number of ordered input
samples of an input frame divided by two, and a time/frequency
converter configured to provide an output frame comprising a number
of output values, wherein an output frame is a spectral
representation of a windowed frame.
Inventors: |
Grill; Bernhard (Lauf,
DE), Schnell; Markus (Nuremberg, DE),
Geiger; Ralf (Erlangen, DE), Schuller; Gerald
(Erfurt, DE) |
Applicant: |
Name |
City |
State |
Country |
Type |
Fraunhofer-Gesellschaft zur Foerderung der angewandten Forschung
e.V. |
Munich |
N/A |
DE |
|
|
Assignee: |
Fraunhofer-Gesellschaft zur
Foerderung der angewandten Forschung e.V. (Munich,
DE)
|
Family
ID: |
38904615 |
Appl.
No.: |
14/052,686 |
Filed: |
October 11, 2013 |
Related U.S. Patent Documents
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Application
Number |
Filing Date |
Patent Number |
Issue Date |
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60862032 |
Oct 18, 2006 |
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Reissue of: |
11744641 |
May 4, 2007 |
8036903 |
Oct 11, 2011 |
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Current U.S.
Class: |
704/500;
704/205 |
Current CPC
Class: |
G10L
19/135 (20130101); G10L 19/0212 (20130101); G10L
19/022 (20130101) |
Current International
Class: |
G10L
19/00 (20130101) |
References Cited
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May 2006 |
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WO |
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Primary Examiner: Albertalli; Brian
Attorney, Agent or Firm: Glenn; Michael A. Perkins Coie
LLP
Parent Case Text
CROSS-REFERENCE TO RELATED APPLICATION
This application .Iadd.is a reissue application of issued U.S. Pat.
No. 8,036,903 which .Iaddend.claims priority of U.S. Provisional
Patent Application No. 60/862,032, filed on Oct. 18, 2006, and is
incorporated herein by reference in its entirety.
.Iadd.More than one reissue application has been filed on Oct. 11,
2013 for the reissue of U.S. Pat. No. 8,036,903. The reissue
applications are application Ser. No. 14/052,686, (the present
application), Ser. Nos. 14/052,689, 14/052,690, 14/052,694, and
14/052,697, all of which are divisional reissues of U.S. Pat. No.
8,036,903..Iaddend.
Claims
The invention claimed is:
.[.1. Analysis filterbank for filtering a plurality of time-domain
input frames of an audio signal, an input frame comprising a number
of ordered input samples, comprising: a windower configured to
generate a plurality of windowed frames, a windowed frame
comprising a plurality of windowed samples, wherein the windower is
configured to process the plurality of input frames in an
overlapping manner using a sample advance value, wherein the sample
advance value is less than the number of ordered input samples of
an input frame divided by 2; and a time/frequency converter
configured to provide an output frame comprising a number of output
values, an output frame being a spectral representation of a
windowed frame, wherein the windower or the time/frequency
converter comprises a hardware implementation..].
.[.2. Analysis filterbank according to claim 1, wherein the
windower is configured to consecutively generate two windowed
frames based on two input frames, which comprise more than half the
number of the same ordered input samples..].
.[.3. Analysis filterbank according to claim 2, wherein the
windower is configured to generate the plurality of windowed frames
such that the same ordered input samples of the two input frames,
on which the two consecutively generated windowed frames are based,
are shifted with respect to the order of the input samples of the
input frame by the sample advance value..].
.[.4. Analysis filterbank according to claim 1, wherein the
windower is configured to disregard at least a latest input sample
according to the order of the ordered input samples or to setting
at least a latest windowed sample corresponding to the order of
input samples to a predetermined value or to at least a value in a
predetermined range..].
.[.5. Analysis filterbank according to claim 4, wherein the
windower is configured to generate the plurality of windowed frames
such that a later input frame of the two input frames with respect
to time, on which the two consecutively generated windowed frames
are based, comprise at least one fresh input sample as the latest
input sample and with respect to time the same input samples of the
earlier input frame of the two input frames earlier with respect to
the order of the input samples..].
.[.6. Analysis filter bank according to claim 1, wherein the
windower is configured to disregard or set a plurality of input
samples to the predetermined value or to at least a value in the
predetermined range, wherein the plurality of input samples
comprises a connected subset of input samples comprising the latest
input sample according to the order of the ordered input
samples..].
.[.7. Analysis filterbank according to claim 1, wherein the
windower is configured to generate a windowed frame based on an
input frame and a weighing function by weighing at least an input
sample based on the weighing function..].
.[.8. Analysis filterbank according to claim 1, wherein the
windower is configured to generate a windowed frame based on an
input frame by weighing at least a plurality of input samples of
the input frame with a window function..].
.[.9. Analysis filterbank according to claim 8, wherein the
windower is configured such that weighing the input frame comprises
multiplying at least a plurality of input samples of the input
frame with an input sample-specific windowing coefficient of the
window function..].
.[.10. Analysis filterbank according to claim 8, wherein the
windower is configured such that weighing the input frame comprises
multiplying each input sample of the input frame with an input
sample-specific windowing coefficient of the window
function..].
.[.11. Analysis filterbank according to claim 1, wherein the
windower is configured to generate a windowed sample z.sub.i,n
based on an expression z.sub.i,n=w(N-1-n)x'.sub.i,n, wherein i is
an integer indicating a frame index or a block index of a windowed
frame and/or of an input frame, wherein n=-N, . . . , N-1 is an
integer indicating a sample index, wherein N is an integer
indicating twice the number of the output values of an output
frame, wherein w(N-1-n) is the window function and wherein
x'.sub.i,n is an input sample with a sample index n and the frame
index i..].
.[.12. Analysis filterbank according to claim 1, wherein the
windower is configured to generate a windowed sample z.sub.i,n
based on an expression z.sub.i,n=w(N-1-n)x'.sub.i,n, wherein i is
an integer indicating a frame index or a block index of a windowed
frame and/or of an input frame, wherein n=-N, . . . , 7N/8-1 is an
integer indicating a sample index, wherein N is an integer
indicating twice the number of the output values of an output
frame, wherein w(N-1-n) is the window function and wherein
x'.sub.i,n is an input sample with a sample index n and the frame
index i..].
.[.13. Analysis filterbank according to claim 11, wherein the
windower is configured such that N is equal to 960 and the window
coefficients w(0) to w(2N-1) obey the relations given in table 1 in
the annex..].
.[.14. Analysis filterbank according to claim 13, wherein the
windower is configured such that the window coefficients w(0) to
w(2N-1) comprise the values given in table 2 in the annex..].
.[.15. Analysis filterbank according to claim 11, wherein the
windower is configured such that N is equal to 1024 and the window
coefficients w(0) to w(2N-1) obey the relations given in table 3 in
the annex..].
.[.16. Analysis filterbank according to claim 15, wherein the
windower is configured such that the window coefficients w(0) to
w(2N-1) comprise the values as given in table 4 in the
annex..].
.[.17. Analysis filterbank according to claim 8, wherein the
windower is configured such that the window function attributes
real-valued window coefficients to a definition set..].
.[.18. Analysis filterbank according to claim 17, wherein the
windower is configured such that the definition set comprises at
least a number of elements being greater than or equal to the
difference between the number of the ordered input samples of an
input frame and the number of input samples to be disregarded or
the number of windowed samples of a windowed frame set to the
predetermined value or set to at least a value in the predetermined
range by the windower or greater than or equal to the number of
ordered input samples..].
.[.19. Analysis filterbank according to claim 8, wherein the
windower is configured such that the window function is asymmetric
over the definition set with respect to a midpoint of the
definition set..].
.[.20. Analysis filterbank according to claim 19, wherein the
windower is configured such that the window function comprises more
window coefficients with an absolute value of more than 10% of a
maximum absolute value of the window coefficients of the window
function in a first half of the definition set than in a second
half of the definition set with respect to the midpoint of the
definition set, wherein the first half corresponds to the latest
half of the input samples..].
.[.21. Analysis filterbank according to claim 1, wherein the sample
advance value is greater than twice the number of output values of
an output frame..].
.[.22. Analysis filterbank according to claim 1, wherein the
windower is configured such that the predetermined value is
0..].
.[.23. Analysis filterbank according to claim 1, wherein the
windower is configured to set a windowed sample to a value in the
predetermined range by setting the corresponding windowed sample to
a value comprising an absolute value less than a minimum threshold
and/or to a value comprising an absolute value more than a maximum
threshold..].
.[.24. Analysis filterbank according to claim 23, wherein the
minimum threshold and/or the maximum threshold is given by 10.sup.s
or 2.sup.s, wherein s is an integer..].
.[.25. Analysis filterbank according to claim 23, wherein the
minimum threshold is determined by an absolute maximum value
representable by a least significant bit or a plurality of least
significant bits and/or a maximum threshold is determined by an
absolute minimum value representable by a most significant bit or a
plurality of most significant bits in the case of a binary
representation of the input samples and/or the windowed
samples..].
.[.26. Analysis filterbank according to claim 1, wherein the
windower is configured such that the number of input samples
disregarded, the number of windowed samples set to the
predetermined value or to at least a value in the predetermined
range is greater than or equal to the number of output values of an
output frame divided by 16..].
.[.27. Analysis filterbank according to claim 1, wherein the
windower is configured to disregard or setting to the predetermined
value or to a value in the predetermined range 128 or 120 windowed
samples..].
.[.28. Analysis filterbank according to claim 1, wherein the
time/frequency converter is configured to provide output frames
comprising less than half the number of output values compared to
the number of input samples of an input frame..].
.[.29. Analysis filterbank according to claim 1, wherein
time/frequency converter is configured to provide output frames
comprising a number of output values, which is equal to a number of
input samples of an input frame divided by an integer number
greater than 2..].
.[.30. Analysis filterbank according to claim 1, wherein the
time/frequency converter is configured to provide an output frame
comprising a number of output values, which is equal to the number
of input samples of an input frame divided by 4..].
.[.31. Analysis filterbank according to claim 1, wherein the
time/frequency converter is based on at least one of a discrete
cosine transform and a discrete sine transform..].
.[.32. Analysis filterbank according to claim 1, wherein the
time/frequency converter is configured to provide output values
X.sub.i,k based on an expression
.times..times..function..times..pi..times. ##EQU00006##
.times..times..ltoreq.< ##EQU00006.2## wherein i is an integer
indicating a block index or a frame index, wherein k is an integer
indicating a spectral coefficient index, wherein n is a sample
index, wherein N is an integer indicating twice the number of
output values of an output frame, wherein ##EQU00007## is an offset
value, and wherein z.sub.i,n is a windowed sample corresponding to
the spectral coefficient k and the frame index i..].
.[.33. Analysis filterbank according to claim 32, wherein the
time/frequency converter is configured such that N is equal to 960
or 1024..].
.[.34. Synthesis filterbank for filtering a plurality of input
frames of an audio signal, each input frame comprising a number of
ordered input values, comprising: a frequency/time converter
configured to provide a plurality of output frames, an output frame
comprising a number of ordered output samples, an output frame
being a time representation of an input frame; a windower
configured to generate a plurality of windowed frames, a windowed
frame comprising a plurality of windowed samples; and wherein the
windower is configured to provide the plurality of windowed samples
for a processing in an overlapping manner based on a sample advance
value; an overlap/adder configured to provide an added frame
comprising a start section and a remainder section, an added frame
comprising a plurality of added samples by adding at least three
windowed samples from at least three windowed frames for an added
sample in the remainder section of an added frame and by adding at
least two windowed samples from at least two different windowed
frames for an added sample in the start section, wherein the number
of windowed samples added to obtain an added sample in the
remainder section is at least one sample higher compared to the
number of windowed samples added to obtain an added sample in the
start section, or wherein the windower is configured to disregard
at least the earliest output value according to the order of the
ordered output samples or to setting the corresponding windowed
samples to a predetermined value or to at least a value in a
predetermined range for each windowed frame of the plurality of
windowed frames; and wherein the overlap/adder is configured to
provide the added sample in the remainder section of an added frame
based on at least three windowed samples from at least three
different windowed frames and an added sample in the start section
based on at least two windowed samples from at least two different
windowed frames, wherein the frequency/time converter, the
windower, or the overlap/adder comprises a hardware
implementation..].
.[.35. Synthesis filterbank according to claim 34, wherein the
overlap/adder is configured such that an added sample in the
remainder section of an added frame corresponds to output samples
which are not disregarded, windowed samples set to the
predetermined value or set to a value in the predetermined range by
the windower, and wherein an added sample in the start section of
an added frame corresponds to an output sample which is disregarded
or to a windowed sample set to the predetermined value or set to a
value in the predetermined range by the windower..].
.[.36. Synthesis filterbank according to claim 34, wherein the
frequency/time converter is configured to provide output frames
comprising more than twice the number of output samples compared to
the number of input values of an input frame..].
.[.37. Synthesis filterbank according to claim 34, wherein the
frequency/time converter is configured to provide output frames
comprising a number of output samples, which is equal to a number
of input values of an input frame multiplied by an integer number
greater than 2..].
.[.38. Synthesis filterbank according to claim 34, wherein the
frequency/time converter is configured to provide an output frame
comprising a number of output samples, which is equal to the number
of input values of an input frame multiplied by 4..].
.[.39. Synthesis filterbank according to claim 34, wherein the
frequency/time converter is based on at least one of a discrete
cosine transform and a discrete sine transform..].
.[.40. Synthesis filterbank according to claim 34, wherein the
frequency/time converter is configured to provide output samples
x.sub.i,n based on an expression
.times..times..times..function..function..function..times..pi..times.
##EQU00008## .times..times..ltoreq.<.times. ##EQU00008.2##
wherein i is an integer indicating a window index, block index or
frame index, wherein n is an integer indicating a sample index,
wherein k is an integer indicating a spectral coefficient index,
wherein N is an integer indicating half the number of output
samples of an output frame, wherein ##EQU00009## is an offset
value, and wherein spec[i][k] is an input value corresponding to
the spectral coefficient index k and the window index i..].
.[.41. Synthesis filterbank according to claim 40, wherein the
frequency/time converter is configured such that N is equal to 960
or 1024..].
.[.42. Synthesis filterbank according to claim 34, wherein the
windower is configured to disregard a plurality of output samples
of an output frame or setting a plurality of windowed samples to
the predetermined value or to at least a value in the predetermined
range..].
.[.43. Synthesis filterbank according to claim 42, wherein the
windower is configured such that plurality of disregarded output
samples comprises a connected subset of output samples comprising
the earliest output sample according to the order of the ordered
output samples, or wherein the plurality of windowed samples, which
are set to the predetermined value or to at least a value in the
predetermined range, comprises a connected subset of windowed
samples comprising at least a windowed sample corresponding to the
earliest output sample..].
.[.44. Synthesis filterbank according to claim 34, wherein the
windower is configured to generate a windowed frame based on an
output frame and a weighing function by weighing at least an output
sample of the output frame based on the weighing function..].
.[.45. Synthesis filterbank according to claim 34, wherein the
windower is configured to generate a windowed frame based on an
output frame by multiplying an output sample of the output frame
with a value based on a window function..].
.[.46. Synthesis filterbank according to claim 34, wherein the
windower is configured to multiply at least a plurality of output
samples of the output frame with an output sample-specific
windowing coefficient of a window function..].
.[.47. Synthesis filterbank according to claim 46, wherein the
windower is configured to multiply each output sample of the output
frame with an output sample-specific windowing coefficient of the
window function..].
.[.48. Synthesis filterbank according to claim 34, wherein the
windower is configured to generate a windowed sample z.sub.i,n
based on an expression z.sub.i,n=w(n)x.sub.i,n, wherein i is an
integer indicating a frame index or a block index of a windowed
frame and/or of an output frame, wherein n=0, . . . , 2N-1 is an
integer indicating a sample index, wherein N is an integer
indicating twice the number of the input values of an input frame
and/or half the number of output sample of an output frame and/or
of the windowed samples of a windowed frame, wherein w(n) is the
window function and wherein x.sub.i,n is an output sample with a
sample index n and the frame index i..].
.[.49. Synthesis filterbank according to claim 34, wherein the
windower is configured to generate a windowed sample z.sub.i,n
based on an expression z.sub.i,n=w(n)x.sub.i,n, wherein i is an
integer indicating a frame index or a block index of a windowed
frame and/or of an output frame, wherein n=N/8, . . . , 2N-1 is an
integer indicating a sample index, wherein N is an integer
indicating twice the number of the input values of an input frame
and/or half the number of output samples of an output frame and/or
of the windowed samples of a windowed frame, wherein w(n) is the
window function and wherein x.sub.i,n is an output sample with a
sample index n and the frame index i..].
.[.50. Synthesis filterbank according to claim 48, wherein the
windower is configured such that N is equal to 960 and the window
coefficients w(0) to w(2N-1) obey the relations given in table 1 in
the annex..].
.[.51. Synthesis filterbank according to claim 50, wherein the
windower is configured such that the window coefficients w(0) to
w(2N-1) comprise the values given in table 2 in the annex..].
.[.52. Synthesis filterbank according to claim 48, wherein the
windower is configured such that N is equal to 1024 and the window
coefficients w(0) to w(2N-1) obey the relations given in table 3 in
the annex..].
.[.53. Synthesis filterbank according to claim 52, wherein the
windower is configured such that the window coefficients w(0) to
w(2N-1) comprise the values given in table 4 of the annex..].
.[.54. Synthesis filterbank according to claim 45, wherein the
windower is configured such that the window function attributes
real-valued window coefficients to elements of a definition
set..].
.[.55. Synthesis filterbank according to claim 45, wherein the
windower is configured such that the window function is asymmetric
over the definition set with respect to a midpoint of a definition
set..].
.[.56. Synthesis filterbank according to claim 55, wherein the
windower is configured such that the window function comprises more
window coefficients with an absolute value of 10% of a maximum
absolute value of the window coefficients of the window function in
a first half of the definition set than in the second half of the
definition set with respect to the midpoint of the definition set
wherein the first half corresponds to the earlier half of the
output values..].
.[.57. Synthesis filterbank according to claim 45, wherein the
windower is configured such that the window function is based on,
mirrored variant of or identical with a window function based on
which the input frames are generated for the synthesis
filterbank..].
.[.58. Synthesis filterbank according to claim 45, wherein the
windower is configured such that the window function is a mirrored
window function with respect to a midpoint of the definition set of
the window function compared to a window function based on which
the input frames are generated for the synthesis filterbank..].
.[.59. Synthesis filterbank according to claim 34, wherein the
windower is configured such that the predetermined value is
0..].
.[.60. Synthesis filterbank according to claim 34, wherein the
windower is configured to set a windowed sample to a value in the
predetermined range by at least one of setting the corresponding
windowed sample to a value comprising an absolute value less than a
minimum threshold and setting the corresponding windowed sample to
a value comprising an absolute value more than a maximum
threshold..].
.[.61. Synthesis filterbank according to claim 60, wherein the
minimum threshold or the maximum threshold is given by 10.sup.s or
2.sup.s, wherein s is an integer..].
.[.62. Synthesis filterbank according to claim 60, wherein the
minimum threshold is determined by a maximum absolute value
representable by a least significant bit or a plurality of a least
significant bits or the maximum threshold is determined by a
minimum absolute value representable by a most significant bit or a
plurality of most significant bits in the case of a binary
representation of at least one of the input values, the output
samples and the windowed samples..].
.[.63. Synthesis filterbank according to claim 34, wherein the
windower is configured such that the number of output samples
disregarded or the number of windowed samples set to the
predetermined value or to at least a value in the predetermined
range is greater than or equal to the number of output samples of
an output frame divided by 64..].
.[.64. Synthesis filterbank according to claim 34, wherein the
windower is configured such that the number of output values
disregarded or the number of windowed samples set to the
predetermined value or to at least a value in the predetermined
range is greater than or equal to the number of added samples of an
added frame divided by 16..].
.[.65. Synthesis filterbank according to claim 34, wherein the
windower is configured to disregard 128 or 120 or setting to the
predetermined value or to at least a value in the predetermined
range 128 or 120 windowed samples..].
.[.66. Synthesis filterbank according to claim 34, wherein the
overlap/adder is configured to generate the added frame based on at
least three consecutively generated windowed frames by the
windower..].
.[.67. Synthesis filterbank according to claim 34, wherein the
overlap/adder is configured to generate the added frame based on at
least three consecutively generated output frames by the
frequency/time converter..].
.[.68. Synthesis filterbank according to claim 34, wherein the
overlap/adder is configured to generate the added frame comprising
a number of added samples which is equal to the sample advance
value..].
.[.69. Synthesis filterbank according to claim 34, wherein the
overlap/adder is configured to provide an added frame comprising a
plurality of added samples based on at least 4 windowed samples
from at least 4 different windowed frames for an added sample
corresponding to a windowed sample, which is not based on a
disregarded output sample, set to the predetermined value and to a
value in the predetermined range by the windower, and based on at
least 3 windowed samples from at least 3 different windowed frames
for an added sample corresponding to an output sample which is
disregarded or set to the predetermined value or to a value in the
predetermined range by the windower..].
.[.70. Synthesis filterbank according to claim 34, wherein the
overlap/adder is configured to provide added frames comprising a
number of added samples, which is less than the number of output
values of an output frame divided by 2..].
.[.71. Synthesis filterbank according to claim 34, wherein the
overlap/adder is configured to provide added frames comprising a
number of added samples, which is equal to the number of output
samples of an output frame divided by an integer larger than
2..].
.[.72. Synthesis filterbank according to claim 34, wherein the
overlap/adder is configured to provide added frames comprising a
number of added samples, which is equal to the number of output
samples of an output frame divided by 4..].
.[.73. Synthesis filterbank according to claim 34, wherein the
overlap/adder is configured to provide an added sample out.sub.i,n
based on an expression ##EQU00010## .times..times..ltoreq.<
##EQU00010.2## wherein i is an integer indicating a frame index or
a block index of a windowed frame and/or of an added frame, wherein
n is an integer indicating a sample index, wherein N is an integer
indicating half the number of the output samples of an output frame
and/or of the windowed samples of the windowed frame, wherein
z.sub.i,n is the windowed sample corresponding to a sample index n
and the frame index i..].
.[.74. Synthesis filterbank for filtering a plurality of input
frames of an audio signal, each input frame comprising M ordered
input values y.sub.k(0), . . . , y.sub.k(M-1), wherein M is a
positive integer, and wherein k is an integer indicating a frame
index, comprising: an inverse type-IV discrete cosine transform
frequency/time converter configured to provide a plurality of
output frames, an output frame comprising 2M ordered output samples
x.sub.k(0), . . . , x.sub.k(2M-1) based on the input values
y.sub.k(0), . . . , y.sub.k(M-1); a windower configured to generate
a plurality of windowed frames, a windowed frame comprising a
plurality of windowed samples z.sub.k(0), . . . , z.sub.k(2M-1)
based on the equation z.sub.k(n)=w(n)x.sub.k(n) for n=0, . . . ,
2M-1, wherein n is an integer indicating a sample index, and
wherein w(n) is a real-valued window function coefficient
corresponding to the sample index n; an overlap/adder configured to
provide an intermediate frame comprising a plurality of
intermediate samples m.sub.k(0), . . . , m.sub.k(M-1) based on the
equation m.sub.k(n)=z.sub.k(n)+z.sub.k-1(n+M) for n=0, . . . , M-1;
and a lifter configured to provide an added frame comprising a
plurality of added samples out.sub.k(0), . . . , out.sub.k(M-1)
based on the equation
out.sub.k(n)=m.sub.k(n)+l(n-M/2)m.sub.k-1(M-1-n) for n=M/2, . . . ,
M-1 and out.sub.k(n)=m.sub.k(n)+l(M-1-n)out.sub.k-1(M-1-n) for n=0,
. . . , M/2-1, wherein l(0), . . . , l(M-1) are real-valued lifting
coefficients, wherein inverse type-IV discrete cosine transform
frequency/time converter, the windower, the overlap/adder, or the
lifter comprises a hardware implementation..].
.[.75. Synthesis filterbank according to claim 74, wherein the
windower is configured such that M is equal to 512 and the window
coefficients w(0), . . . , w(2M-1) obey the relations given in
table 5 in the annex, and wherein the lifter is configured such
that the lifting coefficients l(0), . . . , l(M-1) obey the
relations given in table 6 in the annex..].
.[.76. Synthesis filterbank according to claim 75, wherein the
windower is configured such the window coefficients w(0), . . . ,
w(2M-1) comprise the values given in table 7 of the annex, and
wherein the lifter is configured such that the lifting coefficients
l(0), . . . , 1(2M-1) comprise the values given in table 8..].
.[.77. Synthesis filterbank according to claim 74, wherein the
windower is configured such that M is equal to 480 and the window
coefficients w(0), . . . , w(2M-1) obey the relations given in
table 9 in the annex, and wherein the lifter is configured such
that the lifting coefficients l(0), . . . , l(M-1) obey the
relations given in table 10 in the annex..].
.[.78. Synthesis filterbank according to claim 77, wherein the
windower is configured such the window coefficients w(0), . . . ,
w(2M-1) comprise the values given in table 11 of the annex, and
where in the lifter is configured such that the lifting
coefficients l(0), . . . , l(2M-1) comprise the values given in
table 12..].
.[.79. Encoder comprising: an analysis filterbank for filtering a
plurality of time-domain input frames, an input frame comprising a
number of ordered input samples, comprising: a windower configured
to generate a plurality of windowed frames, a windowed frame
comprising a plurality of windowed samples, wherein the windower is
configured to process the plurality of input frames in an
overlapping manner using a sample advance value, wherein the sample
advance value is less than the number of ordered input samples of
an input frame divided by 2; and a time/frequency converter
configured to provide an output frame comprising a number of output
values, an output frame being a spectral representation of a
windowed frame, wherein the windower or the time/frequency
converter comprises a hardware implementation..].
.[.80. Encoder according to claim 79, further comprising an entropy
encoder, configured to encode the plurality of output frames
provided by the analysis filterbank and configured to output a
plurality of encoded frames based on the output frames..].
.[.81. Audio decoder comprising: a synthesis filterbank for
filtering a plurality of input frames, each input frame comprising
a number of ordered input values, comprising: a frequency/time
converter configured to provide a plurality of output frames, an
output frame comprising a number of ordered output samples, an
output frame being a time representation of an input frame; a
windower configured to generate a plurality of windowed frames, a
windowed frame comprising a plurality of windowed samples; and
wherein the windower is configured to provide the plurality of
windowed samples for a processing in an overlapping manner based on
a sample advance value; an overlap/adder configured to provide an
added frame comprising a start section and a remainder section, an
added frame comprising a plurality of added samples by adding at
least three windowed samples from at least three windowed frames
for an added sample in the remainder section of an added frame and
by adding at least two windowed samples from at least two different
windowed frames for an added sample in the start section, wherein
the number of windowed samples added to obtain an added sample in
the remainder section is at least one sample higher compared to the
number of windowed samples added to obtain an added sample in the
start section, or wherein the windower is configured to disregard
at least the earliest output value according to the order of the
ordered output samples or to setting the corresponding windowed
samples to a predetermined value or to at least a value in a
predetermined range for each windowed frame of the plurality of
windowed frames; and wherein the overlap/adder is configured to
provide the added sample in the remainder section of an added frame
based on at least three windowed samples from at least three
different windowed frames and an added sample in the start section
based on at least two windowed samples from at least two different
windowed frames, wherein the frequency/time converter, the
windower, or the overlap/adder comprises a hardware
implementation..].
.[.82. Audio decoder according to claim 81, further comprising an
entropy decoder configured to decode a plurality of encoded frames
and configured to provide a plurality of input frames based on the
encoded frames to the synthesis filterbank..].
.[.83. Audio decoder comprising: a synthesis filterbank for
filtering a plurality of input frames, each input frame comprising
M ordered input values y.sub.k(0), . . . , y.sub.k(M-1), wherein M
is a positive integer, and wherein k is an integer indicating a
frame index, comprising: an inverse type-IV discrete cosine
transform frequency/time converter configured to provide a
plurality of output frames, an output frame comprising 2M ordered
output samples x.sub.k(0), . . . , x.sub.k(2M-1) based on the input
values y.sub.k(0), . . . , y.sub.k(M-1); a windower configured to
generate a plurality of windowed frames, a windowed frame
comprising a plurality of windowed samples z.sub.k(0), . . . ,
z.sub.k(2M-1) based on the equation z.sub.k(n)=w(n)x.sub.k(n) for
n=0, . . . , 2M-1, wherein n is an integer indicating a sample
index, and wherein w(n) is a real-valued window function
coefficient corresponding to the sample index n; an overlap/adder
configured to provide an intermediate frame comprising a plurality
of intermediate samples m.sub.k(0), . . . , m.sub.k(M-1) based on
the equation m.sub.k(n)=z.sub.k(n)+z.sub.k-1(n+M) for n=0, . . . ,
M-1; and a lifter configured to provide an added frame comprising a
plurality of added samples out.sub.k(0), . . . , out.sub.k(M-1)
based on the equation
out.sub.k(n)=m.sub.k(n)+l(n-M/2)m.sub.k-1(M-1-n) for n=M/2, . . . ,
M-1 and out.sub.k(n)=m.sub.k(n)+l(M-1-n)out.sub.k-1(M-1-n) for n=0,
. . . , M/2-1, wherein l(0), . . . , l(M-1) are real-valued lifting
coefficients, wherein inverse type-IV discrete cosine transform
frequency/time converter, the windower, the overlap/adder, or the
lifter comprises a hardware implementation..].
.[.84. Audio decoder according to claim 83, further comprising an
entropy decoder configured to decode a plurality of encoded frames
and configured to provide a plurality of input frames based on the
encoded frames to the synthesis filterbank..].
.[.85. Mixer for mixing a plurality of input frames, each input
frame being a spectral representation of a corresponding
time-domain frame and each input frame of the plurality of input
frames being provided from a different audio source, comprising: an
entropy decoder configured to entropy decode the plurality of input
frames; a scaler configured to scale the plurality of entropy
decoded input frames in the frequency domain and configured to
obtain a plurality of scaled frames in the frequency domain, each
scaled frame corresponding to an entropy decoded input frame; an
adder configured to add up the scaled frames in the frequency
domain to generate an added frame in the frequency domain; and an
entropy encoder configured to entropy encoding the added frame to
obtain a mixed frame, wherein the entropy decoder, the scaler, the
adder, or the entropy encoder comprises a hardware
implementation..].
.[.86. Mixer according to claim 85, further comprising a
dequantizer configured to dequantize the entropy decoded input
frames and to provide the entropy decoded input frames to the
scaler in a dequantized form..].
.[.87. Mixer according to claim 85, further comprising a quantizer
configured to quantize the added frame and to provide the added
frame in a quantized form to the entropy encoder..].
.[.88. Mixer according to claim 85, wherein the scaler is
configured to scale the dequantized input frames by multiplying
each input value of the plurality of input frames by 1/P, wherein P
is an integer indicating a number of different sources..].
.[.89. Mixer according to claim 85, wherein the scaler is
configured to scale the entropy decoded input frames by scaling the
input values of the input frames in an energy-conserving
manner..].
.[.90. Mixer according to claim 85, wherein the mixer is configured
to provide the mixed frame based on the plurality of input frames,
wherein each input frame of the plurality of input frames is
generated based on the same synthesis window function..].
.[.91. Mixer according to claim 85, wherein the mixer is configured
to generate the mixed frame based on the plurality of input frames,
wherein each of the input frames of the plurality of input frames
is generated by an encoder comprising an analysis filterbank for
filtering a plurality of time-domain input frames, an input frame
comprising a number of ordered input samples, comprising a windower
configured to generate a plurality of windowed frames, a windowed
frame comprising a plurality of windowed samples, wherein the
windower is configured to process the plurality of input frames in
an overlapping manner using a sample advance value, wherein the
sample advance value is less than the number of ordered input
samples of an input frame divided by 2; and a time/frequency
converter configured to provide an output frame comprising a number
of output values, an output frame being a spectral representation
of a windowed frame..].
.[.92. Mixer according to claim 85, wherein the mixer is configured
to process the plurality of input frames and to provide the mixed
frame based corresponding to a bitrate of less than 36 kbit/s per
channel..].
.[.93. Conferencing system comprising: a mixer for mixing a
plurality of input frames, each input frame being a spectral
representation of a corresponding time-domain frame and each input
frame of the plurality of input frames being provided from an audio
different source, comprising: an entropy decoder configured to
entropy decode the plurality of input frames; a scaler configured
to scale the plurality of entropy decoded input frames in the
frequency domain and configured to obtain a plurality of scaled
frames in the frequency domain, each scaled frame corresponding to
an entropy decoded input frame; an adder configured to add up the
scaled frames in the frequency domain to generate an added frame in
the frequency domain; and an entropy encoder configured to entropy
encoding the added frame to obtain a mixed frame, wherein the
entropy decoder, the scaler, the adder, or the entropy encoder
comprises a hardware implementation..].
.[.94. Method for filtering a plurality of time domain input frames
of an audio signal, an input frame comprising a number of ordered
input samples, the method comprising: generating, performed by a
windower, a plurality of windowed frames by processing the
plurality of input frames in an overlapping manner using a sample
advance value; wherein the sample advance value is less than the
number of ordered input samples of an input frame divided by 2; and
providing, performed by a time/frequency converter, a plurality of
output frames comprising a number of output values by performing a
time/frequency conversion, an output frame being a spectral
representation of a windowed frame, wherein the windower or the
time/frequency converter comprises a hardware
implementation..].
.[.95. Method for filtering a plurality of input frames of an audio
signal, each input frame comprising a number of ordered input
values, the method comprising: performing, performed by a
frequency/time converter, a frequency/time conversion and providing
a plurality of output frames, an output frame comprising a number
of ordered output samples, an output frame being a time
representation of an input frame; generating, performed by a
windower, a plurality of windowed frames, a windowed frame
comprising a plurality of windowed samples by processing the
plurality of output samples for processing the windowed frames in
an overlapping manner based on a sample advanced value; generating,
performed by an overlap/adder, an added frame comprising a start
section and a remainder section, wherein a added frame comprises an
added sample by adding at least three windowed samples from at
least three different windowed frames for an added sample in the
remainder section of an added frame and an added sample by adding
at least two windowed samples from at least two different windowed
frames for an added sample in the start section, wherein the number
of windowed samples added to obtain an added sample is in the
remainder section at least one sample higher compared to the number
of windowed samples added to obtain an added sample in the start
section; or wherein generating the plurality of windowed frames
comprises disregarding at least the earliest output sample
according to the order of the ordered output sample or to setting
the corresponding windowed sample to a predetermined value to at
least a value in a predetermined range for each windowed frame of
the plurality of windowed frames; and wherein providing an added
frame comprises providing an added sample by adding at least three
windowed samples from at least three different windowed frames for
an added sample in the remainder section of an added frame and an
added sample by adding at least two windowed samples from at least
two different windowed frames for an added sample in the start
section, wherein the frequency/time converter, the windower, or the
overlap/adder comprises a hardware implementation..].
.[.96. Method for filtering a plurality of input frames of an audio
signal, each input frame comprising M ordered input values
y.sub.k(0), . . . , y.sub.k(M-1), wherein M is a positive integer,
and wherein k is an integer indicating an index of the input frame,
the method comprising: performing, performed by an inverse type-IV
discrete cosine transform/time converter, an inverse type-IV
discrete cosine transform and providing a plurality of output
frames x.sub.k(0), . . . , x.sub.k(2M-1) based on the input values
y.sub.k(0), . . . , y.sub.k(M-1); generating, performed by a
windower, a plurality of windowed frames, a windowed frame
comprising a plurality of windowed samples z.sub.k(0), . . . ,
z.sub.k(2M-1) based on an equation z.sub.k(n)=w(n)x.sub.k(n) for
n=0, . . . , 2M-1, wherein n is an integer; generating, performed
by an overlap/adder, a plurality of intermediate frames, each
intermediate frame comprising a plurality of intermediate samples
mk(0), . . . , mk(M-1) based on the equation
m.sub.k(n)=z.sub.k(n)+z.sub.k-1(n+M) for n=0, . . . , M-1; and
generating, performed by a lifter, a plurality of added frames
comprising a plurality of added samples out.sub.k(0), . . . ,
out.sub.k(M) based on an equation
out.sub.k(n)=m.sub.k(n)+l(n-M/2)m.sub.k-1(M-1-n) for n=M/2, . . . ,
M-1 and out.sub.k(n)=m.sub.k(n)+l(M-1-n)out.sub.k-1(M-1-n) for n=0,
. . . , M/2-1, wherein w(0), . . . , w(2M-1) are real-valued window
coefficients; wherein l(0), . . . , l(M-1) are real-valued lifting
coefficients; and wherein inverse type-IV discrete cosine transform
frequency/time converter, the windower, the overlap/adder, or the
lifter comprises a hardware implementation..].
.[.97. Non-transitory computer-readable medium having stored
thereon a computer program for performing, when running on a
computer, a method for filtering a plurality of time domain input
frames of an audio signal, an input frame comprising a number of
ordered input samples, comprising: generating a plurality of
windowed frames by processing the plurality of input frames in an
overlapping manner using a sample advance value; wherein the sample
advance value is less than the number of ordered input samples of
an input frame divided by 2; and providing a plurality of output
frames comprising a number of output values by performing a
time/frequency conversion, an output frame being a spectral
representation of a windowed frame..].
.[.98. Non-transitory computer-readable medium having stored
thereon a computer program for performing, when running on a
computer, a method for filtering a plurality of input frames of an
audio signal, each input frame comprising a number of ordered input
values, comprising: performing a frequency/time conversion and
providing a plurality of output frames, an output frame comprising
a number of ordered output samples, an output frame being a time
representation of an input frame; generating a plurality of
windowed frames, a windowed frame comprising a plurality of
windowed samples by processing the plurality of output samples for
processing the windowed frames in an overlapping manner based on a
sample advanced value; generating an added frame comprising a start
section and a remainder section, wherein a added frame comprises an
added sample by adding at least three windowed samples from at
least three different windowed frames for an added sample in the
remainder section of an added frame and an added sample by adding
at least two windowed samples from at least two different windowed
frames for an added sample in the start section, wherein the number
of windowed samples added to obtain an added sample is in the
remainder section at least one sample higher compared to the number
of windowed samples added to obtain an added sample in the start
section; or wherein generating the plurality of windowed frames
comprises disregarding at least the earliest output sample
according to the order of the ordered output sample or to setting
the corresponding windowed sample to a predetermined value to at
least a value in a predetermined range for each windowed frame of
the plurality of windowed frames; and wherein providing an added
frame comprises providing an added sample by adding at least three
windowed samples from at least three different windowed frames for
an added sample in the remainder section of an added frame and an
added sample by adding at least two windowed samples from at least
two different windowed frames for an added sample in the start
section..].
.[.99. Non-transitory computer-readable medium having stored
thereon a computer program for performing, when running on a
computer, a method for filtering a plurality of input frames of an
audio signal, each input frame comprising M ordered input values
y.sub.k(0), . . . , y.sub.k(M-1), wherein M is a positive integer,
and wherein k is an integer indicating an index of the input frame,
comprising: performing an inverse type-IV discrete cosine transform
and providing a plurality of output frames x.sub.k(0), . . . ,
x.sub.k(2M-1) based on the input values y.sub.k(0), . . . ,
y.sub.k(M-1); generating a plurality of windowed frames, a windowed
frame comprising a plurality of windowed samples z.sub.k(0), . . .
, z.sub.k(2M-1) based on an equation z.sub.k(n)=w(n)x.sub.k(n) for
n=0, . . . , 2M-1, wherein n is an integer; generating a plurality
of intermediate frames, each intermediate frame comprising a
plurality of intermediate samples m.sub.k(0), . . . , m.sub.k(M-1)
based on the equation m.sub.k(n)=z.sub.k(n)+z.sub.k-1(n+M) for n=0,
. . . , M-1; and generating a plurality of added frames comprising
a plurality of added samples out.sub.k(0), . . . , out.sub.k(M)
based on an equation
out.sub.k(n)=m.sub.k(n)+l(n-M/2)m.sub.k-1(M-1-n) for n=M/2, . . . ,
M-1 and out.sub.k(n)=m.sub.k(n)+l(M-1-n)out.sub.k-1(M-1-n) for n=0,
. . . , M/2-1, wherein w(0), . . . , w(2M-1) are real-valued window
coefficients; and wherein l(0), . . . , l(M-1) are real-valued
lifting coefficients..].
.Iadd.100. Synthesis filterbank for filtering a plurality of input
frames of an audio signal, each input frame comprising a number of
ordered input values, comprising: a frequency/time converter
configured to provide a plurality of output frames, an output frame
comprising a number of ordered output samples, an output frame
being a time representation of an input frame; a windower
configured to generate a plurality of windowed frames from the
plurality of output frames, a windowed frame comprising a plurality
of windowed samples; and wherein the windower is configured to
provide the plurality of windowed samples for a processing in an
overlapping manner based on a sample advance value; an
overlap/adder configured to provide an added frame comprising a
plurality of added samples by adding, in an overlapping manner and
using the sample advance value, the windowed frames so that at
least three windowed samples from at least three windowed frames
are added for an added sample in the added frame, wherein the
sample advance value is less than the number of ordered output
samples divided by two, wherein the frequency/time converter, the
windower or the overlap/adder comprises a hardware
implementation..Iaddend.
.Iadd.101. Synthesis filterbank according to claim 100, wherein the
frequency/time converter is configured to provide output frames
comprising a number of output samples, which is equal to a number
of input values of an input frame multiplied by an integer number
greater than 2..Iaddend.
.Iadd.102. Synthesis filterbank according to claim 100, wherein the
frequency/time converter is configured to provide an output frame
comprising a number of output samples, which is equal to the number
of input values of an input frame multiplied by 4..Iaddend.
.Iadd.103. Synthesis filterbank according to claim 100, wherein the
frequency/time converter is based on at least one of a discrete
cosine transform and a discrete sine transform..Iaddend.
.Iadd.104. Synthesis filterbank according to claim 100, wherein the
windower is configured to generate a windowed frame based on an
output frame and a weighing function by weighing at least an output
sample of the output frame based on the weighing
function..Iaddend.
.Iadd.105. Synthesis filterbank according to claim 100, wherein the
windower is configured to generate a windowed sample zi,n based on
an expression, wherein i is an integer indicating a frame index or
a block index of a windowed frame and/or of an output frame,
wherein n=0, . . . , 2N-1 is an integer indicating a sample index,
wherein N is an integer indicating twice the number of the input
values of an input frame and/or half the number of output sample of
an output frame and/or of the windowed samples of a windowed frame,
wherein w(n) is the window function and wherein xi,n is an output
sample with a sample index n and the frame index i..Iaddend.
.Iadd.106. Synthesis filterbank according to claim 105, wherein the
windower is configured such that N is equal to 960 and the window
coefficients w(0) to w(2N-1) obey the relations given in table 1 in
the annex..Iaddend.
.Iadd.107. Synthesis filterbank according to claim 105, wherein the
windower is configured such that the window coefficients w(0) to
w(2N-1) comprise the values given in table 2 in the
annex..Iaddend.
.Iadd.108. Synthesis filterbank according to claim 105, wherein the
windower is configured such that N is equal to 1024 and the window
coefficients w(0) to w(2N-1) obey the relations given in table 3 in
the annex..Iaddend.
.Iadd.109. Synthesis filterbank according to claim 108, wherein the
windower is configured such that the window coefficients w(0) to
w(2N-1) comprise the values given in table 4 of the
annex..Iaddend.
.Iadd.110. Synthesis filterbank according to claim 109, wherein the
overlap/adder is configured to generate the added frame based on at
least three consecutively generated windowed frames by the
windower..Iaddend.
.Iadd.111. Synthesis filterbank according to claim 110, wherein the
overlap/adder is configured to generate the added frame comprising
a number of added samples which is equal to the sample advance
value..Iaddend.
.Iadd.112. Method for filtering a plurality of input frames of an
audio signal, each input frame comprising a number of ordered input
values, the method comprising: providing, performed by a
frequency/time converter, a plurality of output frames, an output
frame comprising a number of ordered output samples, an output
frame being a time representation of an input frame; generating,
performed by a windower, a plurality of windowed frames from the
plurality of output frames, a windowed frame comprising a plurality
of windowed samples; and wherein the generation performed by the
windower comprises providing the plurality of windowed samples for
a processing in an overlapping manner based on a sample advance
value; providing, performed by an overlap/adder, added frame
comprising a plurality of added samples by adding, in an
overlapping manner and using the sample advance value, the windowed
frames so that at least three windowed samples from at least three
windowed frames are added for an added sample in the added frame,
wherein the sample advance value is less than the number of ordered
output samples divided by two, wherein the frequency/time
converter, the windower or the overlap/adder comprises a hardware
implementation..Iaddend.
.Iadd.113. Non-transitory computer-readable medium having stored
thereon a method for filtering a plurality of input frames of an
audio signal, each input frame comprising a number of ordered input
values, the method comprising: providing a plurality of output
frames, an output frame comprising a number of ordered output
samples, an output frame being a time representation of an input
frame; generating a plurality of windowed frames from the plurality
of output frames, a windowed frame comprising a plurality of
windowed samples; and wherein the generation comprises providing
the plurality of windowed samples for a processing in an
overlapping manner based on a sample advance value; providing added
frame comprising a plurality of added samples by adding, in an
overlapping manner and using the sample advance value, the windowed
frames so that at least three windowed samples from at least three
windowed frames are added for an added sample in the added frame,
wherein the sample advance value is less than the number of ordered
output samples divided by two..Iaddend.
Description
BACKGROUND
The present invention relates to an analysis filterbank, a
synthesis filterbank and systems comprising any of the
aforementioned filterbanks, which can, for instance, be implemented
in the field of modern audio encoding, audio decoding or other
audio transmission-related applications. Moreover, the present
invention also relates to a mixer and a conferencing system.
Modern digital audio processing is typically based on coding
schemes which enable a significant reduction in terms of bitrates,
transmission bandwidths and storage space, compared to a direct
transmission or storage of the respective audio data. This is
achieved by encoding the audio data on the sender site and decoding
the encoded data on the receiver site before, for instance,
providing the decoded audio data to a listener.
Such digital audio processing systems can be implemented with
respect to a wide range of parameters comprising a typical storage
space for a typical potentially standardized stream of audio data,
bitrates, computational complexity especially in terms of an
efficiency of an implementation, achievable qualities suitable for
different applications and in terms of the delay caused during
both, the encoding and the decoding of the audio data and the
encoded audio data, respectively. In other words, digital audio
systems can be applied in many different fields of applications
ranging from an ultra-low quality transmission to a
high-end-transmission and storage of audio data (e.g. for a
high-quality music listening experience).
However, in many cases compromises may have to be taken in terms of
the different parameters such as the bitrate, the computational
complexity, quality and delay. For instance, a digital audio system
comprising a low delay may require a higher bitrate of a
transmission bandwidth compared to an audio system with a higher
delay at a comparable quality level.
SUMMARY
An embodiment of an analysis filterbank for filtering a plurality
of time-domain input frames, wherein an input frame comprises a
number of ordered input samples, comprises a windower configured to
generate a plurality of windowed frames, wherein a windowed frame
comprises a plurality of windowed samples, wherein the windower is
configured to process the plurality of input frames in an
overlapping manner using a sample advance value, wherein the sample
advance value is less than the number of ordered input samples of
an input frame divided by two, and a time/frequency converter
configured to provide an output frame comprising a number of output
values, wherein an output frame is a spectral representation of a
windowed frame.
An embodiment of a synthesis filterbank for filtering a plurality
of input frames, wherein each input frame comprises a number of
ordered input values, comprises a frequency/time converter
configured to provide a plurality of output frames, wherein an
output frame comprises a number of ordered output samples, wherein
an output frame is a time representation of an input frame, a
windower configured to generate a plurality of windowed frames. A
windowed frame comprises a plurality of windowed samples. The
windower is furthermore configured to provide the plurality of
windowed samples for a processing in an overlapping manner based on
a sample advance value. The embodiment of the synthesis filterbank
further comprises an overlap/adder configured to provide an added
frame comprising a start section and a remainder section, wherein
an added frame comprises a plurality of added samples by adding at
least three windowed samples from at least three windowed frames
for an added sample in the remainder section of an added frame and
by adding at least two windowed samples from at least two different
windowed frames for an added sample in the start section. The
number of windowed samples added to obtain an added sample in the
remainder section is at least one sample higher compared to the
number of windowed samples added to obtain an added sample in the
start section, Or the windower is configured to disregard at least
the earliest output value according to the order of the ordered
output samples or to setting the corresponding windowed samples to
a predetermined value or to at least a value in a predetermined
range for each windowed frame of the plurality of windowed frames.
The overlap/adder (230) is configured to provide the added sample
in the remainder section of an added frame based on at least three
windowed samples from at least three different windowed frames and
an added sample in the start section based on at least two windowed
samples from at least two different windowed frames.
An embodiment of a synthesis filterbank for filtering a plurality
of input frames, wherein each input frame comprises M ordered input
values y.sub.k(0), . . . , x.sub.k(M-1), wherein M is a positive
integer, and wherein k is an integer indicating a frame index,
comprises an inverse type-IV discrete cosine transform
frequency/time converter configured to provide a plurality of
output frames, an output frame comprising 2M ordered output samples
x.sub.k(0), . . . , x.sub.k(2M-1) based on the input values
y.sub.k(0), . . . , y.sub.k(M-1), a windower configured to generate
a plurality of windowed frames, a windowed frame comprising a
plurality of windowed samples zk(0), . . . , zk(2M-1) based on the
equation z.sub.k(n)=w(n)x.sub.k(n) for n=0, . . . , 2M-1, wherein n
is an integer indicating a sample index, and wherein w(n) is a
real-valued window function coefficient corresponding to the sample
index n, an overlap/adder configured to provide an intermediate
frame comprising a plurality of intermediate samples mk(0), . . . ,
mk(M-1) based on the equation m.sub.k(n)=z.sub.k(n)+z.sub.k-1(n+M)
for n=0, . . . , M-1, and a lifter configured to provide an added
frame comprising a plurality of added samples outk(0), . . . ,
outk(M-1) based on the equation
out.sub.k(n)=m.sub.k(n)+l(n-M/2)m.sub.k-1(M-1-n) for n=M/2, . . . ,
M-1 and out.sub.k(n)=m.sub.k(n)+l(M-1-n)out.sub.k-1(M-1-n) for n=0,
. . . , M/2-1, wherein l(0), . . . , l(M-1) are real-valued lifting
coefficients.
An embodiment of an encoder comprises an analysis filterbank for
filtering a plurality of time-domain input frames, wherein an input
frame comprises a number of ordered input samples, comprises a
windower configured to generate a plurality of windowed frames, a
windowed frame comprising a plurality of windowed samples, wherein
the windower is configured to process the plurality of input frames
in an overlapping manner using a sample advance value, wherein the
sample advance value is less than the number of ordered input
samples of an input frame divided by 2 and a time/frequency
converter configured to provide an output frame comprising a number
of output values, an output frame being a spectral representation
of a windowed frame.
An embodiment of a decoder comprises a synthesis filterbank for
filtering a plurality of input frames, wherein each input frame
comprising a number of ordered input values, comprises a
frequency/time converter configured to provide a plurality of
output frames, an output frame comprising a number of ordered
output samples, an output frame being a time representation of an
input frame, windower configured to generate a plurality of
windowed frames, a windowed frame comprising a plurality of
windowed samples, and wherein the windower is configured to provide
the plurality of windowed samples for a processing in an
overlapping manner based on a sample advance value, an
overlap/adder configured to provide an added frame comprising a
start section and a remainder section, an added frame comprising a
plurality of added samples by adding at least three windowed
samples from at least three windowed frames for an added sample in
the remainder section of an added frame and by adding at least two
windowed samples from at least two different windowed frames for an
added sample in the start section, wherein the number of windowed
samples added to obtain an added sample in the remainder section is
at least one sample higher compared to the number of windowed
samples added to obtain an added sample in the start section,
or
wherein the windower is configured to disregard at least the
earliest output value according to the order of the ordered output
samples or to setting the corresponding windowed samples to a
predetermined value or to at least a value in a predetermined range
for each windowed frame of the plurality of windowed frames; and
wherein the overlap/adder is configured to provide the added sample
in the remainder section of an added frame based on at least three
windowed samples from at least three different windowed frames and
an added sample in the start section based on at least two windowed
samples from at least two different windowed frames.
A further embodiment of a decoder comprises a synthesis filterbank
for filtering a plurality of input frames, wherein each input frame
comprising M ordered input values y.sub.k(0), . . . , y.sub.k(M-1),
wherein M is a positive integer, and wherein k is an integer
indicating a frame index, comprises an inverse type-IV discrete
cosine transform frequency/time converter configured to provide a
plurality of output frames, an output frame comprising 2M ordered
output samples x.sub.k(0), . . . , x.sub.k(2M-1) based on the input
values y.sub.k(0), . . . , y.sub.k(M-1), a windower configured to
generate a plurality of windowed frames, a windowed frame
comprising a plurality of windowed samples z.sub.k(0), . . . ,
z.sub.k(2M-1) based on the equation z.sub.k(n)=w(n)x.sub.k(n) for
n=0, . . . , 2M-1, wherein n is an integer indicating a sample
index, and wherein w(n) is a real-valued window function
coefficient corresponding to the sample index n, an overlap/adder
configured to provide an intermediate frame comprising a plurality
of intermediate samples mk(0), . . . , mk(M-1) based on the
equation m.sub.k(n)=z.sub.k(n)+z.sub.k-1(n+M) for n=0, . . . , M-1,
and a lifter configured to provide an added frame comprising a
plurality of added samples outk(0), . . . , outk(M-1) based on the
equation out.sub.k(n)=m.sub.k(n)+l(n-M/2)m.sub.k-1(M-1-n) for
n=M/2, . . . , M-1 and
out.sub.k(n)=m.sub.k(n)+l(M-1-n)out.sub.k-1(M-1-n) for n=0, . . . ,
M/2-1, wherein l(0), . . . , l(M-1) are real-valued lifting
coefficients.
An embodiment of a mixer for mixing a plurality of input frames,
wherein each input frame is a spectral representation of a
corresponding time-domain frame and each input frame of the
plurality of input frames is provided from a different source,
comprises an entropy decoder configured to entropy decode a
plurality of input frames, a scaler configured to scale the
plurality entropy decoded input frames in the frequency domain and
configured to obtain a plurality of scaled frames in the frequency
domain, wherein each scaled frame corresponds to an entropy encoded
frame, an added configured to add the scaled frames in the
frequency domain to generate an added frame in the frequency
domain, and an entropy encoder configured to entropy encoding the
added frame to obtain a mixed frame.
An embodiment of a conferencing system comprises a mixer for mixing
a plurality of input frames, wherein each input frame is a spectral
representation of a corresponding time-domain frame and each input
frame of the plurality of input frames being provided from a
different source, comprises an entropy decoder configured to
entropy decode the plurality of input frames, a scaler configured
to scale the plurality of entropy decoded input frames in the
frequency domain and configured to obtain a plurality of scaled
frames in the frequency domain, each scaled frame corresponding to
an entropy decoded input frame, an adder configured to add up the
scaled frames in the frequency domain to generate an added frame in
the frequency domain, and an entropy encoder configured to entropy
encoding the added frame to obtain a mixed frame.
BRIEF DESCRIPTION OF THE DRAWINGS
Embodiments of the present invention are described hereinafter,
making reference to the appended drawings.
FIG. 1 shows a block diagram of an analysis filterbank;
FIG. 2 shows a schematic representation of input frames being
processed by an embodiment of an analysis filterbank;
FIG. 3 shows a block diagram of an embodiment of a synthesis
filterbank;
FIG. 4 shows a schematic representation of output frames in the
framework of being processed by an embodiment of a synthesis
filterbank;
FIG. 5 shows a schematic representation of an analysis window
function and s synthesis window function of an embodiment of an
analysis filterbank and of a synthesis filterbank;
FIG. 6 shows a comparison of an analysis window function and a
synthesis window function compared to a sign window function:
FIG. 7 shows a further comparison of different window
functions;
FIG. 8 shows a comparison of a pre-echo behavior for the three
different window functions shown in FIG. 7;
FIG. 9 shows schematically the general temporal masking property of
the human ear;
FIG. 10 shows a comparison of the frequency response of a sign
window and low delay window;
FIG. 11 shows a comparison of a frequency response of a sine window
and a low overlap window;
FIG. 12 shows an embodiment of an encoder;
FIG. 13 shows an embodiment of a decoder;
FIG. 14a shows a system comprising an encoder and a decoder;
FIG. 14b shows different sources for delays comprised in the system
shown in FIG. 14a;
FIG. 15 shows a table comprising a comparison of delays;
FIG. 16 shows an embodiment of a conferencing system comprising an
embodiment of a mixer;
FIG. 17 shows a further embodiment of a conferencing system as a
server or a media control unit;
FIG. 18 shows a block diagram of a media control unit;
FIG. 19 shows an embodiment of a synthesis filterbank as an
efficient implementation;
FIG. 20 shows a table comprising an evaluation of a computational
efficiency of an embodiment of a synthesis filterbank or an
analysis filterbank (AAC ELD codec);
FIG. 21 shows a table comprising an evaluation of a computational
efficiency of a AAC LD codec;
FIG. 22 shows a table comprising an evaluation of a computational
complexity of a AAC LC codec;
FIGS. 23a show tables comprising a comparison of an and 23b
evaluation of a memory efficiency of RAM and ROM for three
different codecs; and
FIG. 24 shows a table comprising a list of used codex for a MUSHRA
test.
DETAILED DESCRIPTION OF THE EMBODIMENTS
FIGS. 1 to 24 show block diagrams and further diagrams describing
the functional properties and features of different embodiments of
an analysis filterbank, a synthesis filterbank, an encoder, a
decoder, a mixer, a conferencing system and other embodiments of
the present invention. However, before describing an embodiment of
a synthesis filterbank, with respect to FIGS. 1 and 2, an
embodiment of an analysis filterbank and a schematic representation
of input frames being processed by an embodiment of an analysis
filterbank will be described in more detail.
FIG. 1 shows a first embodiment of an analysis filterbank 100
comprising a windower 110 and time/frequency converter 120. To be
more precise, the windower 110 is configured to a plurality of
time-domain input frames, each input frame comprising a number of
ordered input samples at an input 110i. The windower 110 is
furthermore adapted to generate a plurality of windowed frames,
which are provided by the windower at the output 110o of the
windower 110. Each of the windowed frames comprises a plurality of
windowed samples, wherein the windower 110 is furthermore
configured to process the plurality of windowed frames in an
overlapping manner using a sample advance value as will be
explained in more detail in the context of FIG. 2.
The time/frequency converter 120 is capable of receiving the
windowed frames as output by the windower 110 and configured to
provide an output frame comprising a number of output values, such
that an output frame is a spectral representation of a windowed
frame.
In order to illustrate and outline, the functional properties and
features of an embodiment of an analysis filterbank 100, FIG. 2
shows a schematic representation of five input frames 130-(k31 3),
130-(k-2), 130-(k-1), 130-k and 130-(k+1) as a function of time, as
indicated by an arrow 140 at the bottom of FIG. 2.
In the following, the operation of an embodiment of an analysis
filterbank 100 will be described in more detail with reference to
the input frame 130-k, as indicated by the dashed line in FIG. 2.
With respect to this input frame 130-k, the input frame 103-(k+1)
is a future input frame, whereas the three input frames 130-(k-1),
130-(k-2), and 130-(k-3) are past input frames. In other words, k
is an integer indicating a frame index, such that the larger the
frame index is, the farther the respective input frame is located
"in the future". Accordingly, the smaller the index k is, the
farther the input frame is located "in the past".
Each of the input frames 130 comprises at least two subsections
150, which are equally long. To be more precise, in the case of an
embodiment of an analysis filterbank 100, on which the schematic
representation shown in FIG. 2 is based, the input frame 130-k as
well as the other input frames 130 comprise subsections 150-2,
150-3 and 150-4 which are equal in length in terms of input
samples. Each of these subsections 150 of the input frame 130
comprises M input samples, wherein M is a positive integer.
Moreover, the input frame 130 also comprises a first subsection
150-1 which may comprise also M input frames. In this case, the
first subsection 150-1 comprises an initial section 160 of the
input frame 130, which may comprise input samples or other values,
as will be explain in more detail at a later stage. However,
depending on the concrete implementation of the embodiment of an
analysis filterbank, the first subsection 150-1 is not required to
comprise an initial section 160 at all. In other words, the first
subsection 150-1 may in principle comprise a lower number of input
samples compared to the other subsections 150-2, 150-3, 150-4.
Examples for this case will also be illustrated later on.
Optionally, apart from the first subsection 150-1, the other
subsections 150-2, 150-3, 150-4 comprise typically the same number
of input samples M, which is equal to the so-called sample advance
value 170, which indicates a number of input samples by which two
consecutive input frames 130 are moved with respect to time and
each other. In other words, as the sample advance value M, as
indicated by an arrow 170 is, in the case of an embodiment of an
analysis filterbank 100, as illustrated in FIGS. 1 and 2 equal to
the length of the subsections 150-2, 150-3, 150-4, the input frames
130 are generated and processed by the windower 110 in an
overlapping manner. Furthermore, the sample advance value M (arrow
170) is also identical with the length of the subsections 150-2 to
150-4.
The input frames 130-k and 130-(k+1) are, hence, in terms of a
significant number of input samples, equal in the sense that both
input frames comprise these input samples, while they are shifted
with respect to the individual subsections 150 of the two input
frames 130. To be more precise, the third subsection 150-3 of the
input frame 130-k is equal to the fourth subsection 150-4 of the
input frame 130-(k+1). Accordingly, the second subsection 150-2 of
the input frame 130-k is identical to the third subsection 150-3 of
the input frame 130-(k+1).
In yet other words, the two input frames 130-k, 130-(k+1)
corresponding to the frame indices k and (k+1) are in terms of two
subsections 150 in the case of the embodiments shown in FIG. 2,
identical, apart from the fact that in terms of the input frame
with the index frame (k+1), the samples are moved.
The two aforementioned input frames 130-k and 130-(k+1) furthermore
share at least one sample from the first subsection 150-1 of the
input frame 130-k. To be more precise, in the case of the
embodiment shown in FIG. 2, all input samples in the first
subsection 150-1 of the input frame 130-k, which are not part of
the initial section 160, appear as part of the second subsection
150-2 of the input frame 130-(k+1). However, the input samples of
the second subsection 150-2 corresponding to the initial section
160 of the input frame 130-k before, may or may not be based on the
input values or input samples of the initial section 160 of the
respective input frame 130, depending on the concrete
implementation of an embodiment of an analysis filterbank.
In the case of the initial section 160 existing so that the number
of input frames in the first subsection 150-1 is equal to the
number of input samples in the other subsections 150-2 to 150-4, in
principle two different cases have to be considered, although also
further cases in between these two "extreme" cases, which will be
explained, are possible.
If the initial section 160 comprises "meaningful" encoded input
samples in the sense that the input samples in the initial section
160 do represent an audio signal in the time-domain, these input
samples will also be part of the subsection 150-2 of the following
input frame 130-(k+1). This case, is however, in many applications
of an embodiment of an analysis filterbank, not an optimal
implementation, as this option might cause additional delay.
In the case, however, that the initial section 160 does not
comprise "meaningful" input samples, which in this case can also be
referred to as input values, the corresponding input values of the
initial section 160 may comprise random values, a predetermined,
fixed, adaptable or programmable value, which can for instance be
provided in terms of an algorithmic calculation, determination or
other fixing by a unit or module, which may be coupled to the input
110i of the windower 110 of the embodiment of the analysis
filterbank. In this case, however, this module is typically
required to provide as the input frame 130-(k+1), an input frame
which comprises in the second subsection 150-2 in the area
corresponding to the initial section 160 of the input frame before
"meaningful" input samples, which do correspond to the
corresponding audio signal. Moreover, the unit or module coupled to
the input 110i of the windower 110 is typically also required to
provide meaningful input samples corresponding to the audio signal
in the framework of the first subsection 150-1 of the input frame
130-(k+1).
In other words, in this case, the input frame 130-k corresponding
to the frame index k is provided to the embodiment of an analysis
filterbank 100 after sufficient input samples are gathered, such
that the subsection 150-1 of this input frame can be filled with
these input samples. The rest of the first subsection 150-1, namely
the initial section 160 is then filled up with input samples or
input values, which may comprise random values or any other values
such as a predetermined, fixed, adaptable or programmable value or
any other combination of values. As this can, in principle, be done
at a very high speed compared to a typical sampling frequency,
providing the initial section 160 of the input frame 130-k with
such "meaningless" input samples, does not require a significant
period of time on the scale presented by a typical sampling
frequency, such as a sampling frequency in the range between a few
kHz and up to several 100 kHz.
However, the unit or module continues collecting input samples
based on the audio signal to incorporate these input samples into
the following input frame 130-(k+1) corresponding to the frame
index k+1. In other words, although the module or unit did not
finish collecting sufficient input samples to provide the input
frame 130-k in terms of the first subsection 150-1 with sufficient
input samples to completely fill up the first subsection 150-1 of
this input frame, but provides this input frame to the embodiment
of the analysis filterbank 100 as soon as enough input samples are
available, such that the first subsection 150-1 can be filled up
with input samples without the initial section 160.
The following input samples will be used to fill up the remaining
input samples of the second subsection 150-2 of the following input
frame 130-(k+1) until enough input samples are gathered, such that
the first subsection 150-1 of this next input frame can also be
filled until the initial section 160 of this frame begins. Next,
once again, the initial section 160 will be filled up with random
numbers or other "meaningless" input samples or input values.
As a consequence, although the sample advance value 170, which is
equal to the length of the subsection 150-2 to 150-4 in the case of
the embodiment shown in FIG. 2 is indicated in FIG. 2 and the error
representing the sample advance value 170 is shown in FIG. 2 from
the beginning of the initial section 160 of the input frame 130-k
until the beginning of the initial section 160 of the following
input frame 130-(k+1).
As a further consequence, an input sample corresponding to an event
in the audio signal corresponding to the initial section 160 will
in the last two cases will not be present in the respective input
frames 130-k, but in the following input frame 130-(k+1) in the
framework of the second subsection 150-2.
In other words, many embodiments of an analysis filterbank 100 may
provide an output frame with a reduced delay as the input samples
corresponding to the initial section 160 are not part of the
respective input frame 130-k but will only be influencing the later
input frame 130-(k+1). In other words, an embodiment of an analysis
filterbank may offer in many applications and implementations the
advantage of providing the output frame based on the input frame
sooner, as the first subsection 150-1 is not required to comprise
the same number of input samples as the other subsection 150-2 to
150-4. However, the information comprised in the "missing section"
is comprised in the next input frame 130 in the framework of the
second subsection 150-2 of that respective input frame 130.
However, as indicated earlier, there may also exist the case, in
which none of the input frames 130 does comprise the initial
section 160. In this case, the length of each of the input frames
130 is no longer an integer multiple of the sample advance value
170 or the length of the subsection 150-2 to 150-4. To be more
precise, in this case, the length of each of the input frames 130
differs from the corresponding integer multiples of the sample
advance value by the number of input samples, which the module or
unit providing the windower 110 with the respective input frames
stops short of providing the full first subsection 150-1. In other
words, the overall length of such an input frame 130 differs from
the respective integer number of sample advance values by the
difference between the lengths of the first subsection 150-1
compared to the length of the other subsections 150-2 to 150-4.
However, in the last two cases mentioned, the module or unit, which
can for instance comprise a sampler, a sample-and-hold-stage, a
sample-and-holder or a quantizer, may start providing the
corresponding input frame 130 short of a predetermined number of
input samples, such that each of the input frames 130 can be
provided to the embodiment of an analysis filterbank 100 with a
shorter delay as compared to the case in which the complete first
subsection 150-1 is filled with corresponding input samples.
As already indicated, such a unit or module which can be coupled to
the input 110i of the windower 110 may for instance comprise a
sampler and/or a quantizer such as an analog/digital converter (A/D
converter). However, depending on the concrete implementation, such
a module or unit may further comprise some memory or registers to
store the input samples corresponding to the audio signal.
Moreover, such a unit or module may provide each of the input
frames in an overlapping manner, based on a sample advanced value
M. In other words, an input frame comprises more than twice the
number of input samples compared to the number of samples gathered
per frame or block. Such a unit or module is in many embodiments
adapted such that two consecutively generated input frames are
based on a plurality of samples which are shifted with respect to
time by the sample advance value. In this case, the later input
frame of the two consecutively generated input frames is based on
at least one fresh output sample as the earliest output sample and
the aforementioned plurality of samples is shifted later by the
sample advance value in the earlier input frame of the two input
frames.
Although, so far an embodiment of an analysis filterbank 100 has
been described in terms of each input frame 130 comprising four
subsections 150, wherein the first subsection 150 is not required
to comprise the same number of input samples as the other
subsections, it is not required to be equal to four as in the case
shown in FIG. 2. To be more precise, an input frame 130 may
comprise in principle, an arbitrary number of input samples, which
is larger than twice the size of the sample advance value M (arrow
170), wherein the number of input values of the initial section
160, if present, are required to be included in this number, as it
might be helpful considering some implementations of an embodiment
based on a system utilizing frames, wherein each frame comprises a
number of samples which is identical to the sample advance value.
In other words, any number of subsections, each having a length
identical to the sample advance value M (arrow 170) can be used in
the framework of an embodiment of an analysis filterbank 100, which
is greater or equal to three in the case of a frame based system.
If this is not the case, in principle, any number of input samples
per input frame 130 can be utilized being greater than twice the
sample advance value.
The windower 110 of an embodiment of an analysis filterbank 100, as
shown in FIG. 1, is configured to generate a plurality of windowed
frames based on the corresponding input frames 130 on the basis of
the sample advance value M (arrow 170) in an overlapping manner as
previously explained. To be more precise, depending on the concrete
implementation of a windower 110, the windower 110 is configured to
generate the windowed frame, based on a weighing function, which
may for instance comprise a logarithmic dependence to model the
hearing characteristics of the human ear. However, other weighing
functions may also be implemented, such as a weighing function
modeling, the psycho-acoustic characteristics of the human ear.
However, the windower function is implemented in an embodiment of
an analysis filterbank, can, for instance, also be implemented such
that each of the input samples of an input frame is multiplied by a
real-valued windower function comprising real-valued
sample-specific window coefficients.
An example for such an implementation is shown in FIG. 2. To be
more precise, FIG. 2 shows a schematical crude representation of a
possible window function or a windowing function 180, by which the
windower 110, as shown in FIG. 1 generates the windowed frames,
based on the corresponding input frames 130. Depending on the
concrete implementation of an analysis filterbank 100, the windower
110 can furthermore provide windowed frames to the time/frequency
converter 120 in a different way.
Based on each of the input frames 130, the windower 110 is
configured to generate a windowed frame, wherein each of the
windowed frames comprises a plurality of windowed samples. To be
more precise, the windower 110 can be configured in different ways.
Depending on the length of an input frame 130 and depending on the
length of the windowed frame to be provided to the time/frequency
provider 120, several possibilities of how the windower 110 is
implemented to generate the windowed frames can be realized.
If, for instance, an input frame 130 comprises an initial section
160, so that in a case of an embodiment shown in FIG. 2 the first
subsection 150-1 of each of the input frames 130 comprises as many
input values or input samples as the other subsections 150-2 to
150-4, the windower 110 can for instance be configured such that
the windowed frame also comprises the same number of windowed
samples as the input frame 130 comprises input samples of input
values. In this case, due to the structure of the input frames 130,
as described before, all the input samples of the input frame apart
from the input values of the input frames 130 in the initial
section 160 may be processed by the windower 110 based on the
windowing function or the window function as previously described.
The input values of the initial section 160 may, in this case, be
set to a predetermined value or to at least one value in a
predetermined range.
The predetermined value may for instance be an embodiment of some
analysis filterbank 100 equal to the value 0 (zero), whereas in
other embodiments, different values may be desirable. For instance,
it is possible to use, in principle, any value with respect to the
initial section 160 of the input frames 130, which indicates that
the corresponding values are of no significance in terms of the
audio signal. For instance, the predetermined value may be a value
which is outside of a typical range of input samples of an audio
signal. For instance, windowed samples inside a section of the
windowed frame corresponding to the initial section 160 of the
input frame 130 may be set to a value of twice or more the maximum
amplitude of an input audio signal indicating that these values do
not correspond to signals to be processed further. Other values,
for instance negative values of an implementation-specific absolute
value, may also be used.
Moreover, in embodiments of an analysis filterbank 100, windowed
samples of the windowed frames corresponding to the initial section
160 of an input frame 130 can also be set to one or more values in
a predetermined range. In principle, such a predetermined range,
may for instance be a range of small values, which are in terms of
an audio experience meaningless, so that the outcome is audibly
indistinguishable or so that the listening experience is not
significantly disturbed. In this case, the predetermined range may
for instance be expressed as a set of values having an absolute
value, which is smaller than or equal to a predetermined,
programmable, adaptable or fixed maximum threshold. Such a
threshold may for instance be expressed as a power of 10 or a power
or two as 10.sup.s or 2.sup.s, where the is an integer value
depending on the concrete implementation.
However, in principle the predetermined range may also comprise
values, which are larger than some meaningful values. To be more
precise, the predetermined range may also comprise values, which
comprise an absolute value, which is larger than or equal to a
programmable, predetermined or fixed minimum threshold. Such a
minimum threshold may in principle be expressed once again in terms
of a power of two or a power of ten, as 2.sup.s or 10.sup.s,
wherein s is once again an integer depending on the concrete
implementation of an embodiment of an analysis filterbank.
In the case of a digital implementation, the predetermined range
can for instance comprise values which are expressible by setting
or not setting the least significant bit or plurality of least
significant bits in the case of a predetermined range comprising
small values. In the case that the predetermined range comprises
larger values, as previously explained the predetermined range may
comprise values, representable by setting or not setting the most
significant bit or a plurality of most significant bits. However,
the predetermined value as well as the predetermined ranges may
also comprise other values, which can for instance be created based
on the aforementioned values and thresholds by multiplying these
with a factor.
Depending on the concrete implementation of an embodiment of an
analysis filterbank 100, the windower 110 may also be adapted such
that the windowed frames provided at the output 110o do not
comprise windowed samples corresponding to input frames of the
initial sections 160 of the input frames 130. In this case, the
length of the windowed frame and the length of the corresponding
input frames 130, may for instance differ by the length of the
initial section 160. In other words, in this case, the windower 110
may be configured or adapted to disregarding at least a latest
input sample according to the order of the input samples as
previously described in terms of time. In other words, in some
embodiments of an analysis filterbank 100, the windower 110 may be
configured such that one or more or even all input values or input
samples of the initial section 160 of an input frame 130 are
disregarded. In this case, the length of the windowed frame is
equal to the difference between the lengths of the input frame 130
and the length of the initial section 160 of the input frame
130.
As a further option, each of the input frames 130 may not comprise
an initial section 160 at all, as indicated before. In this case,
the first subsection 150-1 differs in terms of the length of the
respective subsection 150, or in terms of the number of input
samples from the other subsections 150-2 to 150-4. In this case,
the windowed frame, may or may not, comprise windowed samples or
windowed values such that a similar first subsection of the
windowed frame corresponding to the first subsection 150-1 of the
input frame 130 comprises the same number as windowed samples or
windowed values as the other subsections corresponding to the
subsections 150 of the input frame 130. In this case, the
additional windowed samples or windowed values can be set to a
predetermined value or at least one value in the predetermined
range, as indicated earlier.
Moreover, the windower 110 may be configured in embodiments of an
analysis filterbank 100 such that both, the input frame 130 and the
resulting windowed frame comprise the same number of values or
samples and wherein both, the input frame 130 and the resulting
windowed frames do not comprise the initial section 160 or samples
corresponding to the initial section 160. In this case, the first
subsection 150-1 of the input frame 130 as well as the
corresponding subsection of the windowed frame comprise less values
or samples compared to the other subsections 150-2 to 150-4 of the
input frame 130 of the corresponding subsections of the windowed
frame.
It should be noted that, in principle, the windowed frame is not
required to correspond either to a length of an input frame 130
comprising an initial section 160, or to an input frame 130 not
comprising an initial section 160. In principle, the windower 110
may also be adapted such that the windowed frame comprises one or
more values or samples corresponding to values of the initial
section 160 of an input frame 130.
In this context, it should also be noted that in some embodiments
of an analysis filterbank 100, the initial section 160 represents
or at least comprises a connected subset of sample indices n
corresponding to a connected subset of input values or input
samples of an input frame 130. Hence, if applicable, also the
windowed frames comprising a corresponding initial section
comprises a connected subset of sample indices n of windowed
samples corresponding to the respective initial section of the
windowed frame, which is also referred to as the starting section
or start section of the windowed frame. The rest of the windowed
frame without the initial section or starting section, which is
sometimes also referred to as the remainder section.
As already previously indicated, the windower 110 can in
embodiments of an analysis filterbank 100 be adapted to generate
the windowed samples of windowed values of a windowed frame not
corresponding to the initial section 160 of an input frame 130, if
present at all, based on a window function which may incorporate
psycho-acoustic models, for instance, in terms of generating the
windowed samples based on a logarithmic calculation based on the
corresponding input samples. However, the windower 110 can also be
adapted in different embodiments of an analysis filterbank 100,
such that each of the windowed samples is generated by multiplying
a corresponding input sample with a sample-specific windowed
coefficient of the window function defined over a definition
set.
In many embodiments of an analysis filterbank 100, the
corresponding windower 110 is adapted such that the window
function, as for instance, described by the window coefficients, is
asymmetric over the definition set with respect to a midpoint of
the definition set. Furthermore, in many embodiments of an analysis
filterbank 100, the window coefficients of the window function
comprise an absolute value of more than 10%, 20% or 30%, 50% of a
maximum absolute value of all window coefficients of the window
function in the first half of the definition set with respect to
the midpoint, wherein the window function comprises less window
coefficients having an absolute value of more than the
aforementioned percentage of the maximum absolute value of the
window coefficients in the second half of the definition set, with
respect to the midpoint. Such a window function is schematically
shown in context of each of the input frames 130 in FIG. 2 as the
window function 180. More examples of window functions will be
described in the context of the FIGS. 5 to 11, including a brief
discussion of spectral and other properties and opportunities
offered by some embodiments of an analysis filterbank as well as a
synthesis filterbank implementing window functions as shown in
these figures and described in passages.
Apart from the windower 110, an embodiment of an analysis
filterbank 100 also comprises the time/frequency converter 120,
which is provided with the windowed frames from the windower 110.
The time/frequency converter 120 is in turn adapted to generate an
output frame or a plurality of output frames for each of the
windowed frames such that the output frame is a spectral
representation of the corresponding windowed frame. As will be
explained in more detail later on, the time/frequency converter 120
is adapted such that the output frame comprises less than half the
number of output values compared to the number of input samples of
an input frame, or compared to half the number of windowed samples
of a windowed frame.
Furthermore, the time/frequency converter 120 may be implemented
such that it is based on a discrete cosine transform and/or a
discrete sine transform such that the number of output samples of
an output frame is less than half the number of input samples of an
input frame. However, more implementation details of possible
embodiments of an analysis filterbank 100 will be outlined
shortly.
In some embodiments of an analysis filterbank, a time/frequency
converter 120 is configured such that it outputs a number of output
samples, which is equal to the number of input samples of a
starting section 150-2, 150-3, 150-4, which is not the starting
section of the first subsection 150-1 of the input frame 130, or
which is identical to the sample advance value 170. In other words,
in many embodiments of an analysis filterbank 100, the number of
output samples is equal to the integer M representing the sample
advance value of a length of the aforementioned subsection 150 of
the input frame 130. Typical values of the sample advance value or
M are in many embodiments 480 or 512. However, it should be noted
that also different integers M can easily be implemented in
embodiments of an analysis filterbank, such as M=360.
Moreover, it should be noted that in some embodiments of an
analysis filterbank the initial section 160 of an input frame 130
or the difference between the number of samples in the other
subsections 150-2, 150-3, 150-4 and the first subsection 150-1 of
an input frame 130 is equal to M/4. In other words, in the case of
an embodiment of an analysis filterbank 100 in which M=480, the
length of the initial section 160 or the aforementioned difference
is equal to 120 (=M/4) samples, whereas in the case of M=512, the
length of the initial section 160 of the aforementioned difference
is equal to 128 (=M/4) in some embodiments of an analysis
filterbank 100. It should, however, be noted that also in this case
different lengths can also be implemented and do not represent a
limit in terms of an embodiment of an analysis filterbank 100.
As also indicated earlier, as the time/frequency converter 120 can
for instance be based on a discrete cosine transform or a discrete
sine transform, embodiments of an analysis filterbank are sometimes
also discussed and explained in terms of parameter N=2M
representing a length of an input frame of a modified discrete
cosine transform (MDCT) converter. In the aforementioned
embodiments of an analysis filterbank 100, the parameter N is hence
equal to 960 (M=480) and 1024 (M=512).
As will be explained in more detail later on, embodiments of an
analysis filterbank 100 may offer as an advantage a lower delay of
a digital audio processing without reducing the audio quality at
all, or somehow significantly. In other words, an embodiment of an
analysis filterbank offers the opportunity of implementing an
enhanced low delay coding mode, for instance in the framework of an
(audio) codec (codec=coder/decoder or coding/decoding), offering a
lower delay, having at least a comparable frequency response and an
enhanced pre-echo behavior compared to many codex available.
Moreover, as will be explained in the context of the embodiments of
a conferencing system in more detail, only a single window function
for all kinds of signals is capable of achieving the aforementioned
benefits in some embodiments of an analysis filterbank and
embodiments of systems comprising an embodiment of an analysis
filterbank 100.
To emphasize, the input frames of embodiments of an analysis
filterbank 100 are not required to comprise the four subsections
150-1 to 150-4 as illustrated in FIG. 2. This only represents one
possibility that has been chosen for the sake of simplicity.
Accordingly, also the windower is not required to be adapted such
that the windowed frames also comprise four corresponding
subsections or the time/frequency converter 120 to be adapted such
that it is capable of providing the output frame based on a
windowed frame comprising four subsections. This has simply been
chosen in the context of FIG. 2 to be capable of explaining some
embodiments of an analysis filterbank 100 in a concise and clear
manner. However, statements in the context of the input frame in
terms of the length of the input frames 130 can also be transferred
to the length of the windowed frames as explained in the context of
the different options concerning the initial section 160 and its
presence in the input frames 130.
In the following, a possible implementation of an embodiment of an
analysis filterbank in view of an error resilient advanced audio
codec low delay implementation (ER AAC LD) will be explained with
respect to modifications in order to adapt the analysis filterbank
of the ER AAC LD to arrive at an embodiment of an analysis
filterbank 100 which is also sometimes referred to as a low-delay
(analysis filterbank). In other words, in order to achieve a
sufficiently reduced or low delay, some modifications to a standard
encoder in the case of an ER AAC LD might be useful, as defined in
the following.
In this case, the windower 110 of an embodiment of an analysis
filterbank 100 is configured to generate the windowed samples
z.sub.in based on the equation or expression
z.sub.i,n=w(N-1-n)x'.sub.i,n, (1) wherein i is an integer
indicating a frame index or a block index of a windowed frame
and/or of an input frame, and wherein n is the integer indicating a
sample index in the range between -N and N-1.
In other words, in embodiments comprising an initial sequence 160
in the framework of the output frames 130, the windowing is
extended to the pass by implementing the expression or equation
above for the sample indices n=N-1, wherein w(n) is a window
coefficient corresponding to a window function as will be explained
in more detail in the context of FIGS. 5 to 11. In the context of
an embodiment of the analysis filterbank 100, the synthesis window
function w is used as the analysis window function by inverting the
order, as can be seen by comparing the argument of the window
function w(n-1-n). The window function for an embodiment of a
synthesis filterbank, as outlined in the context of FIGS. 3 and 4,
may be constructed or generated based on the analysis window
function by mirroring (e.g. with respect to the midpoint of the
definition set) to obtain a mirrored version. In other words, FIG.
5 shows a plot of the low-delay window functions, wherein the
analysis window is simply a time-reverse replica of the synthesis
window. In this context, it should also be noted that x'.sub.i,n
represents an input sample or input value corresponding to the
block index i and the sample index n.
In other words, compared to the aforementioned ER AAC LD
implementation (e.g. in the form of a codec), which is based on a
window length N of 1024 or 960 values based on the sine window, the
window length of the low-delay window comprised in the window 110
of the embodiment of the analysis filterbank 100 is 2N(=4M), by
extending the windowing into the past.
As will be explained in more detail in the context of FIGS. 5 to
11, the window coefficients w(n) for n=0, . . . , 2N-1 may obey the
relations given in table 1 in the annex and table 3 in the annex
for N=960 and N=1024 in some embodiments, respectively. Moreover,
the window coefficients may comprise the values given in the tables
2 and 4 in the annex for N=960 and N=1024 in the case of some
embodiments, respectively.
In terms of the time/frequency converter 120, the core MDCT
algorithm (MDCT=Modified Discrete Cosine Transform) as implemented
in the framework of the ER AAC LD codec is mostly unchanged, but
comprises the longer window as explained, such that n is now
running from -N to N-1 instead of running from zero to N-. The
spectral coefficients or output values of the output frame
X.sub.i,k are generated based on the following equation or
expression
.times..times..function..times..pi..times..times..times..times..times..lt-
oreq.< ##EQU00001## wherein z.sub.i,n is a windowed sample of a
windowed frame or a windowed input sequence of a time/frequency
converter 120 corresponding to the sample index n and the block
index i as previously explained. Moreover, k is an integer
indicating the spectral coefficient index and N is an integer
indicating twice the number of output values of an output frame, or
as previously explained, the window length of one transform window
based on the windows_sequence value as implemented in the ER AAC LD
codec. The integer n.sub.o is an offset value and given by
##EQU00002##
Depending on the concrete length of an input frame 130 as explained
in the context of FIG. 2, the time/frequency converter may be
implemented based on a windowed frame comprising windowed samples
corresponding to the initial section 160 of the input frames 130.
In other words, in the case of M=480 or N=960, the equations above
are based on windowed frames comprising a length of 1920 windowed
samples. In the case of an embodiment of an analysis filterbank 100
in which the windowed frames do not comprise windowed samples
corresponding to the initial section 160 of the input frames, 130,
the windowed frames comprise the length of 1800 windowed samples in
the aforementioned case of M=480. In this case the equations given
above can be adapted such that the corresponding equations are
carried out. In the case of the windower 110, this can for instance
lead to the sample index n running from the -N, . . . , 7N/8-1 in
the case of M/4=N/8 windowed samples missing in the first
subsection, compared to the other subsections of the windowed frame
as previously explained.
Accordingly, in the case of a time/frequency converter 120, the
equation given above can easily be adapted by modifying the
summation indices accordingly to not incorporate the windowed
samples of the initial section or starting section of the windowed
frame. Of course, further modifications can easily be obtained
accordingly in the case of a different length of the initial
section 160 of the input frames 130 or in the case of the
difference between the length of the first subsection and the other
subsections of the windowed frame, as also previously
explained.
In other words, depending on the concrete implementation of an
embodiment of an analysis filterbank 100, not all calculations as
indicated by the expressions and equations above are required to be
carried out. Further embodiments of an analysis filterbank may also
comprise an implementation in which the number of calculations can
be even more reduced, in principle, leading to a higher
computational efficiency. An example in the case of the synthesis
filterbank will be described in the context of FIG. 19.
In particular, as will also be explained in the context of an
embodiment of a synthesis filterbank, an embodiment of an analysis
filterbank 100 can be implemented in the framework of a so-called
error resilient advanced audio codec enhanced low-delay (ER AAC
ELD) which is derived from the aforementioned ER AAC LD codec. As
described, the analysis filterbank of the ERAAC LD codec is
modified to arrive at an embodiment of an analysis filterbank 100
in order to adopt the low-delay filterbank as an embodiment of an
analysis filterbank 100. As will be explained in more detail, the
ER AAC ELD codec comprising an embodiment of an analysis filterbank
100 and/or an embodiment of a synthesis filterbank, which will be
explained in more detail later on, provides the ability to extend
the usage of generic low bitrate audio coding to applications
requiring a very low delay of the encoding/decoding chain. Examples
come for instance from the field of full-duplex real-time
communications, in which different embodiments can be incorporated,
such as embodiments of an analysis filterbank, a synthesis
filterbank, a decoder, and encoder, a mixer and a conferencing
system.
Before describing further embodiments of the present invention in
more detail, it should be noted that objects, structures and
components with the same or similar functional property are denoted
with the same reference signs. Unless explicitly noted otherwise,
the description with respect to objects, structures and components
with similar or equal functional properties and features can be
exchanged with respect to each other. Furthermore, in the following
summarizing reference signs for objects, structures or components
which are identical or similar in one embodiment or in a structure
shown in one of the figures, will be used, unless properties or
features of a specific object, structure or component are
discussed. As an example, in the context of the input frames 130
summarizing reference signs have already been incorporated. In the
description relating to the input frames in FIG. 2, if a specific
input frame was referred to, the specific reference sign of that
input frame, e.g. 130-k was used, whereas in the case of all input
frames or one input frame, which is not specifically distinguished
from the others is referred to, the summarizing reference signs 130
has been used. Using summarizing reference signs thereby enable a
more compact and clearer description of embodiments of the present
invention.
Moreover, in this context it should be noted that in the framework
of the present application, a first component which is coupled to a
second component can be directly connected or connected via a
further circuitry or further component to the second component. In
other words, in the framework of the present application, two
components being close to each other comprise the two alternatives
of the components being directly connected to each other or via a
further circuitry of a further component.
FIG. 3 shows an embodiment of a synthesis filterbank 200 for
filtering a plurality of input frames, wherein each input frame
comprises a number of ordered input values. The embodiment of the
synthesis filterbank 200 comprises a frequency/time converter 210,
a windower 220 and an overlap/adder 230 coupled in series.
A plurality of input frames provided to the embodiment of the
synthesis filter bank 200 will be processed first by the
frequency/time converter 210. It is capable of generating a
plurality of output frames based on the input frames so that each
output frame is a time representation of the corresponding input
frame. In other words, the frequency/time converter 210 performs a
transition for each input frame from the frequency-domain to the
time-domain.
The windower 220, which is coupled to the frequency/time converter
210, is then capable of processing each output frame as provided by
the frequency/time converter 210 to generate a windowed frame based
on this output frame. In some embodiments of a synthesis filterbank
200, the windower 220 is capable of generating the windowed frames
by processing each of the output samples of each of the output
frames, wherein each windowed frame comprises a plurality of
windowed samples.
Depending on the concrete implementation of an embodiment of a
synthesis filterbank 200, the windower 220 is capable of generating
the windowed frames based on the output frames by weighing the
output samples based on a weighing function. As previously
explained in the context of the windower 110 in FIG. 1, the
weighing function may, for instance, be based on a psycho-acoustic
model incorporating the hearing capabilities or properties of the
human ear, such as the logarithmic dependency of the loudness of an
audio signal.
Additionally or alternatively, the windower 220 may also generate
the windowed frame based on the output frame by multiplying each
output sample of an output frame with a sample-specific value of a
window, windowing function or window function. These values are
also referred to as window coefficients or windowing coefficients.
In other words, the windower 220 may be adapted in at least some
embodiments of a synthesis filterbank 200 to generate the windowed
samples of a windowed frame by multiplying these with a window
function attributing a real-valued window coefficient to each of a
set of elements of a definition set.
Examples of such window functions will be discussed in more detail
in the context of FIGS. 5 to 11. Moreover, it should be noted that
these window function may be asymmetric or non-symmetric with
respect to a midpoint of the definition set, which in turn is not
required to be an element of the definition set itself.
Moreover, the windower 220 generates the plurality of windowed
samples for a further processing in an overlapping manner based on
a sample advance value by the overlap/adder 230, as will be
explained in more detail in the context of FIG. 4. In other words,
each of the windowed frames comprises more than twice the number of
windowed samples compared to a number of added samples as provided
by the overlap/adder 230 coupled to an output of the windower 220.
As a consequence, the overlap/adder is than capable of generating
an added frame in an overlapping manner by adding up at least three
windowed samples from at least three different windowed frames for
at least some of the added samples in embodiments of a synthesis
filterbank 200.
The overlap/adder 230 coupled to the windower 220 is then capable
of generating or providing an added frame for each newly received
windowed frame. However, as previously mentioned, the overlap/adder
230 operates the windowed frames in an overlapping manner to
generate a single added frame. Each added frame comprises a start
section and a remainder section, as will be explained in more
detail in the context of FIG. 4, and comprises furthermore a
plurality of added samples by adding at least three windowed
samples from at least three different windowed frames for an added
in the remainder section of an added frame and by adding at least
two windowed samples from at least two different windowed frames
for an added samples in the starting section. Depending on the
implementation, the number of windowed samples added to obtain an
added sample in the remainder section may be at least one sample
higher compared to the number of windowed samples added to obtain
an added sample in the start section.
Alternatively or additionally and depending on the concrete
implementation of an embodiment of a synthesis filterbank 200, the
windower 220 may also be configured to disregard the earliest
output value according to the order of the ordered output samples,
to setting the corresponding windowed samples to a predetermined
value or to at least a value in the predetermined range for each
windowed frame of the plurality of windowed frames. Moreover, the
overlap/adder 230 may in this case be capable of providing the
added sample in the remainder section of an added frame, based on
at least three windowed samples from at least three different
windowed frames and an added sample in the starting section based
on at least two windowed samples from at least two different
windowed frames, as will be explained in the context of FIG. 4.
FIG. 4 shows a schematic representation of five output frames 240
corresponding to the frame indices k, k-1, k-2, k-3 and k+1, which
are labeled accordingly. Similar to the schematic representation
shown in FIG. 2, the five output frames 240 shown in FIG. 4 are
arranged according to their order with respect to time as indicated
by an arrow 250. With reference to the output frame 240-k, the
output frames 240-(k-1), 240-(k-2) and 240-(k-3) refer to past
output frames 240. Accordingly, the output frame 240-(k+1) is with
respect to the output frame 240-k a following or future output
frame.
As already discussed in the context of the input frames 130 in FIG.
2, also the output frames 240 shown in FIG. 4 comprise, in the case
of the embodiment shown in FIG. 4, four subsets 260-1, 260-2, 260-3
and 260-4 each. Depending on the concrete implementation of the
embodiment of a synthesis filterbank 200, the first subsection
260-1 of each of the output frames 240, may or may not, comprise an
initial section 270, as was already discussed in the framework of
FIG. 2 in the context of the initial section 160 of the input
frames 130. As a consequence, the first subsection 260-1 may be
shorter compared to the other subsections 260-2, 260-3 and 260-4 in
the embodiment illustrated in FIG. 4. The other subsections 260-2,
260-3 and 260-4, however, comprise each a number of output samples
equal to the aforementioned sample advance value M.
As described in the context of FIG. 3, the frequency/time converter
210 is in the embodiment shown in FIG. 3 provided with a plurality
of input frames on the basis of which the frequency/time converter
210 generates a plurality of output frames. In some embodiments of
a synthesis filterbank 200, the length of each of each of the input
frames is identical to the sample advance value M, wherein M is
once again a positive integer. The output frames generated by the
frequency/time converter 210 however do comprise at least more than
twice the number of input values of an input frame. To be more
precise, in an embodiment in accordance with the situation shown in
FIG. 4, the output frames 240 comprise even more than three times
the number of output samples compared to the number of input
values, each of which also comprises in embodiments related to the
shown situation M input values. As a consequence, the output frames
can be divided into subsections 260, wherein each of the
subsections 260 of the output frames 240 (optionally without the
first subsection 260-1, as discussed earlies) comprise M output
samples. Moreover, the initial section 270 may in some embodiments
comprise M/4 samples. In other words, in the case of M=480 or
M=512, the initial section 270, if present at all, may comprise 120
or 128 samples or values.
In yet other words, as explained in the context of the embodiments
of the analysis filterbank 100 before, the sample advance value M
is also identical to the lengths of the subsections 260-2, 260-3
and 260-4 of the output frames 240. Depending on the concrete
implementation of an embodiment of a synthesis filterbank 200, also
the first subsection 260-1 of the output frame 240 can comprise M
output samples. If, however, the initial section 270 of the output
frame 240 does not exist, the first subsection 260-1 of each of the
output frames 240 is shorter than the remaining subsections 260-2
to 260-4 of the output frames 240.
As previously mentioned, the frequency/time converter 210 provides
to the windower 220 a plurality of the output frames 240, wherein
each of the output frames comprises a number of output samples
being larger than twice the sample advance value M. The windower
220 is then capable of generating windowed frames, based on the
current output frame 240, as provided by the frequency/time
converter 210. More explicitly, each of the windowed frames
corresponding to an output frame 240 is generated based on the
weighing function, as previously mentioned. In an embodiment based
on the situation shown in FIG. 4, the weighing function is in turn
based upon a window function 280, which is schematically shown over
each of the output frames 240. In this context, it should also be
noted that the window function 280 does not yield any contribution
for output samples in the initial section 270 of the output frame
240, if present.
However, as a consequence, depending on the concrete
implementations of different embodiments of a synthesis filterbank
200, different cases have to be considered once again. Depending on
the frequency/time converter 210, the windower 220 may be adapted
or configured quite differently.
If, for instance, on the one hand, the initial section 270 of the
output frames 240 is present such that also the first subsections
260-1 of the output frames 240 comprise M output samples, the
windower 220 can be adapted such that it may or may not generate
windowed frames based on the output frames comprising the same
number of windowed samples. In other words, the windower 220 can be
implemented such that it generates windowed frames also comprising
an initial section 270, which can be implemented, for instance, by
setting the corresponding windowed samples to a predetermined value
(e.g. 0, twice a maximum allowable signal amplitude, etc.) or to at
least one value in a predetermined range, as previously discussed
in the context of FIGS. 1 and 2.
In this case, both, the output frame 240 as well as the windowed
frame based upon the output frame 240, may comprise the same number
of samples or values. However the windowed samples in the initial
section 270 of the windowed frame do not necessarily depend on the
corresponding output samples of the output frame 240. The first
subsection 260-1 of the windowed frame is, however, with respect to
the samples not in the initial section 270 based upon the output
frame 240 as provided by the frequency/time converter 210.
To summarize, if at least one output sample of the initial section
270 of an output frame 240 is present, the corresponding windowed
sample may be set to a predetermined value, or to a value in a
predetermined range, as was explained in the context of the
embodiment of an analysis filterbank illustrated in FIGS. 1 and 2.
In the case of the initial section 270 comprises more than one
windowed sample, the same may also be true for this or these other
windowed samples or values of the initial section 270.
Moreover, the windower 220 may be adapted such that the windowed
frames do not comprise an initial section 270 at all. In the case
of such an embodiment of a synthesis filterbank 200, the windower
220 can be configured to disregard the output samples of the output
frames 240 in the initial section 270 of the output frame 240.
In any of these cases, depending on the concrete implementation of
such an embodiment, the first subsection 260-1 of a windowed frame
may or may not comprise the initial section 270. If an initial
section of the windowed frame exists, the windowed samples or
values of this section are not required to depend on the
corresponding output samples of the respective output frame at
all.
On the other hand, if the output frame 240 does not comprise the
initial section 270, the windower 220 may also be configured to
generate a windowed frame based on the output frame 240 comprising
or not comprising an initial section 270 itself. If the number of
output samples of the first subsection 260-1 is smaller than the
sample advance value M, the windower 220 may in some embodiments of
a synthesis filterbank 200 be capable of setting the windowed
samples corresponding to the "missing output samples" of the
initial section 270 of the windowed frame to the predetermined
value or to at least one value in the predetermined range. In other
words, the windower 220 may in this case be capable of filling up
the windowed frame with the predetermined value or at least one
value in the predetermined range so that the resulting windowed
frame comprises a number of windowed samples, which is an integer
multiple of the sample advance value M, the size of an input frame
or the length of an added frame.
However, as a further option, which might be implemented, both the
output frames 240 and the windowed frames might not comprise an
initial section 270 at all. In this case the windower 220 may be
configured to simply weigh at least some of the output samples of
the output frame to obtain the windowed frame. Additionally or
alternatively, the windower 220 might employ a window function 280
or the like.
As previously explained in the context of the embodiment of the
analysis filterbank 100 shown in FIGS. 1 and 2, the initial section
270 of the output frames 240 corresponds to the earliest samples in
the output frame 250 in the sense that these values correspond to
the "freshest" samples having the smallest sample index. In other
words, considering all output samples of the output frame 240,
these samples refer to samples corresponding to a smallest amount
of time will have elapsed when playing back a corresponding added
sample as provided by the overlap/adder 230 compared to the other
output samples of the output frame 240. In other words, inside the
output frame 240 and inside each of the subsections 260 of the
output frame, the freshest output samples correspond to a position
left in the respective output frame 240 or subsection 260. In yet
other words, the time as indicated by the arrow 250 corresponds to
the sequence of output frames 240 and not to the sequence of output
samples inside each of the output frames 240.
However, before describing the processing of the windowed frames
240 by the overlap/adder 230 in more detail, it should be noted
that in many embodiments of the synthesis filterbank 200, the
frequency/time converter 210 and/or the windower 220 are adapted
such that the initial section 270 of the output frame 240 and the
windowed frame are either completely present, or not present at
all. In the first case, the number of output or windowed samples in
the first subsection 260-1 is accordingly equal to the number of
output samples in an output frame, which is equal to M. However,
embodiments of a synthesis filterbank 200 can also be implemented,
in which the either or both of the frequency/time converter 210 and
the windower 220 may be configured such that the initial section
270 is present, but the number of samples in the first subsection
260-1 is yet smaller than the number of output samples in an output
frame of a frequency/time converter 210. Moreover, it should be
noted that in many embodiments all samples or values of any of the
frames are treated as such, although of course only a single or a
fraction of the corresponding values or samples may be
utilized.
The overlap/adder 230 coupled to the windower 220 is capable of
providing an added frame 290, as shown at the bottom of FIG. 4,
which comprises a start section 300 and a remainder section 310.
Depending on the concrete implementation of an embodiment of a
synthesis filterbank 200, the overlap/adder 230 can be implemented
such that an added sample as comprised in the added frame in the
start section is obtained by adding at least two windowed samples
of at least two different windowed frames. To be more precise, as
the embodiments shown in FIG. 4 is based on four subsections 260-1
to 260-4 in the case of each output frames 240 and the
corresponding windowed frames, an added sample in the start section
300 is based upon three or four windowed samples or values from at
least three or four different windowed frames, respectively, as
indicated by an arrow 320. The question, whether three or four
windowed samples will be used in the case of the embodiment used in
FIG. 4 depends on the concrete implementation of the embodiment in
terms of the initial section 270 of the windowed frame based on the
corresponding output frame 240-k.
In the following, with reference to FIG. 4, one might think of the
output frames 240 as shown in FIG. 4 as the windowed frames
provided by the windower 220 based on the respective output frames
240, as the windowed frames are obtained in the situation
illustrated in FIG. 4 by multiplying at least the output samples of
the output frames 240 outside the initial section 270 with values
derived from the window function 280. Hence, in the following with
respect to the overlap/adder 230, the reference sign 240 may also
be used for a windowed frame.
In the case of the windower 220 being adapted such that the
windowed samples in an existing initial section 270 is set to a
predetermined value or a value in the predetermined range, the
windowed sample or windowed value in the initial section 270 may be
utilized in adding up the remaining three added samples from the
second subsection of the windowed frame 240-(k-1) (corresponding to
the output frame 240-(k-1)), the third subsection from the windowed
frame 240-(k-2) (corresponding to the output frame 240-(k-2)) and
the fourth subsection of the windowed frame 240-(k-3)
(corresponding to the output frame 240-(k--3)), if the
predetermined value or the predetermined range are such that
summing up the windowed sample from the initial section 270 of the
windowed frame 240-k (corresponding to the output frame 240-k) does
not significantly disturb or alter the outcome.
In the case that the windower 220 is adapted such that an initial
section 270 does not exist in the case of a windowed frame, the
corresponding added sample in the start section 300 is normally
obtained by adding the at least two windowed samples from the at
least two windowed frames. However, as the embodiment shown in FIG.
4 is based upon a windowed frame comprising four subsections 260
each, in this case, the added sample in the start section of the
added frame 290 is obtained by adding up the aforementioned three
windowed samples from the windowed frames 240-(k-1), 240-(k-2) and
240-(k-3).
This case can, for instance, be caused by the windower 220 being
adapted such that a corresponding output sample of an output frame
is disregarded by the windower 220. Moreover, it should be noted
that if the predetermined value or the predetermined range
comprises values, which would lead to a disturbance of the added
sample, the overlap/adder 230 may be configured such that the
corresponding windowed sample is not taken into consideration for
adding up the respective windowed sample to obtain the added
sample. In this case, windowed samples in the initial section 270
may also be considered to be disregarded by the overlap/adder, as
the corresponding windowed samples will not be used to obtain the
added sample in the start section 300.
In terms of an added sample in the remainder section 310, as
indicated by arrow 330 in FIG. 4, the overlap/adder 230 is adapted
to adding up at least three windowed samples from at least three
different windowed frames 240 (corresponding to three different
output frames 240). Once again, due to the fact that a windowed
frame 240 in the embodiment shown in FIG. 4 comprises four
subsections 260, an added sample in the remainder section 310 will
be generated by the overlap/adder 230 by adding up four windowed
samples from four different windowed frames 240. To be more
precise, an added sample in the remainder section 310 of the added
frame 290 is obtained by the overlap/adder 230 by adding up the
corresponding windowed sample from the first section 260-1 of the
windowed frame 240-k, from the second subsection 260-2 of the
windowed frame 240-(k-1) of the third subsection 260-3 from the
windowed frame 240-(k-2) and from the fourth subsection 260-4 from
the windowed frame 240-(k-3).
As a consequence of the described overlap/add procedure as
described, the added frame 290 comprises M=N/2 added samples. In
other word, the sample advance value M is equal to the length of
the added frame 290. Moreover, at least in terms of some
embodiments of an synthesis filterbank 200, also the length of an
input frame is, as mentioned before, equal to the sample advance
value M.
The fact that in the embodiment shown in FIG. 4, at least three or
four windowed samples are utilized to obtain an added sample in the
start section 300 and the remainder section 310 of the added frame,
respectively, is has been chosen for the sake of simplicity only.
In the embodiment shown in FIG. 4, each of the output/windowed
frames 240 comprises four starting sections 260-1 to 260-4.
However, in principle, an embodiment of the synthesis filterbank
can easily be implemented in which an output or windowed frame only
comprises one windowed sample more than twice the number of added
samples of an added frame 290. In other words, an embodiment of a
synthesis filterbank 200 can be adapted such that each windowed
frame only comprises 2M+1 windowed samples.
As explained in the context of an embodiment of an analysis
filterbank 100, an embodiment of a synthesis filterbank 200 can
also be incorporated in the framework of an ER AAC ELD codec
(codec=coder/decoder) by a modification of an ER AAC LD codec.
Therefore, an embodiment of a synthesis filter 200 may be used in
the context of an AAC LD codec in order to define a low bitrate and
low delay audio coding/decoding system. For instance, an embodiment
of a synthesis filterbank may be comprised in a decoder for the ER
AAC ELD codec along with an optional SBR tool (SBR=Spectral Bank
Replication). However, in order to achieve a sufficiently low
delay, some modifications might be advisable to implement compared
to an ER AAC LD codec to arrive at an implementation of an
embodiment of a synthesis filterbank 200.
The synthesis filterbank of the aforementioned codecs can be
modified in order to adapt an embodiment of a low (synthesis)
filterbank, wherein the core IMDCT algorithm (IMDCT=Inverse
Modified Discrete Cosine Transform) may remain mostly unchanged in
terms of the frequency/time converter 210. However, compared to an
IMDCT frequency/time converter, the frequency/time converter 210
can be implemented with a longer window function, such that the
sample index n is now running up to 2N-1, rather than up to
N-1.
To be more precise, the frequency/time converter 210 can be
implemented such that it is configured to provide output values
x.sub.i,n based on an expression
.times..times..times..function..function..function..times..pi..times.
##EQU00003## .times..times..ltoreq.<.times. ##EQU00003.2##
wherein n is, as previously mentioned, an integer indicating a
sample index, i is an integer indicating a window index, k is a
spectral coefficient index, N is a window length based on the
parameter windows_sequence of an ER AAC LD codec-implementation
such that the integer N is twice the number of added samples of an
added frame 290. Moreover, n.sub.0 is an offset value given by
##EQU00004## wherein spec[i][k] is an input value corresponding to
the spectral coefficient index k and the window index I of the
input frame. In some embodiments of a synthesis filterbank 200, the
parameter N is equal to 960 or 1024. However, in principle, the
parameter N can also acquire any value. In other words, further
embodiments of a synthesis filterbank 200 may operate based on a
parameter N=360 or other values.
The windower 220 and the overlap/adder 230 may also be modified
compared to the windowing and overlap/adds implemented in the
framework of an ER AAC LD codec To be more precise, compared to the
aforementioned codec, the length N of a window function is replaced
by a length 2N window function with more overlap in the past and
less overlap in the future. As will be explained in the context of
the following FIGS. 5 to 11, in embodiments of a synthesis
filterbank 200, window functions comprising M/4=N/8 values or
window coefficients may actually be set to zero. As a consequence,
these window coefficients correspond to the initial sections 160,
270 of the respective frames. As previously explained, this section
is not required to be implemented at all. As a possible
alternative, the corresponding modules (e.g. the windowers 110,
220) may be constructed such that multiplying with a value zero is
not required. As explained earlier, the windowed samples may be set
to zero or disregarded, to mention only two possible
implementation-related differences of embodiments.
Accordingly, the windowing performed by the windower 220 in the
case of such an embodiment of a synthesis filterbank comprising
such a low delay window function can be implemented according to
z.sub.i,n=w(n)x.sub.i,n, wherein the window function with window
coefficients w(n) now has a length of 2N window coefficients.
Hence, the sample index runs from N=0 to N=2N-2, wherein relations
as well as values of the window coefficients of different window
functions are comprised in the tables 1 to 4 in the annex for
different embodiments of a synthesis filterbank.
Moreover, the overlap/adder 230 can furthermore be implemented
according to or based on the expression or equation
##EQU00005## .times..times..ltoreq.< ##EQU00005.2## wherein the
expressions and the equations given before might be slightly
altered depending on the concrete implementation of an embodiment
of a synthesis filterbank 200. In other words, depending on the
concrete implementation, especially in view of the fact that a
windowed frame does not necessarily comprise an initial section,
the equations and expressions given above might, for instance, be
altered in terms of the borders of the summing indices to exclude
windowed samples of the initial section in the case an initial
section is not present or comprises trivial windowed samples (e.g.
zero-valued samples). In other words, by implementing at least one
of an embodiment of an analysis filterbank 100 or of a synthesis
filterbank 200, an ER AAC LD codec optionally with an appropriate
SBR tool can be implemented to obtain an ER AAC ELD codec, which
can, for instance, be used to achieve a low bitrate and/or low
delay audio coding and decoding system. An overview of an end coder
and a decoder will be given in the framework of FIGS. 12 and 13,
respectively.
As already indicated several times, both embodiments of an analysis
filterbank 100 and of a synthesis filterbank 200 may offer the
advantage of enabling an enhanced low delay coding mode by
implementing a low delay window function in the framework of an
analysis/synthesis filterbank 100, 200 as well as in the framework
of embodiments of an encoder and decoder. By implementing an
embodiment of an analysis filterbank or a synthesis filterbank,
which may comprise one of the window functions, which will be
described in more detail in the context of FIGS. 5 to 11, several
advantages may be achieved depending on the concrete implementation
of an embodiment of a filterbank comprising a low delay window
function. Referring to the context of FIG. 2, an implementation of
an embodiment of a filterbank may be capable of producing the delay
compared to the codec based on orthogonal windows, which are used
in all state-off-the-art codex. For instance, in the case of the
system based on the parameter N=960, the delay reduction from 960
samples, which equals a delay of 20 ms at a sampling frequency of
48 kHz, to 700 samples can be realized, which is equal to a delay
of 15 ms at the same sampling frequency. Moreover, as will be
shown, the frequency response of an embodiment of a synthesis
filterbank and/or of an analysis filterbank is very similar to the
filterbank using a sign window. In comparison to a filterbank
employing the so-called low overlap window, the frequency response
is even much better. Furthermore, the pre-echo behavior is similar
to the low-overlap window, so that an embodiment of a synthesis
filterbank and/or of an analysis filterbank can represent an
excellent trade-off between quality and low delay depending on the
concrete implementation of an embodiment of the filterbanks. As a
further advantage, which may, for instance, be employed in the
framework of an embodiment of a conferencing system, is that only
one window function can be used to process all kinds of
signals.
FIG. 5 shows a graphical representation of a possible window
function, which can, for instance, be employed in the framework of
a windower 110, 220 in the case of an embodiment of an analysis
filterbank 100 and in the case of a synthesis filterbank 200. To be
more precise, the window functions shown in FIG. 5 correspond to an
analysis window function for M=480 bands or a number of output
samples in the case of an embodiment of an analysis filterbank in
the upper graph. The lower graph of FIG. 5 shows the corresponding
synthesis window function for an embodiment of a synthesis
filterbank. As both window functions shown in FIG. 5 correspond to
M=480 bands or samples of an output frame (analysis filterbank) and
an added frame (synthesis filterbank), the window functions shown
in FIG. 5 comprise the definition set of 1920 values each with
indices n=0, . . . 1919.
Moreover, as the two graphs in FIG. 5 clearly show, with respect to
a midpoint of the definition set, which is in the case here not
part of the definition set itself, as the midpoint lies between the
indices N=959 and N=960, both window functions comprise a
significant higher number of window coefficients in one half of the
definition set with respect to the aforementioned midpoint having
absolute values of the window coefficients, which are larger than
10%, 20%, 30% or 50% of the maximum absolute value of all window
coefficients. In the case of the analysis window function in the
upper graph of FIG. 5, the respective half of the definition set is
the definition set comprising the indices N=960, . . . 1919,
whereas in the case of the synthesis window function in the lower
graph of FIG. 5, the respective half of the definition set with
respect to the midpoint comprises the indices N=0, . . . , 959. As
a consequence, with respect to the midpoint, both the analysis
window function and the synthesis window function are strongly
asymmetric.
As already shown in the context of both the windower 110 of an
embodiment of the analysis filterbank as well as in the case of the
windower 220 of the embodiment of the synthesis filterbank, the
analysis window function and the synthesis window function are in
terms of the indices an inverse of each other.
An important aspect with respect to the window function shown in
the two graphs in FIG. 5 is that in the case of the analysis window
shown in the upper graph, the last 120 windowing coefficients and
in the case of the synthesis window function in the bottom graph in
FIG. 5, the first 120 window coefficients are set to zero or
comprise an absolute value so that they can be considered to be
equal to 0 within a reasonable accuracy. In other words, the
aforementioned 120 windowing coefficients of the two window
functions can therefore be considered to cause an appropriate
number of samples to be set to at least one value in a
predetermined range by multiplying the 120 window coefficients with
the respective samples. In other words, depending on the concrete
implementation of embodiments of an analysis filterbank 100 or a
synthesis filterbank 200, the 120 zero-valued windowed coefficients
will result in creating the initial section 160, 270 of the
windowed frames in embodiments of an analysis filterbank and a
synthesis filterbank, if applicable, as previously explained.
However, even if the initial sections 160, 270 are not present, the
120 zero-valued window coefficients can be interpreted by the
windower 110 by the time/frequency converter 120, by the windower
220 and by the overlap/adder 230 in embodiments of an analysis
filterbank 100 and a synthesis filterbank 200 to treat or process
the different frames accordingly, even in the case that the initial
sections 160, 270 of the appropriate frames are not present at
all.
By implementing an analysis window function or a synthesis window
function as shown in FIG. 5 comprising 120 zero-valued windowing
coefficients in the case of M=480 (N=960), appropriate embodiments
of an analysis filterbank 100 and a synthesis filterbank 200 will
be established in which the initial sections 160, 270 of the
corresponding frames comprise M/4 samples or the corresponding
first subsections 150-1, 260-1 comprise M/4 values or samples less
than the other subsections, to put it in more general terms.
As previously mentioned, the analysis window function shown in the
upper graph of FIG. 5 and the synthesis window function shown in
the lower graph of FIG. 5 represents low-delay window functions for
both an analysis filterbank and a synthesis filterbank. Moreover,
both the analysis window function and the synthesis window function
as shown in FIG. 5 are mirrored versions of each other with respect
to the aforementioned midpoint of the definition set of which both
window functions are defined.
It should be noted that the usage of the low-delay window and/or
employing an embodiment of an analysis filterbank or a synthesis
filterbank in many cases do not result in any noticeable increase
in computational complexity and only a marginal increase in storage
requirements, as will be outlined later on during the complexity
analysis.
The window functions shown in FIG. 5 comprise the values given in
table 2 in the annex, which have been put there for the sake of
simplicity only. However, by far, it is not necessary for an
embodiment of an analysis filterbank or a synthesis filterbank
operating on a parameter M=480 to comprise the exact values given
in table 2 in the annex. Naturally, the concrete implementation of
an embodiment of an analysis filterbank or a synthesis filterbank
can easily employ varying window coefficients in the framework of
appropriate window functions, so that, in many cases, employing
window coefficients will suffice, which employ, in the case of
M=480, the relations given in table 1 in the annex.
Moreover, in many embodiments having filter coefficients, window
coefficients as well as lifting coefficients, which will be
subsequently introduced, the Figs. given are not required to be
implemented as precisely as given. In other words, in other
embodiments of an analysis filterbank as well as a synthesis
filterbank and related embodiments of the present invention, also
other window functions may be implemented, which are filter
coefficients, window coefficients and other coefficients, such as
lifting coefficients, which are different from the coefficients
given below in the annex, as long as the variations are within the
third digit following the comma or in higher digits, such as the
fourth, fifth, etc. digits.
Considering the synthesis window function in the bottom graph of
FIG. 5, as previously mentioned, the first M/4=120 window
coefficients are set to zero. Afterwards, approximately until index
350, the window function comprises a steep rise, which is followed
by more moderate rise up to an index of approximately 600. In this
context, it should be noted that around an index of 480 (=M), the
window function becomes larger than unity or larger than one.
Following index 600 until approximately sample 1100, the window
function falls back from its maximum value to a level of less than
0.1. Over the rest of the definition set, the window function
comprises slight oscillations around the value 0.
FIG. 6 shows a comparison of the window function as shown in FIG. 5
in the case of an analysis window function in the upper graph of
FIG. 6, and in the case of a synthesis window function in the lower
graph of FIG. 6. Moreover, as a dotted line, two graphs also
comprise the so-called sine window function, which is for instance,
employed in the aforementioned ER AAC codecs AAC LC and AAC LD. The
direct comparison of the sine window and the low-delay window
function as shown in the two graphs of FIG. 6 illustrate the
different time objects of the time window as explained in the
context of FIG. 5. Apart from the fact that the sine window is only
defined over 960 samples, the most striking difference between the
two window functions shown in the case of an embodiment of an
analysis filterbank (upper graph) and in the case of a synthesis
filterbank (lower graph) is that the sine window frame function is
symmetric about its respective midpoint of the shortened definition
set and comprises in the first 120 elements of the definition set
(mostly) window coefficients being larger than zero. In contrast,
as previously explained, the low-delay window comprises 120
(ideally) zero-valued windowed coefficients and is significantly
asymmetric with respect its respective midpoint of the prolonged
definition set compared to the definition set of the sine
window.
There is a further difference, which distinguishes the low-delay
window from the sine window, while both windows approximately
acquire a value of approximately 1 and a sample index of 480 (=M),
the low-delay window function reaches a maximum of more than one
approximately 120 samples after becoming larger than 1 and a sample
index of approximately 600 (=M+M/4; M=480), while the symmetric
sine window decreases symmetrically down to 0. In other words, the
samples which will be treated, for instance by multiplying with
zero in a first frame will be multiplied in the following frame
with values greater than 1 due to the overlapping mode of operation
and the sample advantage value of M=480 in these cases.
A further description of further low-delay windows will be given,
which can for instance be employed in other embodiments of an
analysis filterbank or a synthesis filterbank 200, the concept of
the delay reduction which is achievable with the window functions
shown in FIGS. 5 and 6 will be explained with reference to the
parameter M=480, N=960 having M/4=120 zero-valued or sufficiently
low values. In the analysis window shown in the upper graph of FIG.
6, the parts that access future input values (sample indices 1800
to 1920) is reduced by 120 samples. Correspondingly, in the
synthesis window in the lower graph of FIG. 6, the overlap with
past output samples, which would require a corresponding delay in
the case of a synthesis filterbank is reduced by another 120
samples. In other words, in the case of a synthesis window the
overlap with the past output samples, which is needed to complete
the overlap/add operation or to finish the overlap/add along with
the reduction of 120 samples in the case of an analysis window will
be resulting an overall delay reduction of 240 samples in the case
of a system comprising both embodiments of an analysis filterbank
and a synthesis filterbank.
The extended overlap, however, does not result in any additional
delay as it only involves adding values from the past, which can
easily be stored without causing additional delay, at least on the
scale of the sampling frequency. A comparison of the time of sets
of the traditional sine window and the low-delay window shown in
FIGS. 5 and 6 illustrate this.
FIG. 7 comprises in three graphs, three different window functions.
To be more precise, the upper graph of FIG. 7 shows the
aforementioned sine window, whereas the middle graph shows the
so-called low-overlap window and the bottom graph shows the
low-delay window. However, the three windows shown in FIG. 7
correspond to a sample advance value or parameter M=512
(N=2M=1024). Once again, the sine window as well as the low-overlap
window in the two topmost graphs in FIG. 7 are defined only over
limited or shortened definition sets comprising 1024 sample indices
as compared to the low delay window function as shown in the bottom
graph of FIG. 7, which is defined over 2048 sample indices.
The plots of the window shapes of a sine window, the low-overlap
window and the low-delay window in FIG. 7 comprise more of less the
same characteristics as previously discussed in terms of the sine
window and the low delay window. To be more precise, the sine
window (top graph in FIG. 7) is once again symmetric with regard to
the appropriate midpoint of the definition set lying between
indices 511 and 512. The sine window acquires a maximum value at
approximately the value M=512 and drops down from the maximum value
back to zero again at the border of the definition set.
In the case of the low-delay window shown in the bottom graph of
FIG. 7, this low-delay window comprises 128 zero-valued window
coefficients, which is once again a quarter of the sample advance
value M. Moreover, the low-delay window acquires a value of
approximately 1 at a sample index M, while the maximum value of the
window coefficients is acquired approximately 128 sample indices n
after becoming larger than one in terms of an increasing index
(around index 640). Also with respect to the other features of the
plot of the window function, the window function for M=512 in the
bottom graph of FIG. 7 does not significantly differ from the low
delay windows for M=480 shown in FIGS. 5 and 6, apart from an
optional shift due to the longer definition sets (2048 indices
compared to 1920 indices). The low-delay window shown in the bottom
graph of FIG. 7 comprises the values given in table 4 in the
annex.
However, as previously explained, it is not necessary for
embodiments of a synthesis filterbank or an analysis filterbank to
implement the window function with the precise values as given in
table 4. In other words, window coefficients may differ from the
values given in table 4, as long as they hold the relations given
in table 3 in the annex. Moreover, in embodiments of the present
invention also variations with respect to the window coefficients
can easily be implemented, as long as the variations are within the
third digit following the comma, or in higher digits such as the
fourth, fifth, etc. digits, as previously explained.
In the middle graph of FIG. 7 the low-overlap window has not been
described so far. As previously mentioned the low delay window also
comprises a definition set comprising 1024 elements. Moreover, the
low-overlap window also comprises at the beginning of a definition
set and at the end of a definition set, a connected subset in which
the low-overlap window vanishes. However, after this connected
subset in which the low-overlap window vanishes, a steep rise or
decay follows, which comprises only a little over 100 sample
indices each. Moreover, the symmetric low-overlap window does not
comprise values larger than 1 and may comprise a lesser stop-band
attenuation compared to window functions as employed in some
embodiments.
In other words, the low-overlap window comprises a significant
lower definition set while having the same sample advance value, as
the low delay window and does not acquire values larger than one.
Moreover, both the sine window and the low-overlap window are with
respect to their respective midpoints of the definition sets
orthogonal or symmetric, while the low-delay window is asymmetric
in the described manner over the midpoint of its definition
set.
The low overlap window was introduced in order to eliminate
pre-echo artifacts for transients. The lower overlap avoids
spreading of the quantization noise before the signal attack, as
illustrated in FIG. 8. The new low-delay window, however, has the
same property, but offers a better frequency response, as will be
apparent by comparing the frequency responses shown in FIGS. 10 and
11. Therefore, the low delay window is capable of replacing both
traditional AAC LD windows, i.e. the sign window at the low-overlap
window, so that a dynamic window shape adaptation is not required
to be implemented anymore.
FIG. 8 shows for the same window functions shown in FIG. 7 in the
same order of graphs an example of quantization noise spreading for
the different window shapes of the sine window or the low-overlap
window and the low-delay window. The pre-echo behavior of the
low-delay window as shown in the bottom graph of FIG. 8 is similar
to the low overlap window behavior as shown in the middle graph of
FIG. 8, while the pre-echo behavior of the sine window in the top
graph of FIG. 8 comprises significant contributions in the first
128 (M=512) samples.
In other words, employing a low-delay window in an embodiment of a
synthesis filterbank or an analysis filterbank, may result in an
advantage concerning an improved pre-echo behavior. In the case of
an analysis window, the path that accesses future input values and,
thus would require a delay, are reduced by more than a sample and
preferably by 120/128 samples in the case of a block length or
sample advance value of 480/512 samples, such that it reduces the
delay in comparison to the MDCT (Modified Discrete Cosine
Transform). At the same time it improves the pre-echo behaviors,
since a possible attack in the signal, which might be in those
120/128 samples, would only appear one block or one frame later.
Correspondingly, in the synthesis window the overlap with past
output samples to finish their overlap/add operation, which would
also require a corresponding delay, is reduced by another 120/128
samples, resulting in an overall delay reduction of 240/256
samples. This also results in an improved pre-echo behavior since
those 120/128 samples would otherwise contribute to the noise
spread into the past, before a possible attach. Altogether this
means, a pre-echo appears possibly one block or frame later, and
the resulting pre-echo from the synthesis side alone is 120/128
samples shorter.
Such a reduction, which might be achievable by employing such a
low-delay window, as described in FIGS. 5 to 7, depending on the
concrete implementation of an embodiment of a synthesis filterbank
or an analysis filterbank can be especially useful when considering
the human hearing characteristics, especially in terms of masking.
To illustrate this, FIG. 9 shows a schematic sketch of the masking
behavior of the human ear. To be more precise, FIG. 9 shows a
schematic representation of the hearing threshold level of the
human ear, as a function of time, when a sound or a tone having a
specific frequency is present during a period of time of
approximately 200 ms.
However, shortly before the aforementioned sound or tone is
present, as indicated by the arrow 350 in FIG. 9, a pre-masking is
present for a short period of time of approximately 20 ms,
therefore, enabling a smooth transition between no masking and the
masking during the presence of the tone or sound, which is
sometimes referred to as simultaneous masking. During the time in
which the sound or tone is present, the masking is on. However,
when the tone or sound disappears, as indicated by the arrow 360 in
FIG. 9, the masking is not immediately lifted, but during a period
of time or approximately 150 ms, the masking is slowly reduced,
which is also sometimes referred to as post-masking.
That is, FIG. 9 shows a general temporal masking property of human
hearing, which comprises a phase of pre-masking as well as a phase
of post-masking before and after a sound or tone being present. Due
to the reduction of the pre-echo behavior by incorporating a
low-delay window in an embodiment of an analysis filterbank 100
and/or a synthesis filterbank 200, audible distortions will be
severely limited in many cases as the audible pre-echoes will, at
least to some extent, fall into the pre-masking period of the
temporal masking effect of the human ear as shown in FIG. 9.
Moreover, employing a low-delay window function as illustrated in
FIGS. 5 to 7, described in more detail with respect to relations
and values in tables 1 to 4 in the annex, offers a frequency
response, which is similar to that of a sine window. To illustrate
this, FIG. 10 shows a comparison of the frequency response between
the sine window (dashed line) and an example of a low-delay window
(solid line). As can be seen by comparing the two frequency
responses of the two aforementioned windows in FIG. 10, the
low-delay window is comparable in terms of the frequency
selectivity to the sine window. The frequency response of the
low-delay window is similar or comparable to the frequency response
of the sine window, and much better than the frequency response of
the low-overlap window, as in comparison with the frequency
responses shown in FIG. 11 illustrate.
To be more precise, FIG. 11 shows a comparison of the frequency
responses between the sine window (dashed line) and the low-overlap
window (solid line). As can be seen, the solid line of the
frequency response of the low-overlap window is significantly
larger than the corresponding frequency response of the sine
window. As the low-delay window and the sine window show comparable
frequency responses, which can be seen by comparing the two
frequency responses shown in FIG. 10, also a comparison between the
low-overlap window and the low-delay window can easily be drawn, as
the plot shown in FIGS. 10 and 11 both show the frequency response
of the sine window and comprise the same scales with respect to the
frequency axis and the intensity axis (db). Accordingly, it can
easily be concluded that the sine window which can easily
implemented in an embodiment of a synthesis filterbank as well as
in an embodiment of an analysis filterbank offers compared to the
low-overlap window a significantly better frequency response.
As the comparison of the pre-echo behavior shown in FIG. 8 is also
shown at the low-delay window offers a considerable advantage
compared to pre-echo behavior, while the pre-echo behavior of the
low-delay window is comparable to that of a low-overlap window, the
low-delay window represents an excellent tradeoff between the two
aforementioned windows.
As a consequence, the low-delay window, which can be implemented in
the framework of an embodiment of an analysis filterbank as well as
an embodiment of a synthesis filterbank and related embodiments,
due to this trade-off, the same window function can be used for
transient signals, as well as tonal signals, so that no switching
between different block lengths or between different windows is
necessary. In other words, embodiments of an analysis filterbank, a
synthesis filterbank and related embodiments offer the possibility
of building an encoder, a decoder and further systems that do not
require switching between different sets of operational parameters
such as different block sizes, or block lengths, or different
windows or window shapes. In other words, by employing an
embodiment of an analysis filterbank or a synthesis filterbank with
the low-delay window, the construction of an embodiment of an
encoder, decoder and related systems can considerably simplified.
As an additional opportunity, due to the fact that no switching
between different sets of parameters is required, signals from
different sources can be processed in the frequency-domain instead
of the time-domain, which requires an additional delay as will be
outlined in the following sections.
In yet other words, employing an embodiment of a synthesis
filterbank or an analysis filterbank offers the possibility of
benefiting from an advantage of low computational complexity in
some embodiments. To compensate for the lower delay as compared to
a MDCT with, for instance, a sine window, a longer overlap is
introduced without creating an additional delay. Despite the longer
overlap, and correspondingly, a window of about twice the length of
the corresponding sine window with twice the amount of overlap and
according benefits of the frequency selectivity as outlined before,
an implementation can be obtained with only minor additional
complexity, due to a possible increase size of block length
multiplications and memory elements. However, further details on
such an implementation will be explained in the context of FIGS. 19
to 24.
FIG. 12 shows a schematic block diagram of an embodiment of an
encoder 400. The encoder 400 comprises an embodiment of an analysis
filterbank 100 and, as an optional component, an entropy encoder
410, which is configured to encod the plurality of output frames
provided by the analysis filterbank 100 and configured to output a
plurality of encoded frames based on the output frames. For
instance, the entropy encoder 410 may be implemented as a Huffman
encoder or another entropy encoder utilizing an entropy-efficient
coding scheme, such as the arithmetic coding-scheme.
Due to employing an embodiment of an analysis filterbank 100 in the
framework of an embodiment of an encoder 400, the encoder offers an
output of the number of bands N while having a reconstructional
delay of less than 2N or 2N-1. Moreover, an in principle an
embodiment of an encoder also represents a filter, an embodiment of
an encoder 400 offers a finite impulse response of more than 2N
samples. That is, an embodiment of an encoder 400 represents an
encoder which is capable of processing (audio) data in a
delay-efficient way.
Depending on the concrete implementation of an embodiment of an
encoder 400 as shown in FIG. 12, such an embodiment may also
comprise a quantizer, filter or further components to pre-process
the input frames provided to the embodiment of the analysis
filterbank 100 or to process the output frames before entropy
encoding the respective frames. As an example, an additional
quantizer can be provided to an embodiment of an encoder 400 before
the analysis filterbank 100 to quantize the data or to requantize
the data, depending on the concrete implementation and field of
application. As an example for processing behind the analysis
filterbank, an equalization or another gain adjustment in terms of
the output frames in the frequency-domain can be implemented.
FIG. 13 shows an embodiment of a decoder 450 comprising an entropy
decoder 460 as well as an embodiment of a synthesis filterbank 200,
as previously described. The entropy decoder 460 of the embodiment
of the decoder 450 represents an optional component, which can, for
instance, be configured for decoding a plurality of encoded frames,
which might, for instance, be provided by an embodiment of an
encoder 400. Accordingly, the entropy decoder 460 might by a
Huffman or algorithmic decoder or another entropy decoder based on
an entropy-encoding/decoding scheme, which is suitable for the
application of the decoder 450 at hand. Moreover, the entropy
decoder 460 can be configured to provide a plurality of input
frames to the synthesis filterbank 200, which, in turn, provides a
plurality of added frames at an output of the synthesis filterbank
200 or at an output of the decoder 450.
However, depending on the concrete implementation, the decoder 450
may also comprise additional components, such as a dequantizer or
other components such as a gain adjuster. To be more precise, in
between the entropy decoder 460 and the synthesis filterbank, a
gain adjuster can be implemented as an optional component to allow
a gain adjustment or equalization in the frequency-domain before
the audio data will be transferred by the synthesis filterbank 200
into the time-domain. Accordingly, an additional quantizer may be
implemented in a decoder 450 after the synthesis filterbank 200 to
offer the opportunity of requantizing the added frames prior to
provide the optionally requantized added frames to an external
component of the decoder 450.
Embodiments of an encoder 400 as shown in FIG. 12 and embodiments
of a decoder 450 as shown in FIG. 13 can be applied in many fields
of audio encoding/decoding as well as audio processing. Such
embodiments of an encoder 400 and a decoder 450 can, for instance,
be employed in the field of high-quality communications.
Both, an embodiment of an encoder or coder as well as an embodiment
for a decoder offer the opportunity of operating the said
embodiment without having to implement a change of parameter such
as switching the block length or switching between different
windows. In other words, compared to other coders and decoders, an
embodiment of the present invention in the form of a synthesis
filterbank, an analysis filterbank and related embodiments is by
far not required to implement different block lengths and/or
different window functions.
Initially defined in the version 2 of the MPEG-4 audio
specification, a low-delay AAC coder (AAC LD) has, over time,
increasing adaptation as a full-bandwidth high-quality
communications coder, which is not subjected to limitations that
usual speech coders have, such as focusing on single-speakers,
speech material, bad performance for music signals, and so on. This
particular codec is widely used for video/teleconferencing in other
communication applications, which, for instance, have triggered the
creation of a low-delay AAC profile due to industry demand.
Nonetheless, an enhancement of the coders' coding efficiency is of
wide interest to the user community and is the topic of the
contribution, which some embodiments of the present invention are
capable of providing.
Currently, the MPEG-4 ER AAC LD codec produces good audio quality
at a bitrate range of 64 kbit/s to 48 kbit/s per channel. In order
to increase the coders' coding efficiency to be competitive with
speech coders using the proven spectral band replication tool (SBR)
is an excellent choice. An earlier proposal on this topic, however,
was not pursued further in the course of the standardization.
In order not to lose the low codec delay that is crucial for many
applications, such as serving telecommunication applications,
additional measures have to be taken. In many cases, as a
requirement for the development of respective coders, it was
defined that such a coder should be able to provide an algorithmic
delay as low as 20 ms. Fortunately, only minor modifications have
to be applied to existing specifications in order to meet this
goal. Specifically, only two simple modifications turn out to be
necessary, of which one is presented in this document. A
replacement of the AAC LD coder filterbank by an embodiment of a
low-delay filterbank 100, 200 alleviates a significant delay
increase in many applications. Accompanying by a slight
modification to the SBR tool reduces the added delay by introducing
this into the coder, such as the embodiment of the encoder 400 as
shown in FIG. 12.
As a result, the enhanced AAC ELD coder or AAC EL decoder
comprising embodiments of low-delay filterbanks, exhibit a delay
comparable to that of a plane AAC LD coder, but is capable of
saving a significant amount of the bitrate at the same level of
quality, depending on the concrete implementation. To be more
precise, an AAC ELD coder may be capable of saving up to 25% or
even up to 33% of the bitrate at the same level of quality compared
to an AAC LD coder.
Embodiments of a synthesis filterbank or an analysis filterbank can
be implemented in a so-called enhanced low-delay AAC codec (AAC
ELD), which is capable of extending the range of operation down to
24 kbit/s per channel, depending on the concrete implementation and
application specification. In other words, embodiments of the
present invention can be implemented in the framework of a coding
as an extension of the AAC LD scheme utilizing optionally
additional coding tools. Such an optional coding tool is the
spectral band replication (SBR) tool, which can be integrated or
additionally be employed in the framework of both an embodiment of
an encoder as well as an embodiment of a decoder. Especially in the
field of low bitrate coding, SBR is an attractive enhancement, as
it enables an implementation of a dual rate coder, at which the
sampling frequency for a lower part of the frequency spectrum is
encoded with only half of the sampling frequency of the original
sampler. At the same time, SBR is capable of encoding a higher
spectral range of frequencies based on the lower part, such that
the overall sampling frequency can, in principle, be reduced by a
factor of 2.
In other words, employing SBR tools make an implementation of
delay-optimized components especially attractive and beneficial, as
due to the reduced sampling frequency of the dual core coder, the
delay saved may, in principle, reduce the overall delay of the
system by a factor of 2 of the saved delay.
Accordingly, a simple combination of AAC LD and SBR would, however,
result in a total algorithmic delay of 60 ms, as will be explained
in more detail later on. Thus, such a combination would render the
resulting codec unsuitable for communication applications, as
generally speaking, a system delay for interactive two-way
communications should not exceed 50 ms.
By employing an embodiment of an analysis filterbank and/or of a
synthesis filterbank, and, therefore, replacing the MDCT filterbank
by one of these dedicated low-delay filterbanks may, therefore, be
capable of alleviating the delay increase caused by implementing a
dual rate coder as previously explained. By employing the
aforementioned embodiments, an AAC ELD coder may exhibit the delay
well within the acceptable range for bi-directional communication,
while saving of up to 25% to 33% of the rate compared to a regular
AAC LD coder, while maintaining the level of audio quality.
Therefore, in terms of its embodiments of a synthesis filterbank,
an analysis filterbank and the other related embodiments, the
present application describes a description of possible technical
modifications along with an evaluation of an achievable coder
performance, at least in terms of some of the embodiments of the
present invention. Such a low-delay filterbank is capable of
achieving a substantial delay reduction by utilizing a different
window function, as previously explained, with multiple overlaps
instead of employing a MDCT or IMDCT, while at the same time
offering the possibility of perfect reconstruction, depending on
the concrete implementation. An embodiment of such a low-delay
filterbank is capable of reducing the reconstruction delay without
reducing the filter length, but still maintaining the perfect
reconstruction property under some circumstances in the case of
some embodiments.
The resulting filterbanks have the same cosine modulation function
as a traditional MDCT, but can have longer window functions, which
can be non-symmetric or asymmetric with a generalized or low
reconstruction delay. As previously explained, an embodiment of
such a new low-delay filterbank employing a new low-delay window
may be capable of reducing the MDCT delay from 960 samples in the
case of a frame size of M=480 samples to 720 samples. In general,
an embodiment of the filterbank may be capable of reducing the
delay of 2M to (2M-M/2) samples by implementing M/4 zero-valued
window coefficients or by adapting the appropriate components, as
previously explained, accordingly such that the first subsections
150-1, 260-1 of the corresponding frames comprise M/4 samples less
than the other subsections.
Examples for these low-delay window functions have been shown in
the context of FIGS. 5 to 7, wherein FIGS. 6 and 7 comprise the
comparison with the traditional sign window as well. However, it
should be noted that the analysis window is simply a time-reverses
replica of the synthesis window as previously explained.
In the following, a technical description of a combination of a SBR
tool with a AAC LD coder in order to achieve a low bitrate and low
delay audio coding system will be given. A dual rate system is used
to achieve a higher coding gain compared to a single rate system,
as explained earlier on. By employing a dual rate system, a more
energy efficient encoding as possible having lesser frequency bands
will be provided by the corresponding coder, which leads to a
bitwise reduction due to some extent, removing redundant
information from the frames provided by the coder. To be more
precise, an embodiment of a low-delay filterbank as previously
described is used in the framework of the AAC LD core coder to
arrive at an overall delay that is acceptable for communication
applications. In other words, in the following, the delay will be
described in terms of both the AAC LD core and the AAC ELD core
coder.
By employing an embodiment of a synthesis filterbank or an analysis
filterbank, a delay reduction can be achieved by implementing a
modified MDCT window/filterbank. Substantial delay reduction is
achieved by utilizing the aforementioned and described different
window functions with multiple overlap to extend the MDCT and the
IMDCT to obtain a low-delay filterbank. The technique of low-delay
filterbanks allows utilizing a non-orthogonal window with multiple
overlap. In this way, it is possible to obtain a delay, which is
lower than the window length. Hence, a low delay with a still long
impulse response resulting in good frequency selectivity can be
achieved.
The low-delay window for a frame size of M=480 samples reduces the
MDCT delay from 960 samples to 720 samples, as previously
explained.
To summarize, in contrast to a MPEG-4 ER AAC LD codec, an
embodiment of an encoder and an embodiment of a decoder 450 may
under certain circumstances be capable of producing a good audio
quality at a very small bit range. While the aforementioned ER AAC
LD codec produces good audio quality as a bit range of 64 kb/sec to
48 kb/sec per channel, the embodiments of the encoder 400 and the
decoder 450, as described in the present document, can be capable
of providing an audio coder and decoder, which is under some
circumstances able to produce at an equal audio quality at even
lower bitrates of about 32 kb/sec per channel. Moreover,
embodiments of an encoder and decoder have an algorithmic delay
small enough to be utilized for two-way communication systems,
which can be implemented in existing technology by using only
minimum modifications.
Embodiments of the present invention, especially in the form of an
encoder 400 and a decoder 450, achieve this by combining existing
MPEG-4 audio technology with a minimum number adaptation necessary
for low-delay operations necessary for low-delay operation to
arrive at embodiments of the present invention. Specifically, the
MPEG-4 ER AAC low-delay coder can be combined with a MPEG-4
spectral band replication (SPR) tool to implement embodiments of an
encoder 400 and a decoder 450 by considering the described
modifications. The resulting increase in algorithmic delay is
alleviated by minor modifications of the SPR tool, which will not
be described in the present application, and the use of an
embodiment of a low-delay core coder filterbank and an embodiment
of an analysis filterbank or a synthesis filterbank. Depending on
the concrete implementation, such an enhanced AAC LD coder is
capable of saving up to 33% of the bitrate at the same level of
quality compared to a plain ACC LD coder while retaining low enough
delay for a two-way communication application.
Before a more detailed delay analysis is presented with reference
to FIG. 14, a coding system comprising a SBR tool is described. In
other words, in this section, all components of a coding system 500
shown in FIG. 14a are analyzed with respect to their contribution
to the overall system delay. FIG. 14a gives a detailed overview of
the complete system, wherein FIG. 14b puts emphasis on the sources
of delay.
The system shown in FIG. 14a comprises an encoder 500, which, in
turn, comprises an MDCT time/frequency converter, operates in the
dual rate approach as a dual rate coder. Moreover, the encoder 500
also comprises a QMF-analysis filterbank 520, which is part of the
SBR tool. Both the MDCT time/frequency converter 510 and the
QMF-analysis filterbank (QMF=Quadrature Mirror Filter) are coupled
together both in terms of their inputs and their outputs. In other
words, both the MDCT converter 510 as well as the QMF-analysis
filterbank 520 is provided with the same input data. However, while
the MDCT converter 510 provides the low band information, the
QMF-analysis filterbank 520 provides the SBR data. Both data are
combined into a bit stream and provided to a decoder 530.
The decoder 530 comprises an IMDCT frequency/time converter 540,
which is capable of decoding the bit stream to obtain, at least in
terms of the low band parts, a time-domain signal, which will be
provided to an output of the decoder via a delayer 550. Moreover,
an output of the IMDCT converter 540 is coupled to a further
QMF-analysis filterbank 560, which is part of a SBR tool of the
decoder 530. Furthermore, the SBR tool comprises a HF generator
570, which is coupled to an output of the QMF-analysis filterbank
560 and capable of generating the higher frequency components based
on the SBR data of the QMF-analysis filterbank 520 of the encoder
500. An output of the HF generator 570 is coupled to a
QMF-synthesis filterbank 580, which transforms the signals in the
QMF-domain back into the time domain in which the delayed low band
signals are combined with the high band signals, as provided by the
SBR tool of the decoder 530. The resulting data will then be
provided as the output data of the decoder 530.
Compared to FIG. 14a, FIG. 14b emphasizes the delay sources of the
system shown in FIG. 14a. To be even more precise, depending on the
concrete implementation of the encoder 500 and the decoder 530,
FIG. 14b illustrates the delay sources of the MPEG-4 ER AAC LD
system comprising a SBR tool. The appropriate coder of this audio
system utilizes a MDCT/IMDCT filterbank for a time/frequency/time
transformation or conversion with a frame size of 512 or 480
samples. The results in reconstruction delays, therefore, which are
equal to 1024 are 960 samples, depending on the concrete
implementation. In case of using the MPEG-4 ER AAC LD codec in
combination with SBR in a dual rate mode, the delay value has to be
doubled due to the sampling rate conversion.
A more detailed overall delay analysis and requirement shows that
in the case of an AAC LD codec in combination with a SBR tool, an
overall algorithmic delay of 16 ms at a sampling rate of 48 kHz and
the core coder frame size of 480 samples will be the result. FIG.
15 comprises a table, which gives an overview of the delay produced
by the different components assuming a sampling rate of 48 kHz and
the core coder frame size of 480 samples, wherein the core coder
effectively runs at a sampling rate of 24 kHz due to the dual rate
approach.
The overview of the delay sources in FIG. 15 shows that in the case
of an AAC LD codec along with a SBR tool, an overall algorithmic
delay of 16 ms would result, which is substantially higher than
what is permissible for telecommunication applications. This
evaluation comprises the standard combination of the AAC LD coder
along with the SBR tool, which includes the delay contributions
from the MDCT/IMDCT dual rate components, the QMF components and
the SBR overlap components.
However, using the adaptations described previously and by
employing embodiments as described before, an overall delay of only
42 ms is achievable, which includes the delay contributions from
the embodiments of the low-delay filterbanks in the dual rate mode
(ELD MDCT+IMDCT) and the QMF components.
As with respect to some delay sources in the framework of the AAC
core coder as well as with respect to the SBR module, the
algorithmic delay of the AAC LD core can be described as being 2M
samples, wherein, once again, M is the basic frame length of the
core coder. In contrast, the low-delay filterbank reduces the
number of samples by M/2 due to introducing the initial sections
160, 270 or by introducing an appropriate number of zero-valued or
other values in the framework of the appropriate window functions.
In the case of the usage of an AAC core in combination with a SBR
tool, the delay is doubled due to the sampling rate conversion of a
dual rate system.
To clarify, some of the numbers given in the table in FIG. 15, in
the framework of a typical SBR decoder, two delay sources can be
identified. On the one hand, the QMF components comprise a
filterbank's reconstruction delay of 640 samples. However, since
the framing delay of 64-1=63 samples is already introduced by the
core coder itself, it can be subtracted to obtain the delayed value
given in the table in FIG. 15 of 577 samples.
On the other hand, the SBR HF reconstruction causes an additional
delay with a standard SBR tool of 6 QMF slots due to the variable
time grid. Accordingly, the delay is in the standard SBR, six times
64 samples of 384 samples.
By implementing embodiments of filterbanks as well as implementing
an improved SBR tool, a delay saving of 18 ms can be achieved by
not implementing a straightforward combination of a AAC LD coder
along with a SBR tool having an overall delay of 60 ms, but an
overall delay of 42 ms is achievable. As previously mentioned,
these figures are based on a sampling rate of 48 kHz and on a frame
length of M=480 samples. In other words, apart from the so-called
framing delay of M=480 samples in the aforementioned example, the
overlap delay, which is a second important aspect in terms of delay
optimization, can be significantly reduced by introducing an
embodiment of a synthesis filterbank or an analysis filterbank to
achieve a low bitrate and a low-delay audio coding system.
Embodiments of the present invention can be implemented in many
fields of application, such as conferencing systems and other
bi-directional communication systems. At the time of its conception
around 1997, the delayed requirements set for a low-delay general
audio coding scheme, which lead to the design of the AAC LD coder,
were to achieve an algorithmic delay of 20 ms, which is met by the
AAC LD when running at a sample rate of 48 kHz and a frame size of
M=480. In contrast to this, many practical applications of this
codec, such as teleconferencing, employ a sampling rate of 32 kHz
and, thus, work with a delay of 30 ms. Similarly, due to the
growing importance of IP-based communications, the delay
requirements of modern ITU telecommunication codec allow delay of,
roughly speaking, 40 ms. Different examples include the recent
G.722.1 annex C coder with an algorithmic delay of 40 ms and the
G.729.1 coder with an algorithmic delay of 48 ms. Thus, the overall
delay achieved by an enhanced AAC LD coder or AAC ELD coder
comprising an embodiment of a low-delay filterbank can be operated
to fully lie within the delay range of common telecommunication
coders.
FIG. 16 shows a block diagram of an embodiment of a mixer 600 for
mixing a plurality of input frames, wherein each input frame is a
spectral representation of a corresponding time-domain frame being
provided from a different source. For instance, each input frame
for the mixer 600 can be provided by an embodiment of an encoder
400 or another appropriate system or component. It should be noted
that in FIG. 16, the mixer 600 is adapted to receive input frames
from three different sources. However, this does not represent any
limitation. To be more precise, in principle, an embodiment of a
mixer 600 can be adapted or configured to process and receive an
arbitrary number of input frames, each input frame provided by a
different source, such as a different encoder 400.
The embodiment of the mixer 600 shown in FIG. 16 comprises an
entropy decoder 610, which is capable of entropy decoding the
plurality of input frames provided by the different sources.
Depending on the concrete implementation, the entropy decoder 610
can for instance be implemented as a Huffman entropy decoder or as
an entropy decoder employing another entropy decoding algorithm
such as the so-called Arithmetic Coding, Unary Coding, Elias Gamma
Coding, Fibonacci Coding, Golomb Coding or Rice Coding.
The entropy decoded input frames are then provided to an optional
dequantizer 620, which can be adapted such that the entropy decoded
input frames can be dequantized to accommodate for
application-specific circumstances, such as the loudness
characteristic of the human ear. The entropy decoded and optionally
dequantized input frames are then provided to a scaler 630, which
is capable of scaling the plurality of entropy frames in the
frequency domain. Depending of the concrete implementation of an
embodiment of a mixer 600, the scaler 630 can for instance, scale
each of the optionally dequantized and entropy decoded input frames
by multiplying each of the values by a constant factor 1/P, wherein
P is an integer indicating the number of different sources or
encoders 400.
In other words, the scaler 630 is in this case capable of scaling
down the frames provided by the dequantizer 620 or the entropy
decoder 610 to scale them down to prevent the corresponding signals
from becoming too large in order to prevent an overflow or another
computational error, or to prevent audible distortions like
clipping. Different implementations of the scaler 630 can also be
implemented, such as a scaler which is capable of scaling the
provided frame in an energy conserving manner, by for instance,
evaluating the energy of each of the input frames, depending on one
or more spectral frequency bands. In such a case, in each of these
spectral frequency bands, the corresponding values in the frequency
domain can be multiplied with a constant factor, such that the
overall energy with respect to all frequency ranges is identical.
Additionally or alternatively, the scaler 630 may also be adapted
such that the energy of each of the spectral subgroups is identical
with respect to all input frames of all different sources, or that
the overall energy of each of the input frames is constant.
The scaler 630 is then coupled to an adder 640, which is capable of
adding up the frames provided by the scaler, which are also
referred to as scaled frames in the frequency domain to generate an
added frame also in the frequency domain. This can for instance be
accomplished by adding up all values corresponding to the same
sample index from all scaled frames provided by the scaler 630.
The adder 640 is capable of adding up the frames provided by the
scaler 6340 in the frequency domain to obtain an added frame, which
comprises the information of all sources as provided by the scaler
630. As a further optional component, an embodiment of a mixer 600
may also comprise a quantizer 650 to which the added frame of the
adder 640 may be provided to. According to the application-specific
requirements, the optional quantizer 650 can for instance be used
to adapt the added frame to fulfill some conditions. For instance,
the quantizer 650 may be adapted such that the tact of the
dequantizer 620 may be reversed. In other words, if for instance, a
special characteristic underlies the input frames as provided to
the mixer, which has been removed or altered by the dequantizer
620, the quantizer 650 may then be adapted to provide these special
requirements of conditions to the added frame. As an example, the
quantizer 650 may for instance be adapted to accommodate for the
characteristics of the human ear.
As a further component, the embodiment of the mixer 600 may further
comprise an entropy encoder 660, which is capable of entropy
encoding the optionally quantized added frame and to provide a
mixed frame to one or more receivers, for instance, comprising an
embodiment of an encoder 450. Once again, the entropy encoder 660
may be adapted to entropy encoding the added frame based on the
Huffman algorithm or another of the aforementioned algorithms.
By employing an embodiment of an analysis filterbank, a synthesis
filterbank or another related embodiment in the framework of an
encoder and a decoder, a mixer can be established and implemented
which is capable of mixing signals in the frequency-domain. In
other words, by implementing an embodiment of one of the previously
described enhanced low-delay AAC codecs, a mixer can be
implemented, which is capable of directly mixing a plurality of
input frames in the frequency domain, without having to transform
the respective input frames into the time-domain to accommodate for
the possible switching of parameters, which are implemented in
state-of-the-art-codecs for speech communications. As explained in
the context of the embodiments of an analysis filterbank and a
synthesis filterbank, these embodiments enable an operation without
switching parameters, like switching the block lengths or switching
between different windows.
FIG. 17 shows an embodiment of a conferencing system 700 in the
form of a MCU (Media Control Unit), which, can for instance be
implemented in the framework of a server. The conferencing system
700 or MCU 700 comprises for a plurality of bit streams, of which
in FIG. 17, two are shown. A combined entropy decoder and
dequantizer 610, 620 as well as a combined unit 630, 640 which are
labeled in FIG. 17 as "mixer". Moreover, the output of the combined
unit 630, 640 is provided to the combined unit comprising a
quantizer 650 and the entropy encoder 660, which provides as the
mixed frames an outgoing bit stream.
In other words, FIG. 17 shows an embodiment of a conferencing
system 700 which is capable of mixing a plurality of incoming bit
streams in the frequency domain, as the incoming bit stream as well
as the outgoing bit streams have been created using a low-delay
window on the encoder side, whereas the outgoing bit streams are
intended and capable of being processed, based on the same
low-delay window on the decoder side. In other words, the MCU 700
shown in FIG. 17 is based on the use of one universal low-delay
window only.
An embodiment of a mixer 600 as well as an embodiment of a
conferencing system 700 is therefore suitable to be applied in the
framework of embodiments of the present invention in the form of an
analysis filterbank, a synthesis filterbank and the other related
embodiments. To be more precise, a technical application of an
embodiment of a low-delay codec with only one window allows a
mixing in the frequency-domain. For instance, in (tele-)
conferencing scenarios with more than two participants or sources,
it might often be desirable to receive several codec signals, mix
them up to one signal and further transmit the resulting encoded
signal. By employing an embodiment of the present invention on the
encoder and the decoder side, in some embodiments of a conferencing
system 700 and the mixer 600, the implementational method can be
reduced compared to a straightforward manner of decoding the
incoming signals, mixing the decoded signals in the time-domain and
re-encoding the mixed signal again into the frequency-domain.
The implementation of such a straightforward mixer in the form of a
MCU is shown in FIG. 18 as a conferencing system 750. The
conferencing system 750 also comprises a combined module 760 for
each of the incoming bit streams operating in the frequency domain
and capable of entropy decoding and dequantization of the incoming
bit streams. However, in the conferencing system 750 shown in FIG.
18, the modules 760 are coupled to the IMDCT converter 770 each, of
which one is operating in the sine window mode of operation,
whereas the other one is currently operating in the low-overlap
window mode of operation. In other words, the two IMDCT converters
770 transform the incoming bit streams from the frequency-domain
into the time-domain, which is necessary in the case of a
conferencing system 750 as the incoming bit streams are based on an
encoder, which uses both, the sine window and the low-overlap
window, depending on the audio signal to encode the respective
signals.
The conferencing system 750 furthermore comprises a mixer 780,
which mixes in the time-domain the two incoming signals from the
two IMDCT converters 770 and provides a mixed time-domain signal to
a MDCT converter 790, which transfers the signal from the
time-domain into the frequency-domain.
The mixed signal in the frequency domain as provided by the MDCT
790 is then provided to a combined module 795, which is then
capable of quantizing an entropy encoding the signal to form the
outgoing bit stream.
However, the approach according to the conferencing system 750 has
two disadvantages. Due to the complete decoding and encoding done
by the two IMDCT converters 770 and the MDCT 790, the high
computational cost is to be paid by implementing the conferencing
system 750. Moreover, due to the introduction of the decoding and
encoding, an additional delay is introduced which can be high under
certain circumstances.
By employing on the decoder and encoder sites, embodiments of the
represent invention, or to be more precise, by implementing the new
low-delay window, these disadvantages can be overcome or eliminated
depending on the concrete implementation in the case of some
embodiments. This is achieved by doing the mixing in the frequency
domain as explained in the context of the conferencing system 700
in FIG. 17. As a consequence, the embodiment of a conferencing
system 700 as shown in FIG. 17 does not comprise transforms and/or
filterbanks which have to be implemented in the framework of the
conferencing system 750 for decoding an encoding the signals in
order to transform the signals from the frequency domain into the
time-domain and back again. In other words, the bit stream mixing
in the case of different window shapes results in additional cost
of one additional block of delay due to the MDCT/IMDCT converter
770, 790.
As consequence, in some embodiments of the mixer 600 and in some
embodiments of the conferencing system 700 as additional
advantages, lower computational costs and a limitation with respect
to additional delay can be implemented, such that in some cases
even no additional delay might be achievable.
FIG. 19 shows an embodiment of an efficient implementation of a
low-delay filterbank. To be more precise, before discussing the
computational complexity and further application related aspects,
in the framework of FIG. 19, an embodiment of a synthesis
filterbank 800 will be described in more detail, which can for
instance be implemented in an embodiment of a decoder. The
embodiment of a low-delay analysis filterbank 800, hence,
symbolizes a reverse of an embodiment of a synthesis filterbank or
an encoder.
The synthesis filterbank 800 comprises an inverse type-iv discrete
cosine transform frequency/time converter 810, which is capable of
providing a plurality of output frames to a combined module 820
comprising a windower and an overlap/adder. To be more precise, the
time/frequency 810 is an inverse type-iv discrete cosine transform
converter, which is provided with an input frame comprising M
ordered input values y.sub.k(0), . . . , y.sub.k(M-1), wherein M is
once again a positive integer and wherein k is an integer
indicating a frame index. The time/frequency converter 810 provides
2M ordered output samples x.sub.k(0), . . . , x.sub.k(2M-1) based
on the input values and provides these output samples to the module
820 which in turn comprises the windower and the overlap/adder
mentioned before.
The windower of the module 820 is capable of generating a plurality
of windowed frames, wherein each of the windowed frames comprises a
plurality of windowed samples z.sub.k(0), . . . , z.sub.k(2M-1)
based on the equation or expression z.sub.k(n)=w(n)x.sub.k(n) for
n=0, . . . , 2M-1, wherein n is once again an integer indicating a
sample index and w(n) is a real-valued window function coefficient
corresponding to the sample index n. The overlap/adder also
comprised in the module 820, provides or generates than in the
intermediate frame comprising a plurality of intermediate samples
M.sub.k(0), . . . M.sub.k(M-1) based on the equation or expression
m.sub.k(n)=z.sub.k(n)+z.sub.k-1(n+M) for n=0, . . . , M-1.
The embodiment of the synthesis filterbank 800 further comprises a
lifter 850, which produces an added frame comprising a plurality of
added samples out.sub.k(0), . . . , out.sub.k(m-1) based on the
equation or expression
out.sub.k(n)=m.sub.k(n)+l(n-M/2)m.sub.k-1(M-1-n) for n=M/2, . . . ,
M-1, and out.sub.k(n)=m.sub.k(n)+l(M-1-n)out.sub.k-1(M-1-n) for
n=0, . . . , M/2-1, wherein l(M-1'n), . . . , l(M-1) are
real-valued lifting coefficients. In FIG. 19, the embodiment of the
computationally efficient implementation of a low-delay filterbank
800 comprises in the framework of the lifter 830, a plurality of
combined delayers and multipliers 840 as well as a plurality of
adders 850 to carry out the aforementioned calculations in the
framework of the lifter 830.
Depending on the concrete implementation of an embodiment of a
synthesis filterbank 800, the window coefficients or window
function coefficients w(n) obey the relations given in table 5 of
the annex in the case of an embodiment with M=512 input values per
input frame. Table 9 of the annex comprise a set of relations,
which the windowing coefficients w(n) obey, in the case of M=480
input values per input frame. Moreover, tables 6 and 10 comprise
relations for the lifting coefficients l(n) for embodiments with
M=512 and M=480, respectively.
However, in some embodiments of a synthesis filterbank 800, the
window coefficients w(n) comprise the values given in table 7 and
11, for embodiments with M=512 and M=480 input values per input
frame, respectively. Accordingly, tables 8 and 12 in the annex
comprise the values for the lifting coefficient l(n) for
embodiments with M=512 and M=480 input samples per input frame,
respectively.
In other words, an embodiment of a low-delay filterbank 800 can be
implemented as sufficiently as a regular MDCT converter. The
general structure of such an embodiment is illustrated in FIG. 19.
The inverse DCT-IV and the inverse windowing-overlap/add are
performed in the same way as the traditional windows, however,
employing the aforementioned windowing coefficients, depending on
the concrete implementation of the embodiment. As in the case of
the windowing coefficients in the framework of the embodiment of
the synthesis filterbank 200, also in this case M/4 window
coefficients are zero-valued windowed coefficients, which thus do
not, in principle, involve any operation. For the extended overlap
into the past, only M additional multiplier-add operations are
required, as can be seen in the framework of the lifter 830. These
additional operations are sometimes also referred to as "zero-delay
matrices". Sometimes these operations are also known as "lifting
steps".
The efficient implementation shown in FIG. 19 may under some
circumstances be more efficient as a straightforward implementation
of a synthesis filterbank 200. To be more precise, depending on the
concrete implementation, such a more efficient implementation might
result in saving M operations, as in the case of a straightforward
implementation for M operations, it might be advisable to
implement, as the implementation shown in FIG. 19, requires in
principle, 2M operations in the framework of the module 820 and M
operations in the framework of the lifter 830.
In terms of an assessment concerning the complexity of an
embodiment of a low-delay filterbank, especially in terms of the
computational complexity, FIG. 20 comprises a table which
illustrates the arithmetic complexity of an embodiment of an
implementation of an embodiment of a synthesis filterbank 800
according to FIG. 19 in the case of M=512 input values per input
frame. To be more precise, the table in FIG. 20 comprises an
estimate of the resulting overall number of operations in the case
of an (modified) IMDCT converter along with a windowing in the case
of a low-delay window function. The overall number of operations is
9600.
In comparison, FIG. 21 comprises a table of the arithmetic
complexity of IMDCT along with the complexity required for
windowing based on the sine window for a parameter M=512, which
gives the total number of operations for the codec such as the AAC
LD codec. To be more precise, the arithmetic complexity of this
IMDCT converter along with the windowing for the sine window is
9216 operations, which is of the same order of magnitude as the
resulting overall number of operations in the case of the
embodiment of the synthesis filterbank 800 shown in FIG. 19.
As a further comparison, FIG. 22 comprises a table for an AAC LC
codec, which is also known as the advance audio codec with low
complexity. The arithmetic complexity of this IMDCT converter,
including the operations for windowing overlap for the AAC LC
(M=1024) is 19968.
A comparison of these figures show that in summary, the complexity
of the core coder comprising an embodiment of an enhanced low-delay
filterbank is essentially comparable to that of a core coder, using
a regular MDCT-IMDCT filterbank. Moreover, the number of operations
is roughly speaking half the number of operations of an AAC LC
codec.
FIG. 23 comprises two tables, wherein FIG. 23a comprises a
comparison of the memory requirements of different codecs, whereas
FIG. 23b comprises the same estimate with respect to the ROM
requirement. To be more precise, the tables in both FIGS. 23a and
23b each comprise for the aforementioned codecs AAC LD, AAC ELD and
AAC LC information concerning the frame length, the working buffer
and concerning the state buffer in terms of the RAM-requirement
(FIG. 23a) and information concerning the frame length, the number
of window coefficients and the sum, in terms of the ROM-memory
requirements (FIG. 23b). As previously mentioned in the tables in
FIGS. 23a and 23b, the abbreviation AAC, ELD refer to an embodiment
of a synthesis filterbank, analysis filterbank, encoder, decoder or
a later embodiment. To summarize, compared to the IMDCT with sine
window, the described efficient implementation according to FIG. 19
of an embodiment of the low-delay filterbank requires an additional
state memory of length M and M additional coefficients, the lifting
coefficients l(0), . . . , l(M-1). Thus as a frame length of the
AAC LD is half the frame length of the AAC LC, the resulting memory
requirement is in the range of that of the AAC LC.
In terms of the memory requirements, the tables shown in FIGS. 23a
and 23b, hence, compare the RAM and ROM requirements for the three
aforementioned codecs. It can be seen that the memory increase for
the low-delay filterbank is only moderate. The overall memory
requirement is still much lower compared to an AAC LC codec or
implementation.
FIG. 24 comprises a list of used codecs for a MUSHRA test used in
the framework of a performance assessment. In the table shown in
FIG. 24, the abbreviation AOT stands for Audio Object Type, wherein
the entry "X" stands for the audio object tape ER AAC ELD which can
also be set to 39. In other words, the AOT, X or AOT 39 identifies
an embodiment of a synthesis filterbank or an analysis filterbank.
The abbreviation AOT stands in this context for "audio object
type".
In the framework of a MUSHRA test, the influence of using an
embodiment of the low-delay filterbank on top of the previously
described coder was tested by carrying out a listening test for all
the combinations in the list. To be more precise, the result of
these tests enable the following conclusions. The AAC ELD decoder
at 32 kbit/s per channel, performs significantly better than the
original AAC L decoder at 32 kb/s. Moreover, the AAC ELD decoder at
32 kb/s per channel performs statistically indistinguishable from
the original AAC LD decoder at 48 kb/s per channel. As a check
point coder, binding AAC LD and the low-delay filterbank performs
statistically indistinguishable from an original AAC LD coder both
running at 48 kb/s. This confirms the appropriateness of a
low-delay filterbank.
Thus, the overall coder performance remains comparable, while a
significant saving in codec delay is achieved. Moreover, it was
possible to retain the coder pressure performance.
As previously explained, promising application scenarios or
applications of embodiments of the present invention, such as an
embodiment of an AAC ELD codec are high fidelity
video-teleconferencing and voice over IP applications of the next
generation. This includes the transmission of arbitrary audio
signals, such as speech or music, or in the context of a multimedia
presentation, at high quality levels and competitive bitrates. The
low algorithmic delay of an embodiment of the present invention
(AAC ELD) makes this codec an excellent choice for all kinds of
communication and applications.
Moreover, the present document has described the construction of an
enhanced AAC ELD decoder which may optionally be combined with a
spectral band replication (SBR) tool. In order to constrain the
associated increase in delay, minor modifications in terms of a
real, live implementation may become necessary in the SBR tool and
the core coder modules. The performance of the resulting enhanced
low-delay audio decoding based on the aforementioned technology is
significantly increased, compared to what is currently delivered by
the MPEG-4 audio standard. Complexity of the core coding scheme
remains, however, essentially identical. Moreover, embodiments of
the present invention comprise an analysis filterbank or synthesis
filterbank including a low-delay analysis window or a low-delay
synthesis filter. Moreover, an embodiment of a method of analyzing
a signal or synthesizing a signal having a low-delay analysis
filtering step or a low-delay synthesis filtering step. Embodiments
of a low-delay analysis filter or low-delay synthesis filter are
also described. Moreover, computer programs having a program code
for implementing one of the above methods when running on a
computer are disclosed. An embodiment of the present invention
comprises also an encoder having a low delay analysis filter, or
decoder having a low delay synthesis filter, or one of the
corresponding methods.
Depending on certain implementation requirements of the embodiments
of the inventive methods, embodiments of the inventive methods can
be implemented in hardware, or in software. The implementation can
be performed using a digital storage medium, in particular, a disc
a CD, or a DVD having electronically readable control signals
stored thereon, which cooperate with the programmable computer or a
processor such that an embodiment of the inventive methods is
performed. Generally, an embodiment of the present invention is,
therefore, a computer program product with program code stored on a
machine-readable carrier, the program code being operative for
performing an embodiment of the inventive methods when the computer
program product runs on the computer or processor. In other words,
embodiments of the inventive methods are therefore, a computer
program having a program code for performing at least one of the
embodiments of the inventive methods, when the computer program
runs of the computer or processor. In this context, processors
comprise CPUs (Central Processing Unit), ASICs (Application
Specific Integrated Circuits) or further integrated circuits
(IC).
While the foregoing has particularly been shown and described with
reference to particular embodiments thereof, it will be understood
by those skilled in the art that various other changes in the form
and details may be made without departing from the spirit and scope
thereof. It is to be understood that various changes may be made in
adapting to different embodiments without departing from the
broader concept disclosed herein, and comprehended by the claims
that follow.
TABLE-US-00001 TABLE 1 (window coefficients w(n); N = 960) |w[0]|
.ltoreq. 0.001 |w[1]| .ltoreq. 0.001 |w[2]| .ltoreq. 0.001 |w[3]|
.ltoreq. 0.001 |w[4]| .ltoreq. 0.001 |w[5]| .ltoreq. 0.001 |w[6]|
.ltoreq. 0.001 |w[7]| .ltoreq. 0.001 |w[8]| .ltoreq. 0.001 |w[9]|
.ltoreq. 0.001 |w[10]| .ltoreq. 0.001 |w[11]| .ltoreq. 0.001
|w[12]| .ltoreq. 0.001 |w[13]| .ltoreq. 0.001 |w[14]| .ltoreq.
0.001 |w[15]| .ltoreq. 0.001 |w[16]| .ltoreq. 0.001 |w[17]|
.ltoreq. 0.001 |w[18]| .ltoreq. 0.001 |w[19]| .ltoreq. 0.001
|w[20]| .ltoreq. 0.001 |w[21]| .ltoreq. 0.001 |w[22]| .ltoreq.
0.001 |w[23]| .ltoreq. 0.001 |w[24]| .ltoreq. 0.001 |w[25]|
.ltoreq. 0.001 |w[26]| .ltoreq. 0.001 |w[27]| .ltoreq. 0.001
|w[28]| .ltoreq. 0.001 |w[29]| .ltoreq. 0.001 |w[30]| .ltoreq.
0.001 |w[31]| .ltoreq. 0.001 |w[32]| .ltoreq. 0.001 |w[33]|
.ltoreq. 0.001 |w[34]| .ltoreq. 0.001 |w[35]| .ltoreq. 0.001
|w[36]| .ltoreq. 0.001 |w[37]| .ltoreq. 0.001 |w[38]| .ltoreq.
0.001 |w[39]| .ltoreq. 0.001 |w[40]| .ltoreq. 0.001 |w[41]|
.ltoreq. 0.001 |w[42]| .ltoreq. 0.001 |w[43]| .ltoreq. 0.001
|w[44]| .ltoreq. 0.001 |w[45]| .ltoreq. 0.001 |w[46]| .ltoreq.
0.001 |w[47]| .ltoreq. 0.001 |w[48]| .ltoreq. 0.001 |w[49]|
.ltoreq. 0.001 |w[50]| .ltoreq. 0.001 |w[51]| .ltoreq. 0.001
|w[52]| .ltoreq. 0.001 |w[53]| .ltoreq. 0.001 |w[54]| .ltoreq.
0.001 |w[55]| .ltoreq. 0.001 |w[56]| .ltoreq. 0.001 |w[57]|
.ltoreq. 0.001 |w[58]| .ltoreq. 0.001 |w[59]| .ltoreq. 0.001
|w[60]| .ltoreq. 0.001 |w[61]| .ltoreq. 0.001 |w[62]| .ltoreq.
0.001 |w[63]| .ltoreq. 0.001 |w[64]| .ltoreq. 0.001 |w[65]|
.ltoreq. 0.001 |w[66]| .ltoreq. 0.001 |w[67]| .ltoreq. 0.001
|w[68]| .ltoreq. 0.001 |w[69]| .ltoreq. 0.001 |w[70]| .ltoreq.
0.001 |w[71]| .ltoreq. 0.001 |w[72]| .ltoreq. 0.001 |w[73]|
.ltoreq. 0.001 |w[74]| .ltoreq. 0.001 |w[75]| .ltoreq. 0.001
|w[76]| .ltoreq. 0.001 |w[77]| .ltoreq. 0.001 |w[78]| .ltoreq.
0.001 |w[79]| .ltoreq. 0.001 |w[80]| .ltoreq. 0.001 |w[81]|
.ltoreq. 0.001 |w[82]| .ltoreq. 0.001 |w[83]| .ltoreq. 0.001
|w[84]| .ltoreq. 0.001 |w[85]| .ltoreq. 0.001 |w[86]| .ltoreq.
0.001 |w[87]| .ltoreq. 0.001 |w[88]| .ltoreq. 0.001 |w[89]|
.ltoreq. 0.001 |w[90]| .ltoreq. 0.001 |w[91]| .ltoreq. 0.001
|w[92]| .ltoreq. 0.001 |w[93]| .ltoreq. 0.001 |w[94]| .ltoreq.
0.001 |w[95]| .ltoreq. 0.001 |w[96]| .ltoreq. 0.001 |w[97]|
.ltoreq. 0.001 |w[98]| .ltoreq. 0.001 |w[99]| .ltoreq. 0.001
|w[100]| .ltoreq. 0.001 |w[101]| .ltoreq. 0.001 |w[102]| .ltoreq.
0.001 |w[103]| .ltoreq. 0.001 |w[104]| .ltoreq. 0.001 |w[105]|
.ltoreq. 0.001 |w[106]| .ltoreq. 0.001 |w[107]| .ltoreq. 0.001
|w[108]| .ltoreq. 0.001 |w[109]| .ltoreq. 0.001 |w[110]| .ltoreq.
0.001 |w[111]| .ltoreq. 0.001 |w[112]| .ltoreq. 0.001 |w[113]|
.ltoreq. 0.001 |w[114]| .ltoreq. 0.001 |w[115]| .ltoreq. 0.001
|w[116]| .ltoreq. 0.001 |w[117]| .ltoreq. 0.001 |w[118]| .ltoreq.
0.001 |w[119]| .ltoreq. 0.001 0.000 .ltoreq. w[120] .ltoreq. 0.002
0.003 .ltoreq. w[121] .ltoreq. 0.005 0.006 .ltoreq. w[122] .ltoreq.
0.008 0.010 .ltoreq. w[123] .ltoreq. 0.012 0.014 .ltoreq. w[124]
.ltoreq. 0.016 0.018 .ltoreq. w[125] .ltoreq. 0.020 0.022 .ltoreq.
w[126] .ltoreq. 0.024 0.027 .ltoreq. w[127] .ltoreq. 0.029 0.031
.ltoreq. w[128] .ltoreq. 0.033 0.035 .ltoreq. w[129] .ltoreq. 0.037
0.040 .ltoreq. w[130] .ltoreq. 0.042 0.044 .ltoreq. w[131] .ltoreq.
0.046 0.049 .ltoreq. w[132] .ltoreq. 0.051 0.053 .ltoreq. w[133]
.ltoreq. 0.055 0.057 .ltoreq. w[134] .ltoreq. 0.059 0.062 .ltoreq.
w[135] .ltoreq. 0.064 0.066 .ltoreq. w[136] .ltoreq. 0.068 0.070
.ltoreq. w[137] .ltoreq. 0.072 0.074 .ltoreq. w[138] .ltoreq. 0.076
0.079 .ltoreq. w[139] .ltoreq. 0.081 0.083 .ltoreq. w[140] .ltoreq.
0.085 0.087 .ltoreq. w[141] .ltoreq. 0.089 0.091 .ltoreq. w[142]
.ltoreq. 0.093 0.096 .ltoreq. w[143] .ltoreq. 0.098 0.100 .ltoreq.
w[144] .ltoreq. 0.102 0.104 .ltoreq. w[145] .ltoreq. 0.106 0.108
.ltoreq. w[146] .ltoreq. 0.110 0.113 .ltoreq. w[147] .ltoreq. 0.115
0.117 .ltoreq. w[148] .ltoreq. 0.119 0.121 .ltoreq. w[149] .ltoreq.
0.123 0.126 .ltoreq. w[150] .ltoreq. 0.128 0.130 .ltoreq. w[151]
.ltoreq. 0.132 0.135 .ltoreq. w[152] .ltoreq. 0.137 0.139 .ltoreq.
w[153] .ltoreq. 0.141 0.144 .ltoreq. w[154] .ltoreq. 0.146 0.149
.ltoreq. w[155] .ltoreq. 0.151 0.153 .ltoreq. w[156] .ltoreq. 0.155
0.158 .ltoreq. w[157] .ltoreq. 0.160 0.163 .ltoreq. w[158] .ltoreq.
0.165 0.168 .ltoreq. w[159] .ltoreq. 0.170 0.173 .ltoreq. w[160]
.ltoreq. 0.175 0.178 .ltoreq. w[161] .ltoreq. 0.180 0.183 .ltoreq.
w[162] .ltoreq. 0.185 0.188 .ltoreq. w[163] .ltoreq. 0.190 0.193
.ltoreq. w[164] .ltoreq. 0.195 0.198 .ltoreq. w[165] .ltoreq. 0.200
0.203 .ltoreq. w[166] .ltoreq. 0.205 0.208 .ltoreq. w[167] .ltoreq.
0.210 0.213 .ltoreq. w[168] .ltoreq. 0.215 0.218 .ltoreq. w[169]
.ltoreq. 0.220 0.223 .ltoreq. w[170] .ltoreq. 0.225 0.229 .ltoreq.
w[171] .ltoreq. 0.231 0.234 .ltoreq. w[172] .ltoreq. 0.236 0.239
.ltoreq. w[173] .ltoreq. 0.241 0.244 .ltoreq. w[174] .ltoreq. 0.246
0.249 .ltoreq. w[175] .ltoreq. 0.251 0.255 .ltoreq. w[176] .ltoreq.
0.257 0.260 .ltoreq. w[177] .ltoreq. 0.262 0.265 .ltoreq. w[178]
.ltoreq. 0.267 0.271 .ltoreq. w[179] .ltoreq. 0.273 0.276 .ltoreq.
w[180] .ltoreq. 0.278 0.282 .ltoreq. w[181] .ltoreq. 0.284 0.287
.ltoreq. w[182] .ltoreq. 0.289 0.293 .ltoreq. w[183] .ltoreq. 0.295
0.298 .ltoreq. w[184] .ltoreq. 0.300 0.303 .ltoreq. w[185] .ltoreq.
0.305 0.309 .ltoreq. w[186] .ltoreq. 0.311 0.314 .ltoreq. w[187]
.ltoreq. 0.316 0.320 .ltoreq. w[188] .ltoreq. 0.322 0.325 .ltoreq.
w[189] .ltoreq. 0.327 0.331 .ltoreq. w[190] .ltoreq. 0.333 0.336
.ltoreq. w[191] .ltoreq. 0.338 0.342 .ltoreq. w[192] .ltoreq. 0.344
0.347 .ltoreq. w[193] .ltoreq. 0.349 0.352 .ltoreq. w[194] .ltoreq.
0.354 0.358 .ltoreq. w[195] .ltoreq. 0.360 0.363 .ltoreq. w[196]
.ltoreq. 0.365 0.369 .ltoreq. w[197] .ltoreq. 0.371 0.374 .ltoreq.
w[198] .ltoreq. 0.376 0.379 .ltoreq. w[199] .ltoreq. 0.381 0.385
.ltoreq. w[200] .ltoreq. 0.387 0.390 .ltoreq. w[201] .ltoreq. 0.392
0.396 .ltoreq. w[202] .ltoreq. 0.398 0.401 .ltoreq. w[203] .ltoreq.
0.403 0.406 .ltoreq. w[204] .ltoreq. 0.408 0.412 .ltoreq. w[205]
.ltoreq. 0.414 0.417 .ltoreq. w[206] .ltoreq. 0.419 0.422 .ltoreq.
w[207] .ltoreq. 0.424 0.427 .ltoreq. w[208] .ltoreq. 0.429 0.433
.ltoreq. w[209] .ltoreq. 0.435 0.438 .ltoreq. w[210] .ltoreq. 0.440
0.443 .ltoreq. w[211] .ltoreq. 0.445 0.448 .ltoreq. w[212] .ltoreq.
0.450 0.453 .ltoreq. w[213] .ltoreq. 0.455 0.459 .ltoreq. w[214]
.ltoreq. 0.461 0.464 .ltoreq. w[215] .ltoreq. 0.466 0.469 .ltoreq.
w[216] .ltoreq. 0.471 0.474 .ltoreq. w[217] .ltoreq. 0.476 0.479
.ltoreq. w[218] .ltoreq. 0.481 0.484 .ltoreq. w[219] .ltoreq. 0.486
0.489 .ltoreq. w[220] .ltoreq. 0.491 0.494 .ltoreq. w[221] .ltoreq.
0.496 0.499 .ltoreq. w[222] .ltoreq. 0.501 0.504 .ltoreq. w[223]
.ltoreq. 0.506 0.509 .ltoreq. w[224] .ltoreq. 0.511 0.514 .ltoreq.
w[225] .ltoreq. 0.516 0.519 .ltoreq. w[226] .ltoreq. 0.521 0.524
.ltoreq. w[227] .ltoreq. 0.526 0.528 .ltoreq. w[228] .ltoreq. 0.530
0.533 .ltoreq. w[229] .ltoreq. 0.535 0.538 .ltoreq. w[230] .ltoreq.
0.540 0.543 .ltoreq. w[231] .ltoreq. 0.545 0.547 .ltoreq. w[232]
.ltoreq. 0.549 0.552 .ltoreq. w[233] .ltoreq. 0.554 0.557 .ltoreq.
w[234] .ltoreq. 0.559 0.561 .ltoreq. w[235] .ltoreq. 0.563 0.566
.ltoreq. w[236] .ltoreq. 0.568 0.571 .ltoreq. w[237] .ltoreq. 0.573
0.575 .ltoreq. w[238] .ltoreq. 0.577 0.580 .ltoreq. w[239] .ltoreq.
0.582 0.586 .ltoreq. w[240] .ltoreq. 0.588 0.591 .ltoreq. w[241]
.ltoreq. 0.593 0.595 .ltoreq. w[242] .ltoreq. 0.597 0.600 .ltoreq.
w[243] .ltoreq. 0.602 0.604 .ltoreq. w[244] .ltoreq. 0.606
0.609 .ltoreq. w[245] .ltoreq. 0.611 0.613 .ltoreq. w[246] .ltoreq.
0.615 0.617 .ltoreq. w[247] .ltoreq. 0.619 0.622 .ltoreq. w[248]
.ltoreq. 0.624 0.626 .ltoreq. w[249] .ltoreq. 0.628 0.630 .ltoreq.
w[250] .ltoreq. 0.632 0.635 .ltoreq. w[251] .ltoreq. 0.637 0.639
.ltoreq. w[252] .ltoreq. 0.641 0.643 .ltoreq. w[253] .ltoreq. 0.645
0.647 .ltoreq. w[254] .ltoreq. 0.649 0.652 .ltoreq. w[255] .ltoreq.
0.654 0.656 .ltoreq. w[256] .ltoreq. 0.658 0.660 .ltoreq. w[257]
.ltoreq. 0.662 0.664 .ltoreq. w[258] .ltoreq. 0.666 0.668 .ltoreq.
w[259] .ltoreq. 0.670 0.672 .ltoreq. w[260] .ltoreq. 0.674 0.676
.ltoreq. w[261] .ltoreq. 0.678 0.680 .ltoreq. w[262] .ltoreq. 0.682
0.684 .ltoreq. w[263] .ltoreq. 0.686 0.688 .ltoreq. w[264] .ltoreq.
0.690 0.692 .ltoreq. w[265] .ltoreq. 0.694 0.696 .ltoreq. w[266]
.ltoreq. 0.698 0.700 .ltoreq. w[267] .ltoreq. 0.702 0.704 .ltoreq.
w[268] .ltoreq. 0.706 0.708 .ltoreq. w[269] .ltoreq. 0.710 0.712
.ltoreq. w[270] .ltoreq. 0.714 0.715 .ltoreq. w[271] .ltoreq. 0.717
0.719 .ltoreq. w[272] .ltoreq. 0.721 0.723 .ltoreq. w[273] .ltoreq.
0.725 0.727 .ltoreq. w[274] .ltoreq. 0.729 0.730 .ltoreq. w[275]
.ltoreq. 0.732 0.734 .ltoreq. w[276] .ltoreq. 0.736 0.738 .ltoreq.
w[277] .ltoreq. 0.740 0.741 .ltoreq. w[278] .ltoreq. 0.743 0.745
.ltoreq. w[279] .ltoreq. 0.747 0.748 .ltoreq. w[280] .ltoreq. 0.750
0.752 .ltoreq. w[281] .ltoreq. 0.754 0.756 .ltoreq. w[282] .ltoreq.
0.758 0.759 .ltoreq. w[283] .ltoreq. 0.761 0.762 .ltoreq. w[284]
.ltoreq. 0.764 0.766 .ltoreq. w[285] .ltoreq. 0.768 0.769 .ltoreq.
w[286] .ltoreq. 0.771 0.773 .ltoreq. w[287] .ltoreq. 0.775 0.776
.ltoreq. w[288] .ltoreq. 0.778 0.779 .ltoreq. w[289] .ltoreq. 0.781
0.783 .ltoreq. w[290] .ltoreq. 0.785 0.786 .ltoreq. w[291] .ltoreq.
0.788 0.789 .ltoreq. w[292] .ltoreq. 0.791 0.792 .ltoreq. w[293]
.ltoreq. 0.794 0.796 .ltoreq. w[294] .ltoreq. 0.798 0.799 .ltoreq.
w[295] .ltoreq. 0.801 0.802 .ltoreq. w[296] .ltoreq. 0.804 0.805
.ltoreq. w[297] .ltoreq. 0.807 0.808 .ltoreq. w[298] .ltoreq. 0.810
0.811 .ltoreq. w[299] .ltoreq. 0.813 0.814 .ltoreq. w[300] .ltoreq.
0.816 0.817 .ltoreq. w[301] .ltoreq. 0.819 0.820 .ltoreq. w[302]
.ltoreq. 0.822 0.823 .ltoreq. w[303] .ltoreq. 0.825 0.826 .ltoreq.
w[304] .ltoreq. 0.828 0.829 .ltoreq. w[305] .ltoreq. 0.831 0.831
.ltoreq. w[306] .ltoreq. 0.833 0.834 .ltoreq. w[307] .ltoreq. 0.836
0.837 .ltoreq. w[308] .ltoreq. 0.839 0.840 .ltoreq. w[309] .ltoreq.
0.842 0.842 .ltoreq. w[310] .ltoreq. 0.844 0.845 .ltoreq. w[311]
.ltoreq. 0.847 0.848 .ltoreq. w[312] .ltoreq. 0.850 0.850 .ltoreq.
w[313] .ltoreq. 0.852 0.853 .ltoreq. w[314] .ltoreq. 0.855 0.855
.ltoreq. w[315] .ltoreq. 0.857 0.858 .ltoreq. w[316] .ltoreq. 0.860
0.860 .ltoreq. w[317] .ltoreq. 0.862 0.863 .ltoreq. w[318] .ltoreq.
0.865 0.865 .ltoreq. w[319] .ltoreq. 0.867 0.867 .ltoreq. w[320]
.ltoreq. 0.869 0.870 .ltoreq. w[321] .ltoreq. 0.872 0.872 .ltoreq.
w[322] .ltoreq. 0.874 0.874 .ltoreq. w[323] .ltoreq. 0.876 0.876
.ltoreq. w[324] .ltoreq. 0.878 0.878 .ltoreq. w[325] .ltoreq. 0.880
0.881 .ltoreq. w[326] .ltoreq. 0.883 0.883 .ltoreq. w[327] .ltoreq.
0.885 0.885 .ltoreq. w[328] .ltoreq. 0.887 0.887 .ltoreq. w[329]
.ltoreq. 0.889 0.889 .ltoreq. w[330] .ltoreq. 0.891 0.891 .ltoreq.
w[331] .ltoreq. 0.893 0.893 .ltoreq. w[332] .ltoreq. 0.895 0.895
.ltoreq. w[333] .ltoreq. 0.897 0.896 .ltoreq. w[334] .ltoreq. 0.898
0.898 .ltoreq. w[335] .ltoreq. 0.900 0.900 .ltoreq. w[336] .ltoreq.
0.902 0.902 .ltoreq. w[337] .ltoreq. 0.904 0.904 .ltoreq. w[338]
.ltoreq. 0.906 0.906 .ltoreq. w[339] .ltoreq. 0.908 0.907 .ltoreq.
w[340] .ltoreq. 0.909 0.909 .ltoreq. w[341] .ltoreq. 0.911 0.911
.ltoreq. w[342] .ltoreq. 0.913 0.912 .ltoreq. w[343] .ltoreq. 0.914
0.914 .ltoreq. w[344] .ltoreq. 0.916 0.916 .ltoreq. w[345] .ltoreq.
0.918 0.918 .ltoreq. w[346] .ltoreq. 0.920 0.919 .ltoreq. w[347]
.ltoreq. 0.921 0.921 .ltoreq. w[348] .ltoreq. 0.923 0.923 .ltoreq.
w[349] .ltoreq. 0.925 0.924 .ltoreq. w[350] .ltoreq. 0.926 0.926
.ltoreq. w[351] .ltoreq. 0.928 0.928 .ltoreq. w[352] .ltoreq. 0.930
0.929 .ltoreq. w[353] .ltoreq. 0.931 0.931 .ltoreq. w[354] .ltoreq.
0.933 0.932 .ltoreq. w[355] .ltoreq. 0.934 0.934 .ltoreq. w[356]
.ltoreq. 0.936 0.935 .ltoreq. w[357] .ltoreq. 0.937 0.936 .ltoreq.
w[358] .ltoreq. 0.938 0.937 .ltoreq. w[359] .ltoreq. 0.939 0.938
.ltoreq. w[360] .ltoreq. 0.940 0.938 .ltoreq. w[361] .ltoreq. 0.940
0.938 .ltoreq. w[362] .ltoreq. 0.940 0.939 .ltoreq. w[363] .ltoreq.
0.941 0.939 .ltoreq. w[364] .ltoreq. 0.941 0.940 .ltoreq. w[365]
.ltoreq. 0.942 0.940 .ltoreq. w[366] .ltoreq. 0.942 0.940 .ltoreq.
w[367] .ltoreq. 0.942 0.941 .ltoreq. w[368] .ltoreq. 0.943 0.941
.ltoreq. w[369] .ltoreq. 0.943 0.942 .ltoreq. w[370] .ltoreq. 0.944
0.942 .ltoreq. w[371] .ltoreq. 0.944 0.942 .ltoreq. w[372] .ltoreq.
0.944 0.943 .ltoreq. w[373] .ltoreq. 0.945 0.943 .ltoreq. w[374]
.ltoreq. 0.945 0.944 .ltoreq. w[375] .ltoreq. 0.946 0.944 .ltoreq.
w[376] .ltoreq. 0.946 0.945 .ltoreq. w[377] .ltoreq. 0.947 0.945
.ltoreq. w[378] .ltoreq. 0.947 0.945 .ltoreq. w[379] .ltoreq. 0.947
0.946 .ltoreq. w[380] .ltoreq. 0.948 0.946 .ltoreq. w[381] .ltoreq.
0.948 0.947 .ltoreq. w[382] .ltoreq. 0.949 0.947 .ltoreq. w[383]
.ltoreq. 0.949 0.948 .ltoreq. w[384] .ltoreq. 0.950 0.948 .ltoreq.
w[385] .ltoreq. 0.950 0.948 .ltoreq. w[386] .ltoreq. 0.950 0.949
.ltoreq. w[387] .ltoreq. 0.951 0.949 .ltoreq. w[388] .ltoreq. 0.951
0.950 .ltoreq. w[389] .ltoreq. 0.952 0.950 .ltoreq. w[390] .ltoreq.
0.952 0.951 .ltoreq. w[391] .ltoreq. 0.953 0.951 .ltoreq. w[392]
.ltoreq. 0.953 0.952 .ltoreq. w[393] .ltoreq. 0.954 0.952 .ltoreq.
w[394] .ltoreq. 0.954 0.952 .ltoreq. w[395] .ltoreq. 0.954 0.953
.ltoreq. w[396] .ltoreq. 0.955 0.953 .ltoreq. w[397] .ltoreq. 0.955
0.954 .ltoreq. w[398] .ltoreq. 0.956 0.954 .ltoreq. w[399] .ltoreq.
0.956 0.955 .ltoreq. w[400] .ltoreq. 0.957 0.955 .ltoreq. w[401]
.ltoreq. 0.957 0.956 .ltoreq. w[402] .ltoreq. 0.958 0.956 .ltoreq.
w[403] .ltoreq. 0.958 0.957 .ltoreq. w[404] .ltoreq. 0.959 0.957
.ltoreq. w[405] .ltoreq. 0.959 0.958 .ltoreq. w[406] .ltoreq. 0.960
0.958 .ltoreq. w[407] .ltoreq. 0.960 0.959 .ltoreq. w[408] .ltoreq.
0.961 0.959 .ltoreq. w[409] .ltoreq. 0.961 0.960 .ltoreq. w[410]
.ltoreq. 0.962 0.960 .ltoreq. w[411] .ltoreq. 0.962 0.961 .ltoreq.
w[412] .ltoreq. 0.963 0.961 .ltoreq. w[413] .ltoreq. 0.963 0.962
.ltoreq. w[414] .ltoreq. 0.964 0.962 .ltoreq. w[415] .ltoreq. 0.964
0.963 .ltoreq. w[416] .ltoreq. 0.965 0.963 .ltoreq. w[417] .ltoreq.
0.965 0.964 .ltoreq. w[418] .ltoreq. 0.966 0.964 .ltoreq. w[419]
.ltoreq. 0.966 0.965 .ltoreq. w[420] .ltoreq. 0.967 0.965 .ltoreq.
w[421] .ltoreq. 0.967 0.966 .ltoreq. w[422] .ltoreq. 0.968 0.966
.ltoreq. w[423] .ltoreq. 0.968 0.967 .ltoreq. w[424] .ltoreq. 0.969
0.967 .ltoreq. w[425] .ltoreq. 0.969 0.968 .ltoreq. w[426] .ltoreq.
0.970 0.969 .ltoreq. w[427] .ltoreq. 0.971 0.969 .ltoreq. w[428]
.ltoreq. 0.971 0.970 .ltoreq. w[429] .ltoreq. 0.972 0.970 .ltoreq.
w[430] .ltoreq. 0.972 0.971 .ltoreq. w[431] .ltoreq. 0.973 0.971
.ltoreq. w[432] .ltoreq. 0.973 0.972 .ltoreq. w[433] .ltoreq. 0.974
0.972 .ltoreq. w[434] .ltoreq. 0.974 0.973 .ltoreq. w[435] .ltoreq.
0.975 0.973 .ltoreq. w[436] .ltoreq. 0.975 0.974 .ltoreq. w[437]
.ltoreq. 0.976 0.975 .ltoreq. w[438] .ltoreq. 0.977 0.975 .ltoreq.
w[439] .ltoreq. 0.977 0.976 .ltoreq. w[440] .ltoreq. 0.978 0.976
.ltoreq. w[441] .ltoreq. 0.978 0.977 .ltoreq. w[442] .ltoreq. 0.979
0.977 .ltoreq. w[443] .ltoreq. 0.979 0.978 .ltoreq. w[444] .ltoreq.
0.980 0.979 .ltoreq. w[445] .ltoreq. 0.981 0.979 .ltoreq. w[446]
.ltoreq. 0.981 0.980 .ltoreq. w[447] .ltoreq. 0.982 0.980 .ltoreq.
w[448] .ltoreq. 0.982 0.981 .ltoreq. w[449] .ltoreq. 0.983 0.981
.ltoreq. w[450] .ltoreq. 0.983 0.982 .ltoreq. w[451] .ltoreq. 0.984
0.983 .ltoreq. w[452] .ltoreq. 0.985 0.983 .ltoreq. w[453] .ltoreq.
0.985 0.984 .ltoreq. w[454] .ltoreq. 0.986 0.984 .ltoreq. w[455]
.ltoreq. 0.986 0.985 .ltoreq. w[456] .ltoreq. 0.987 0.985 .ltoreq.
w[457] .ltoreq. 0.987 0.986 .ltoreq. w[458] .ltoreq. 0.988 0.987
.ltoreq. w[459] .ltoreq. 0.989 0.987 .ltoreq. w[460] .ltoreq. 0.989
0.988 .ltoreq. w[461] .ltoreq. 0.990 0.988 .ltoreq. w[462] .ltoreq.
0.990 0.989 .ltoreq. w[463] .ltoreq. 0.991 0.990 .ltoreq. w[464]
.ltoreq. 0.992 0.990 .ltoreq. w[465] .ltoreq. 0.992 0.991 .ltoreq.
w[466] .ltoreq. 0.993 0.991 .ltoreq. w[467] .ltoreq. 0.993 0.992
.ltoreq. w[468] .ltoreq. 0.994 0.992 .ltoreq. w[469] .ltoreq. 0.994
0.993 .ltoreq. w[470] .ltoreq. 0.995 0.994 .ltoreq. w[471] .ltoreq.
0.996 0.994 .ltoreq. w[472] .ltoreq. 0.996 0.995 .ltoreq. w[473]
.ltoreq. 0.997 0.995 .ltoreq. w[474] .ltoreq. 0.997 0.996 .ltoreq.
w[475] .ltoreq. 0.998 0.997 .ltoreq. w[476] .ltoreq. 0.999 0.997
.ltoreq. w[477] .ltoreq. 0.999 0.998 .ltoreq. w[478] .ltoreq. 1.000
0.998 .ltoreq. w[479] .ltoreq. 1.000 1.000 .ltoreq. w[480] .ltoreq.
1.002 1.000 .ltoreq. w[481] .ltoreq. 1.002 1.001 .ltoreq. w[482]
.ltoreq. 1.003 1.001 .ltoreq. w[483] .ltoreq. 1.003 1.002 .ltoreq.
w[484] .ltoreq. 1.004 1.003 .ltoreq. w[485] .ltoreq. 1.005 1.003
.ltoreq. w[486] .ltoreq. 1.005 1.004 .ltoreq. w[487] .ltoreq. 1.006
1.004 .ltoreq. w[488] .ltoreq. 1.006 1.005 .ltoreq. w[489] .ltoreq.
1.007 1.006 .ltoreq. w[490] .ltoreq. 1.008 1.006 .ltoreq. w[491]
.ltoreq. 1.008 1.007 .ltoreq. w[492] .ltoreq. 1.009 1.007 .ltoreq.
w[493] .ltoreq. 1.009 1.008 .ltoreq. w[494] .ltoreq. 1.010 1.009
.ltoreq. w[495] .ltoreq. 1.011
1.009 .ltoreq. w[496] .ltoreq. 1.011 1.010 .ltoreq. w[497] .ltoreq.
1.012 1.010 .ltoreq. w[498] .ltoreq. 1.012 1.011 .ltoreq. w[499]
.ltoreq. 1.013 1.012 .ltoreq. w[500] .ltoreq. 1.014 1.012 .ltoreq.
w[501] .ltoreq. 1.014 1.013 .ltoreq. w[502] .ltoreq. 1.015 1.013
.ltoreq. w[503] .ltoreq. 1.015 1.014 .ltoreq. w[504] .ltoreq. 1.016
1.015 .ltoreq. w[505] .ltoreq. 1.017 1.015 .ltoreq. w[506] .ltoreq.
1.017 1.016 .ltoreq. w[507] .ltoreq. 1.018 1.016 .ltoreq. w[508]
.ltoreq. 1.018 1.017 .ltoreq. w[509] .ltoreq. 1.019 1.018 .ltoreq.
w[510] .ltoreq. 1.020 1.018 .ltoreq. w[511] .ltoreq. 1.020 1.019
.ltoreq. w[512] .ltoreq. 1.021 1.019 .ltoreq. w[513] .ltoreq. 1.021
1.020 .ltoreq. w[514] .ltoreq. 1.022 1.021 .ltoreq. w[515] .ltoreq.
1.023 1.021 .ltoreq. w[516] .ltoreq. 1.023 1.022 .ltoreq. w[517]
.ltoreq. 1.024 1.022 .ltoreq. w[518] .ltoreq. 1.024 1.023 .ltoreq.
w[519] .ltoreq. 1.025 1.023 .ltoreq. w[520] .ltoreq. 1.025 1.024
.ltoreq. w[521] .ltoreq. 1.026 1.025 .ltoreq. w[522] .ltoreq. 1.027
1.025 .ltoreq. w[523] .ltoreq. 1.027 1.026 .ltoreq. w[524] .ltoreq.
1.028 1.026 .ltoreq. w[525] .ltoreq. 1.028 1.027 .ltoreq. w[526]
.ltoreq. 1.029 1.028 .ltoreq. w[527] .ltoreq. 1.030 1.028 .ltoreq.
w[528] .ltoreq. 1.030 1.029 .ltoreq. w[529] .ltoreq. 1.031 1.029
.ltoreq. w[530] .ltoreq. 1.031 1.030 .ltoreq. w[531] .ltoreq. 1.032
1.030 .ltoreq. w[532] .ltoreq. 1.032 1.031 .ltoreq. w[533] .ltoreq.
1.033 1.032 .ltoreq. w[534] .ltoreq. 1.034 1.032 .ltoreq. w[535]
.ltoreq. 1.034 1.033 .ltoreq. w[536] .ltoreq. 1.035 1.033 .ltoreq.
w[537] .ltoreq. 1.035 1.034 .ltoreq. w[538] .ltoreq. 1.036 1.034
.ltoreq. w[539] .ltoreq. 1.036 1.035 .ltoreq. w[540] .ltoreq. 1.037
1.036 .ltoreq. w[541] .ltoreq. 1.038 1.036 .ltoreq. w[542] .ltoreq.
1.038 1.037 .ltoreq. w[543] .ltoreq. 1.039 1.037 .ltoreq. w[544]
.ltoreq. 1.039 1.038 .ltoreq. w[545] .ltoreq. 1.040 1.038 .ltoreq.
w[546] .ltoreq. 1.040 1.039 .ltoreq. w[547] .ltoreq. 1.041 1.039
.ltoreq. w[548] .ltoreq. 1.041 1.040 .ltoreq. w[549] .ltoreq. 1.042
1.040 .ltoreq. w[550] .ltoreq. 1.042 1.041 .ltoreq. w[551] .ltoreq.
1.043 1.042 .ltoreq. w[552] .ltoreq. 1.044 1.042 .ltoreq. w[553]
.ltoreq. 1.044 1.043 .ltoreq. w[554] .ltoreq. 1.045 1.043 .ltoreq.
w[555] .ltoreq. 1.045 1.044 .ltoreq. w[556] .ltoreq. 1.046 1.044
.ltoreq. w[557] .ltoreq. 1.046 1.045 .ltoreq. w[558] .ltoreq. 1.047
1.045 .ltoreq. w[559] .ltoreq. 1.047 1.046 .ltoreq. w[560] .ltoreq.
1.048 1.046 .ltoreq. w[561] .ltoreq. 1.048 1.047 .ltoreq. w[562]
.ltoreq. 1.049 1.047 .ltoreq. w[563] .ltoreq. 1.049 1.048 .ltoreq.
w[564] .ltoreq. 1.050 1.048 .ltoreq. w[565] .ltoreq. 1.050 1.049
.ltoreq. w[566] .ltoreq. 1.051 1.049 .ltoreq. w[567] .ltoreq. 1.051
1.050 .ltoreq. w[568] .ltoreq. 1.052 1.050 .ltoreq. w[569] .ltoreq.
1.052 1.051 .ltoreq. w[570] .ltoreq. 1.053 1.051 .ltoreq. w[571]
.ltoreq. 1.053 1.052 .ltoreq. w[572] .ltoreq. 1.054 1.052 .ltoreq.
w[573] .ltoreq. 1.054 1.053 .ltoreq. w[574] .ltoreq. 1.055 1.053
.ltoreq. w[575] .ltoreq. 1.055 1.054 .ltoreq. w[576] .ltoreq. 1.056
1.054 .ltoreq. w[577] .ltoreq. 1.056 1.055 .ltoreq. w[578] .ltoreq.
1.057 1.055 .ltoreq. w[579] .ltoreq. 1.057 1.056 .ltoreq. w[580]
.ltoreq. 1.058 1.056 .ltoreq. w[581] .ltoreq. 1.058 1.057 .ltoreq.
w[582] .ltoreq. 1.059 1.057 .ltoreq. w[583] .ltoreq. 1.059 1.058
.ltoreq. w[584] .ltoreq. 1.060 1.058 .ltoreq. w[585] .ltoreq. 1.060
1.058 .ltoreq. w[586] .ltoreq. 1.060 1.059 .ltoreq. w[587] .ltoreq.
1.061 1.059 .ltoreq. w[588] .ltoreq. 1.061 1.060 .ltoreq. w[589]
.ltoreq. 1.062 1.060 .ltoreq. w[590] .ltoreq. 1.062 1.061 .ltoreq.
w[591] .ltoreq. 1.063 1.061 .ltoreq. w[592] .ltoreq. 1.063 1.062
.ltoreq. w[593] .ltoreq. 1.064 1.062 .ltoreq. w[594] .ltoreq. 1.064
1.063 .ltoreq. w[595] .ltoreq. 1.065 1.063 .ltoreq. w[596] .ltoreq.
1.065 1.063 .ltoreq. w[597] .ltoreq. 1.065 1.064 .ltoreq. w[598]
.ltoreq. 1.066 1.064 .ltoreq. w[599] .ltoreq. 1.066 1.064 .ltoreq.
w[600] .ltoreq. 1.066 1.064 .ltoreq. w[601] .ltoreq. 1.066 1.064
.ltoreq. w[602] .ltoreq. 1.066 1.063 .ltoreq. w[603] .ltoreq. 1.065
1.063 .ltoreq. w[604] .ltoreq. 1.065 1.062 .ltoreq. w[605] .ltoreq.
1.064 1.061 .ltoreq. w[606] .ltoreq. 1.063 1.061 .ltoreq. w[607]
.ltoreq. 1.063 1.060 .ltoreq. w[608] .ltoreq. 1.062 1.059 .ltoreq.
w[609] .ltoreq. 1.061 1.059 .ltoreq. w[610] .ltoreq. 1.061 1.058
.ltoreq. w[611] .ltoreq. 1.060 1.057 .ltoreq. w[612] .ltoreq. 1.059
1.057 .ltoreq. w[613] .ltoreq. 1.059 1.056 .ltoreq. w[614] .ltoreq.
1.058 1.055 .ltoreq. w[615] .ltoreq. 1.057 1.054 .ltoreq. w[616]
.ltoreq. 1.056 1.054 .ltoreq. w[617] .ltoreq. 1.056 1.053 .ltoreq.
w[618] .ltoreq. 1.055 1.052 .ltoreq. w[619] .ltoreq. 1.054 1.051
.ltoreq. w[620] .ltoreq. 1.053 1.050 .ltoreq. w[621] .ltoreq. 1.052
1.049 .ltoreq. w[622] .ltoreq. 1.051 1.048 .ltoreq. w[623] .ltoreq.
1.050 1.048 .ltoreq. w[624] .ltoreq. 1.050 1.047 .ltoreq. w[625]
.ltoreq. 1.049 1.046 .ltoreq. w[626] .ltoreq. 1.048 1.045 .ltoreq.
w[627] .ltoreq. 1.047 1.044 .ltoreq. w[628] .ltoreq. 1.046 1.043
.ltoreq. w[629] .ltoreq. 1.045 1.042 .ltoreq. w[630] .ltoreq. 1.044
1.041 .ltoreq. w[631] .ltoreq. 1.043 1.040 .ltoreq. w[632] .ltoreq.
1.042 1.039 .ltoreq. w[633] .ltoreq. 1.041 1.038 .ltoreq. w[634]
.ltoreq. 1.040 1.037 .ltoreq. w[635] .ltoreq. 1.039 1.036 .ltoreq.
w[636] .ltoreq. 1.038 1.035 .ltoreq. w[637] .ltoreq. 1.037 1.033
.ltoreq. w[638] .ltoreq. 1.035 1.032 .ltoreq. w[639] .ltoreq. 1.034
1.031 .ltoreq. w[640] .ltoreq. 1.033 1.029 .ltoreq. w[641] .ltoreq.
1.031 1.028 .ltoreq. w[642] .ltoreq. 1.030 1.026 .ltoreq. w[643]
.ltoreq. 1.028 1.025 .ltoreq. w[644] .ltoreq. 1.027 1.023 .ltoreq.
w[645] .ltoreq. 1.025 1.022 .ltoreq. w[646] .ltoreq. 1.024 1.020
.ltoreq. w[647] .ltoreq. 1.022 1.019 .ltoreq. w[648] .ltoreq. 1.021
1.017 .ltoreq. w[649] .ltoreq. 1.019 1.016 .ltoreq. w[650] .ltoreq.
1.018 1.014 .ltoreq. w[651] .ltoreq. 1.016 1.013 .ltoreq. w[652]
.ltoreq. 1.015 1.011 .ltoreq. w[653] .ltoreq. 1.013 1.009 .ltoreq.
w[654] .ltoreq. 1.011 1.008 .ltoreq. w[655] .ltoreq. 1.010 1.006
.ltoreq. w[656] .ltoreq. 1.008 1.004 .ltoreq. w[657] .ltoreq. 1.006
1.003 .ltoreq. w[658] .ltoreq. 1.005 1.001 .ltoreq. w[659] .ltoreq.
1.003 0.999 .ltoreq. w[660] .ltoreq. 1.001 0.997 .ltoreq. w[661]
.ltoreq. 0.999 0.995 .ltoreq. w[662] .ltoreq. 0.997 0.993 .ltoreq.
w[663] .ltoreq. 0.995 0.991 .ltoreq. w[664] .ltoreq. 0.993 0.989
.ltoreq. w[665] .ltoreq. 0.991 0.987 .ltoreq. w[666] .ltoreq. 0.989
0.985 .ltoreq. w[667] .ltoreq. 0.987 0.983 .ltoreq. w[668] .ltoreq.
0.985 0.981 .ltoreq. w[669] .ltoreq. 0.983 0.979 .ltoreq. w[670]
.ltoreq. 0.981 0.977 .ltoreq. w[671] .ltoreq. 0.979 0.974 .ltoreq.
w[672] .ltoreq. 0.976 0.972 .ltoreq. w[673] .ltoreq. 0.974 0.970
.ltoreq. w[674] .ltoreq. 0.972 0.968 .ltoreq. w[675] .ltoreq. 0.970
0.966 .ltoreq. w[676] .ltoreq. 0.968 0.964 .ltoreq. w[677] .ltoreq.
0.966 0.962 .ltoreq. w[678] .ltoreq. 0.964 0.959 .ltoreq. w[679]
.ltoreq. 0.961 0.957 .ltoreq. w[680] .ltoreq. 0.959 0.955 .ltoreq.
w[681] .ltoreq. 0.957 0.952 .ltoreq. w[682] .ltoreq. 0.954 0.950
.ltoreq. w[683] .ltoreq. 0.952 0.948 .ltoreq. w[684] .ltoreq. 0.950
0.945 .ltoreq. w[685] .ltoreq. 0.947 0.943 .ltoreq. w[686] .ltoreq.
0.945 0.940 .ltoreq. w[687] .ltoreq. 0.942 0.938 .ltoreq. w[688]
.ltoreq. 0.940 0.935 .ltoreq. w[689] .ltoreq. 0.937 0.933 .ltoreq.
w[690] .ltoreq. 0.935 0.930 .ltoreq. w[691] .ltoreq. 0.932 0.928
.ltoreq. w[692] .ltoreq. 0.930 0.925 .ltoreq. w[693] .ltoreq. 0.927
0.923 .ltoreq. w[694] .ltoreq. 0.925 0.921 .ltoreq. w[695] .ltoreq.
0.923 0.918 .ltoreq. w[696] .ltoreq. 0.920 0.916 .ltoreq. w[697]
.ltoreq. 0.918 0.913 .ltoreq. w[698] .ltoreq. 0.915 0.910 .ltoreq.
w[699] .ltoreq. 0.912 0.908 .ltoreq. w[700] .ltoreq. 0.910 0.905
.ltoreq. w[701] .ltoreq. 0.907 0.902 .ltoreq. w[702] .ltoreq. 0.904
0.900 .ltoreq. w[703] .ltoreq. 0.902 0.897 .ltoreq. w[704] .ltoreq.
0.899 0.894 .ltoreq. w[705] .ltoreq. 0.896 0.892 .ltoreq. w[706]
.ltoreq. 0.894 0.889 .ltoreq. w[707] .ltoreq. 0.891 0.886 .ltoreq.
w[708] .ltoreq. 0.888 0.884 .ltoreq. w[709] .ltoreq. 0.886 0.881
.ltoreq. w[710] .ltoreq. 0.883 0.878 .ltoreq. w[711] .ltoreq. 0.880
0.876 .ltoreq. w[712] .ltoreq. 0.878 0.873 .ltoreq. w[713] .ltoreq.
0.875 0.870 .ltoreq. w[714] .ltoreq. 0.872 0.867 .ltoreq. w[715]
.ltoreq. 0.869 0.865 .ltoreq. w[716] .ltoreq. 0.867 0.862 .ltoreq.
w[717] .ltoreq. 0.864 0.859 .ltoreq. w[718] .ltoreq. 0.861 0.856
.ltoreq. w[719] .ltoreq. 0.858 0.854 .ltoreq. w[720] .ltoreq. 0.856
0.851 .ltoreq. w[721] .ltoreq. 0.853 0.848 .ltoreq. w[722] .ltoreq.
0.850 0.845 .ltoreq. w[723] .ltoreq. 0.847 0.842 .ltoreq. w[724]
.ltoreq. 0.844 0.840 .ltoreq. w[725] .ltoreq. 0.842 0.837 .ltoreq.
w[726] .ltoreq. 0.839 0.834 .ltoreq. w[727] .ltoreq. 0.836 0.831
.ltoreq. w[728] .ltoreq. 0.833 0.828 .ltoreq. w[729] .ltoreq. 0.830
0.825 .ltoreq. w[730] .ltoreq. 0.827 0.822 .ltoreq. w[731] .ltoreq.
0.824 0.820 .ltoreq. w[732] .ltoreq. 0.822 0.817 .ltoreq. w[733]
.ltoreq. 0.819 0.814 .ltoreq. w[734] .ltoreq. 0.816 0.811 .ltoreq.
w[735] .ltoreq. 0.813 0.808 .ltoreq. w[736] .ltoreq. 0.810 0.805
.ltoreq. w[737] .ltoreq. 0.807 0.802 .ltoreq. w[738] .ltoreq. 0.804
0.799 .ltoreq. w[739] .ltoreq. 0.801 0.796 .ltoreq. w[740] .ltoreq.
0.798 0.793 .ltoreq. w[741] .ltoreq. 0.795 0.790 .ltoreq. w[742]
.ltoreq. 0.792 0.787 .ltoreq. w[743] .ltoreq. 0.789 0.784 .ltoreq.
w[744] .ltoreq. 0.786 0.781 .ltoreq. w[745] .ltoreq. 0.783 0.778
.ltoreq. w[746] .ltoreq. 0.780
0.776 .ltoreq. w[747] .ltoreq. 0.778 0.773 .ltoreq. w[748] .ltoreq.
0.775 0.770 .ltoreq. w[749] .ltoreq. 0.772 0.767 .ltoreq. w[750]
.ltoreq. 0.769 0.764 .ltoreq. w[751] .ltoreq. 0.766 0.760 .ltoreq.
w[752] .ltoreq. 0.762 0.757 .ltoreq. w[753] .ltoreq. 0.759 0.754
.ltoreq. w[754] .ltoreq. 0.756 0.751 .ltoreq. w[755] .ltoreq. 0.753
0.748 .ltoreq. w[756] .ltoreq. 0.750 0.745 .ltoreq. w[757] .ltoreq.
0.747 0.742 .ltoreq. w[758] .ltoreq. 0.744 0.739 .ltoreq. w[759]
.ltoreq. 0.741 0.736 .ltoreq. w[760] .ltoreq. 0.738 0.733 .ltoreq.
w[761] .ltoreq. 0.735 0.730 .ltoreq. w[762] .ltoreq. 0.732 0.727
.ltoreq. w[763] .ltoreq. 0.729 0.724 .ltoreq. w[764] .ltoreq. 0.726
0.721 .ltoreq. w[765] .ltoreq. 0.723 0.718 .ltoreq. w[766] .ltoreq.
0.720 0.715 .ltoreq. w[767] .ltoreq. 0.717 0.712 .ltoreq. w[768]
.ltoreq. 0.714 0.709 .ltoreq. w[769] .ltoreq. 0.711 0.705 .ltoreq.
w[770] .ltoreq. 0.707 0.702 .ltoreq. w[771] .ltoreq. 0.704 0.699
.ltoreq. w[772] .ltoreq. 0.701 0.696 .ltoreq. w[773] .ltoreq. 0.698
0.692 .ltoreq. w[774] .ltoreq. 0.694 0.689 .ltoreq. w[775] .ltoreq.
0.691 0.686 .ltoreq. w[776] .ltoreq. 0.688 0.683 .ltoreq. w[777]
.ltoreq. 0.685 0.680 .ltoreq. w[778] .ltoreq. 0.682 0.677 .ltoreq.
w[779] .ltoreq. 0.679 0.674 .ltoreq. w[780] .ltoreq. 0.676 0.670
.ltoreq. w[781] .ltoreq. 0.672 0.667 .ltoreq. w[782] .ltoreq. 0.669
0.664 .ltoreq. w[783] .ltoreq. 0.666 0.661 .ltoreq. w[784] .ltoreq.
0.663 0.658 .ltoreq. w[785] .ltoreq. 0.660 0.655 .ltoreq. w[786]
.ltoreq. 0.657 0.652 .ltoreq. w[787] .ltoreq. 0.654 0.649 .ltoreq.
w[788] .ltoreq. 0.651 0.646 .ltoreq. w[789] .ltoreq. 0.648 0.643
.ltoreq. w[790] .ltoreq. 0.645 0.640 .ltoreq. w[791] .ltoreq. 0.642
0.637 .ltoreq. w[792] .ltoreq. 0.639 0.634 .ltoreq. w[793] .ltoreq.
0.636 0.630 .ltoreq. w[794] .ltoreq. 0.632 0.627 .ltoreq. w[795]
.ltoreq. 0.629 0.624 .ltoreq. w[796] .ltoreq. 0.626 0.620 .ltoreq.
w[797] .ltoreq. 0.622 0.617 .ltoreq. w[798] .ltoreq. 0.619 0.614
.ltoreq. w[799] .ltoreq. 0.616 0.610 .ltoreq. w[800] .ltoreq. 0.612
0.607 .ltoreq. w[801] .ltoreq. 0.609 0.604 .ltoreq. w[802] .ltoreq.
0.606 0.600 .ltoreq. w[803] .ltoreq. 0.602 0.597 .ltoreq. w[804]
.ltoreq. 0.599 0.594 .ltoreq. w[805] .ltoreq. 0.596 0.591 .ltoreq.
w[806] .ltoreq. 0.593 0.588 .ltoreq. w[807] .ltoreq. 0.590 0.585
.ltoreq. w[808] .ltoreq. 0.587 0.582 .ltoreq. w[809] .ltoreq. 0.584
0.580 .ltoreq. w[810] .ltoreq. 0.582 0.577 .ltoreq. w[811] .ltoreq.
0.579 0.574 .ltoreq. w[812] .ltoreq. 0.576 0.571 .ltoreq. w[813]
.ltoreq. 0.573 0.568 .ltoreq. w[814] .ltoreq. 0.570 0.565 .ltoreq.
w[815] .ltoreq. 0.567 0.562 .ltoreq. w[816] .ltoreq. 0.564 0.558
.ltoreq. w[817] .ltoreq. 0.560 0.555 .ltoreq. w[818] .ltoreq. 0.557
0.552 .ltoreq. w[819] .ltoreq. 0.554 0.548 .ltoreq. w[820] .ltoreq.
0.550 0.545 .ltoreq. w[821] .ltoreq. 0.547 0.541 .ltoreq. w[822]
.ltoreq. 0.543 0.538 .ltoreq. w[823] .ltoreq. 0.540 0.535 .ltoreq.
w[824] .ltoreq. 0.537 0.531 .ltoreq. w[825] .ltoreq. 0.533 0.528
.ltoreq. w[826] .ltoreq. 0.530 0.525 .ltoreq. w[827] .ltoreq. 0.527
0.523 .ltoreq. w[828] .ltoreq. 0.525 0.520 .ltoreq. w[829] .ltoreq.
0.522 0.517 .ltoreq. w[830] .ltoreq. 0.519 0.514 .ltoreq. w[831]
.ltoreq. 0.516 0.511 .ltoreq. w[832] .ltoreq. 0.513 0.508 .ltoreq.
w[833] .ltoreq. 0.510 0.505 .ltoreq. w[834] .ltoreq. 0.507 0.502
.ltoreq. w[835] .ltoreq. 0.504 0.499 .ltoreq. w[836] .ltoreq. 0.501
0.496 .ltoreq. w[837] .ltoreq. 0.498 0.493 .ltoreq. w[838] .ltoreq.
0.495 0.489 .ltoreq. w[839] .ltoreq. 0.491 0.486 .ltoreq. w[840]
.ltoreq. 0.488 0.483 .ltoreq. w[841] .ltoreq. 0.485 0.480 .ltoreq.
w[842] .ltoreq. 0.482 0.477 .ltoreq. w[843] .ltoreq. 0.479 0.474
.ltoreq. w[844] .ltoreq. 0.476 0.471 .ltoreq. w[845] .ltoreq. 0.473
0.468 .ltoreq. w[846] .ltoreq. 0.470 0.465 .ltoreq. w[847] .ltoreq.
0.467 0.462 .ltoreq. w[848] .ltoreq. 0.464 0.459 .ltoreq. w[849]
.ltoreq. 0.461 0.456 .ltoreq. w[850] .ltoreq. 0.458 0.453 .ltoreq.
w[851] .ltoreq. 0.455 0.450 .ltoreq. w[852] .ltoreq. 0.452 0.447
.ltoreq. w[853] .ltoreq. 0.449 0.444 .ltoreq. w[854] .ltoreq. 0.446
0.441 .ltoreq. w[855] .ltoreq. 0.443 0.438 .ltoreq. w[856] .ltoreq.
0.440 0.435 .ltoreq. w[857] .ltoreq. 0.437 0.432 .ltoreq. w[858]
.ltoreq. 0.434 0.429 .ltoreq. w[859] .ltoreq. 0.431 0.426 .ltoreq.
w[860] .ltoreq. 0.428 0.423 .ltoreq. w[861] .ltoreq. 0.425 0.420
.ltoreq. w[862] .ltoreq. 0.422 0.417 .ltoreq. w[863] .ltoreq. 0.419
0.414 .ltoreq. w[864] .ltoreq. 0.416 0.411 .ltoreq. w[865] .ltoreq.
0.413 0.408 .ltoreq. w[866] .ltoreq. 0.410 0.405 .ltoreq. w[867]
.ltoreq. 0.407 0.402 .ltoreq. w[868] .ltoreq. 0.404 0.399 .ltoreq.
w[869] .ltoreq. 0.401 0.397 .ltoreq. w[870] .ltoreq. 0.399 0.394
.ltoreq. w[871] .ltoreq. 0.396 0.391 .ltoreq. w[872] .ltoreq. 0.393
0.388 .ltoreq. w[873] .ltoreq. 0.390 0.385 .ltoreq. w[874] .ltoreq.
0.387 0.382 .ltoreq. w[875] .ltoreq. 0.384 0.379 .ltoreq. w[876]
.ltoreq. 0.381 0.376 .ltoreq. w[877] .ltoreq. 0.378 0.374 .ltoreq.
w[878] .ltoreq. 0.376 0.371 .ltoreq. w[879] .ltoreq. 0.373 0.368
.ltoreq. w[880] .ltoreq. 0.370 0.365 .ltoreq. w[881] .ltoreq. 0.367
0.362 .ltoreq. w[882] .ltoreq. 0.364 0.359 .ltoreq. w[883] .ltoreq.
0.361 0.357 .ltoreq. w[884] .ltoreq. 0.359 0.354 .ltoreq. w[885]
.ltoreq. 0.356 0.351 .ltoreq. w[886] .ltoreq. 0.353 0.348 .ltoreq.
w[887] .ltoreq. 0.350 0.345 .ltoreq. w[888] .ltoreq. 0.347 0.343
.ltoreq. w[889] .ltoreq. 0.345 0.340 .ltoreq. w[890] .ltoreq. 0.342
0.337 .ltoreq. w[891] .ltoreq. 0.339 0.334 .ltoreq. w[892] .ltoreq.
0.336 0.331 .ltoreq. w[893] .ltoreq. 0.333 0.329 .ltoreq. w[894]
.ltoreq. 0.331 0.326 .ltoreq. w[895] .ltoreq. 0.328 0.323 .ltoreq.
w[896] .ltoreq. 0.325 0.320 .ltoreq. w[897] .ltoreq. 0.322 0.318
.ltoreq. w[898] .ltoreq. 0.320 0.315 .ltoreq. w[899] .ltoreq. 0.317
0.312 .ltoreq. w[900] .ltoreq. 0.314 0.309 .ltoreq. w[901] .ltoreq.
0.311 0.306 .ltoreq. w[902] .ltoreq. 0.308 0.304 .ltoreq. w[903]
.ltoreq. 0.306 0.301 .ltoreq. w[904] .ltoreq. 0.303 0.298 .ltoreq.
w[905] .ltoreq. 0.300 0.295 .ltoreq. w[906] .ltoreq. 0.297 0.292
.ltoreq. w[907] .ltoreq. 0.294 0.290 .ltoreq. w[908] .ltoreq. 0.292
0.287 .ltoreq. w[909] .ltoreq. 0.289 0.284 .ltoreq. w[910] .ltoreq.
0.286 0.281 .ltoreq. w[911] .ltoreq. 0.283 0.279 .ltoreq. w[912]
.ltoreq. 0.281 0.276 .ltoreq. w[913] .ltoreq. 0.278 0.273 .ltoreq.
w[914] .ltoreq. 0.275 0.270 .ltoreq. w[915] .ltoreq. 0.272 0.268
.ltoreq. w[916] .ltoreq. 0.270 0.265 .ltoreq. w[917] .ltoreq. 0.267
0.262 .ltoreq. w[918] .ltoreq. 0.264 0.260 .ltoreq. w[919] .ltoreq.
0.262 0.257 .ltoreq. w[920] .ltoreq. 0.259 0.254 .ltoreq. w[921]
.ltoreq. 0.256 0.252 .ltoreq. w[922] .ltoreq. 0.254 0.249 .ltoreq.
w[923] .ltoreq. 0.251 0.247 .ltoreq. w[924] .ltoreq. 0.249 0.244
.ltoreq. w[925] .ltoreq. 0.246 0.241 .ltoreq. w[926] .ltoreq. 0.243
0.239 .ltoreq. w[927] .ltoreq. 0.241 0.236 .ltoreq. w[928] .ltoreq.
0.238 0.234 .ltoreq. w[929] .ltoreq. 0.236 0.231 .ltoreq. w[930]
.ltoreq. 0.233 0.229 .ltoreq. w[931] .ltoreq. 0.231 0.226 .ltoreq.
w[932] .ltoreq. 0.228 0.224 .ltoreq. w[933] .ltoreq. 0.226 0.221
.ltoreq. w[934] .ltoreq. 0.223 0.219 .ltoreq. w[935] .ltoreq. 0.221
0.216 .ltoreq. w[936] .ltoreq. 0.218 0.214 .ltoreq. w[937] .ltoreq.
0.216 0.211 .ltoreq. w[938] .ltoreq. 0.213 0.209 .ltoreq. w[939]
.ltoreq. 0.211 0.206 .ltoreq. w[940] .ltoreq. 0.208 0.204 .ltoreq.
w[941] .ltoreq. 0.206 0.201 .ltoreq. w[942] .ltoreq. 0.203 0.199
.ltoreq. w[943] .ltoreq. 0.201 0.197 .ltoreq. w[944] .ltoreq. 0.199
0.194 .ltoreq. w[945] .ltoreq. 0.196 0.192 .ltoreq. w[946] .ltoreq.
0.194 0.190 .ltoreq. w[947] .ltoreq. 0.192 0.187 .ltoreq. w[948]
.ltoreq. 0.189 0.185 .ltoreq. w[949] .ltoreq. 0.187 0.182 .ltoreq.
w[950] .ltoreq. 0.184 0.180 .ltoreq. w[951] .ltoreq. 0.182 0.178
.ltoreq. w[952] .ltoreq. 0.180 0.175 .ltoreq. w[953] .ltoreq. 0.177
0.173 .ltoreq. w[954] .ltoreq. 0.175 0.171 .ltoreq. w[955] .ltoreq.
0.173 0.169 .ltoreq. w[956] .ltoreq. 0.171 0.166 .ltoreq. w[957]
.ltoreq. 0.168 0.164 .ltoreq. w[958] .ltoreq. 0.166 0.162 .ltoreq.
w[959] .ltoreq. 0.164 0.159 .ltoreq. w[960] .ltoreq. 0.161 0.157
.ltoreq. w[961] .ltoreq. 0.159 0.155 .ltoreq. w[962] .ltoreq. 0.157
0.153 .ltoreq. w[963] .ltoreq. 0.155 0.150 .ltoreq. w[964] .ltoreq.
0.152 0.148 .ltoreq. w[965] .ltoreq. 0.150 0.146 .ltoreq. w[966]
.ltoreq. 0.148 0.144 .ltoreq. w[967] .ltoreq. 0.146 0.142 .ltoreq.
w[968] .ltoreq. 0.144 0.140 .ltoreq. w[969] .ltoreq. 0.142 0.138
.ltoreq. w[970] .ltoreq. 0.140 0.136 .ltoreq. w[971] .ltoreq. 0.138
0.134 .ltoreq. w[972] .ltoreq. 0.136 0.132 .ltoreq. w[973] .ltoreq.
0.134 0.130 .ltoreq. w[974] .ltoreq. 0.132 0.128 .ltoreq. w[975]
.ltoreq. 0.130 0.126 .ltoreq. w[976] .ltoreq. 0.128 0.124 .ltoreq.
w[977] .ltoreq. 0.126 0.123 .ltoreq. w[978] .ltoreq. 0.125 0.121
.ltoreq. w[979] .ltoreq. 0.123 0.119 .ltoreq. w[980] .ltoreq. 0.121
0.117 .ltoreq. w[981] .ltoreq. 0.119 0.115 .ltoreq. w[982] .ltoreq.
0.117 0.113 .ltoreq. w[983] .ltoreq. 0.115 0.111 .ltoreq. w[984]
.ltoreq. 0.113 0.109 .ltoreq. w[985] .ltoreq. 0.111 0.108 .ltoreq.
w[986] .ltoreq. 0.110 0.106 .ltoreq. w[987] .ltoreq. 0.108 0.104
.ltoreq. w[988] .ltoreq. 0.106 0.102 .ltoreq. w[989] .ltoreq. 0.104
0.101 .ltoreq. w[990] .ltoreq. 0.103 0.099 .ltoreq. w[991] .ltoreq.
0.101 0.097 .ltoreq. w[992] .ltoreq. 0.099 0.095 .ltoreq. w[993]
.ltoreq. 0.097 0.094 .ltoreq. w[994] .ltoreq. 0.096 0.092 .ltoreq.
w[995] .ltoreq. 0.094 0.090 .ltoreq. w[996] .ltoreq. 0.092 0.089
.ltoreq. w[997] .ltoreq. 0.091
0.087 .ltoreq. w[998] .ltoreq. 0.089 0.085 .ltoreq. w[999] .ltoreq.
0.087 0.084 .ltoreq. w[1000] .ltoreq. 0.086 0.082 .ltoreq. w[1001]
.ltoreq. 0.084 0.081 .ltoreq. w[1002] .ltoreq. 0.083 0.079 .ltoreq.
w[1003] .ltoreq. 0.081 0.078 .ltoreq. w[1004] .ltoreq. 0.080 0.076
.ltoreq. w[1005] .ltoreq. 0.078 0.074 .ltoreq. w[1006] .ltoreq.
0.076 0.073 .ltoreq. w[1007] .ltoreq. 0.075 0.071 .ltoreq. w[1008]
.ltoreq. 0.073 0.070 .ltoreq. w[1009] .ltoreq. 0.072 0.069 .ltoreq.
w[1010] .ltoreq. 0.071 0.067 .ltoreq. w[1011] .ltoreq. 0.069 0.066
.ltoreq. w[1012] .ltoreq. 0.068 0.064 .ltoreq. w[1013] .ltoreq.
0.066 0.063 .ltoreq. w[1014] .ltoreq. 0.065 0.061 .ltoreq. w[1015]
.ltoreq. 0.063 0.060 .ltoreq. w[1016] .ltoreq. 0.062 0.059 .ltoreq.
w[1017] .ltoreq. 0.061 0.057 .ltoreq. w[1018] .ltoreq. 0.059 0.056
.ltoreq. w[1019] .ltoreq. 0.058 0.055 .ltoreq. w[1020] .ltoreq.
0.057 0.053 .ltoreq. w[1021] .ltoreq. 0.055 0.052 .ltoreq. w[1022]
.ltoreq. 0.054 0.051 .ltoreq. w[1023] .ltoreq. 0.053 0.050 .ltoreq.
w[1024] .ltoreq. 0.052 0.048 .ltoreq. w[1025] .ltoreq. 0.050 0.047
.ltoreq. w[1026] .ltoreq. 0.049 0.046 .ltoreq. w[1027] .ltoreq.
0.048 0.045 .ltoreq. w[1028] .ltoreq. 0.047 0.043 .ltoreq. w[1029]
.ltoreq. 0.045 0.042 .ltoreq. w[1030] .ltoreq. 0.044 0.041 .ltoreq.
w[1031] .ltoreq. 0.043 0.040 .ltoreq. w[1032] .ltoreq. 0.042 0.039
.ltoreq. w[1033] .ltoreq. 0.041 0.038 .ltoreq. w[1034] .ltoreq.
0.040 0.037 .ltoreq. w[1035] .ltoreq. 0.039 0.036 .ltoreq. w[1036]
.ltoreq. 0.038 0.034 .ltoreq. w[1037] .ltoreq. 0.036 0.033 .ltoreq.
w[1038] .ltoreq. 0.035 0.032 .ltoreq. w[1039] .ltoreq. 0.034 0.031
.ltoreq. w[1040] .ltoreq. 0.033 0.030 .ltoreq. w[1041] .ltoreq.
0.032 0.029 .ltoreq. w[1042] .ltoreq. 0.031 0.028 .ltoreq. w[1043]
.ltoreq. 0.030 0.027 .ltoreq. w[1044] .ltoreq. 0.029 0.026 .ltoreq.
w[1045] .ltoreq. 0.028 0.025 .ltoreq. w[1046] .ltoreq. 0.027 0.024
.ltoreq. w[1047] .ltoreq. 0.026 0.024 .ltoreq. w[1048] .ltoreq.
0.026 0.023 .ltoreq. w[1049] .ltoreq. 0.025 0.022 .ltoreq. w[1050]
.ltoreq. 0.024 0.021 .ltoreq. w[1051] .ltoreq. 0.023 0.020 .ltoreq.
w[1052] .ltoreq. 0.022 0.019 .ltoreq. w[1053] .ltoreq. 0.021 0.018
.ltoreq. w[1054] .ltoreq. 0.020 0.017 .ltoreq. w[1055] .ltoreq.
0.019 0.017 .ltoreq. w[1056] .ltoreq. 0.019 0.016 .ltoreq. w[1057]
.ltoreq. 0.018 0.015 .ltoreq. w[1058] .ltoreq. 0.017 0.014 .ltoreq.
w[1059] .ltoreq. 0.016 0.014 .ltoreq. w[1060] .ltoreq. 0.016 0.013
.ltoreq. w[1061] .ltoreq. 0.015 0.012 .ltoreq. w[1062] .ltoreq.
0.014 0.011 .ltoreq. w[1063] .ltoreq. 0.013 0.011 .ltoreq. w[1064]
.ltoreq. 0.013 0.010 .ltoreq. w[1065] .ltoreq. 0.012 0.009 .ltoreq.
w[1066] .ltoreq. 0.011 0.009 .ltoreq. w[1067] .ltoreq. 0.011 0.008
.ltoreq. w[1068] .ltoreq. 0.010 0.007 .ltoreq. w[1069] .ltoreq.
0.009 0.007 .ltoreq. w[1070] .ltoreq. 0.009 0.006 .ltoreq. w[1071]
.ltoreq. 0.008 0.006 .ltoreq. w[1072] .ltoreq. 0.008 0.005 .ltoreq.
w[1073] .ltoreq. 0.007 0.004 .ltoreq. w[1074] .ltoreq. 0.006 0.004
.ltoreq. w[1075] .ltoreq. 0.006 0.003 .ltoreq. w[1076] .ltoreq.
0.005 0.003 .ltoreq. w[1077] .ltoreq. 0.005 0.002 .ltoreq. w[1078]
.ltoreq. 0.004 0.002 .ltoreq. w[1079] .ltoreq. 0.004 0.001 .ltoreq.
w[1080] .ltoreq. 0.003 0.001 .ltoreq. w[1081] .ltoreq. 0.003 0.000
.ltoreq. w[1082] .ltoreq. 0.002 0.000 .ltoreq. w[1083] .ltoreq.
0.002 -0.001 .ltoreq. w[1084] .ltoreq. 0.001 -0.001 .ltoreq.
w[1085] .ltoreq. 0.001 -0.002 .ltoreq. w[1086] .ltoreq. 0.000
-0.002 .ltoreq. w[1087] .ltoreq. 0.000 -0.002 .ltoreq. w[1088]
.ltoreq. 0.000 -0.003 .ltoreq. w[1089] .ltoreq. -0.001 -0.003
.ltoreq. w[1090] .ltoreq. -0.001 -0.004 .ltoreq. w[1091] .ltoreq.
-0.002 -0.004 .ltoreq. w[1092] .ltoreq. -0.002 -0.004 .ltoreq.
w[1093] .ltoreq. -0.002 -0.005 .ltoreq. w[1094] .ltoreq. -0.003
-0.005 .ltoreq. w[1095] .ltoreq. -0.003 -0.005 .ltoreq. w[1096]
.ltoreq. -0.003 -0.005 .ltoreq. w[1097] .ltoreq. -0.003 -0.006
.ltoreq. w[1098] .ltoreq. -0.004 -0.006 .ltoreq. w[1099] .ltoreq.
-0.004 -0.006 .ltoreq. w[1100] .ltoreq. -0.004 -0.006 .ltoreq.
w[1101] .ltoreq. -0.004 -0.007 .ltoreq. w[1102] .ltoreq. -0.005
-0.007 .ltoreq. w[1103] .ltoreq. -0.005 -0.007 .ltoreq. w[1104]
.ltoreq. -0.005 -0.007 .ltoreq. w[1105] .ltoreq. -0.005 -0.008
.ltoreq. w[1106] .ltoreq. -0.006 -0.008 .ltoreq. w[1107] .ltoreq.
-0.006 -0.008 .ltoreq. w[1108] .ltoreq. -0.006 -0.008 .ltoreq.
w[1109] .ltoreq. -0.006 -0.009 .ltoreq. w[1110] .ltoreq. -0.007
-0.009 .ltoreq. w[1111] .ltoreq. -0.007 -0.009 .ltoreq. w[1112]
.ltoreq. -0.007 -0.009 .ltoreq. w[1113] .ltoreq. -0.007 -0.009
.ltoreq. w[1114] .ltoreq. -0.007 -0.009 .ltoreq. w[1115] .ltoreq.
-0.007 -0.009 .ltoreq. w[1116] .ltoreq. -0.007 -0.009 .ltoreq.
w[1117] .ltoreq. -0.007 -0.010 .ltoreq. w[1118] .ltoreq. -0.008
-0.010 .ltoreq. w[1119] .ltoreq. -0.008 -0.010 .ltoreq. w[1120]
.ltoreq. -0.008 -0.010 .ltoreq. w[1121] .ltoreq. -0.008 -0.010
.ltoreq. w[1122] .ltoreq. -0.008 -0.010 .ltoreq. w[1123] .ltoreq.
-0.008 -0.010 .ltoreq. w[1124] .ltoreq. -0.008 -0.010 .ltoreq.
w[1125] .ltoreq. -0.008 -0.010 .ltoreq. w[1126] .ltoreq. -0.008
-0.010 .ltoreq. w[1127] .ltoreq. -0.008 -0.010 .ltoreq. w[1128]
.ltoreq. -0.008 -0.010 .ltoreq. w[1129] .ltoreq. -0.008 -0.010
.ltoreq. w[1130] .ltoreq. -0.008 -0.010 .ltoreq. w[1131] .ltoreq.
-0.008 -0.010 .ltoreq. w[1132] .ltoreq. -0.008 -0.010 .ltoreq.
w[1133] .ltoreq. -0.008 -0.010 .ltoreq. w[1134] .ltoreq. -0.008
-0.010 .ltoreq. w[1135] .ltoreq. -0.008 -0.010 .ltoreq. w[1136]
.ltoreq. -0.008 -0.010 .ltoreq. w[1137] .ltoreq. -0.008 -0.010
.ltoreq. w[1138] .ltoreq. -0.008 -0.010 .ltoreq. w[1139] .ltoreq.
-0.008 -0.010 .ltoreq. w[1140] .ltoreq. -0.008 -0.010 .ltoreq.
w[1141] .ltoreq. -0.008 -0.010 .ltoreq. w[1142] .ltoreq. -0.008
-0.010 .ltoreq. w[1143] .ltoreq. -0.008 -0.009 .ltoreq. w[1144]
.ltoreq. -0.007 -0.009 .ltoreq. w[1145] .ltoreq. -0.007 -0.009
.ltoreq. w[1146] .ltoreq. -0.007 -0.009 .ltoreq. w[1147] .ltoreq.
-0.007 -0.009 .ltoreq. w[1148] .ltoreq. -0.007 -0.009 .ltoreq.
w[1149] .ltoreq. -0.007 -0.009 .ltoreq. w[1150] .ltoreq. -0.007
-0.009 .ltoreq. w[1151] .ltoreq. -0.007 -0.009 .ltoreq. w[1152]
.ltoreq. -0.007 -0.009 .ltoreq. w[1153] .ltoreq. -0.007 -0.008
.ltoreq. w[1154] .ltoreq. -0.006 -0.008 .ltoreq. w[1155] .ltoreq.
-0.006 -0.008 .ltoreq. w[1156] .ltoreq. -0.006 -0.008 .ltoreq.
w[1157] .ltoreq. -0.006 -0.008 .ltoreq. w[1158] .ltoreq. -0.006
-0.008 .ltoreq. w[1159] .ltoreq. -0.006 -0.008 .ltoreq. w[1160]
.ltoreq. -0.006 -0.008 .ltoreq. w[1161] .ltoreq. -0.006 -0.007
.ltoreq. w[1162] .ltoreq. -0.005 -0.007 .ltoreq. w[1163] .ltoreq.
-0.005 -0.007 .ltoreq. w[1164] .ltoreq. -0.005 -0.007 .ltoreq.
w[1165] .ltoreq. -0.005 -0.007 .ltoreq. w[1166] .ltoreq. -0.005
-0.007 .ltoreq. w[1167] .ltoreq. -0.005 -0.006 .ltoreq. w[1168]
.ltoreq. -0.004 -0.006 .ltoreq. w[1169] .ltoreq. -0.004 -0.006
.ltoreq. w[1170] .ltoreq. -0.004 -0.006 .ltoreq. w[1171] .ltoreq.
-0.004 -0.006 .ltoreq. w[1172] .ltoreq. -0.004 -0.006 .ltoreq.
w[1173] .ltoreq. -0.004 -0.005 .ltoreq. w[1174] .ltoreq. -0.003
-0.005 .ltoreq. w[1175] .ltoreq. -0.003 -0.005 .ltoreq. w[1176]
.ltoreq. -0.003 -0.005 .ltoreq. w[1177] .ltoreq. -0.003 -0.005
.ltoreq. w[1178] .ltoreq. -0.003 -0.005 .ltoreq. w[1179] .ltoreq.
-0.003 -0.004 .ltoreq. w[1180] .ltoreq. -0.002 -0.004 .ltoreq.
w[1181] .ltoreq. -0.002 -0.004 .ltoreq. w[1182] .ltoreq. -0.002
-0.004 .ltoreq. w[1183] .ltoreq. -0.002 -0.004 .ltoreq. w[1184]
.ltoreq. -0.002 -0.003 .ltoreq. w[1185] .ltoreq. -0.001 -0.003
.ltoreq. w[1186] .ltoreq. -0.001 -0.003 .ltoreq. w[1187] .ltoreq.
-0.001 -0.003 .ltoreq. w[1188] .ltoreq. -0.001 -0.003 .ltoreq.
w[1189] .ltoreq. -0.001 -0.003 .ltoreq. w[1190] .ltoreq. -0.001
-0.002 .ltoreq. w[1191] .ltoreq. 0.000 -0.002 .ltoreq. w[1192]
.ltoreq. 0.000 -0.002 .ltoreq. w[1193] .ltoreq. 0.000 -0.002
.ltoreq. w[1194] .ltoreq. 0.000 -0.002 .ltoreq. w[1195] .ltoreq.
0.000 -0.002 .ltoreq. w[1196] .ltoreq. 0.000 -0.001 .ltoreq.
w[1197] .ltoreq. 0.001 -0.001 .ltoreq. w[1198] .ltoreq. 0.001
-0.001 .ltoreq. w[1199] .ltoreq. 0.001 -0.001 .ltoreq. w[1200]
.ltoreq. 0.001 -0.001 .ltoreq. w[1201] .ltoreq. 0.001 -0.001
.ltoreq. w[1202] .ltoreq. 0.001 0.000 .ltoreq. w[1203] .ltoreq.
0.002 0.000 .ltoreq. w[1204] .ltoreq. 0.002 0.000 .ltoreq. w[1205]
.ltoreq. 0.002 0.000 .ltoreq. w[1206] .ltoreq. 0.002 0.000 .ltoreq.
w[1207] .ltoreq. 0.002 0.000 .ltoreq. w[1208] .ltoreq. 0.002 0.000
.ltoreq. w[1209] .ltoreq. 0.002 0.001 .ltoreq. w[1210] .ltoreq.
0.003 0.001 .ltoreq. w[1211] .ltoreq. 0.003 0.001 .ltoreq. w[1212]
.ltoreq. 0.003 0.001 .ltoreq. w[1213] .ltoreq. 0.003 0.001 .ltoreq.
w[1214] .ltoreq. 0.003 0.001 .ltoreq. w[1215] .ltoreq. 0.003 0.002
.ltoreq. w[1216] .ltoreq. 0.004 0.002 .ltoreq. w[1217] .ltoreq.
0.004 0.002 .ltoreq. w[1218] .ltoreq. 0.004 0.002 .ltoreq. w[1219]
.ltoreq. 0.004 0.002 .ltoreq. w[1220] .ltoreq. 0.004 0.002 .ltoreq.
w[1221] .ltoreq. 0.004 0.002 .ltoreq. w[1222] .ltoreq. 0.004 0.002
.ltoreq. w[1223] .ltoreq. 0.004 0.003 .ltoreq. w[1224] .ltoreq.
0.005 0.003 .ltoreq. w[1225] .ltoreq. 0.005 0.003 .ltoreq. w[1226]
.ltoreq. 0.005 0.003 .ltoreq. w[1227] .ltoreq. 0.005 0.003 .ltoreq.
w[1228] .ltoreq. 0.005 0.003 .ltoreq. w[1229] .ltoreq. 0.005 0.003
.ltoreq. w[1230] .ltoreq. 0.005 0.003 .ltoreq. w[1231] .ltoreq.
0.005 0.003 .ltoreq. w[1232] .ltoreq. 0.005 0.003 .ltoreq. w[1233]
.ltoreq. 0.005 0.004 .ltoreq. w[1234] .ltoreq. 0.006 0.004 .ltoreq.
w[1235] .ltoreq. 0.006 0.004 .ltoreq. w[1236] .ltoreq. 0.006 0.004
.ltoreq. w[1237] .ltoreq. 0.006 0.004 .ltoreq. w[1238] .ltoreq.
0.006 0.004 .ltoreq. w[1239] .ltoreq. 0.006 0.004 .ltoreq. w[1240]
.ltoreq. 0.006 0.004 .ltoreq. w[1241] .ltoreq. 0.006 0.004 .ltoreq.
w[1242] .ltoreq. 0.006 0.004 .ltoreq. w[1243] .ltoreq. 0.006 0.004
.ltoreq. w[1244] .ltoreq. 0.006 0.004 .ltoreq. w[1245] .ltoreq.
0.006 0.004 .ltoreq. w[1246] .ltoreq. 0.006 0.004 .ltoreq. w[1247]
.ltoreq. 0.006 0.004 .ltoreq. w[1248] .ltoreq. 0.006
0.004 .ltoreq. w[1249] .ltoreq. 0.006 0.004 .ltoreq. w[1250]
.ltoreq. 0.006 0.004 .ltoreq. w[1251] .ltoreq. 0.006 0.004 .ltoreq.
w[1252] .ltoreq. 0.006 0.004 .ltoreq. w[1253] .ltoreq. 0.006 0.004
.ltoreq. w[1254] .ltoreq. 0.006 0.004 .ltoreq. w[1255] .ltoreq.
0.006 0.004 .ltoreq. w[1256] .ltoreq. 0.006 0.004 .ltoreq. w[1257]
.ltoreq. 0.006 0.004 .ltoreq. w[1258] .ltoreq. 0.006 0.004 .ltoreq.
w[1259] .ltoreq. 0.006 0.004 .ltoreq. w[1260] .ltoreq. 0.006 0.004
.ltoreq. w[1261] .ltoreq. 0.006 0.004 .ltoreq. w[1262] .ltoreq.
0.006 0.004 .ltoreq. w[1263] .ltoreq. 0.006 0.004 .ltoreq. w[1264]
.ltoreq. 0.006 0.004 .ltoreq. w[1265] .ltoreq. 0.006 0.004 .ltoreq.
w[1266] .ltoreq. 0.006 0.004 .ltoreq. w[1267] .ltoreq. 0.006 0.004
.ltoreq. w[1268] .ltoreq. 0.006 0.004 .ltoreq. w[1269] .ltoreq.
0.006 0.004 .ltoreq. w[1270] .ltoreq. 0.006 0.004 .ltoreq. w[1271]
.ltoreq. 0.006 0.004 .ltoreq. w[1272] .ltoreq. 0.006 0.004 .ltoreq.
w[1273] .ltoreq. 0.006 0.004 .ltoreq. w[1274] .ltoreq. 0.006 0.004
.ltoreq. w[1275] .ltoreq. 0.006 0.004 .ltoreq. w[1276] .ltoreq.
0.006 0.004 .ltoreq. w[1277] .ltoreq. 0.006 0.004 .ltoreq. w[1278]
.ltoreq. 0.006 0.003 .ltoreq. w[1279] .ltoreq. 0.005 0.003 .ltoreq.
w[1280] .ltoreq. 0.005 0.003 .ltoreq. w[1281] .ltoreq. 0.005 0.003
.ltoreq. w[1282] .ltoreq. 0.005 0.003 .ltoreq. w[1283] .ltoreq.
0.005 0.003 .ltoreq. w[1284] .ltoreq. 0.005 0.003 .ltoreq. w[1285]
.ltoreq. 0.005 0.003 .ltoreq. w[1286] .ltoreq. 0.005 0.003 .ltoreq.
w[1287] .ltoreq. 0.005 0.003 .ltoreq. w[1288] .ltoreq. 0.005 0.003
.ltoreq. w[1289] .ltoreq. 0.005 0.002 .ltoreq. w[1290] .ltoreq.
0.004 0.002 .ltoreq. w[1291] .ltoreq. 0.004 0.002 .ltoreq. w[1292]
.ltoreq. 0.004 0.002 .ltoreq. w[1293] .ltoreq. 0.004 0.002 .ltoreq.
w[1294] .ltoreq. 0.004 0.002 .ltoreq. w[1295] .ltoreq. 0.004 0.002
.ltoreq. w[1296] .ltoreq. 0.004 0.001 .ltoreq. w[1297] .ltoreq.
0.003 0.001 .ltoreq. w[1298] .ltoreq. 0.003 0.001 .ltoreq. w[1299]
.ltoreq. 0.003 0.001 .ltoreq. w[1300] .ltoreq. 0.003 0.001 .ltoreq.
w[1301] .ltoreq. 0.003 0.001 .ltoreq. w[1302] .ltoreq. 0.003 0.001
.ltoreq. w[1303] .ltoreq. 0.003 0.001 .ltoreq. w[1304] .ltoreq.
0.003 0.000 .ltoreq. w[1305] .ltoreq. 0.002 0.000 .ltoreq. w[1306]
.ltoreq. 0.002 0.000 .ltoreq. w[1307] .ltoreq. 0.002 0.000 .ltoreq.
w[1308] .ltoreq. 0.002 0.000 .ltoreq. w[1309] .ltoreq. 0.002 0.000
.ltoreq. w[1310] .ltoreq. 0.002 0.000 .ltoreq. w[1311] .ltoreq.
0.002 -0.001 .ltoreq. w[1312] .ltoreq. 0.001 -0.001 .ltoreq.
w[1313] .ltoreq. 0.001 -0.001 .ltoreq. w[1314] .ltoreq. 0.001
-0.001 .ltoreq. w[1315] .ltoreq. 0.001 -0.001 .ltoreq. w[1316]
.ltoreq. 0.001 -0.001 .ltoreq. w[1317] .ltoreq. 0.001 -0.002
.ltoreq. w[1318] .ltoreq. 0.000 -0.002 .ltoreq. w[1319] .ltoreq.
0.000 -0.002 .ltoreq. w[1320] .ltoreq. 0.000 -0.002 .ltoreq.
w[1321] .ltoreq. 0.000 -0.002 .ltoreq. w[1322] .ltoreq. 0.000
-0.002 .ltoreq. w[1323] .ltoreq. 0.000 -0.003 .ltoreq. w[1324]
.ltoreq. -0.001 -0.003 .ltoreq. w[1325] .ltoreq. -0.001 -0.003
.ltoreq. w[1326] .ltoreq. -0.001 -0.003 .ltoreq. w[1327] .ltoreq.
-0.001 -0.003 .ltoreq. w[1328] .ltoreq. -0.001 -0.003 .ltoreq.
w[1329] .ltoreq. -0.001 -0.003 .ltoreq. w[1330] .ltoreq. -0.001
-0.004 .ltoreq. w[1331] .ltoreq. -0.002 -0.004 .ltoreq. w[1332]
.ltoreq. -0.002 -0.004 .ltoreq. w[1333] .ltoreq. -0.002 -0.004
.ltoreq. w[1334] .ltoreq. -0.002 -0.004 .ltoreq. w[1335] .ltoreq.
-0.002 -0.004 .ltoreq. w[1336] .ltoreq. -0.002 -0.005 .ltoreq.
w[1337] .ltoreq. -0.003 -0.005 .ltoreq. w[1338] .ltoreq. -0.003
-0.005 .ltoreq. w[1339] .ltoreq. -0.003 -0.005 .ltoreq. w[1340]
.ltoreq. -0.003 -0.005 .ltoreq. w[1341] .ltoreq. -0.003 -0.005
.ltoreq. w[1342] .ltoreq. -0.003 -0.005 .ltoreq. w[1343] .ltoreq.
-0.003 -0.006 .ltoreq. w[1344] .ltoreq. -0.004 -0.006 .ltoreq.
w[1345] .ltoreq. -0.004 -0.006 .ltoreq. w[1346] .ltoreq. -0.004
-0.006 .ltoreq. w[1347] .ltoreq. -0.004 -0.006 .ltoreq. w[1348]
.ltoreq. -0.004 -0.006 .ltoreq. w[1349] .ltoreq. -0.004 -0.006
.ltoreq. w[1350] .ltoreq. -0.004 -0.007 .ltoreq. w[1351] .ltoreq.
-0.005 -0.007 .ltoreq. w[1352] .ltoreq. -0.005 -0.007 .ltoreq.
w[1353] .ltoreq. -0.005 -0.007 .ltoreq. w[1354] .ltoreq. -0.005
-0.007 .ltoreq. w[1355] .ltoreq. -0.005 -0.007 .ltoreq. w[1356]
.ltoreq. -0.005 -0.007 .ltoreq. w[1357] .ltoreq. -0.005 -0.008
.ltoreq. w[1358] .ltoreq. -0.006 -0.008 .ltoreq. w[1359] .ltoreq.
-0.006 -0.008 .ltoreq. w[1360] .ltoreq. -0.006 -0.008 .ltoreq.
w[1361] .ltoreq. -0.006 -0.008 .ltoreq. w[1362] .ltoreq. -0.006
-0.008 .ltoreq. w[1363] .ltoreq. -0.006 -0.009 .ltoreq. w[1364]
.ltoreq. -0.007 -0.009 .ltoreq. w[1365] .ltoreq. -0.007 -0.009
.ltoreq. w[1366] .ltoreq. -0.007 -0.009 .ltoreq. w[1367] .ltoreq.
-0.007 -0.009 .ltoreq. w[1368] .ltoreq. -0.007 -0.009 .ltoreq.
w[1369] .ltoreq. -0.007 -0.009 .ltoreq. w[1370] .ltoreq. -0.007
-0.010 .ltoreq. w[1371] .ltoreq. -0.008 -0.010 .ltoreq. w[1372]
.ltoreq. -0.008 -0.010 .ltoreq. w[1373] .ltoreq. -0.008 -0.010
.ltoreq. w[1374] .ltoreq. -0.008 -0.010 .ltoreq. w[1375] .ltoreq.
-0.008 -0.010 .ltoreq. w[1376] .ltoreq. -0.008 -0.011 .ltoreq.
w[1377] .ltoreq. -0.009 -0.011 .ltoreq. w[1378] .ltoreq. -0.009
-0.011 .ltoreq. w[1379] .ltoreq. -0.009 -0.011 .ltoreq. w[1380]
.ltoreq. -0.009 -0.011 .ltoreq. w[1381] .ltoreq. -0.009 -0.011
.ltoreq. w[1382] .ltoreq. -0.009 -0.012 .ltoreq. w[1383] .ltoreq.
-0.010 -0.012 .ltoreq. w[1384] .ltoreq. -0.010 -0.012 .ltoreq.
w[1385] .ltoreq. -0.010 -0.012 .ltoreq. w[1386] .ltoreq. -0.010
-0.012 .ltoreq. w[1387] .ltoreq. -0.010 -0.012 .ltoreq. w[1388]
.ltoreq. -0.010 -0.012 .ltoreq. w[1389] .ltoreq. -0.010 -0.013
.ltoreq. w[1390] .ltoreq. -0.011 -0.013 .ltoreq. w[1391] .ltoreq.
-0.011 -0.013 .ltoreq. w[1392] .ltoreq. -0.011 -0.013 .ltoreq.
w[1393] .ltoreq. -0.011 -0.013 .ltoreq. w[1394] .ltoreq. -0.011
-0.013 .ltoreq. w[1395] .ltoreq. -0.011 -0.013 .ltoreq. w[1396]
.ltoreq. -0.011 -0.013 .ltoreq. w[1397] .ltoreq. -0.011 -0.013
.ltoreq. w[1398] .ltoreq. -0.011 -0.014 .ltoreq. w[1399] .ltoreq.
-0.012 -0.014 .ltoreq. w[1400] .ltoreq. -0.012 -0.014 .ltoreq.
w[1401] .ltoreq. -0.012 -0.014 .ltoreq. w[1402] .ltoreq. -0.012
-0.014 .ltoreq. w[1403] .ltoreq. -0.012 -0.014 .ltoreq. w[1404]
.ltoreq. -0.012 -0.014 .ltoreq. w[1405] .ltoreq. -0.012 -0.014
.ltoreq. w[1406] .ltoreq. -0.012 -0.014 .ltoreq. w[1407] .ltoreq.
-0.012 -0.014 .ltoreq. w[1408] .ltoreq. -0.012 -0.014 .ltoreq.
w[1409] .ltoreq. -0.012 -0.014 .ltoreq. w[1410] .ltoreq. -0.012
-0.014 .ltoreq. w[1411] .ltoreq. -0.012 -0.014 .ltoreq. w[1412]
.ltoreq. -0.012 -0.014 .ltoreq. w[1413] .ltoreq. -0.012 -0.014
.ltoreq. w[1414] .ltoreq. -0.012 -0.014 .ltoreq. w[1415] .ltoreq.
-0.012 -0.014 .ltoreq. w[1416] .ltoreq. -0.012 -0.014 .ltoreq.
w[1417] .ltoreq. -0.012 -0.014 .ltoreq. w[1418] .ltoreq. -0.012
-0.014 .ltoreq. w[1419] .ltoreq. -0.012 -0.014 .ltoreq. w[1420]
.ltoreq. -0.012 -0.014 .ltoreq. w[1421] .ltoreq. -0.012 -0.014
.ltoreq. w[1422] .ltoreq. -0.012 -0.014 .ltoreq. w[1423] .ltoreq.
-0.012 -0.014 .ltoreq. w[1424] .ltoreq. -0.012 -0.014 .ltoreq.
w[1425] .ltoreq. -0.012 -0.014 .ltoreq. w[1426] .ltoreq. -0.012
-0.014 .ltoreq. w[1427] .ltoreq. -0.012 -0.014 .ltoreq. w[1428]
.ltoreq. -0.012 -0.014 .ltoreq. w[1429] .ltoreq. -0.012 -0.014
.ltoreq. w[1430] .ltoreq. -0.012 -0.014 .ltoreq. w[1431] .ltoreq.
-0.012 -0.014 .ltoreq. w[1432] .ltoreq. -0.012 -0.014 .ltoreq.
w[1433] .ltoreq. -0.012 -0.014 .ltoreq. w[1434] .ltoreq. -0.012
-0.014 .ltoreq. w[1435] .ltoreq. -0.012 -0.014 .ltoreq. w[1436]
.ltoreq. -0.012 -0.014 .ltoreq. w[1437] .ltoreq. -0.012 -0.014
.ltoreq. w[1438] .ltoreq. -0.012 -0.014 .ltoreq. w[1439] .ltoreq.
-0.012 -0.014 .ltoreq. w[1440] .ltoreq. -0.012 -0.014 .ltoreq.
w[1441] .ltoreq. -0.012 -0.014 .ltoreq. w[1442] .ltoreq. -0.012
-0.014 .ltoreq. w[1443] .ltoreq. -0.012 -0.014 .ltoreq. w[1444]
.ltoreq. -0.012 -0.014 .ltoreq. w[1445] .ltoreq. -0.012 -0.014
.ltoreq. w[1446] .ltoreq. -0.012 -0.014 .ltoreq. w[1447] .ltoreq.
-0.012 -0.014 .ltoreq. w[1448] .ltoreq. -0.012 -0.014 .ltoreq.
w[1449] .ltoreq. -0.012 -0.014 .ltoreq. w[1450] .ltoreq. -0.012
-0.013 .ltoreq. w[1451] .ltoreq. -0.011 -0.013 .ltoreq. w[1452]
.ltoreq. -0.011 -0.013 .ltoreq. w[1453] .ltoreq. -0.011 -0.013
.ltoreq. w[1454] .ltoreq. -0.011 -0.013 .ltoreq. w[1455] .ltoreq.
-0.011 -0.013 .ltoreq. w[1456] .ltoreq. -0.011 -0.013 .ltoreq.
w[1457] .ltoreq. -0.011 -0.013 .ltoreq. w[1458] .ltoreq. -0.011
-0.013 .ltoreq. w[1459] .ltoreq. -0.011 -0.013 .ltoreq. w[1460]
.ltoreq. -0.011 -0.013 .ltoreq. w[1461] .ltoreq. -0.011 -0.013
.ltoreq. w[1462] .ltoreq. -0.011 -0.012 .ltoreq. w[1463] .ltoreq.
-0.010 -0.012 .ltoreq. w[1464] .ltoreq. -0.010 -0.012 .ltoreq.
w[1465] .ltoreq. -0.010 -0.012 .ltoreq. w[1466] .ltoreq. -0.010
-0.012 .ltoreq. w[1467] .ltoreq. -0.010 -0.012 .ltoreq. w[1468]
.ltoreq. -0.010 -0.012 .ltoreq. w[1469] .ltoreq. -0.010 -0.012
.ltoreq. w[1470] .ltoreq. -0.010 -0.012 .ltoreq. w[1471] .ltoreq.
-0.010 -0.011 .ltoreq. w[1472] .ltoreq. -0.009 -0.011 .ltoreq.
w[1473] .ltoreq. -0.009 -0.011 .ltoreq. w[1474] .ltoreq. -0.009
-0.011 .ltoreq. w[1475] .ltoreq. -0.009 -0.011 .ltoreq. w[1476]
.ltoreq. -0.009 -0.011 .ltoreq. w[1477] .ltoreq. -0.009 -0.011
.ltoreq. w[1478] .ltoreq. -0.009 -0.011 .ltoreq. w[1479] .ltoreq.
-0.009 -0.011 .ltoreq. w[1480] .ltoreq. -0.009 -0.010 .ltoreq.
w[1481] .ltoreq. -0.008 -0.010 .ltoreq. w[1482] .ltoreq. -0.008
-0.010 .ltoreq. w[1483] .ltoreq. -0.008 -0.010 .ltoreq. w[1484]
.ltoreq. -0.008 -0.010 .ltoreq. w[1485] .ltoreq. -0.008 -0.010
.ltoreq. w[1486] .ltoreq. -0.008 -0.010 .ltoreq. w[1487] .ltoreq.
-0.008 -0.010 .ltoreq. w[1488] .ltoreq. -0.008 -0.010 .ltoreq.
w[1489] .ltoreq. -0.008 -0.009 .ltoreq. w[1490] .ltoreq. -0.007
-0.009 .ltoreq. w[1491] .ltoreq. -0.007 -0.009 .ltoreq. w[1492]
.ltoreq. -0.007 -0.009 .ltoreq. w[1493] .ltoreq. -0.007 -0.009
.ltoreq. w[1494] .ltoreq. -0.007 -0.009 .ltoreq. w[1495] .ltoreq.
-0.007 -0.009 .ltoreq. w[1496] .ltoreq. -0.007 -0.009 .ltoreq.
w[1497] .ltoreq. -0.007 -0.009 .ltoreq. w[1498] .ltoreq. -0.007
-0.009 .ltoreq. w[1499] .ltoreq. -0.007
-0.009 .ltoreq. w[1500] .ltoreq. -0.007 -0.009 .ltoreq. w[1501]
.ltoreq. -0.007 -0.008 .ltoreq. w[1502] .ltoreq. -0.006 -0.008
.ltoreq. w[1503] .ltoreq. -0.006 -0.008 .ltoreq. w[1504] .ltoreq.
-0.006 -0.008 .ltoreq. w[1505] .ltoreq. -0.006 -0.008 .ltoreq.
w[1506] .ltoreq. -0.006 -0.008 .ltoreq. w[1507] .ltoreq. -0.006
-0.008 .ltoreq. w[1508] .ltoreq. -0.006 -0.008 .ltoreq. w[1509]
.ltoreq. -0.006 -0.008 .ltoreq. w[1510] .ltoreq. -0.006 -0.007
.ltoreq. w[1511] .ltoreq. -0.005 -0.007 .ltoreq. w[1512] .ltoreq.
-0.005 -0.007 .ltoreq. w[1513] .ltoreq. -0.005 -0.007 .ltoreq.
w[1514] .ltoreq. -0.005 -0.007 .ltoreq. w[1515] .ltoreq. -0.005
-0.007 .ltoreq. w[1516] .ltoreq. -0.005 -0.007 .ltoreq. w[1517]
.ltoreq. -0.005 -0.006 .ltoreq. w[1518] .ltoreq. -0.004 -0.006
.ltoreq. w[1519] .ltoreq. -0.004 -0.006 .ltoreq. w[1520] .ltoreq.
-0.004 -0.006 .ltoreq. w[1521] .ltoreq. -0.004 -0.006 .ltoreq.
w[1522] .ltoreq. -0.004 -0.006 .ltoreq. w[1523] .ltoreq. -0.004
-0.006 .ltoreq. w[1524] .ltoreq. -0.004 -0.005 .ltoreq. w[1525]
.ltoreq. -0.003 -0.005 .ltoreq. w[1526] .ltoreq. -0.003 -0.005
.ltoreq. w[1527] .ltoreq. -0.003 -0.005 .ltoreq. w[1528] .ltoreq.
-0.003 -0.005 .ltoreq. w[1529] .ltoreq. -0.003 -0.005 .ltoreq.
w[1530] .ltoreq. -0.003 -0.005 .ltoreq. w[1531] .ltoreq. -0.003
-0.004 .ltoreq. w[1532] .ltoreq. -0.002 -0.004 .ltoreq. w[1533]
.ltoreq. -0.002 -0.004 .ltoreq. w[1534] .ltoreq. -0.002 -0.004
.ltoreq. w[1535] .ltoreq. -0.002 -0.004 .ltoreq. w[1536] .ltoreq.
-0.002 -0.004 .ltoreq. w[1537] .ltoreq. -0.002 -0.004 .ltoreq.
w[1538] .ltoreq. -0.002 -0.003 .ltoreq. w[1539] .ltoreq. -0.001
-0.003 .ltoreq. w[1540] .ltoreq. -0.001 -0.003 .ltoreq. w[1541]
.ltoreq. -0.001 -0.003 .ltoreq. w[1542] .ltoreq. -0.001 -0.003
.ltoreq. w[1543] .ltoreq. -0.001 -0.003 .ltoreq. w[1544] .ltoreq.
-0.001 -0.003 .ltoreq. w[1545] .ltoreq. -0.001 -0.003 .ltoreq.
w[1546] .ltoreq. -0.001 -0.003 .ltoreq. w[1547] .ltoreq. -0.001
-0.002 .ltoreq. w[1548] .ltoreq. 0.000 -0.002 .ltoreq. w[1549]
.ltoreq. 0.000 -0.002 .ltoreq. w[1550] .ltoreq. 0.000 -0.002
.ltoreq. w[1551] .ltoreq. 0.000 -0.002 .ltoreq. w[1552] .ltoreq.
0.000 -0.002 .ltoreq. w[1553] .ltoreq. 0.000 -0.002 .ltoreq.
w[1554] .ltoreq. 0.000 -0.002 .ltoreq. w[1555] .ltoreq. 0.000
-0.002 .ltoreq. w[1556] .ltoreq. 0.000 -0.002 .ltoreq. w[1557]
.ltoreq. 0.000 -0.001 .ltoreq. w[1558] .ltoreq. 0.001 -0.001
.ltoreq. w[1559] .ltoreq. 0.001 -0.001 .ltoreq. w[1560] .ltoreq.
0.001 -0.001 .ltoreq. w[1561] .ltoreq. 0.001 -0.001 .ltoreq.
w[1562] .ltoreq. 0.001 -0.001 .ltoreq. w[1563] .ltoreq. 0.001
-0.001 .ltoreq. w[1564] .ltoreq. 0.001 -0.001 .ltoreq. w[1565]
.ltoreq. 0.001 -0.001 .ltoreq. w[1566] .ltoreq. 0.001 -0.001
.ltoreq. w[1567] .ltoreq. 0.001 -0.001 .ltoreq. w[1568] .ltoreq.
0.001 -0.001 .ltoreq. w[1569] .ltoreq. 0.001 -0.001 .ltoreq.
w[1570] .ltoreq. 0.001 -0.001 .ltoreq. w[1571] .ltoreq. 0.001
-0.001 .ltoreq. w[1572] .ltoreq. 0.001 -0.001 .ltoreq. w[1573]
.ltoreq. 0.001 -0.001 .ltoreq. w[1574] .ltoreq. 0.001 -0.001
.ltoreq. w[1575] .ltoreq. 0.001 0.000 .ltoreq. w[1576] .ltoreq.
0.002 0.000 .ltoreq. w[1577] .ltoreq. 0.002 0.000 .ltoreq. w[1578]
.ltoreq. 0.002 0.000 .ltoreq. w[1579] .ltoreq. 0.002 0.000 .ltoreq.
w[1580] .ltoreq. 0.002 0.000 .ltoreq. w[1581] .ltoreq. 0.002 0.000
.ltoreq. w[1582] .ltoreq. 0.002 0.000 .ltoreq. w[1583] .ltoreq.
0.002 0.000 .ltoreq. w[1584] .ltoreq. 0.002 0.000 .ltoreq. w[1585]
.ltoreq. 0.002 0.000 .ltoreq. w[1586] .ltoreq. 0.002 0.000 .ltoreq.
w[1587] .ltoreq. 0.002 0.000 .ltoreq. w[1588] .ltoreq. 0.002 0.000
.ltoreq. w[1589] .ltoreq. 0.002 0.000 .ltoreq. w[1590] .ltoreq.
0.002 0.000 .ltoreq. w[1591] .ltoreq. 0.002 0.000 .ltoreq. w[1592]
.ltoreq. 0.002 0.000 .ltoreq. w[1593] .ltoreq. 0.002 0.000 .ltoreq.
w[1594] .ltoreq. 0.002 0.000 .ltoreq. w[1595] .ltoreq. 0.002 0.000
.ltoreq. w[1596] .ltoreq. 0.002 0.000 .ltoreq. w[1597] .ltoreq.
0.002 0.000 .ltoreq. w[1598] .ltoreq. 0.002 0.000 .ltoreq. w[1599]
.ltoreq. 0.002 0.000 .ltoreq. w[1600] .ltoreq. 0.002 0.000 .ltoreq.
w[1601] .ltoreq. 0.002 0.000 .ltoreq. w[1602] .ltoreq. 0.002 0.000
.ltoreq. w[1603] .ltoreq. 0.002 0.000 .ltoreq. w[1604] .ltoreq.
0.002 0.000 .ltoreq. w[1605] .ltoreq. 0.002 0.000 .ltoreq. w[1606]
.ltoreq. 0.002 0.000 .ltoreq. w[1607] .ltoreq. 0.002 0.000 .ltoreq.
w[1608] .ltoreq. 0.002 0.000 .ltoreq. w[1609] .ltoreq. 0.002 0.000
.ltoreq. w[1610] .ltoreq. 0.002 0.000 .ltoreq. w[1611] .ltoreq.
0.002 0.000 .ltoreq. w[1612] .ltoreq. 0.002 0.000 .ltoreq. w[1613]
.ltoreq. 0.002 0.000 .ltoreq. w[1614] .ltoreq. 0.002 0.000 .ltoreq.
w[1615] .ltoreq. 0.002 0.000 .ltoreq. w[1616] .ltoreq. 0.002 0.000
.ltoreq. w[1617] .ltoreq. 0.002 -0.001 .ltoreq. w[1618] .ltoreq.
0.001 -0.001 .ltoreq. w[1619] .ltoreq. 0.001 -0.001 .ltoreq.
w[1620] .ltoreq. 0.001 -0.001 .ltoreq. w[1621] .ltoreq. 0.001
-0.001 .ltoreq. w[1622] .ltoreq. 0.001 -0.001 .ltoreq. w[1623]
.ltoreq. 0.001 -0.001 .ltoreq. w[1624] .ltoreq. 0.001 -0.001
.ltoreq. w[1625] .ltoreq. 0.001 -0.001 .ltoreq. w[1626] .ltoreq.
0.001 -0.001 .ltoreq. w[1627] .ltoreq. 0.001 -0.001 .ltoreq.
w[1628] .ltoreq. 0.001 -0.001 .ltoreq. w[1629] .ltoreq. 0.001
-0.001 .ltoreq. w[1630] .ltoreq. 0.001 -0.001 .ltoreq. w[1631]
.ltoreq. 0.001 -0.001 .ltoreq. w[1632] .ltoreq. 0.001 -0.001
.ltoreq. w[1633] .ltoreq. 0.001 -0.001 .ltoreq. w[1634] .ltoreq.
0.001 -0.001 .ltoreq. w[1635] .ltoreq. 0.001 -0.001 .ltoreq.
w[1636] .ltoreq. 0.001 -0.001 .ltoreq. w[1637] .ltoreq. 0.001
-0.001 .ltoreq. w[1638] .ltoreq. 0.001 -0.001 .ltoreq. w[1639]
.ltoreq. 0.001 -0.001 .ltoreq. w[1640] .ltoreq. 0.001 -0.001
.ltoreq. w[1641] .ltoreq. 0.001 -0.001 .ltoreq. w[1642] .ltoreq.
0.001 -0.001 .ltoreq. w[1643] .ltoreq. 0.001 -0.001 .ltoreq.
w[1644] .ltoreq. 0.001 -0.001 .ltoreq. w[1645] .ltoreq. 0.001
-0.001 .ltoreq. w[1646] .ltoreq. 0.001 -0.001 .ltoreq. w[1647]
.ltoreq. 0.001 -0.001 .ltoreq. w[1648] .ltoreq. 0.001 -0.001
.ltoreq. w[1649] .ltoreq. 0.001 -0.001 .ltoreq. w[1650] .ltoreq.
0.001 -0.001 .ltoreq. w[1651] .ltoreq. 0.001 -0.001 .ltoreq.
w[1652] .ltoreq. 0.001 -0.001 .ltoreq. w[1653] .ltoreq. 0.001
-0.001 .ltoreq. w[1654] .ltoreq. 0.001 -0.001 .ltoreq. w[1655]
.ltoreq. 0.001 -0.001 .ltoreq. w[1656] .ltoreq. 0.001 -0.001
.ltoreq. w[1657] .ltoreq. 0.001 -0.001 .ltoreq. w[1658] .ltoreq.
0.001 -0.001 .ltoreq. w[1659] .ltoreq. 0.001 -0.001 .ltoreq.
w[1660] .ltoreq. 0.001 -0.001 .ltoreq. w[1661] .ltoreq. 0.001
-0.001 .ltoreq. w[1662] .ltoreq. 0.001 -0.001 .ltoreq. w[1663]
.ltoreq. 0.001 -0.001 .ltoreq. w[1664] .ltoreq. 0.001 -0.001
.ltoreq. w[1665] .ltoreq. 0.001 -0.001 .ltoreq. w[1666] .ltoreq.
0.001 -0.001 .ltoreq. w[1667] .ltoreq. 0.001 -0.001 .ltoreq.
w[1668] .ltoreq. 0.001 -0.001 .ltoreq. w[1669] .ltoreq. 0.001
-0.001 .ltoreq. w[1670] .ltoreq. 0.001 -0.001 .ltoreq. w[1671]
.ltoreq. 0.001 -0.001 .ltoreq. w[1672] .ltoreq. 0.001 -0.001
.ltoreq. w[1673] .ltoreq. 0.001 -0.001 .ltoreq. w[1674] .ltoreq.
0.001 -0.001 .ltoreq. w[1675] .ltoreq. 0.001 -0.001 .ltoreq.
w[1676] .ltoreq. 0.001 -0.001 .ltoreq. w[1677] .ltoreq. 0.001
-0.001 .ltoreq. w[1678] .ltoreq. 0.001 -0.001 .ltoreq. w[1679]
.ltoreq. 0.001 -0.001 .ltoreq. w[1680] .ltoreq. 0.001 -0.001
.ltoreq. w[1681] .ltoreq. 0.001 -0.001 .ltoreq. w[1682] .ltoreq.
0.001 -0.001 .ltoreq. w[1683] .ltoreq. 0.001 -0.001 .ltoreq.
w[1684] .ltoreq. 0.001 -0.001 .ltoreq. w[1685] .ltoreq. 0.001
-0.001 .ltoreq. w[1686] .ltoreq. 0.001 -0.001 .ltoreq. w[1687]
.ltoreq. 0.001 -0.001 .ltoreq. w[1688] .ltoreq. 0.001 -0.001
.ltoreq. w[1689] .ltoreq. 0.001 -0.001 .ltoreq. w[1690] .ltoreq.
0.001 -0.001 .ltoreq. w[1691] .ltoreq. 0.001 -0.001 .ltoreq.
w[1692] .ltoreq. 0.001 -0.001 .ltoreq. w[1693] .ltoreq. 0.001
-0.001 .ltoreq. w[1694] .ltoreq. 0.001 -0.001 .ltoreq. w[1695]
.ltoreq. 0.001 -0.001 .ltoreq. w[1696] .ltoreq. 0.001 -0.001
.ltoreq. w[1697] .ltoreq. 0.001 -0.001 .ltoreq. w[1698] .ltoreq.
0.001 -0.001 .ltoreq. w[1699] .ltoreq. 0.001 -0.001 .ltoreq.
w[1700] .ltoreq. 0.001 -0.001 .ltoreq. w[1701] .ltoreq. 0.001
-0.001 .ltoreq. w[1702] .ltoreq. 0.001 -0.001 .ltoreq. w[1703]
.ltoreq. 0.001 -0.001 .ltoreq. w[1704] .ltoreq. 0.001 -0.001
.ltoreq. w[1705] .ltoreq. 0.001 -0.001 .ltoreq. w[1706] .ltoreq.
0.001 -0.001 .ltoreq. w[1707] .ltoreq. 0.001 -0.001 .ltoreq.
w[1708] .ltoreq. 0.001 -0.001 .ltoreq. w[1709] .ltoreq. 0.001
-0.001 .ltoreq. w[1710] .ltoreq. 0.001 -0.001 .ltoreq. w[1711]
.ltoreq. 0.001 -0.001 .ltoreq. w[1712] .ltoreq. 0.001 -0.001
.ltoreq. w[1713] .ltoreq. 0.001 -0.001 .ltoreq. w[1714] .ltoreq.
0.001 -0.001 .ltoreq. w[1715] .ltoreq. 0.001 -0.001 .ltoreq.
w[1716] .ltoreq. 0.001 -0.001 .ltoreq. w[1717] .ltoreq. 0.001
-0.001 .ltoreq. w[1718] .ltoreq. 0.001 -0.001 .ltoreq. w[1719]
.ltoreq. 0.001 -0.001 .ltoreq. w[1720] .ltoreq. 0.001 -0.001
.ltoreq. w[1721] .ltoreq. 0.001 -0.001 .ltoreq. w[1722] .ltoreq.
0.001 -0.001 .ltoreq. w[1723] .ltoreq. 0.001 -0.001 .ltoreq.
w[1724] .ltoreq. 0.001 -0.001 .ltoreq. w[1725] .ltoreq. 0.001
-0.001 .ltoreq. w[1726] .ltoreq. 0.001 -0.001 .ltoreq. w[1727]
.ltoreq. 0.001 -0.001 .ltoreq. w[1728] .ltoreq. 0.001 -0.001
.ltoreq. w[1729] .ltoreq. 0.001 -0.001 .ltoreq. w[1730] .ltoreq.
0.001 -0.001 .ltoreq. w[1731] .ltoreq. 0.001 -0.001 .ltoreq.
w[1732] .ltoreq. 0.001 -0.001 .ltoreq. w[1733] .ltoreq. 0.001
-0.001 .ltoreq. w[1734] .ltoreq. 0.001 -0.001 .ltoreq. w[1735]
.ltoreq. 0.001 -0.001 .ltoreq. w[1736] .ltoreq. 0.001 -0.001
.ltoreq. w[1737] .ltoreq. 0.001 -0.001 .ltoreq. w[1738] .ltoreq.
0.001 -0.001 .ltoreq. w[1739] .ltoreq. 0.001 -0.001 .ltoreq.
w[1740] .ltoreq. 0.001 -0.001 .ltoreq. w[1741] .ltoreq. 0.001
-0.001 .ltoreq. w[1742] .ltoreq. 0.001 -0.001 .ltoreq. w[1743]
.ltoreq. 0.001 -0.001 .ltoreq. w[1744] .ltoreq. 0.001 -0.001
.ltoreq. w[1745] .ltoreq. 0.001 -0.001 .ltoreq. w[1746] .ltoreq.
0.001 -0.001 .ltoreq. w[1747] .ltoreq. 0.001 -0.001 .ltoreq.
w[1748] .ltoreq. 0.001 -0.001 .ltoreq. w[1749] .ltoreq. 0.001
-0.001 .ltoreq. w[1750] .ltoreq. 0.001
-0.001 .ltoreq. w[1751] .ltoreq. 0.001 -0.001 .ltoreq. w[1752]
.ltoreq. 0.001 -0.001 .ltoreq. w[1753] .ltoreq. 0.001 -0.001
.ltoreq. w[1754] .ltoreq. 0.001 -0.001 .ltoreq. w[1755] .ltoreq.
0.001 -0.001 .ltoreq. w[1756] .ltoreq. 0.001 -0.001 .ltoreq.
w[1757] .ltoreq. 0.001 -0.001 .ltoreq. w[1758] .ltoreq. 0.001
-0.001 .ltoreq. w[1759] .ltoreq. 0.001 -0.001 .ltoreq. w[1760]
.ltoreq. 0.001 -0.001 .ltoreq. w[1761] .ltoreq. 0.001 -0.001
.ltoreq. w[1762] .ltoreq. 0.001 -0.001 .ltoreq. w[1763] .ltoreq.
0.001 -0.001 .ltoreq. w[1764] .ltoreq. 0.001 -0.001 .ltoreq.
w[1765] .ltoreq. 0.001 -0.001 .ltoreq. w[1766] .ltoreq. 0.001
-0.001 .ltoreq. w[1767] .ltoreq. 0.001 -0.001 .ltoreq. w[1768]
.ltoreq. 0.001 -0.001 .ltoreq. w[1769] .ltoreq. 0.001 -0.001
.ltoreq. w[1770] .ltoreq. 0.001 -0.001 .ltoreq. w[1771] .ltoreq.
0.001 -0.001 .ltoreq. w[1772] .ltoreq. 0.001 -0.001 .ltoreq.
w[1773] .ltoreq. 0.001 -0.001 .ltoreq. w[1774] .ltoreq. 0.001
-0.001 .ltoreq. w[1775] .ltoreq. 0.001 -0.001 .ltoreq. w[1776]
.ltoreq. 0.001 -0.001 .ltoreq. w[1777] .ltoreq. 0.001 -0.001
.ltoreq. w[1778] .ltoreq. 0.001 -0.001 .ltoreq. w[1779] .ltoreq.
0.001 -0.001 .ltoreq. w[1780] .ltoreq. 0.001 -0.001 .ltoreq.
w[1781] .ltoreq. 0.001 -0.001 .ltoreq. w[1782] .ltoreq. 0.001
-0.001 .ltoreq. w[1783] .ltoreq. 0.001 -0.001 .ltoreq. w[1784]
.ltoreq. 0.001 -0.001 .ltoreq. w[1785] .ltoreq. 0.001 -0.001
.ltoreq. w[1786] .ltoreq. 0.001 -0.001 .ltoreq. w[1787] .ltoreq.
0.001 -0.001 .ltoreq. w[1788] .ltoreq. 0.001 -0.001 .ltoreq.
w[1789] .ltoreq. 0.001 -0.001 .ltoreq. w[1790] .ltoreq. 0.001
-0.001 .ltoreq. w[1791] .ltoreq. 0.001 -0.001 .ltoreq. w[1792]
.ltoreq. 0.001 -0.001 .ltoreq. w[1793] .ltoreq. 0.001 -0.001
.ltoreq. w[1794] .ltoreq. 0.001 -0.001 .ltoreq. w[1795] .ltoreq.
0.001 -0.001 .ltoreq. w[1796] .ltoreq. 0.001 -0.001 .ltoreq.
w[1797] .ltoreq. 0.001 -0.001 .ltoreq. w[1798] .ltoreq. 0.001
-0.001 .ltoreq. w[1799] .ltoreq. 0.001 -0.001 .ltoreq. w[1800]
.ltoreq. 0.001 -0.001 .ltoreq. w[1801] .ltoreq. 0.001 -0.001
.ltoreq. w[1802] .ltoreq. 0.001 -0.001 .ltoreq. w[1803] .ltoreq.
0.001 -0.001 .ltoreq. w[1804] .ltoreq. 0.001 -0.001 .ltoreq.
w[1805] .ltoreq. 0.001 -0.001 .ltoreq. w[1806] .ltoreq. 0.001
-0.001 .ltoreq. w[1807] .ltoreq. 0.001 -0.001 .ltoreq. w[1808]
.ltoreq. 0.001 -0.001 .ltoreq. w[1809] .ltoreq. 0.001 -0.001
.ltoreq. w[1810] .ltoreq. 0.001 -0.001 .ltoreq. w[1811] .ltoreq.
0.001 -0.001 .ltoreq. w[1812] .ltoreq. 0.001 -0.001 .ltoreq.
w[1813] .ltoreq. 0.001 -0.001 .ltoreq. w[1814] .ltoreq. 0.001
-0.002 .ltoreq. w[1815] .ltoreq. 0.000 -0.002 .ltoreq. w[1816]
.ltoreq. 0.000 -0.002 .ltoreq. w[1817] .ltoreq. 0.000 -0.002
.ltoreq. w[1818] .ltoreq. 0.000 -0.002 .ltoreq. w[1819] .ltoreq.
0.000 -0.002 .ltoreq. w[1820] .ltoreq. 0.000 -0.002 .ltoreq.
w[1821] .ltoreq. 0.000 -0.002 .ltoreq. w[1822] .ltoreq. 0.000
-0.002 .ltoreq. w[1823] .ltoreq. 0.000 -0.002 .ltoreq. w[1824]
.ltoreq. 0.000 -0.002 .ltoreq. w[1825] .ltoreq. 0.000 -0.002
.ltoreq. w[1826] .ltoreq. 0.000 -0.002 .ltoreq. w[1827] .ltoreq.
0.000 -0.002 .ltoreq. w[1828] .ltoreq. 0.000 -0.002 .ltoreq.
w[1829] .ltoreq. 0.000 -0.002 .ltoreq. w[1830] .ltoreq. 0.000
-0.002 .ltoreq. w[1831] .ltoreq. 0.000 -0.002 .ltoreq. w[1832]
.ltoreq. 0.000 -0.002 .ltoreq. w[1833] .ltoreq. 0.000 -0.002
.ltoreq. w[1834] .ltoreq. 0.000 -0.002 .ltoreq. w[1835] .ltoreq.
0.000 -0.002 .ltoreq. w[1836] .ltoreq. 0.000 -0.002 .ltoreq.
w[1837] .ltoreq. 0.000 -0.002 .ltoreq. w[1838] .ltoreq. 0.000
-0.002 .ltoreq. w[1839] .ltoreq. 0.000 -0.002 .ltoreq. w[1840]
.ltoreq. 0.000 -0.002 .ltoreq. w[1841] .ltoreq. 0.000 -0.002
.ltoreq. w[1842] .ltoreq. 0.000 -0.002 .ltoreq. w[1843] .ltoreq.
0.000 -0.002 .ltoreq. w[1844] .ltoreq. 0.000 -0.002 .ltoreq.
w[1845] .ltoreq. 0.000 -0.002 .ltoreq. w[1846] .ltoreq. 0.000
-0.002 .ltoreq. w[1847] .ltoreq. 0.000 -0.002 .ltoreq. w[1848]
.ltoreq. 0.000 -0.002 .ltoreq. w[1849] .ltoreq. 0.000 -0.002
.ltoreq. w[1850] .ltoreq. 0.000 -0.002 .ltoreq. w[1851] .ltoreq.
0.000 -0.002 .ltoreq. w[1852] .ltoreq. 0.000 -0.002 .ltoreq.
w[1853] .ltoreq. 0.000 -0.002 .ltoreq. w[1854] .ltoreq. 0.000
-0.002 .ltoreq. w[1855] .ltoreq. 0.000 -0.002 .ltoreq. w[1856]
.ltoreq. 0.000 -0.002 .ltoreq. w[1857] .ltoreq. 0.000 -0.002
.ltoreq. w[1858] .ltoreq. 0.000 -0.002 .ltoreq. w[1859] .ltoreq.
0.000 -0.002 .ltoreq. w[1860] .ltoreq. 0.000 -0.002 .ltoreq.
w[1861] .ltoreq. 0.000 -0.002 .ltoreq. w[1862] .ltoreq. 0.000
-0.002 .ltoreq. w[1863] .ltoreq. 0.000 -0.002 .ltoreq. w[1864]
.ltoreq. 0.000 -0.002 .ltoreq. w[1865] .ltoreq. 0.000 -0.002
.ltoreq. w[1866] .ltoreq. 0.000 -0.002 .ltoreq. w[1867] .ltoreq.
0.000 -0.002 .ltoreq. w[1868] .ltoreq. 0.000 -0.002 .ltoreq.
w[1869] .ltoreq. 0.000 -0.002 .ltoreq. w[1870] .ltoreq. 0.000
-0.002 .ltoreq. w[1871] .ltoreq. 0.000 -0.002 .ltoreq. w[1872]
.ltoreq. 0.000 -0.002 .ltoreq. w[1873] .ltoreq. 0.000 -0.002
.ltoreq. w[1874] .ltoreq. 0.000 -0.002 .ltoreq. w[1875] .ltoreq.
0.000 -0.002 .ltoreq. w[1876] .ltoreq. 0.000 -0.002 .ltoreq.
w[1877] .ltoreq. 0.000 -0.002 .ltoreq. w[1878] .ltoreq. 0.000
-0.002 .ltoreq. w[1879] .ltoreq. 0.000 -0.002 .ltoreq. w[1880]
.ltoreq. 0.000 -0.002 .ltoreq. w[1881] .ltoreq. 0.000 -0.002
.ltoreq. w[1882] .ltoreq. 0.000 -0.002 .ltoreq. w[1883] .ltoreq.
0.000 -0.002 .ltoreq. w[1884] .ltoreq. 0.000 -0.002 .ltoreq.
w[1885] .ltoreq. 0.000 -0.002 .ltoreq. w[1886] .ltoreq. 0.000
-0.002 .ltoreq. w[1887] .ltoreq. 0.000 -0.002 .ltoreq. w[1888]
.ltoreq. 0.000 -0.002 .ltoreq. w[1889] .ltoreq. 0.000 -0.002
.ltoreq. w[1890] .ltoreq. 0.000 -0.002 .ltoreq. w[1891] .ltoreq.
0.000 -0.002 .ltoreq. w[1892] .ltoreq. 0.000 -0.002 .ltoreq.
w[1893] .ltoreq. 0.000 -0.002 .ltoreq. w[1894] .ltoreq. 0.000
-0.002 .ltoreq. w[1895] .ltoreq. 0.000 -0.002 .ltoreq. w[1896]
.ltoreq. 0.000 -0.002 .ltoreq. w[1897] .ltoreq. 0.000 -0.002
.ltoreq. w[1898] .ltoreq. 0.000 -0.002 .ltoreq. w[1899] .ltoreq.
0.000 -0.002 .ltoreq. w[1900] .ltoreq. 0.000 -0.002 .ltoreq.
w[1901] .ltoreq. 0.000 -0.002 .ltoreq. w[1902] .ltoreq. 0.000
-0.002 .ltoreq. w[1903] .ltoreq. 0.000 -0.002 .ltoreq. w[1904]
.ltoreq. 0.000 -0.002 .ltoreq. w[1905] .ltoreq. 0.000 -0.002
.ltoreq. w[1906] .ltoreq. 0.000 -0.002 .ltoreq. w[1907] .ltoreq.
0.000 -0.002 .ltoreq. w[1908] .ltoreq. 0.000 -0.002 .ltoreq.
w[1909] .ltoreq. 0.000 -0.002 .ltoreq. w[1910] .ltoreq. 0.000
-0.002 .ltoreq. w[1911] .ltoreq. 0.000 -0.002 .ltoreq. w[1912]
.ltoreq. 0.000 -0.002 .ltoreq. w[1913] .ltoreq. 0.000 -0.002
.ltoreq. w[1914] .ltoreq. 0.000 -0.002 .ltoreq. w[1915] .ltoreq.
0.000 -0.002 .ltoreq. w[1916] .ltoreq. 0.000 -0.002 .ltoreq.
w[1917] .ltoreq. 0.000 -0.002 .ltoreq. w[1918] .ltoreq. 0.000
-0.002 .ltoreq. w[1919] .ltoreq. 0.000
TABLE-US-00002 TABLE 2 (window coefficients w(n); N = 960) w[0] =
0.00000000 w[1] = 0.00000000 w[2] = 0.00000000 w[3] = 0.00000000
w[4] = 0.00000000 w[5] = 0.00000000 w[6] = 0.00000000 w[7] =
0.00000000 w[8] = 0.00000000 w[9] = 0.00000000 w[10] = 0.00000000
w[11] = 0.00000000 w[12] = 0.00000000 w[13] = 0.00000000 w[14] =
0.00000000 w[15] = 0.00000000 w[16] = 0.00000000 w[17] = 0.00000000
w[18] = 0.00000000 w[19] = 0.00000000 w[20] = 0.00000000 w[21] =
0.00000000 w[22] = 0.00000000 w[23] = 0.00000000 w[24] = 0.00000000
w[25] = 0.00000000 w[26] = 0.00000000 w[27] = 0.00000000 w[28] =
0.00000000 w[29] = 0.00000000 w[30] = 0.00000000 w[31] = 0.00000000
w[32] = 0.00000000 w[33] = 0.00000000 w[34] = 0.00000000 w[35] =
0.00000000 w[36] = 0.00000000 w[37] = 0.00000000 w[38] = 0.00000000
w[39] = 0.00000000 w[40] = 0.00000000 w[41] = 0.00000000 w[42] =
0.00000000 w[43] = 0.00000000 w[44] = 0.00000000 w[45] = 0.00000000
w[46] = 0.00000000 w[47] = 0.00000000 w[48] = 0.00000000 w[49] =
0.00000000 w[50] = 0.00000000 w[51] = 0.00000000 w[52] = 0.00000000
w[53] = 0.00000000 w[54] = 0.00000000 w[55] = 0.00000000 w[56] =
0.00000000 w[57] = 0.00000000 w[58] = 0.00000000 w[59] = 0.00000000
w[60] = 0.00000000 w[61] = 0.00000000 w[62] = 0.00000000 w[63] =
0.00000000 w[64] = 0.00000000 w[65] = 0.00000000 w[66] = 0.00000000
w[67] = 0.00000000 w[68] = 0.00000000 w[69] = 0.00000000 w[70] =
0.00000000 w[71] = 0.00000000 w[72] = 0.00000000 w[73] = 0.00000000
w[74] = 0.00000000 w[75] = 0.00000000 w[76] = 0.00000000 w[77] =
0.00000000 w[78] = 0.00000000 w[79] = 0.00000000 w[80] = 0.00000000
w[81] = 0.00000000 w[82] = 0.00000000 w[83] = 0.00000000 w[84] =
0.00000000 w[85] = 0.00000000 w[86] = 0.00000000 w[87] = 0.00000000
w[88] = 0.00000000 w[89] = 0.00000000 w[90] = 0.00000000 w[91] =
0.00000000 w[92] = 0.00000000 w[93] = 0.00000000 w[94] = 0.00000000
w[95] = 0.00000000 w[96] = 0.00000000 w[97] = 0.00000000 w[98] =
0.00000000 w[99] = 0.00000000 w[100] = 0.00000000 w[101] =
0.00000000 w[102] = 0.00000000 w[103] = 0.00000000 w[104] =
0.00000000 w[105] = 0.00000000 w[106] = 0.00000000 w[107] =
0.00000000 w[108] = 0.00000000 w[109] = 0.00000000 w[110] =
0.00000000 w[111] = 0.00000000 w[112] = 0.00000000 w[113] =
0.00000000 w[114] = 0.00000000 w[115] = 0.00000000 w[116] =
0.00000000 w[117] = 0.00000000 w[118] = 0.00000000 w[119] =
0.00000000 w[120] = 0.00101191 w[121] = 0.00440397 w[122] =
0.00718669 w[123] = 0.01072130 w[124] = 0.01459757 w[125] =
0.01875954 w[126] = 0.02308987 w[127] = 0.02751541 w[128] =
0.03198130 w[129] = 0.03643738 w[130] = 0.04085290 w[131] =
0.04522835 w[132] = 0.04957620 w[133] = 0.05390454 w[134] =
0.05821503 w[135] = 0.06251214 w[136] = 0.06680463 w[137] =
0.07109582 w[138] = 0.07538014 w[139] = 0.07965207 w[140] =
0.08390857 w[141] = 0.08815177 w[142] = 0.09238785 w[143] =
0.09662163 w[144] = 0.10085860 w[145] = 0.10510892 w[146] =
0.10938110 w[147] = 0.11367819 w[148] = 0.11800355 w[149] =
0.12236410 w[150] = 0.12676834 w[151] = 0.13122384 w[152] =
0.13573476 w[153] = 0.14030106 w[154] = 0.14492340 w[155] =
0.14960315 w[156] = 0.15433828 w[157] = 0.15912396 w[158] =
0.16395663 w[159] = 0.16883310 w[160] = 0.17374837 w[161] =
0.17869679 w[162] = 0.18367394 w[163] = 0.18867661 w[164] =
0.19370368 w[165] = 0.19875413 w[166] = 0.20382641 w[167] =
0.20892055 w[168] = 0.21403775 w[169] = 0.21917761 w[170] =
0.22433899 w[171] = 0.22952250 w[172] = 0.23472991 w[173] =
0.23996189 w[174] = 0.24521859 w[175] = 0.25049930 w[176] =
0.25580312 w[177] = 0.26112942 w[178] = 0.26647748 w[179] =
0.27184703 w[180] = 0.27723785 w[181] = 0.28264967 w[182] =
0.28808086 w[183] = 0.29352832 w[184] = 0.29898979 w[185] =
0.30446379 w[186] = 0.30994292 w[187] = 0.31541664 w[188] =
0.32087942 w[189] = 0.32632772 w[190] = 0.33176291 w[191] =
0.33718641 w[192] = 0.34259612 w[193] = 0.34799346 w[194] =
0.35338857 w[195] = 0.35878843 w[196] = 0.36419504 w[197] =
0.36960630 w[198] = 0.37501567 w[199] = 0.38042067 w[200] =
0.38582069 w[201] = 0.39121276 w[202] = 0.39659312 w[203] =
0.40195993 w[204] = 0.40731155 w[205] = 0.41264382 w[206] =
0.41795277 w[207] = 0.42323670 w[208] = 0.42849480 w[209] =
0.43372753 w[210] = 0.43893452 w[211] = 0.44411398 w[212] =
0.44927117 w[213] = 0.45441882 w[214] = 0.45956191 w[215] =
0.46470167 w[216] = 0.46983016 w[217] = 0.47493636 w[218] =
0.48001827 w[219] = 0.48507480 w[220] = 0.49010240 w[221] =
0.49509781 w[222] = 0.50005986 w[223] = 0.50499037 w[224] =
0.50989790 w[225] = 0.51478708 w[226] = 0.51965805 w[227] =
0.52450975 w[228] = 0.52933955 w[229] = 0.53414668 w[230] =
0.53893113 w[231] = 0.54369178 w[232] = 0.54842731 w[233] =
0.55313757 w[234] = 0.55782259 w[235] = 0.56248253 w[236] =
0.56711762 w[237] = 0.57172819 w[238] = 0.57631468 w[239] =
0.58087761 w[240] = 0.58719976 w[241] = 0.59173064 w[242] =
0.59623644 w[243] = 0.60071719 w[244] = 0.60517294
w[245] = 0.60960372 w[246] = 0.61400958 w[247] = 0.61839056 w[248]
= 0.62274670 w[249] = 0.62707805 w[250] = 0.63138475 w[251] =
0.63566700 w[252] = 0.63992500 w[253] = 0.64415895 w[254] =
0.64836893 w[255] = 0.65255499 w[256] = 0.65671715 w[257] =
0.66085548 w[258] = 0.66497005 w[259] = 0.66906094 w[260] =
0.67312824 w[261] = 0.67717199 w[262] = 0.68119219 w[263] =
0.68518882 w[264] = 0.68916187 w[265] = 0.69311129 w[266] =
0.69703698 w[267] = 0.70093884 w[268] = 0.70481679 w[269] =
0.70867071 w[270] = 0.71250047 w[271] = 0.71630596 w[272] =
0.72008705 w[273] = 0.72384360 w[274] = 0.72757549 w[275] =
0.73128256 w[276] = 0.73496463 w[277] = 0.73862141 w[278] =
0.74225263 w[279] = 0.74585799 w[280] = 0.74943730 w[281] =
0.75299039 w[282] = 0.75651711 w[283] = 0.76001729 w[284] =
0.76349062 w[285] = 0.76693670 w[286] = 0.77035516 w[287] =
0.77374564 w[288] = 0.77710790 w[289] = 0.78044169 w[290] =
0.78374678 w[291] = 0.78702291 w[292] = 0.79026979 w[293] =
0.79348715 w[294] = 0.79667471 w[295] = 0.79983215 w[296] =
0.80295914 w[297] = 0.80605536 w[298] = 0.80912047 w[299] =
0.81215417 w[300] = 0.81515616 w[301] = 0.81812616 w[302] =
0.82106389 w[303] = 0.82396915 w[304] = 0.82684176 w[305] =
0.82968154 w[306] = 0.83248830 w[307] = 0.83526186 w[308] =
0.83800204 w[309] = 0.84070866 w[310] = 0.84338156 w[311] =
0.84602058 w[312] = 0.84862556 w[313] = 0.85119636 w[314] =
0.85373292 w[315] = 0.85623523 w[316] = 0.85870326 w[317] =
0.86113701 w[318] = 0.86353649 w[319] = 0.86590173 w[320] =
0.86823275 w[321] = 0.87052968 w[322] = 0.87279275 w[323] =
0.87502220 w[324] = 0.87721829 w[325] = 0.87938130 w[326] =
0.88151157 w[327] = 0.88360940 w[328] = 0.88567517 w[329] =
0.88770954 w[330] = 0.88971328 w[331] = 0.89168716 w[332] =
0.89363199 w[333] = 0.89554856 w[334] = 0.89743771 w[335] =
0.89930025 w[336] = 0.90113740 w[337] = 0.90295086 w[338] =
0.90474240 w[339] = 0.90651380 w[340] = 0.90826684 w[341] =
0.91000335 w[342] = 0.91172515 w[343] = 0.91343416 w[344] =
0.91513276 w[345] = 0.91682357 w[346] = 0.91850924 w[347] =
0.92019170 w[348] = 0.92187129 w[349] = 0.92354778 w[350] =
0.92522116 w[351] = 0.92688597 w[352] = 0.92852960 w[353] =
0.93013861 w[354] = 0.93169897 w[355] = 0.93319114 w[356] =
0.93458502 w[357] = 0.93587626 w[358] = 0.93694276 w[359] =
0.93825562 w[360] = 0.93882222 w[361] = 0.93910780 w[362] =
0.93944183 w[363] = 0.93981497 w[364] = 0.94021434 w[365] =
0.94062629 w[366] = 0.94103714 w[367] = 0.94144084 w[368] =
0.94184042 w[369] = 0.94223966 w[370] = 0.94264206 w[371] =
0.94304859 w[372] = 0.94345831 w[373] = 0.94387033 w[374] =
0.94428390 w[375] = 0.94469895 w[376] = 0.94511572 w[377] =
0.94553441 w[378] = 0.94595520 w[379] = 0.94637816 w[380] =
0.94680335 w[381] = 0.94723080 w[382] = 0.94766054 w[383] =
0.94809253 w[384] = 0.94852674 w[385] = 0.94896314 w[386] =
0.94940178 w[387] = 0.94984276 w[388] = 0.95028618 w[389] =
0.95073213 w[390] = 0.95118056 w[391] = 0.95163139 w[392] =
0.95208451 w[393] = 0.95253992 w[394] = 0.95299770 w[395] =
0.95345799 w[396] = 0.95392092 w[397] = 0.95438653 w[398] =
0.95485472 w[399] = 0.95532539 w[400] = 0.95579847 w[401] =
0.95627397 w[402] = 0.95675201 w[403] = 0.95723273 w[404] =
0.95771618 w[405] = 0.95820232 w[406] = 0.95869103 w[407] =
0.95918218 w[408] = 0.95967573 w[409] = 0.96017172 w[410] =
0.96067026 w[411] = 0.96117144 w[412] = 0.96167526 w[413] =
0.96218157 w[414] = 0.96269026 w[415] = 0.96320119 w[416] =
0.96371437 w[417] = 0.96422988 w[418] = 0.96474782 w[419] =
0.96526824 w[420] = 0.96579106 w[421] = 0.96631614 w[422] =
0.96684334 w[423] = 0.96737257 w[424] = 0.96790390 w[425] =
0.96843740 w[426] = 0.96897315 w[427] = 0.96951112 w[428] =
0.97005119 w[429] = 0.97059318 w[430] = 0.97113697 w[431] =
0.97168253 w[432] = 0.97222994 w[433] = 0.97277928 w[434] =
0.97333058 w[435] = 0.97388375 w[436] = 0.97443863 w[437] =
0.97499505 w[438] = 0.97555292 w[439] = 0.97611230 w[440] =
0.97667326 w[441] = 0.97723589 w[442] = 0.97780016 w[443] =
0.97836592 w[444] = 0.97893300 w[445] = 0.97950127 w[446] =
0.98007071 w[447] = 0.98064139 w[448] = 0.98121342 w[449] =
0.98178684 w[450] = 0.98236156 w[451] = 0.98293743 w[452] =
0.98351428 w[453] = 0.98409205 w[454] = 0.98467078 w[455] =
0.98525056 w[456] = 0.98583146 w[457] = 0.98641348 w[458] =
0.98699650 w[459] = 0.98758037 w[460] = 0.98816497 w[461] =
0.98875030 w[462] = 0.98933647 w[463] = 0.98992356 w[464] =
0.99051163 w[465] = 0.99110062 w[466] = 0.99169038 w[467] =
0.99228079 w[468] = 0.99287177 w[469] = 0.99346341 w[470] =
0.99405581 w[471] = 0.99464907 w[472] = 0.99524320 w[473] =
0.99583812 w[474] = 0.99643375 w[475] = 0.99702997 w[476] =
0.99762671 w[477] = 0.99822386 w[478] = 0.99882134 w[479] =
0.99941903 w[480] = 1.00058131 w[481] = 1.00118006 w[482] =
1.00177930 w[483] = 1.00237893 w[484] = 1.00297887 w[485] =
1.00357902 w[486] = 1.00417927 w[487] = 1.00477954 w[488] =
1.00537972 w[489] = 1.00597973 w[490] = 1.00657959 w[491] =
1.00717940 w[492] = 1.00777926 w[493] = 1.00837925 w[494] =
1.00897929 w[495] = 1.00957926
w[496] = 1.01017901 w[497] = 1.01077847 w[498] = 1.01137769 w[499]
= 1.01197678 w[500] = 1.01257582 w[501] = 1.01317482 w[502] =
1.01377365 w[503] = 1.01437217 w[504] = 1.01497025 w[505] =
1.01556786 w[506] = 1.01616510 w[507] = 1.01676205 w[508] =
1.01735876 w[509] = 1.01795514 w[510] = 1.01855103 w[511] =
1.01914627 w[512] = 1.01974076 w[513] = 1.02033455 w[514] =
1.02092772 w[515] = 1.02152037 w[516] = 1.02211247 w[517] =
1.02270387 w[518] = 1.02329439 w[519] = 1.02388387 w[520] =
1.02447229 w[521] = 1.02505972 w[522] = 1.02564624 w[523] =
1.02623190 w[524] = 1.02681660 w[525] = 1.02740017 w[526] =
1.02798242 w[527] = 1.02856326 w[528] = 1.02914272 w[529] =
1.02972087 w[530] = 1.03029778 w[531] = 1.03087344 w[532] =
1.03144768 w[533] = 1.03202035 w[534] = 1.03259127 w[535] =
1.03316042 w[536] = 1.03372788 w[537] = 1.03429373 w[538] =
1.03485801 w[539] = 1.03542064 w[540] = 1.03598146 w[541] =
1.03654030 w[542] = 1.03709708 w[543] = 1.03765185 w[544] =
1.03820470 w[545] = 1.03875571 w[546] = 1.03930488 w[547] =
1.03985206 w[548] = 1.04039712 w[549] = 1.04093989 w[550] =
1.04148037 w[551] = 1.04201865 w[552] = 1.04255481 w[553] =
1.04308893 w[554] = 1.04362093 w[555] = 1.04415068 w[556] =
1.04467803 w[557] = 1.04520292 w[558] = 1.04572542 w[559] =
1.04624566 w[560] = 1.04676376 w[561] = 1.04727974 w[562] =
1.04779350 w[563] = 1.04830493 w[564] = 1.04881391 w[565] =
1.04932048 w[566] = 1.04982477 w[567] = 1.05032693 w[568] =
1.05082705 w[569] = 1.05132510 w[570] = 1.05182098 w[571] =
1.05231457 w[572] = 1.05280584 w[573] = 1.05329485 w[574] =
1.05378171 w[575] = 1.05426654 w[576] = 1.05474937 w[577] =
1.05523018 w[578] = 1.05570892 w[579] = 1.05618554 w[580] =
1.05666005 w[581] = 1.05713251 w[582] = 1.05760297 w[583] =
1.05807149 w[584] = 1.05853828 w[585] = 1.05900355 w[586] =
1.05946756 w[587] = 1.05993024 w[588] = 1.06039075 w[589] =
1.06084806 w[590] = 1.06130111 w[591] = 1.06175099 w[592] =
1.06220164 w[593] = 1.06265732 w[594] = 1.06312146 w[595] =
1.06358726 w[596] = 1.06403924 w[597] = 1.06446186 w[598] =
1.06484048 w[599] = 1.06516440 w[600] = 1.06527864 w[601] =
1.06498077 w[602] = 1.06470196 w[603] = 1.06425743 w[604] =
1.06372091 w[605] = 1.06311464 w[606] = 1.06246622 w[607] =
1.06179277 w[608] = 1.06110808 w[609] = 1.06042455 w[610] =
1.05974495 w[611] = 1.05906206 w[612] = 1.05836706 w[613] =
1.05765243 w[614] = 1.05691470 w[615] = 1.05615178 w[616] =
1.05536069 w[617] = 1.05454152 w[618] = 1.05370030 w[619] =
1.05284445 w[620] = 1.05198094 w[621] = 1.05111433 w[622] =
1.05024634 w[623] = 1.04937859 w[624] = 1.04851245 w[625] =
1.04764614 w[626] = 1.04677586 w[627] = 1.04589855 w[628] =
1.04501046 w[629] = 1.04410500 w[630] = 1.04317417 w[631] =
1.04221010 w[632] = 1.04120649 w[633] = 1.04016012 w[634] =
1.03906851 w[635] = 1.03792894 w[636] = 1.03674090 w[637] =
1.03550649 w[638] = 1.03422800 w[639] = 1.03290769 w[640] =
1.03154944 w[641] = 1.03015834 w[642] = 1.02873938 w[643] =
1.02729712 w[644] = 1.02583470 w[645] = 1.02435463 w[646] =
1.02285952 w[647] = 1.02135114 w[648] = 1.01982974 w[649] =
1.01829520 w[650] = 1.01674752 w[651] = 1.01518534 w[652] =
1.01360559 w[653] = 1.01200510 w[654] = 1.01038076 w[655] =
1.00872996 w[656] = 1.00705045 w[657] = 1.00533999 w[658] =
1.00359618 w[659] = 1.00181613 w[660] = 0.99999673 w[661] =
0.99813477 w[662] = 0.99622793 w[663] = 0.99427571 w[664] =
0.99227814 w[665] = 0.99023501 w[666] = 0.98815128 w[667] =
0.98603857 w[668] = 0.98390898 w[669] = 0.98177413 w[670] =
0.97964151 w[671] = 0.97751528 w[672] = 0.97539999 w[673] =
0.97329751 w[674] = 0.97119933 w[675] = 0.96909179 w[676] =
0.96696152 w[677] = 0.96479824 w[678] = 0.96259840 w[679] =
0.96036028 w[680] = 0.95808180 w[681] = 0.95576295 w[682] =
0.95340622 w[683] = 0.95101436 w[684] = 0.94859030 w[685] =
0.94614009 w[686] = 0.94367232 w[687] = 0.94119555 w[688] =
0.93871796 w[689] = 0.93624630 w[690] = 0.93378636 w[691] =
0.93134465 w[692] = 0.92892076 w[693] = 0.92649974 w[694] =
0.92406255 w[695] = 0.92159041 w[696] = 0.91907411 w[697] =
0.91651711 w[698] = 0.91392425 w[699] = 0.91130056 w[700] =
0.90865471 w[701] = 0.90599838 w[702] = 0.90334350 w[703] =
0.90069934 w[704] = 0.89806435 w[705] = 0.89543132 w[706] =
0.89279335 w[707] = 0.89014496 w[708] = 0.88748403 w[709] =
0.88480945 w[710] = 0.88211997 w[711] = 0.87941558 w[712] =
0.87669794 w[713] = 0.87396891 w[714] = 0.87123030 w[715] =
0.86848394 w[716] = 0.86573164 w[717] = 0.86297523 w[718] =
0.86021649 w[719] = 0.85745725 w[720] = 0.85474342 w[721] =
0.85193656 w[722] = 0.84911455 w[723] = 0.84627969 w[724] =
0.84343424 w[725] = 0.84058046 w[726] = 0.83772057 w[727] =
0.83485680 w[728] = 0.83199134 w[729] = 0.82912621 w[730] =
0.82626143 w[731] = 0.82339529 w[732] = 0.82052619 w[733] =
0.81765147 w[734] = 0.81476433 w[735] = 0.81185593 w[736] =
0.80891701 w[737] = 0.80594452 w[738] = 0.80294885 w[739] =
0.79994431 w[740] = 0.79694485 w[741] = 0.79396166 w[742] =
0.79100220 w[743] = 0.78807349 w[744] = 0.78518123 w[745] =
0.78231422 w[746] = 0.77944709
w[747] = 0.77655407 w[748] = 0.77361369 w[749] = 0.77062281 w[750]
= 0.76758806 w[751] = 0.76451506 w[752] = 0.76141145 w[753] =
0.75828860 w[754] = 0.75515892 w[755] = 0.75203479 w[756] =
0.74892561 w[757] = 0.74583682 w[758] = 0.74277342 w[759] =
0.73974008 w[760] = 0.73673754 w[761] = 0.73376310 w[762] =
0.73081444 w[763] = 0.72788616 w[764] = 0.72496070 w[765] =
0.72201426 w[766] = 0.71902283 w[767] = 0.71596990 w[768] =
0.71285541 w[769] = 0.70968427 w[770] = 0.70646064 w[771] =
0.70319589 w[772] = 0.69991077 w[773] = 0.69662714 w[774] =
0.69336592 w[775] = 0.69013742 w[776] = 0.68694302 w[777] =
0.68378420 w[778] = 0.68066143 w[779] = 0.67757157 w[780] =
0.67450951 w[781] = 0.67147030 w[782] = 0.66844879 w[783] =
0.66543949 w[784] = 0.66243677 w[785] = 0.65943505 w[786] =
0.65642755 w[787] = 0.65340591 w[788] = 0.65036160 w[789] =
0.64728630 w[790] = 0.64417440 w[791] = 0.64102268 w[792] =
0.63782771 w[793] = 0.63458757 w[794] = 0.63130628 w[795] =
0.62799109 w[796] = 0.62464879 w[797] = 0.62128816 w[798] =
0.61792203 w[799] = 0.61456438 w[800] = 0.61122915 w[801] =
0.60792802 w[802] = 0.60466971 w[803] = 0.60146257 w[804] =
0.59831460 w[805] = 0.59522876 w[806] = 0.59220375 w[807] =
0.58923859 w[808] = 0.58632936 w[809] = 0.58346064 w[810] =
0.58061078 w[811] = 0.57775874 w[812] = 0.57488246 w[813] =
0.57195790 w[814] = 0.56896078 w[815] = 0.56586637 w[816] =
0.56266594 w[817] = 0.55937186 w[818] = 0.55599898 w[819] =
0.55256299 w[820] = 0.54909184 w[821] = 0.54562376 w[822] =
0.54219742 w[823] = 0.53884728 w[824] = 0.53559047 w[825] =
0.53243453 w[826] = 0.52938894 w[827] = 0.52645052 w[828] =
0.52358958 w[829] = 0.52076862 w[830] = 0.51795080 w[831] =
0.51510761 w[832] = 0.51222179 w[833] = 0.50927733 w[834] =
0.50625944 w[835] = 0.50317073 w[836] = 0.50002767 w[837] =
0.49685021 w[838] = 0.49364116 w[839] = 0.49048690 w[840] =
0.48726128 w[841] = 0.48404889 w[842] = 0.48090875 w[843] =
0.47783482 w[844] = 0.47481564 w[845] = 0.47184024 w[846] =
0.46889391 w[847] = 0.46595836 w[848] = 0.46301611 w[849] =
0.46005089 w[850] = 0.45705924 w[851] = 0.45404822 w[852] =
0.45102447 w[853] = 0.44799543 w[854] = 0.44497138 w[855] =
0.44196397 w[856] = 0.43898547 w[857] = 0.43604105 w[858] =
0.43312057 w[859] = 0.43020942 w[860] = 0.42729337 w[861] =
0.42436272 w[862] = 0.42141388 w[863] = 0.41844400 w[864] =
0.41545081 w[865] = 0.41244014 w[866] = 0.40942464 w[867] =
0.40641716 w[868] = 0.40342874 w[869] = 0.40046292 w[870] =
0.39751923 w[871] = 0.39459758 w[872] = 0.39169692 w[873] =
0.38881435 w[874] = 0.38594643 w[875] = 0.38308980 w[876] =
0.38024146 w[877] = 0.37739896 w[878] = 0.37455986 w[879] =
0.37172187 w[880] = 0.36888463 w[881] = 0.36604937 w[882] =
0.36321735 w[883] = 0.36038967 w[884] = 0.35756668 w[885] =
0.35474832 w[886] = 0.35193455 w[887] = 0.34912542 w[888] =
0.34632129 w[889] = 0.34352258 w[890] = 0.34072974 w[891] =
0.33794323 w[892] = 0.33516354 w[893] = 0.33239114 w[894] =
0.32962648 w[895] = 0.32686967 w[896] = 0.32412042 w[897] =
0.32137919 w[898] = 0.31864044 w[899] = 0.31588373 w[900] =
0.31309909 w[901] = 0.31028631 w[902] = 0.30745528 w[903] =
0.30462678 w[904] = 0.30180656 w[905] = 0.29899424 w[906] =
0.29619082 w[907] = 0.29339717 w[908] = 0.29061333 w[909] =
0.28783935 w[910] = 0.28507563 w[911] = 0.28232266 w[912] =
0.27958067 w[913] = 0.27684984 w[914] = 0.27413017 w[915] =
0.27142157 w[916] = 0.26872396 w[917] = 0.26603737 w[918] =
0.26336211 w[919] = 0.26069855 w[920] = 0.25804700 w[921] =
0.25540830 w[922] = 0.25278329 w[923] = 0.25017211 w[924] =
0.24757451 w[925] = 0.24498713 w[926] = 0.24240740 w[927] =
0.23983550 w[928] = 0.23727200 w[929] = 0.23471866 w[930] =
0.23217624 w[931] = 0.22964458 w[932] = 0.22712346 w[933] =
0.22461258 w[934] = 0.22211202 w[935] = 0.21962197 w[936] =
0.21714290 w[937] = 0.21467522 w[938] = 0.21221877 w[939] =
0.20977323 w[940] = 0.20733693 w[941] = 0.20490860 w[942] =
0.20248823 w[943] = 0.20007615 w[944] = 0.19767358 w[945] =
0.19528091 w[946] = 0.19289781 w[947] = 0.19052347 w[948] =
0.18815661 w[949] = 0.18579693 w[950] = 0.18344441 w[951] =
0.18110010 w[952] = 0.17876595 w[953] = 0.17644344 w[954] =
0.17413400 w[955] = 0.17183905 w[956] = 0.16956003 w[957] =
0.16729836 w[958] = 0.16505547 w[959] = 0.16283278 w[960] =
0.15990780 w[961] = 0.15776021 w[962] = 0.15563325 w[963] =
0.15352557 w[964] = 0.15143584 w[965] = 0.14936270 w[966] =
0.14730481 w[967] = 0.14526081 w[968] = 0.14322937 w[969] =
0.14120918 w[970] = 0.13919977 w[971] = 0.13720138 w[972] =
0.13521422 w[973] = 0.13323852 w[974] = 0.13127445 w[975] =
0.12932216 w[976] = 0.12738181 w[977] = 0.12545358 w[978] =
0.12353773 w[979] = 0.12163457 w[980] = 0.11974436 w[981] =
0.11786730 w[982] = 0.11600347 w[983] = 0.11415293 w[984] =
0.11231573 w[985] = 0.11049201 w[986] = 0.10868196 w[987] =
0.10688578 w[988] = 0.10510362 w[989] = 0.10333551 w[990] =
0.10158143 w[991] = 0.09984133 w[992] = 0.09811524 w[993] =
0.09640327 w[994] = 0.09470556 w[995] = 0.09302228 w[996] =
0.09135347 w[997] = 0.08969907
w[998] = 0.08805903 w[999] = 0.08643326 w[1000] = 0.08482183
w[1001] = 0.08322486 w[1002] = 0.08164249 w[1003] = 0.08007481
w[1004] = 0.07852179 w[1005] = 0.07698335 w[1006] = 0.07545938
w[1007] = 0.07394984 w[1008] = 0.07245482 w[1009] = 0.07097444
w[1010] = 0.06950883 w[1011] = 0.06805800 w[1012] = 0.06662187
w[1013] = 0.06520031 w[1014] = 0.06379324 w[1015] = 0.06240065
w[1016] = 0.06102266 w[1017] = 0.05965936 w[1018] = 0.05831084
w[1019] = 0.05697701 w[1020] = 0.05565775 w[1021] = 0.05435290
w[1022] = 0.05306239 w[1023] = 0.05178628 w[1024] = 0.05052464
w[1025] = 0.04927758 w[1026] = 0.04804510 w[1027] = 0.04682709
w[1028] = 0.04562344 w[1029] = 0.04443405 w[1030] = 0.04325893
w[1031] = 0.04209822 w[1032] = 0.04095208 w[1033] = 0.03982059
w[1034] = 0.03870371 w[1035] = 0.03760131 w[1036] = 0.03651325
w[1037] = 0.03543944 w[1038] = 0.03437987 w[1039] = 0.03333454
w[1040] = 0.03230348 w[1041] = 0.03128653 w[1042] = 0.03028332
w[1043] = 0.02929346 w[1044] = 0.02831658 w[1045] = 0.02735252
w[1046] = 0.02640127 w[1047] = 0.02546283 w[1048] = 0.02453725
w[1049] = 0.02362471 w[1050] = 0.02272547 w[1051] = 0.02183980
w[1052] = 0.02096810 w[1053] = 0.02011108 w[1054] = 0.01926957
w[1055] = 0.01844439 w[1056] = 0.01763565 w[1057] = 0.01684248
w[1058] = 0.01606394 w[1059] = 0.01529909 w[1060] = 0.01454726
w[1061] = 0.01380802 w[1062] = 0.01308092 w[1063] = 0.01236569
w[1064] = 0.01166273 w[1065] = 0.01097281 w[1066] = 0.01029671
w[1067] = 0.00963479 w[1068] = 0.00898646 w[1069] = 0.00835089
w[1070] = 0.00772725 w[1071] = 0.00711521 w[1072] = 0.00651513
w[1073] = 0.00592741 w[1074] = 0.00535249 w[1075] = 0.00479089
w[1076] = 0.00424328 w[1077] = 0.00371041 w[1078] = 0.00319271
w[1079] = 0.00268947 w[1080] = 0.00219928 w[1081] = 0.00172084
w[1082] = 0.00125271 w[1083] = 0.00079311 w[1084] = 0.00034023
w[1085] = -0.00010786 w[1086] = -0.00055144 w[1087] = -0.00098865
w[1088] = -0.00141741 w[1089] = -0.00183557 w[1090] = -0.00224010
w[1091] = -0.00262725 w[1092] = -0.00299314 w[1093] = -0.00333475
w[1094] = -0.00365250 w[1095] = -0.00394867 w[1096] = -0.00422533
w[1097] = -0.00448528 w[1098] = -0.00473278 w[1099] = -0.00497252
w[1100] = -0.00520916 w[1101] = -0.00544584 w[1102] = -0.00568360
w[1103] = -0.00592326 w[1104] = -0.00616547 w[1105] = -0.00640861
w[1106] = -0.00664914 w[1107] = -0.00688354 w[1108] = -0.00710845
w[1109] = -0.00732136 w[1110] = -0.00752022 w[1111] = -0.00770289
w[1112] = -0.00786789 w[1113] = -0.00801521 w[1114] = -0.00814526
w[1115] = -0.00825839 w[1116] = -0.00835563 w[1117] = -0.00843882
w[1118] = -0.00850996 w[1119] = -0.00857097 w[1120] = -0.00862360
w[1121] = -0.00866943 w[1122] = -0.00871004 w[1123] = -0.00874688
w[1124] = -0.00878091 w[1125] = -0.00881277 w[1126] = -0.00884320
w[1127] = -0.00887248 w[1128] = -0.00890002 w[1129] = -0.00892494
w[1130] = -0.00894641 w[1131] = -0.00896355 w[1132] = -0.00897541
w[1133] = -0.00898104 w[1134] = -0.00897948 w[1135] = -0.00896990
w[1136] = -0.00895149 w[1137] = -0.00892346 w[1138] = -0.00888519
w[1139] = -0.00883670 w[1140] = -0.00877839 w[1141] = -0.00871058
w[1142] = -0.00863388 w[1143] = -0.00854936 w[1144] = -0.00845826
w[1145] = -0.00836179 w[1146] = -0.00826124 w[1147] = -0.00815807
w[1148] = -0.00805372 w[1149] = -0.00794953 w[1150] = -0.00784572
w[1151] = -0.00774156 w[1152] = -0.00763634 w[1153] = -0.00752929
w[1154] = -0.00741941 w[1155] = -0.00730556 w[1156] = -0.00718664
w[1157] = -0.00706184 w[1158] = -0.00693107 w[1159] = -0.00679443
w[1160] = -0.00665200 w[1161] = -0.00650428 w[1162] = -0.00635230
w[1163] = -0.00619718 w[1164] = -0.00603995 w[1165] = -0.00588133
w[1166] = -0.00572169 w[1167] = -0.00556143 w[1168] = -0.00540085
w[1169] = -0.00523988 w[1170] = -0.00507828 w[1171] = -0.00491582
w[1172] = -0.00475220 w[1173] = -0.00458693 w[1174] = -0.00441953
w[1175] = -0.00424950 w[1176] = -0.00407681 w[1177] = -0.00390204
w[1178] = -0.00372581 w[1179] = -0.00354874 w[1180] = -0.00337115
w[1181] = -0.00319318 w[1182] = -0.00301494 w[1183] = -0.00283652
w[1184] = -0.00265797 w[1185] = -0.00247934 w[1186] = -0.00230066
w[1187] = -0.00212197 w[1188] = -0.00194331 w[1189] = -0.00176471
w[1190] = -0.00158620 w[1191] = -0.00140787 w[1192] = -0.00122989
w[1193] = -0.00105244 w[1194] = -0.00087567 w[1195] = -0.00069976
w[1196] = -0.00052487 w[1197] = -0.00035115 w[1198] = -0.00017875
w[1199] = -0.00000782 w[1200] = 0.00000779 w[1201] = 0.00017701
w[1202] = 0.00034552 w[1203] = 0.00051313 w[1204] = 0.00067966
w[1205] = 0.00084492 w[1206] = 0.00100873 w[1207] = 0.00117093
w[1208] = 0.00133133 w[1209] = 0.00148978 w[1210] = 0.00164611
w[1211] = 0.00180023 w[1212] = 0.00195211 w[1213] = 0.00210172
w[1214] = 0.00224898 w[1215] = 0.00239383 w[1216] = 0.00253618
w[1217] = 0.00267593 w[1218] = 0.00281306 w[1219] = 0.00294756
w[1220] = 0.00307942 w[1221] = 0.00320864 w[1222] = 0.00333502
w[1223] = 0.00345816 w[1224] = 0.00357762 w[1225] = 0.00369297
w[1226] = 0.00380414 w[1227] = 0.00391140 w[1228] = 0.00401499
w[1229] = 0.00411524 w[1230] = 0.00421242 w[1231] = 0.00430678
w[1232] = 0.00439859 w[1233] = 0.00448799 w[1234] = 0.00457487
w[1235] = 0.00465908 w[1236] = 0.00474045 w[1237] = 0.00481857
w[1238] = 0.00489277 w[1239] = 0.00496235 w[1240] = 0.00502666
w[1241] = 0.00508546 w[1242] = 0.00513877 w[1243] = 0.00518662
w[1244] = 0.00522904 w[1245] = 0.00526648 w[1246] = 0.00529956
w[1247] = 0.00532895 w[1248] = 0.00535532
w[1249] = 0.00537929 w[1250] = 0.00540141 w[1251] = 0.00542228
w[1252] = 0.00544196 w[1253] = 0.00545981 w[1254] = 0.00547515
w[1255] = 0.00548726 w[1256] = 0.00549542 w[1257] = 0.00549899
w[1258] = 0.00549732 w[1259] = 0.00548986 w[1260] = 0.00547633
w[1261] = 0.00545664 w[1262] = 0.00543067 w[1263] = 0.00539849
w[1264] = 0.00536061 w[1265] = 0.00531757 w[1266] = 0.00526993
w[1267] = 0.00521822 w[1268] = 0.00516300 w[1269] = 0.00510485
w[1270] = 0.00504432 w[1271] = 0.00498194 w[1272] = 0.00491822
w[1273] = 0.00485364 w[1274] = 0.00478862 w[1275] = 0.00472309
w[1276] = 0.00465675 w[1277] = 0.00458939 w[1278] = 0.00452067
w[1279] = 0.00445003 w[1280] = 0.00437688 w[1281] = 0.00430063
w[1282] = 0.00422062 w[1283] = 0.00413609 w[1284] = 0.00404632
w[1285] = 0.00395060 w[1286] = 0.00384863 w[1287] = 0.00374044
w[1288] = 0.00362600 w[1289] = 0.00350540 w[1290] = 0.00337934
w[1291] = 0.00324885 w[1292] = 0.00311486 w[1293] = 0.00297849
w[1294] = 0.00284122 w[1295] = 0.00270458 w[1296] = 0.00257013
w[1297] = 0.00243867 w[1298] = 0.00231005 w[1299] = 0.00218399
w[1300] = 0.00206023 w[1301] = 0.00193766 w[1302] = 0.00181460
w[1303] = 0.00168938 w[1304] = 0.00156050 w[1305] = 0.00142701
w[1306] = 0.00128831 w[1307] = 0.00114365 w[1308] = 0.00099297
w[1309] = 0.00083752 w[1310] = 0.00067884 w[1311] = 0.00051845
w[1312] = 0.00035760 w[1313] = 0.00019720 w[1314] = 0.00003813
w[1315] = -0.00011885 w[1316] = -0.00027375 w[1317] = -0.00042718
w[1318] = -0.00057975 w[1319] = -0.00073204 w[1320] = -0.00088453
w[1321] = -0.00103767 w[1322] = -0.00119192 w[1323] = -0.00134747
w[1324] = -0.00150411 w[1325] = -0.00166151 w[1326] = -0.00181932
w[1327] = -0.00197723 w[1328] = -0.00213493 w[1329] = -0.00229210
w[1330] = -0.00244849 w[1331] = -0.00260415 w[1332] = -0.00275928
w[1333] = -0.00291410 w[1334] = -0.00306879 w[1335] = -0.00322332
w[1336] = -0.00337759 w[1337] = -0.00353145 w[1338] = -0.00368470
w[1339] = -0.00383722 w[1340] = -0.00398892 w[1341] = -0.00413972
w[1342] = -0.00428967 w[1343] = -0.00443889 w[1344] = -0.00458749
w[1345] = -0.00473571 w[1346] = -0.00488366 w[1347] = -0.00503137
w[1348] = -0.00517887 w[1349] = -0.00532610 w[1350] = -0.00547302
w[1351] = -0.00561965 w[1352] = -0.00576598 w[1353] = -0.00591199
w[1354] = -0.00605766 w[1355] = -0.00620300 w[1356] = -0.00634801
w[1357] = -0.00649273 w[1358] = -0.00663727 w[1359] = -0.00678170
w[1360] = -0.00692617 w[1361] = -0.00707084 w[1362] = -0.00721583
w[1363] = -0.00736129 w[1364] = -0.00750735 w[1365] = -0.00765415
w[1366] = -0.00780184 w[1367] = -0.00795060 w[1368] = -0.00810058
w[1369] = -0.00825195 w[1370] = -0.00840487 w[1371] = -0.00855950
w[1372] = -0.00871607 w[1373] = -0.00887480 w[1374] = -0.00903596
w[1375] = -0.00919978 w[1376] = -0.00936650 w[1377] = -0.00953635
w[1378] = -0.00970931 w[1379] = -0.00988421 w[1380] = -0.01005916
w[1381] = -0.01023208 w[1382] = -0.01040130 w[1383] = -0.01056627
w[1384] = -0.01072678 w[1385] = -0.01088259 w[1386] = -0.01103348
w[1387] = -0.01117933 w[1388] = -0.01132004 w[1389] = -0.01145552
w[1390] = -0.01158573 w[1391] = -0.01171065 w[1392] = -0.01183025
w[1393] = -0.01194454 w[1394] = -0.01205352 w[1395] = -0.01215722
w[1396] = -0.01225572 w[1397] = -0.01234911 w[1398] = -0.01243749
w[1399] = -0.01252102 w[1400] = -0.01259985 w[1401] = -0.01267419
w[1402] = -0.01274437 w[1403] = -0.01281078 w[1404] = -0.01287379
w[1405] = -0.01293350 w[1406] = -0.01298972 w[1407] = -0.01304224
w[1408] = -0.01309086 w[1409] = -0.01313556 w[1410] = -0.01317644
w[1411] = -0.01321357 w[1412] = -0.01324707 w[1413] = -0.01327697
w[1414] = -0.01330334 w[1415] = -0.01332622 w[1416] = -0.01334570
w[1417] = -0.01336194 w[1418] = -0.01337510 w[1419] = -0.01338538
w[1420] = -0.01339276 w[1421] = -0.01339708 w[1422] = -0.01339816
w[1423] = -0.01339584 w[1424] = -0.01339014 w[1425] = -0.01338116
w[1426] = -0.01336903 w[1427] = -0.01335382 w[1428] = -0.01333545
w[1429] = -0.01331381 w[1430] = -0.01328876 w[1431] = -0.01326033
w[1432] = -0.01322880 w[1433] = -0.01319457 w[1434] = -0.01315806
w[1435] = -0.01311968 w[1436] = -0.01307987 w[1437] = -0.01303906
w[1438] = -0.01299769 w[1439] = -0.01295623 w[1440] = -0.01308207
w[1441] = -0.01304153 w[1442] = -0.01299802 w[1443] = -0.01295155
w[1444] = -0.01290215 w[1445] = -0.01284980 w[1446] = -0.01279450
w[1447] = -0.01273625 w[1448] = -0.01267501 w[1449] = -0.01261077
w[1450] = -0.01254347 w[1451] = -0.01247306 w[1452] = -0.01239950
w[1453] = -0.01232277 w[1454] = -0.01224304 w[1455] = -0.01216055
w[1456] = -0.01207554 w[1457] = -0.01198813 w[1458] = -0.01189829
w[1459] = -0.01180590 w[1460] = -0.01171090 w[1461] = -0.01161335
w[1462] = -0.01151352 w[1463] = -0.01141167 w[1464] = -0.01130807
w[1465] = -0.01120289 w[1466] = -0.01109626 w[1467] = -0.01098830
w[1468] = -0.01087916 w[1469] = -0.01076898 w[1470] = -0.01065793
w[1471] = -0.01054618 w[1472] = -0.01043380 w[1473] = -0.01032068
w[1474] = -0.01020670 w[1475] = -0.01009171 w[1476] = -0.00997585
w[1477] = -0.00985959 w[1478] = -0.00974338 w[1479] = -0.00962765
w[1480] = -0.00951273 w[1481] = -0.00939888 w[1482] = -0.00928634
w[1483] = -0.00917534 w[1484] = -0.00906604 w[1485] = -0.00895860
w[1486] = -0.00885313 w[1487] = -0.00874977 w[1488] = -0.00864862
w[1489] = -0.00854979 w[1490] = -0.00845337 w[1491] = -0.00835939
w[1492] = -0.00826785 w[1493] = -0.00817872 w[1494] = -0.00809195
w[1495] = -0.00800745 w[1496] = -0.00792506 w[1497] = -0.00784469
w[1498] = -0.00776588 w[1499] = -0.00768695
w[1500] = -0.00760568 w[1501] = -0.00752004 w[1502] = -0.00742875
w[1503] = -0.00733186 w[1504] = -0.00722976 w[1505] = -0.00712279
w[1506] = -0.00701130 w[1507] = -0.00689559 w[1508] = -0.00677595
w[1509] = -0.00665269 w[1510] = -0.00652610 w[1511] = -0.00639649
w[1512] = -0.00626417 w[1513] = -0.00612943 w[1514] = -0.00599252
w[1515] = -0.00585368 w[1516] = -0.00571315 w[1517] = -0.00557115
w[1518] = -0.00542792 w[1519] = -0.00528367 w[1520] = -0.00513864
w[1521] = -0.00499301 w[1522] = -0.00484693 w[1523] = -0.00470054
w[1524] = -0.00455395 w[1525] = -0.00440733 w[1526] = -0.00426086
w[1527] = -0.00411471 w[1528] = -0.00396904 w[1529] = -0.00382404
w[1530] = -0.00367991 w[1531] = -0.00353684 w[1532] = -0.00339502
w[1533] = -0.00325472 w[1534] = -0.00311618 w[1535] = -0.00297967
w[1536] = -0.00284531 w[1537] = -0.00271307 w[1538] = -0.00258290
w[1539] = -0.00245475 w[1540] = -0.00232860 w[1541] = -0.00220447
w[1542] = -0.00208236 w[1543] = -0.00196233 w[1544] = -0.00184450
w[1545] = -0.00172906 w[1546] = -0.00161620 w[1547] = -0.00150603
w[1548] = -0.00139852 w[1549] = -0.00129358 w[1550] = -0.00119112
w[1551] = -0.00109115 w[1552] = -0.00099375 w[1553] = -0.00089902
w[1554] = -0.00080705 w[1555] = -0.00071796 w[1556] = -0.00063185
w[1557] = -0.00054886 w[1558] = -0.00046904 w[1559] = -0.00039231
w[1560] = -0.00031845 w[1561] = -0.00024728 w[1562] = -0.00017860
w[1563] = -0.00011216 w[1564] = -0.00004772 w[1565] = 0.00001500
w[1566] = 0.00007600 w[1567] = 0.00013501 w[1568] = 0.00019176
w[1569] = 0.00024595 w[1570] = 0.00029720 w[1571] = 0.00034504
w[1572] = 0.00038902 w[1573] = 0.00042881 w[1574] = 0.00046456
w[1575] = 0.00049662 w[1576] = 0.00052534 w[1577] = 0.00055114
w[1578] = 0.00057459 w[1579] = 0.00059629 w[1580] = 0.00061684
w[5181] = 0.00063660 w[1582] = 0.00065568 w[1583] = 0.00067417
w[1584] = 0.00069213 w[1585] = 0.00070935 w[1586] = 0.00072545
w[1587] = 0.00074005 w[1588] = 0.00075283 w[1589] = 0.00076356
w[1590] = 0.00077209 w[1591] = 0.00077828 w[1592] = 0.00078205
w[1593] = 0.00078350 w[1594] = 0.00078275 w[1595] = 0.00077992
w[1596] = 0.00077520 w[1597] = 0.00076884 w[1598] = 0.00076108
w[1599] = 0.00075218 w[1600] = 0.00074232 w[1601] = 0.00073170
w[1602] = 0.00072048 w[1603] = 0.00070881 w[1604] = 0.00069680
w[1605] = 0.00068450 w[1606] = 0.00067201 w[1607] = 0.00065934
w[1608] = 0.00064647 w[1609] = 0.00063335 w[1610] = 0.00061994
w[1611] = 0.00060621 w[1612] = 0.00059211 w[1613] = 0.00057763
w[1614] = 0.00056274 w[1615] = 0.00054743 w[1616] = 0.00053169
w[1617] = 0.00051553 w[1618] = 0.00049897 w[1619] = 0.00048206
w[1620] = 0.00046487 w[1621] = 0.00044748 w[1622] = 0.00042996
w[1623] = 0.00041241 w[1624] = 0.00039492 w[1625] = 0.00037759
w[1626] = 0.00036049 w[1627] = 0.00034371 w[1628] = 0.00032732
w[1629] = 0.00031137 w[1630] = 0.00029587 w[1631] = 0.00028080
w[1632] = 0.00026612 w[1633] = 0.00025183 w[1634] = 0.00023789
w[1635] = 0.00022428 w[1636] = 0.00021097 w[1637] = 0.00019797
w[1638] = 0.00018530 w[1639] = 0.00017297 w[1640] = 0.00016100
w[1641] = 0.00014942 w[1642] = 0.00013827 w[1643] = 0.00012757
w[1644] = 0.00011736 w[1645] = 0.00010764 w[1646] = 0.00009841
w[1647] = 0.00008969 w[1648] = 0.00008145 w[1649] = 0.00007369
w[1650] = 0.00006641 w[1651] = 0.00005958 w[1652] = 0.00005320
w[1653] = 0.00004725 w[1654] = 0.00004171 w[1655] = 0.00003659
w[1656] = 0.00003186 w[1657] = 0.00002752 w[1658] = 0.00002357
w[1659] = 0.00002000 w[1660] = 0.00001679 w[1661] = 0.00001392
w[1662] = 0.00001140 w[1663] = 0.00000918 w[1664] = 0.00000726
w[1665] = 0.00000562 w[1666] = 0.00000424 w[1667] = 0.00000309
w[1668] = 0.00000217 w[1669] = 0.00000143 w[1670] = 0.00000088
w[1671] = 0.00000048 w[1672] = 0.00000020 w[1673] = 0.00000004
w[1674] = -0.00000004 w[1675] = -0.00000006 w[1676] = -0.00000004
w[1677] = 0.00000000 w[1678] = 0.00000002 w[1679] = 0.00000000
w[1680] = 0.00000000 w[1681] = 0.00000002 w[1682] = 0.00000000
w[1683] = -0.00000004 w[1684] = -0.00000005 w[1685] = -0.00000004
w[1686] = 0.00000004 w[1687] = 0.00000019 w[1688] = 0.00000045
w[1689] = 0.00000083 w[1690] = 0.00000134 w[1691] = 0.00000201
w[1692] = 0.00000285 w[1693] = 0.00000387 w[1694] = 0.00000510
w[1695] = 0.00000654 w[1696] = 0.00000821 w[1697] = 0.00001011
w[1698] = 0.00001227 w[1699] = 0.00001468 w[1700] = 0.00001735
w[1701] = 0.00002030 w[1702] = 0.00002352 w[1703] = 0.00002702
w[1704] = 0.00003080 w[1705] = 0.00003486 w[1706] = 0.00003918
w[1707] = 0.00004379 w[1708] = 0.00004866 w[1709] = 0.00005382
w[1710] = 0.00005924 w[1711] = 0.00006495 w[1712] = 0.00007093
w[1713] = 0.00007719 w[1714] = 0.00008373 w[1715] = 0.00009053
w[1716] = 0.00009758 w[1717] = 0.00010488 w[1718] = 0.00011240
w[1719] = 0.00012010 w[1720] = 0.00012796 w[1721] = 0.00013596
w[1722] = 0.00014406 w[1723] = 0.00015226 w[1724] = 0.00016053
w[1725] = 0.00016886 w[1726] = 0.00017725 w[1727] = 0.00018571
w[1728] = 0.00019424 w[1729] = 0.00020286 w[1730] = 0.00021156
w[1731] = 0.00022037 w[1732] = 0.00022928 w[1733] = 0.00023825
w[1734] = 0.00024724 w[1735] = 0.00025621 w[1736] = 0.00026509
w[1737] = 0.00027385 w[1738] = 0.00028241 w[1739] = 0.00029072
w[1740] = 0.00029874 w[1741] = 0.00030643 w[1742] = 0.00031374
w[1743] = 0.00032065 w[1744] = 0.00032715 w[1745] = 0.00033325
w[1746] = 0.00033895 w[1747] = 0.00034425 w[1748] = 0.00034917
w[1749] = 0.00035374 w[1750] = 0.00035796
w[1751] = 0.00036187 w[1752] = 0.00036549 w[1753] = 0.00036883
w[1754] = 0.00037194 w[1755] = 0.00037479 w[1756] = 0.00037736
w[1757] = 0.00037963 w[1758] = 0.00038154 w[1759] = 0.00038306
w[1760] = 0.00038411 w[1761] = 0.00038462 w[1762] = 0.00038453
w[1763] = 0.00038373 w[1764] = 0.00038213 w[1765] = 0.00037965
w[1766] = 0.00037621 w[1767] = 0.00037179 w[1768] = 0.00036636
w[1769] = 0.00035989 w[1770] = 0.00035244 w[1771] = 0.00034407
w[1772] = 0.00033488 w[1773] = 0.00032497 w[1774] = 0.00031449
w[1775] = 0.00030361 w[1776] = 0.00029252 w[1777] = 0.00028133
w[1778] = 0.00027003 w[1779] = 0.00025862 w[1780] = 0.00024706
w[1781] = 0.00023524 w[1782] = 0.00022297 w[1783] = 0.00021004
w[1784] = 0.00019626 w[1785] = 0.00018150 w[1786] = 0.00016566
w[1787] = 0.00014864 w[1788] = 0.00013041 w[1789] = 0.00011112
w[1790] = 0.00009096 w[1791] = 0.00007014 w[1792] = 0.00004884
w[1793] = 0.00002718 w[1794] = 0.00000530 w[1795] = -0.00001667
w[1796] = -0.00003871 w[1797] = -0.00006090 w[1798] = -0.00008331
w[1799] = -0.00010600 w[1800] = -0.00012902 w[1801] = -0.00015244
w[1802] = -0.00017631 w[1803] = -0.00020065 w[1804] = -0.00022541
w[1805] = -0.00025052 w[1806] = -0.00027594 w[1807] = -0.00030159
w[1808] = -0.00032740 w[1809] = -0.00035332 w[1810] = -0.00037928
w[1811] = -0.00040527 w[1812] = -0.00043131 w[1813] = -0.00045741
w[1814] = -0.00048357 w[1815] = -0.00050978 w[1816] = -0.00053599
w[1817] = -0.00056217 w[1818] = -0.00058827 w[1819] = -0.00061423
w[1820] = -0.00064002 w[1821] = -0.00066562 w[1822] = -0.00069100
w[1823] = -0.00071616 w[1824] = -0.00074110 w[1825] = -0.00076584
w[1826] = -0.00079036 w[1827] = -0.00081465 w[1828] = -0.00083869
w[1829] = -0.00086245 w[1830] = -0.00088590 w[1831] = -0.00090901
w[1832] = -0.00093176 w[1833] = -0.00095413 w[1834] = -0.00097608
w[1835] = -0.00099758 w[1836] = -0.00101862 w[1837] = -0.00103918
w[1838] = -0.00105924 w[1839] = -0.00107879 w[1840] = -0.00109783
w[1841] = -0.00111635 w[1842] = -0.00113434 w[1843] = -0.00115181
w[1844] = -0.00116873 w[1845] = -0.00118510 w[1846] = -0.00120091
w[1847] = -0.00121615 w[1848] = -0.00123082 w[1849] = -0.00124490
w[1850] = -0.00125838 w[1851] = -0.00127125 w[1852] = -0.00128350
w[1853] = -0.00129511 w[1854] = -0.00130610 w[1855] = -0.00131643
w[1856] = -0.00132610 w[1857] = -0.00133509 w[1858] = -0.00134334
w[1859] = -0.00135069 w[1860] = -0.00135711 w[1861] = -0.00136272
w[1862] = -0.00136768 w[1863] = -0.00137225 w[1864] = -0.00137649
w[1865] = -0.00138042 w[1866] = -0.00138404 w[1867] = -0.00138737
w[1868] = -0.00139041 w[1869] = -0.00139317 w[1870] = -0.00139565
w[1871] = -0.00139785 w[1872] = -0.00139976 w[1873] = -0.00140137
w[1874] = -0.00140267 w[1875] = -0.00140366 w[1876] = -0.00140432
w[1877] = -0.00140464 w[1878] = -0.00140461 w[1879] = -0.00140423
w[1880] = -0.00140347 w[1881] = -0.00140235 w[1882] = -0.00140084
w[1883] = -0.00139894 w[1884] = -0.00139664 w[1885] = -0.00139388
w[1886] = -0.00139065 w[1887] = -0.00138694 w[1888] = -0.00138278
w[1889] = -0.00137818 w[1890] = -0.00137317 w[1891] = -0.00136772
w[1892] = -0.00136185 w[1893] = -0.00135556 w[1894] = -0.00134884
w[1895] = -0.00134170 w[1896] = -0.00133415 w[1897] = -0.00132619
w[1898] = -0.00131784 w[1899] = -0.00130908 w[1900] = -0.00129991
w[1901] = -0.00129031 w[1902] = -0.00128031 w[1903] = -0.00126990
w[1904] = -0.00125912 w[1905] = -0.00124797 w[1906] = -0.00123645
w[1907] = -0.00122458 w[1908] = -0.00121233 w[1909] = -0.00119972
w[1910] = -0.00118676 w[1911] = -0.00117347 w[1912] = -0.00115988
w[1913] = -0.00114605 w[1914] = -0.00113200 w[1915] = -0.00111778
w[1916] = -0.00110343 w[1917] = -0.00108898 w[1918] = -0.00107448
w[1919] = -0.00105995
TABLE-US-00003 TABLE 3 (window coefficients w(n); N = 1024) |w[0]|
.ltoreq. 0.001 |w[1]| .ltoreq. 0.001 |w[2]| .ltoreq. 0.001 |w[3]|
.ltoreq. 0.001 |w[4]| .ltoreq. 0.001 |w[5]| .ltoreq. 0.001 |w[6]|
.ltoreq. 0.001 |w[7]| .ltoreq. 0.001 |w[8]| .ltoreq. 0.001 |w[9]|
.ltoreq. 0.001 |w[10]| .ltoreq. 0.001 |w[11]| .ltoreq. 0.001
|w[12]| .ltoreq. 0.001 |w[13]| .ltoreq. 0.001 |w[14]| .ltoreq.
0.001 |w[15]| .ltoreq. 0.001 |w[16]| .ltoreq. 0.001 |w[17]|
.ltoreq. 0.001 |w[18]| .ltoreq. 0.001 |w[19]| .ltoreq. 0.001
|w[20]| .ltoreq. 0.001 |w[21]| .ltoreq. 0.001 |w[22]| .ltoreq.
0.001 |w[23]| .ltoreq. 0.001 |w[24]| .ltoreq. 0.001 |w[25]|
.ltoreq. 0.001 |w[26]| .ltoreq. 0.001 |w[27]| .ltoreq. 0.001
|w[28]| .ltoreq. 0.001 |w[29]| .ltoreq. 0.001 |w[30]| .ltoreq.
0.001 |w[31]| .ltoreq. 0.001 |w[32]| .ltoreq. 0.001 |w[33]|
.ltoreq. 0.001 |w[34]| .ltoreq. 0.001 |w[35]| .ltoreq. 0.001
|w[36]| .ltoreq. 0.001 |w[37]| .ltoreq. 0.001 |w[38]| .ltoreq.
0.001 |w[39]| .ltoreq. 0.001 |w[40]| .ltoreq. 0.001 |w[41]|
.ltoreq. 0.001 |w[42]| .ltoreq. 0.001 |w[43]| .ltoreq. 0.001
|w[44]| .ltoreq. 0.001 |w[45]| .ltoreq. 0.001 |w[46]| .ltoreq.
0.001 |w[47]| .ltoreq. 0.001 |w[48]| .ltoreq. 0.001 |w[49]|
.ltoreq. 0.001 |w[50]| .ltoreq. 0.001 |w[51]| .ltoreq. 0.001
|w[52]| .ltoreq. 0.001 |w[53]| .ltoreq. 0.001 |w[54]| .ltoreq.
0.001 |w[55]| .ltoreq. 0.001 |w[56]| .ltoreq. 0.001 |w[57]|
.ltoreq. 0.001 |w[58]| .ltoreq. 0.001 |w[59]| .ltoreq. 0.001
|w[60]| .ltoreq. 0.001 |w[61]| .ltoreq. 0.001 |w[62]| .ltoreq.
0.001 |w[63]| .ltoreq. 0.001 |w[64]| .ltoreq. 0.001 |w[65]|
.ltoreq. 0.001 |w[66]| .ltoreq. 0.001 |w[67]| .ltoreq. 0.001
|w[68]| .ltoreq. 0.001 |w[69]| .ltoreq. 0.001 |w[70]| .ltoreq.
0.001 |w[71]| .ltoreq. 0.001 |w[72]| .ltoreq. 0.001 |w[73]|
.ltoreq. 0.001 |w[74]| .ltoreq. 0.001 |w[75]| .ltoreq. 0.001
|w[76]| .ltoreq. 0.001 |w[77]| .ltoreq. 0.001 |w[78]| .ltoreq.
0.001 |w[79]| .ltoreq. 0.001 |w[80]| .ltoreq. 0.001 |w[81]|
.ltoreq. 0.001 |w[82]| .ltoreq. 0.001 |w[83]| .ltoreq. 0.001
|w[84]| .ltoreq. 0.001 |w[85]| .ltoreq. 0.001 |w[86]| .ltoreq.
0.001 |w[87]| .ltoreq. 0.001 |w[88]| .ltoreq. 0.001 |w[89]|
.ltoreq. 0.001 |w[90]| .ltoreq. 0.001 |w[91]| .ltoreq. 0.001
|w[92]| .ltoreq. 0.001 |w[93]| .ltoreq. 0.001 |w[94]| .ltoreq.
0.001 |w[95]| .ltoreq. 0.001 |w[96]| .ltoreq. 0.001 |w[97]|
.ltoreq. 0.001 |w[98]| .ltoreq. 0.001 |w[99]| .ltoreq. 0.001
|w[100]| .ltoreq. 0.001 |w[101]| .ltoreq. 0.001 |w[102]| .ltoreq.
0.001 |w[103]| .ltoreq. 0.001 |w[104]| .ltoreq. 0.001 |w[105]|
.ltoreq. 0.001 |w[106]| .ltoreq. 0.001 |w[107]| .ltoreq. 0.001
|w[108]| .ltoreq. 0.001 |w[109]| .ltoreq. 0.001 |w[110]| .ltoreq.
0.001 |w[111]| .ltoreq. 0.001 |w[112]| .ltoreq. 0.001 |w[113]|
.ltoreq. 0.001 |w[114]| .ltoreq. 0.001 |w[115]| .ltoreq. 0.001
|w[116]| .ltoreq. 0.001 |w[117]| .ltoreq. 0.001 |w[118]| .ltoreq.
0.001 |w[119]| .ltoreq. 0.001 |w[120]| .ltoreq. 0.001 |w[121]|
.ltoreq. 0.001 |w[122]| .ltoreq. 0.001 |w[123]| .ltoreq. 0.001
|w[124]| .ltoreq. 0.001 |w[125]| .ltoreq. 0.001 |w[126]| .ltoreq.
0.001 |w[127]| .ltoreq. 0.001 0.002 .ltoreq. w[128] .ltoreq. 0.004
0.005 .ltoreq. w[129] .ltoreq. 0.007 0.007 .ltoreq. w[130] .ltoreq.
0.009 0.011 .ltoreq. w[131] .ltoreq. 0.013 0.014 .ltoreq. w[132]
.ltoreq. 0.016 0.018 .ltoreq. w[133] .ltoreq. 0.020 0.022 .ltoreq.
w[134] .ltoreq. 0.024 0.026 .ltoreq. w[135] .ltoreq. 0.028 0.030
.ltoreq. w[136] .ltoreq. 0.032 0.035 .ltoreq. w[137] .ltoreq. 0.037
0.039 .ltoreq. w[138] .ltoreq. 0.041 0.043 .ltoreq. w[139] .ltoreq.
0.045 0.047 .ltoreq. w[140] .ltoreq. 0.049 0.051 .ltoreq. w[141]
.ltoreq. 0.053 0.055 .ltoreq. w[142] .ltoreq. 0.057 0.059 .ltoreq.
w[143] .ltoreq. 0.061 0.063 .ltoreq. w[144] .ltoreq. 0.065 0.067
.ltoreq. w[145] .ltoreq. 0.069 0.071 .ltoreq. w[146] .ltoreq. 0.073
0.075 .ltoreq. w[147] .ltoreq. 0.077 0.079 .ltoreq. w[148] .ltoreq.
0.081 0.083 .ltoreq. w[149] .ltoreq. 0.085 0.086 .ltoreq. w[150]
.ltoreq. 0.088 0.090 .ltoreq. w[151] .ltoreq. 0.092 0.094 .ltoreq.
w[152] .ltoreq. 0.096 0.098 .ltoreq. w[153] .ltoreq. 0.100 0.102
.ltoreq. w[154] .ltoreq. 0.104 0.106 .ltoreq. w[155] .ltoreq. 0.108
0.110 .ltoreq. w[156] .ltoreq. 0.112 0.114 .ltoreq. w[157] .ltoreq.
0.116 0.118 .ltoreq. w[158] .ltoreq. 0.120 0.122 .ltoreq. w[159]
.ltoreq. 0.124 0.127 .ltoreq. w[160] .ltoreq. 0.129 0.131 .ltoreq.
w[161] .ltoreq. 0.133 0.135 .ltoreq. w[162] .ltoreq. 0.137 0.139
.ltoreq. w[163] .ltoreq. 0.141 0.143 .ltoreq. w[164] .ltoreq. 0.145
0.148 .ltoreq. w[165] .ltoreq. 0.150 0.152 .ltoreq. w[166] .ltoreq.
0.154 0.156 .ltoreq. w[167] .ltoreq. 0.158 0.161 .ltoreq. w[168]
.ltoreq. 0.163 0.165 .ltoreq. w[169] .ltoreq. 0.167 0.170 .ltoreq.
w[170] .ltoreq. 0.172 0.175 .ltoreq. w[171] .ltoreq. 0.177 0.179
.ltoreq. w[172] .ltoreq. 0.181 0.184 .ltoreq. w[173] .ltoreq. 0.186
0.189 .ltoreq. w[174] .ltoreq. 0.191 0.193 .ltoreq. w[175] .ltoreq.
0.195 0.198 .ltoreq. w[176] .ltoreq. 0.200 0.203 .ltoreq. w[177]
.ltoreq. 0.205 0.207 .ltoreq. w[178] .ltoreq. 0.209 0.212 .ltoreq.
w[179] .ltoreq. 0.214 0.217 .ltoreq. w[180] .ltoreq. 0.219 0.222
.ltoreq. w[181] .ltoreq. 0.224 0.227 .ltoreq. w[182] .ltoreq. 0.229
0.232 .ltoreq. w[183] .ltoreq. 0.234 0.236 .ltoreq. w[184] .ltoreq.
0.238 0.241 .ltoreq. w[185] .ltoreq. 0.243 0.246 .ltoreq. w[186]
.ltoreq. 0.248 0.251 .ltoreq. w[187] .ltoreq. 0.253 0.256 .ltoreq.
w[188] .ltoreq. 0.258 0.261 .ltoreq. w[189] .ltoreq. 0.263 0.266
.ltoreq. w[190] .ltoreq. 0.268 0.271 .ltoreq. w[191] .ltoreq. 0.273
0.276 .ltoreq. w[192] .ltoreq. 0.278 0.281 .ltoreq. w[193] .ltoreq.
0.283 0.286 .ltoreq. w[194] .ltoreq. 0.288 0.291 .ltoreq. w[195]
.ltoreq. 0.293 0.296 .ltoreq. w[196] .ltoreq. 0.298 0.302 .ltoreq.
w[197] .ltoreq. 0.304 0.307 .ltoreq. w[198] .ltoreq. 0.309 0.312
.ltoreq. w[199] .ltoreq. 0.314 0.317 .ltoreq. w[200] .ltoreq. 0.319
0.322 .ltoreq. w[201] .ltoreq. 0.324 0.327 .ltoreq. w[202] .ltoreq.
0.329 0.332 .ltoreq. w[203] .ltoreq. 0.334 0.337 .ltoreq. w[204]
.ltoreq. 0.339 0.342 .ltoreq. w[205] .ltoreq. 0.344 0.348 .ltoreq.
w[206] .ltoreq. 0.350 0.353 .ltoreq. w[207] .ltoreq. 0.355 0.358
.ltoreq. w[208] .ltoreq. 0.360 0.363 .ltoreq. w[209] .ltoreq. 0.365
0.368 .ltoreq. w[210] .ltoreq. 0.370 0.373 .ltoreq. w[211] .ltoreq.
0.375 0.378 .ltoreq. w[212] .ltoreq. 0.380 0.383 .ltoreq. w[213]
.ltoreq. 0.385 0.388 .ltoreq. w[214] .ltoreq. 0.390 0.393 .ltoreq.
w[215] .ltoreq. 0.395 0.398 .ltoreq. w[216] .ltoreq. 0.400 0.403
.ltoreq. w[217] .ltoreq. 0.405 0.408 .ltoreq. w[218] .ltoreq. 0.410
0.413 .ltoreq. w[219] .ltoreq. 0.415 0.418 .ltoreq. w[220] .ltoreq.
0.420 0.423 .ltoreq. w[221] .ltoreq. 0.425 0.428 .ltoreq. w[222]
.ltoreq. 0.430 0.433 .ltoreq. w[223] .ltoreq. 0.435 0.438 .ltoreq.
w[224] .ltoreq. 0.440 0.443 .ltoreq. w[225] .ltoreq. 0.445 0.448
.ltoreq. w[226] .ltoreq. 0.450 0.452 .ltoreq. w[227] .ltoreq. 0.454
0.457 .ltoreq. w[228] .ltoreq. 0.459 0.462 .ltoreq. w[229] .ltoreq.
0.464 0.467 .ltoreq. w[230] .ltoreq. 0.469 0.472 .ltoreq. w[231]
.ltoreq. 0.474 0.476 .ltoreq. w[232] .ltoreq. 0.478 0.481 .ltoreq.
w[233] .ltoreq. 0.483 0.486 .ltoreq. w[234] .ltoreq. 0.488 0.491
.ltoreq. w[235] .ltoreq. 0.493 0.495 .ltoreq. w[236] .ltoreq. 0.497
0.500 .ltoreq. w[237] .ltoreq. 0.502 0.505 .ltoreq. w[238] .ltoreq.
0.507 0.509 .ltoreq. w[239] .ltoreq. 0.511 0.514 .ltoreq. w[240]
.ltoreq. 0.516 0.518 .ltoreq. w[241] .ltoreq. 0.520 0.523 .ltoreq.
w[242] .ltoreq. 0.525 0.527 .ltoreq. w[243] .ltoreq. 0.529 0.532
.ltoreq. w[244] .ltoreq. 0.534
0.537 .ltoreq. w[245] .ltoreq. 0.539 0.541 .ltoreq. w[246] .ltoreq.
0.543 0.545 .ltoreq. w[247] .ltoreq. 0.547 0.550 .ltoreq. w[248]
.ltoreq. 0.552 0.554 .ltoreq. w[249] .ltoreq. 0.556 0.559 .ltoreq.
w[250] .ltoreq. 0.561 0.563 .ltoreq. w[251] .ltoreq. 0.565 0.567
.ltoreq. w[252] .ltoreq. 0.569 0.572 .ltoreq. w[253] .ltoreq. 0.574
0.576 .ltoreq. w[254] .ltoreq. 0.578 0.580 .ltoreq. w[255] .ltoreq.
0.582 0.584 .ltoreq. w[256] .ltoreq. 0.586 0.588 .ltoreq. w[257]
.ltoreq. 0.590 0.592 .ltoreq. w[258] .ltoreq. 0.594 0.597 .ltoreq.
w[259] .ltoreq. 0.599 0.601 .ltoreq. w[260] .ltoreq. 0.603 0.605
.ltoreq. w[261] .ltoreq. 0.607 0.609 .ltoreq. w[262] .ltoreq. 0.611
0.613 .ltoreq. w[263] .ltoreq. 0.615 0.617 .ltoreq. w[264] .ltoreq.
0.619 0.621 .ltoreq. w[265] .ltoreq. 0.623 0.626 .ltoreq. w[266]
.ltoreq. 0.628 0.630 .ltoreq. w[267] .ltoreq. 0.632 0.634 .ltoreq.
w[268] .ltoreq. 0.636 0.638 .ltoreq. w[269] .ltoreq. 0.640 0.642
.ltoreq. w[270] .ltoreq. 0.644 0.646 .ltoreq. w[271] .ltoreq. 0.648
0.649 .ltoreq. w[272] .ltoreq. 0.651 0.653 .ltoreq. w[273] .ltoreq.
0.655 0.657 .ltoreq. w[274] .ltoreq. 0.659 0.661 .ltoreq. w[275]
.ltoreq. 0.663 0.665 .ltoreq. w[276] .ltoreq. 0.667 0.669 .ltoreq.
w[277] .ltoreq. 0.671 0.673 .ltoreq. w[278] .ltoreq. 0.675 0.676
.ltoreq. w[279] .ltoreq. 0.678 0.680 .ltoreq. w[280] .ltoreq. 0.682
0.684 .ltoreq. w[281] .ltoreq. 0.686 0.688 .ltoreq. w[282] .ltoreq.
0.690 0.691 .ltoreq. w[283] .ltoreq. 0.693 0.695 .ltoreq. w[284]
.ltoreq. 0.697 0.699 .ltoreq. w[285] .ltoreq. 0.701 0.702 .ltoreq.
w[286] .ltoreq. 0.704 0.706 .ltoreq. w[287] .ltoreq. 0.708 0.710
.ltoreq. w[288] .ltoreq. 0.712 0.713 .ltoreq. w[289] .ltoreq. 0.715
0.717 .ltoreq. w[290] .ltoreq. 0.719 0.720 .ltoreq. w[291] .ltoreq.
0.722 0.724 .ltoreq. w[292] .ltoreq. 0.726 0.727 .ltoreq. w[293]
.ltoreq. 0.729 0.731 .ltoreq. w[294] .ltoreq. 0.733 0.734 .ltoreq.
w[295] .ltoreq. 0.736 0.738 .ltoreq. w[296] .ltoreq. 0.740 0.741
.ltoreq. w[297] .ltoreq. 0.743 0.744 .ltoreq. w[298] .ltoreq. 0.746
0.748 .ltoreq. w[299] .ltoreq. 0.750 0.751 .ltoreq. w[300] .ltoreq.
0.753 0.754 .ltoreq. w[301] .ltoreq. 0.756 0.758 .ltoreq. w[302]
.ltoreq. 0.760 0.761 .ltoreq. w[303] .ltoreq. 0.763 0.764 .ltoreq.
w[304] .ltoreq. 0.766 0.767 .ltoreq. w[305] .ltoreq. 0.769 0.771
.ltoreq. w[306] .ltoreq. 0.773 0.774 .ltoreq. w[307] .ltoreq. 0.776
0.777 .ltoreq. w[308] .ltoreq. 0.779 0.780 .ltoreq. w[309] .ltoreq.
0.782 0.783 .ltoreq. w[310] .ltoreq. 0.785 0.786 .ltoreq. w[311]
.ltoreq. 0.788 0.789 .ltoreq. w[312] .ltoreq. 0.791 0.792 .ltoreq.
w[313] .ltoreq. 0.794 0.795 .ltoreq. w[314] .ltoreq. 0.797 0.798
.ltoreq. w[315] .ltoreq. 0.800 0.801 .ltoreq. w[316] .ltoreq. 0.803
0.804 .ltoreq. w[317] .ltoreq. 0.806 0.807 .ltoreq. w[318] .ltoreq.
0.809 0.810 .ltoreq. w[319] .ltoreq. 0.812 0.813 .ltoreq. w[320]
.ltoreq. 0.815 0.815 .ltoreq. w[321] .ltoreq. 0.817 0.818 .ltoreq.
w[322] .ltoreq. 0.820 0.821 .ltoreq. w[323] .ltoreq. 0.823 0.824
.ltoreq. w[324] .ltoreq. 0.826 0.826 .ltoreq. w[325] .ltoreq. 0.828
0.829 .ltoreq. w[326] .ltoreq. 0.831 0.832 .ltoreq. w[327] .ltoreq.
0.834 0.834 .ltoreq. w[328] .ltoreq. 0.836 0.837 .ltoreq. w[329]
.ltoreq. 0.839 0.839 .ltoreq. w[330] .ltoreq. 0.841 0.842 .ltoreq.
w[331] .ltoreq. 0.844 0.844 .ltoreq. w[332] .ltoreq. 0.846 0.847
.ltoreq. w[333] .ltoreq. 0.849 0.849 .ltoreq. w[334] .ltoreq. 0.851
0.852 .ltoreq. w[335] .ltoreq. 0.854 0.854 .ltoreq. w[336] .ltoreq.
0.856 0.856 .ltoreq. w[337] .ltoreq. 0.858 0.859 .ltoreq. w[338]
.ltoreq. 0.861 0.861 .ltoreq. w[339] .ltoreq. 0.863 0.863 .ltoreq.
w[340] .ltoreq. 0.865 0.865 .ltoreq. w[341] .ltoreq. 0.867 0.868
.ltoreq. w[342] .ltoreq. 0.870 0.870 .ltoreq. w[343] .ltoreq. 0.872
0.872 .ltoreq. w[344] .ltoreq. 0.874 0.874 .ltoreq. w[345] .ltoreq.
0.876 0.876 .ltoreq. w[346] .ltoreq. 0.878 0.878 .ltoreq. w[347]
.ltoreq. 0.880 0.880 .ltoreq. w[348] .ltoreq. 0.882 0.882 .ltoreq.
w[349] .ltoreq. 0.884 0.884 .ltoreq. w[350] .ltoreq. 0.886 0.886
.ltoreq. w[351] .ltoreq. 0.888 0.888 .ltoreq. w[352] .ltoreq. 0.890
0.890 .ltoreq. w[353] .ltoreq. 0.892 0.891 .ltoreq. w[354] .ltoreq.
0.893 0.893 .ltoreq. w[355] .ltoreq. 0.895 0.895 .ltoreq. w[356]
.ltoreq. 0.897 0.897 .ltoreq. w[357] .ltoreq. 0.899 0.899 .ltoreq.
w[358] .ltoreq. 0.901 0.900 .ltoreq. w[359] .ltoreq. 0.902 0.902
.ltoreq. w[360] .ltoreq. 0.904 0.904 .ltoreq. w[361] .ltoreq. 0.906
0.905 .ltoreq. w[362] .ltoreq. 0.907 0.907 .ltoreq. w[363] .ltoreq.
0.909 0.909 .ltoreq. w[364] .ltoreq. 0.911 0.910 .ltoreq. w[365]
.ltoreq. 0.912 0.912 .ltoreq. w[366] .ltoreq. 0.914 0.913 .ltoreq.
w[367] .ltoreq. 0.915 0.915 .ltoreq. w[368] .ltoreq. 0.917 0.917
.ltoreq. w[369] .ltoreq. 0.919 0.918 .ltoreq. w[370] .ltoreq. 0.920
0.920 .ltoreq. w[371] .ltoreq. 0.922 0.921 .ltoreq. w[372] .ltoreq.
0.923 0.923 .ltoreq. w[373] .ltoreq. 0.925 0.924 .ltoreq. w[374]
.ltoreq. 0.926 0.926 .ltoreq. w[375] .ltoreq. 0.928 0.928 .ltoreq.
w[376] .ltoreq. 0.930 0.929 .ltoreq. w[377] .ltoreq. 0.931 0.931
.ltoreq. w[378] .ltoreq. 0.933 0.932 .ltoreq. w[379] .ltoreq. 0.934
0.933 .ltoreq. w[380] .ltoreq. 0.935 0.934 .ltoreq. w[381] .ltoreq.
0.936 0.936 .ltoreq. w[382] .ltoreq. 0.938 0.937 .ltoreq. w[383]
.ltoreq. 0.939 0.938 .ltoreq. w[384] .ltoreq. 0.940 0.938 .ltoreq.
w[385] .ltoreq. 0.940 0.939 .ltoreq. w[386] .ltoreq. 0.941 0.939
.ltoreq. w[387] .ltoreq. 0.941 0.939 .ltoreq. w[388] .ltoreq. 0.941
0.940 .ltoreq. w[389] .ltoreq. 0.942 0.940 .ltoreq. w[390] .ltoreq.
0.942 0.940 .ltoreq. w[391] .ltoreq. 0.942 0.941 .ltoreq. w[392]
.ltoreq. 0.943 0.941 .ltoreq. w[393] .ltoreq. 0.943 0.942 .ltoreq.
w[394] .ltoreq. 0.944 0.942 .ltoreq. w[395] .ltoreq. 0.944 0.942
.ltoreq. w[396] .ltoreq. 0.944 0.943 .ltoreq. w[397] .ltoreq. 0.945
0.943 .ltoreq. w[398] .ltoreq. 0.945 0.943 .ltoreq. w[399] .ltoreq.
0.945 0.944 .ltoreq. w[400] .ltoreq. 0.946 0.944 .ltoreq. w[401]
.ltoreq. 0.946 0.945 .ltoreq. w[402] .ltoreq. 0.947 0.945 .ltoreq.
w[403] .ltoreq. 0.947 0.945 .ltoreq. w[404] .ltoreq. 0.947 0.946
.ltoreq. w[405] .ltoreq. 0.948 0.946 .ltoreq. w[406] .ltoreq. 0.948
0.947 .ltoreq. w[407] .ltoreq. 0.949 0.947 .ltoreq. w[408] .ltoreq.
0.949 0.947 .ltoreq. w[409] .ltoreq. 0.949 0.948 .ltoreq. w[410]
.ltoreq. 0.950 0.948 .ltoreq. w[411] .ltoreq. 0.950 0.949 .ltoreq.
w[412] .ltoreq. 0.951 0.949 .ltoreq. w[413] .ltoreq. 0.951 0.950
.ltoreq. w[414] .ltoreq. 0.952 0.950 .ltoreq. w[415] .ltoreq. 0.952
0.950 .ltoreq. w[416] .ltoreq. 0.952 0.951 .ltoreq. w[417] .ltoreq.
0.953 0.951 .ltoreq. w[418] .ltoreq. 0.953 0.952 .ltoreq. w[419]
.ltoreq. 0.954 0.952 .ltoreq. w[420] .ltoreq. 0.954 0.953 .ltoreq.
w[421] .ltoreq. 0.955 0.953 .ltoreq. w[422] .ltoreq. 0.955 0.953
.ltoreq. w[423] .ltoreq. 0.955 0.954 .ltoreq. w[424] .ltoreq. 0.956
0.954 .ltoreq. w[425] .ltoreq. 0.956 0.955 .ltoreq. w[426] .ltoreq.
0.957 0.955 .ltoreq. w[427] .ltoreq. 0.957 0.956 .ltoreq. w[428]
.ltoreq. 0.958 0.956 .ltoreq. w[429] .ltoreq. 0.958 0.957 .ltoreq.
w[430] .ltoreq. 0.959 0.957 .ltoreq. w[431] .ltoreq. 0.959 0.957
.ltoreq. w[432] .ltoreq. 0.959 0.958 .ltoreq. w[433] .ltoreq. 0.960
0.958 .ltoreq. w[434] .ltoreq. 0.960 0.959 .ltoreq. w[435] .ltoreq.
0.961 0.959 .ltoreq. w[436] .ltoreq. 0.961 0.960 .ltoreq. w[437]
.ltoreq. 0.962 0.960 .ltoreq. w[438] .ltoreq. 0.962 0.961 .ltoreq.
w[439] .ltoreq. 0.963 0.961 .ltoreq. w[440] .ltoreq. 0.963 0.962
.ltoreq. w[441] .ltoreq. 0.964 0.962 .ltoreq. w[442] .ltoreq. 0.964
0.963 .ltoreq. w[443] .ltoreq. 0.965 0.963 .ltoreq. w[444] .ltoreq.
0.965 0.964 .ltoreq. w[445] .ltoreq. 0.966 0.964 .ltoreq. w[446]
.ltoreq. 0.966 0.965 .ltoreq. w[447] .ltoreq. 0.967 0.965 .ltoreq.
w[448] .ltoreq. 0.967 0.966 .ltoreq. w[449] .ltoreq. 0.968 0.966
.ltoreq. w[450] .ltoreq. 0.968 0.967 .ltoreq. w[451] .ltoreq. 0.969
0.967 .ltoreq. w[452] .ltoreq. 0.969 0.968 .ltoreq. w[453] .ltoreq.
0.970 0.968 .ltoreq. w[454] .ltoreq. 0.970 0.969 .ltoreq. w[455]
.ltoreq. 0.971 0.969 .ltoreq. w[456] .ltoreq. 0.971 0.970 .ltoreq.
w[457] .ltoreq. 0.972 0.970 .ltoreq. w[458] .ltoreq. 0.972 0.971
.ltoreq. w[459] .ltoreq. 0.973 0.971 .ltoreq. w[460] .ltoreq. 0.973
0.972 .ltoreq. w[461] .ltoreq. 0.974 0.972 .ltoreq. w[462] .ltoreq.
0.974 0.973 .ltoreq. w[463] .ltoreq. 0.975 0.973 .ltoreq. w[464]
.ltoreq. 0.975 0.974 .ltoreq. w[465] .ltoreq. 0.976 0.974 .ltoreq.
w[466] .ltoreq. 0.976 0.975 .ltoreq. w[467] .ltoreq. 0.977 0.975
.ltoreq. w[468] .ltoreq. 0.977 0.976 .ltoreq. w[469] .ltoreq. 0.978
0.976 .ltoreq. w[470] .ltoreq. 0.978 0.977 .ltoreq. w[471] .ltoreq.
0.979 0.977 .ltoreq. w[472] .ltoreq. 0.979 0.978 .ltoreq. w[473]
.ltoreq. 0.980 0.978 .ltoreq. w[474] .ltoreq. 0.980 0.979 .ltoreq.
w[475] .ltoreq. 0.981 0.979 .ltoreq. w[476] .ltoreq. 0.981 0.980
.ltoreq. w[477] .ltoreq. 0.982 0.981 .ltoreq. w[478] .ltoreq. 0.983
0.981 .ltoreq. w[479] .ltoreq. 0.983 0.982 .ltoreq. w[480] .ltoreq.
0.984 0.982 .ltoreq. w[481] .ltoreq. 0.984 0.983 .ltoreq. w[482]
.ltoreq. 0.985 0.983 .ltoreq. w[483] .ltoreq. 0.985 0.984 .ltoreq.
w[484] .ltoreq. 0.986 0.984 .ltoreq. w[485] .ltoreq. 0.986 0.985
.ltoreq. w[486] .ltoreq. 0.987 0.985 .ltoreq. w[487] .ltoreq. 0.987
0.986 .ltoreq. w[488] .ltoreq. 0.988 0.987 .ltoreq. w[489] .ltoreq.
0.989 0.987 .ltoreq. w[490] .ltoreq. 0.989 0.988 .ltoreq. w[491]
.ltoreq. 0.990 0.988 .ltoreq. w[492] .ltoreq. 0.990 0.989 .ltoreq.
w[493] .ltoreq. 0.991 0.989 .ltoreq. w[494] .ltoreq. 0.991 0.990
.ltoreq. w[495] .ltoreq. 0.992
0.990 .ltoreq. w[496] .ltoreq. 0.992 0.991 .ltoreq. w[497] .ltoreq.
0.993 0.991 .ltoreq. w[498] .ltoreq. 0.993 0.992 .ltoreq. w[499]
.ltoreq. 0.994 0.993 .ltoreq. w[500] .ltoreq. 0.995 0.993 .ltoreq.
w[501] .ltoreq. 0.995 0.994 .ltoreq. w[502] .ltoreq. 0.996 0.994
.ltoreq. w[503] .ltoreq. 0.996 0.995 .ltoreq. w[504] .ltoreq. 0.997
0.995 .ltoreq. w[505] .ltoreq. 0.997 0.996 .ltoreq. w[506] .ltoreq.
0.998 0.996 .ltoreq. w[507] .ltoreq. 0.998 0.997 .ltoreq. w[508]
.ltoreq. 0.999 0.998 .ltoreq. w[509] .ltoreq. 1.000 0.998 .ltoreq.
w[510] .ltoreq. 1.000 0.999 .ltoreq. w[511] .ltoreq. 1.001 0.999
.ltoreq. w[512] .ltoreq. 1.001 1.000 .ltoreq. w[513] .ltoreq. 1.002
1.000 .ltoreq. w[514] .ltoreq. 1.002 1.001 .ltoreq. w[515] .ltoreq.
1.003 1.002 .ltoreq. w[S16] .ltoreq. 1.004 1.002 .ltoreq. w[517]
.ltoreq. 1.004 1.003 .ltoreq. w[518] .ltoreq. 1.005 1.003 .ltoreq.
w[519] .ltoreq. 1.005 1.004 .ltoreq. w[520] .ltoreq. 1.006 1.004
.ltoreq. w[521] .ltoreq. 1.006 1.005 .ltoreq. w[522] .ltoreq. 1.007
1.005 .ltoreq. w[523] .ltoreq. 1.007 1.006 .ltoreq. w[524] .ltoreq.
1.008 1.007 .ltoreq. w[525] .ltoreq. 1.009 1.007 .ltoreq. w[526]
.ltoreq. 1.009 1.008 .ltoreq. w[527] .ltoreq. 1.010 1.008 .ltoreq.
w[528] .ltoreq. 1.010 1.009 .ltoreq. w[529] .ltoreq. 1.011 1.009
.ltoreq. w[530] .ltoreq. 1.011 1.010 .ltoreq. w[531] .ltoreq. 1.012
1.011 .ltoreq. w[532] .ltoreq. 1.013 1.011 .ltoreq. w[533] .ltoreq.
1.013 1.012 .ltoreq. w[534] .ltoreq. 1.014 1.012 .ltoreq. w[535]
.ltoreq. 1.014 1.013 .ltoreq. w[536] .ltoreq. 1.015 1.013 .ltoreq.
w[537] .ltoreq. 1.015 1.014 .ltoreq. w[538] .ltoreq. 1.016 1.014
.ltoreq. w[539] .ltoreq. 1.016 1.015 .ltoreq. w[540] .ltoreq. 1.017
1.016 .ltoreq. w[541] .ltoreq. 1.018 1.016 .ltoreq. w[542] .ltoreq.
1.018 1.017 .ltoreq. w[543] .ltoreq. 1.019 1.017 .ltoreq. w[544]
.ltoreq. 1.019 1.018 .ltoreq. w[545] .ltoreq. 1.020 1.018 .ltoreq.
w[S46] .ltoreq. 1.020 1.019 .ltoreq. w[547] .ltoreq. 1.021 1.019
.ltoreq. w[548] .ltoreq. 1.021 1.020 .ltoreq. w[549] .ltoreq. 1.022
1.021 .ltoreq. w[550] .ltoreq. 1.023 1.021 .ltoreq. w[551] .ltoreq.
1.023 1.022 .ltoreq. w[552] .ltoreq. 1.024 1.022 .ltoreq. w[553]
.ltoreq. 1.024 1.023 .ltoreq. w[554] .ltoreq. 1.025 1.023 .ltoreq.
w[555] .ltoreq. 1.025 1.024 .ltoreq. w[556] .ltoreq. 1.026 1.024
.ltoreq. w[557] .ltoreq. 1.026 1.025 .ltoreq. w[558] .ltoreq. 1.027
1.026 .ltoreq. w[559] .ltoreq. 1.028 1.026 .ltoreq. w[560] .ltoreq.
1.028 1.027 .ltoreq. w[561] .ltoreq. 1.029 1.027 .ltoreq. w[562]
.ltoreq. 1.029 1.028 .ltoreq. w[563] .ltoreq. 1.030 1.028 .ltoreq.
w[564] .ltoreq. 1.030 1.029 .ltoreq. w[565] .ltoreq. 1.031 1.029
.ltoreq. w[566] .ltoreq. 1.031 1.030 .ltoreq. w[567] .ltoreq. 1.032
1.030 .ltoreq. w[568] .ltoreq. 1.032 1.031 .ltoreq. w[569] .ltoreq.
1.033 1.032 .ltoreq. w[570] .ltoreq. 1.034 1.032 .ltoreq. w[571]
.ltoreq. 1.034 1.033 .ltoreq. w[572] .ltoreq. 1.035 1.033 .ltoreq.
w[573] .ltoreq. 1.035 1.034 .ltoreq. w[574] .ltoreq. 1.036 1.034
.ltoreq. w[575] .ltoreq. 1.036 1.035 .ltoreq. w[576] .ltoreq. 1.037
1.035 .ltoreq. w[577] .ltoreq. 1.037 1.036 .ltoreq. w[578] .ltoreq.
1.038 1.036 .ltoreq. w[579] .ltoreq. 1.038 1.037 .ltoreq. w[580]
.ltoreq. 1.039 1.037 .ltoreq. w[581] .ltoreq. 1.039 1.038 .ltoreq.
w[582] .ltoreq. 1.040 1.038 .ltoreq. w[583] .ltoreq. 1.040 1.039
.ltoreq. w[584] .ltoreq. 1.041 1.039 .ltoreq. w[585] .ltoreq. 1.041
1.040 .ltoreq. w[586] .ltoreq. 1.042 1.040 .ltoreq. w[587] .ltoreq.
1.042 1.041 .ltoreq. w[588] .ltoreq. 1.043 1.041 .ltoreq. w[589]
.ltoreq. 1.043 1.042 .ltoreq. w[590] .ltoreq. 1.044 1.042 .ltoreq.
w[591] .ltoreq. 1.044 1.043 .ltoreq. w[592] .ltoreq. 1.045 1.043
.ltoreq. w[593] .ltoreq. 1.045 1.044 .ltoreq. w[594] .ltoreq. 1.046
1.044 .ltoreq. w[595] .ltoreq. 1.046 1.045 .ltoreq. w[596] .ltoreq.
1.047 1.045 .ltoreq. w[597] .ltoreq. 1.047 1.046 .ltoreq. w[598]
.ltoreq. 1.048 1.046 .ltoreq. w[599] .ltoreq. 1.048 1.047 .ltoreq.
w[600] .ltoreq. 1.049 1.047 .ltoreq. w[601] .ltoreq. 1.049 1.048
.ltoreq. w[602] .ltoreq. 1.050 1.048 .ltoreq. w[603] .ltoreq. 1.050
1.049 .ltoreq. w[604] .ltoreq. 1.051 1.049 .ltoreq. w[605] .ltoreq.
1.051 1.050 .ltoreq. w[606] .ltoreq. 1.052 1.050 .ltoreq. w[607]
.ltoreq. 1.052 1.051 .ltoreq. w[608] .ltoreq. 1.053 1.051 .ltoreq.
w[609] .ltoreq. 1.053 1.051 .ltoreq. w[610] .ltoreq. 1.053 1.052
.ltoreq. w[611] .ltoreq. 1.054 1.052 .ltoreq. w[612] .ltoreq. 1.054
1.053 .ltoreq. w[613] .ltoreq. 1.055 1.053 .ltoreq. w[614] .ltoreq.
1.055 1.054 .ltoreq. w[615] .ltoreq. 1.056 1.054 .ltoreq. w[616]
.ltoreq. 1.056 1.055 .ltoreq. w[617] .ltoreq. 1.057 1.055 .ltoreq.
w[618] .ltoreq. 1.057 1.056 .ltoreq. w[619] .ltoreq. 1.058 1.056
.ltoreq. w[620] .ltoreq. 1.058 1.056 .ltoreq. w[621] .ltoreq. 1.058
1.057 .ltoreq. w[622] .ltoreq. 1.059 1.057 .ltoreq. w[623] .ltoreq.
1.059 1.058 .ltoreq. w[624] .ltoreq. 1.060 1.058 .ltoreq. w[625]
.ltoreq. 1.060 1.059 .ltoreq. w[626] .ltoreq. 1.061 1.059 .ltoreq.
w[627] .ltoreq. 1.061 1.060 .ltoreq. w[628] .ltoreq. 1.062 1.060
.ltoreq. w[629] .ltoreq. 1.062 1.060 .ltoreq. w[630] .ltoreq. 1.062
1.061 .ltoreq. w[631] .ltoreq. 1.063 1.061 .ltoreq. w[632] .ltoreq.
1.063 1.062 .ltoreq. w[633] .ltoreq. 1.064 1.062 .ltoreq. w[634]
.ltoreq. 1.064 1.063 .ltoreq. w[635] .ltoreq. 1.065 1.063 .ltoreq.
w[636] .ltoreq. 1.065 1.063 .ltoreq. w[637] .ltoreq. 1.065 1.064
.ltoreq. w[638] .ltoreq. 1.066 1.064 .ltoreq. w[639] .ltoreq. 1.066
1.064 .ltoreq. w[640] .ltoreq. 1.066 1.064 .ltoreq. w[641] .ltoreq.
1.066 1.063 .ltoreq. w[642] .ltoreq. 1.065 1.063 .ltoreq. w[643]
.ltoreq. 1.065 1.063 .ltoreq. w[644] .ltoreq. 1.065 1.062 .ltoreq.
w[645] .ltoreq. 1.064 1.061 .ltoreq. w[646] .ltoreq. 1.063 1.061
.ltoreq. w[647] .ltoreq. 1.063 1.060 .ltoreq. w[648] .ltoreq. 1.062
1.060 .ltoreq. w[649] .ltoreq. 1.062 1.059 .ltoreq. w[650] .ltoreq.
1.061 1.058 .ltoreq. w[651] .ltoreq. 1.060 1.058 .ltoreq. w[652]
.ltoreq. 1.060 1.057 .ltoreq. w[653] .ltoreq. 1.059 1.056 .ltoreq.
w[654] .ltoreq. 1.058 1.056 .ltoreq. w[655] .ltoreq. 1.058 1.055
.ltoreq. w[656] .ltoreq. 1.057 1.054 .ltoreq. w[657] .ltoreq. 1.056
1.054 .ltoreq. w[658] .ltoreq. 1.056 1.053 .ltoreq. w[659] .ltoreq.
1.055 1.052 .ltoreq. w[660] .ltoreq. 1.054 1.051 .ltoreq. w[661]
.ltoreq. 1.053 1.051 .ltoreq. w[662] .ltoreq. 1.053 1.050 .ltoreq.
w[663] .ltoreq. 1.052 1.049 .ltoreq. w[664] .ltoreq. 1.051 1.048
.ltoreq. w[665] .ltoreq. 1.050 1.047 .ltoreq. w[666] .ltoreq. 1.049
1.046 .ltoreq. w[667] .ltoreq. 1.048 1.046 .ltoreq. w[668] .ltoreq.
1.048 1.045 .ltoreq. w[669] .ltoreq. 1.047 1.044 .ltoreq. w[670]
.ltoreq. 1.046 1.043 .ltoreq. w[671] .ltoreq. 1.045 1.042 .ltoreq.
w[672] .ltoreq. 1.044 1.041 .ltoreq. w[673] .ltoreq. 1.043 1.041
.ltoreq. w[674] .ltoreq. 1.043 1.040 .ltoreq. w[675] .ltoreq. 1.042
1.039 .ltoreq. w[676] .ltoreq. 1.041 1.038 .ltoreq. w[677] .ltoreq.
1.040 1.037 .ltoreq. w[678] .ltoreq. 1.039 1.035 .ltoreq. w[679]
.ltoreq. 1.037 1.034 .ltoreq. w[680] .ltoreq. 1.036 1.033 .ltoreq.
w[681] .ltoreq. 1.035 1.032 .ltoreq. w[682] .ltoreq. 1.034 1.031
.ltoreq. w[683] .ltoreq. 1.033 1.029 .ltoreq. w[684] .ltoreq. 1.031
1.028 .ltoreq. w[685] .ltoreq. 1.030 1.027 .ltoreq. w[686] .ltoreq.
1.029 1.025 .ltoreq. w[687] .ltoreq. 1.027 1.024 .ltoreq. w[688]
.ltoreq. 1.026 1.022 .ltoreq. w[689] .ltoreq. 1.024 1.021 .ltoreq.
w[690] .ltoreq. 1.023 1.020 .ltoreq. w[691] .ltoreq. 1.022 1.018
.ltoreq. w[692] .ltoreq. 1.020 1.017 .ltoreq. w[693] .ltoreq. 1.019
1.015 .ltoreq. w[694] .ltoreq. 1.017 1.014 .ltoreq. w[695] .ltoreq.
1.016 1.012 .ltoreq. w[696] .ltoreq. 1.014 1.011 .ltoreq. w[697]
.ltoreq. 1.013 1.009 .ltoreq. w[698] .ltoreq. 1.011 1.008 .ltoreq.
w[699] .ltoreq. 1.010 1.006 .ltoreq. w[700] .ltoreq. 1.008 1.005
.ltoreq. w[701] .ltoreq. 1.007 1.003 .ltoreq. w[702] .ltoreq. 1.005
1.001 .ltoreq. w[703] .ltoreq. 1.003 1.000 .ltoreq. w[704] .ltoreq.
1.002 0.998 .ltoreq. w[705] .ltoreq. 1.000 0.996 .ltoreq. w[706]
.ltoreq. 0.998 0.994 .ltoreq. w[707] .ltoreq. 0.996 0.993 .ltoreq.
w[708] .ltoreq. 0.995 0.991 .ltoreq. w[709] .ltoreq. 0.993 0.989
.ltoreq. w[710] .ltoreq. 0.991 0.987 .ltoreq. w[711] .ltoreq. 0.989
0.985 .ltoreq. w[712] .ltoreq. 0.987 0.983 .ltoreq. w[713] .ltoreq.
0.985 0.981 .ltoreq. w[714] .ltoreq. 0.983 0.979 .ltoreq. w[715]
.ltoreq. 0.981 0.977 .ltoreq. w[716] .ltoreq. 0.979 0.975 .ltoreq.
w[717] .ltoreq. 0.977 0.973 .ltoreq. w[718] .ltoreq. 0.975 0.971
.ltoreq. w[719] .ltoreq. 0.973 0.969 .ltoreq. w[720] .ltoreq. 0.971
0.967 .ltoreq. w[721] .ltoreq. 0.969 0.965 .ltoreq. w[722] .ltoreq.
0.967 0.963 .ltoreq. w[723] .ltoreq. 0.965 0.961 .ltoreq. w[724]
.ltoreq. 0.963 0.959 .ltoreq. w[725] .ltoreq. 0.961 0.957 .ltoreq.
w[726] .ltoreq. 0.959 0.955 .ltoreq. w[727] .ltoreq. 0.957 0.952
.ltoreq. w[728] .ltoreq. 0.954 0.950 .ltoreq. w[729] .ltoreq. 0.952
0.948 .ltoreq. w[730] .ltoreq. 0.950 0.946 .ltoreq. w[731] .ltoreq.
0.948 0.943 .ltoreq. w[732] .ltoreq. 0.945 0.941 .ltoreq. w[733]
.ltoreq. 0.943 0.939 .ltoreq. w[734] .ltoreq. 0.941 0.936 .ltoreq.
w[735] .ltoreq. 0.938 0.934 .ltoreq. w[736] .ltoreq. 0.936 0.932
.ltoreq. w[737] .ltoreq. 0.934 0.929 .ltoreq. w[738] .ltoreq. 0.931
0.927 .ltoreq. w[739] .ltoreq. 0.929 0.925 .ltoreq. w[740] .ltoreq.
0.927 0.923 .ltoreq. w[741] .ltoreq. 0.925 0.920 .ltoreq. w[742]
.ltoreq. 0.922 0.918 .ltoreq. w[743] .ltoreq. 0.920 0.915 .ltoreq.
w[744] .ltoreq. 0.917 0.913 .ltoreq. w[745] .ltoreq. 0.915 0.911
.ltoreq. w[746] .ltoreq. 0.913
0.908 .ltoreq. w[747] .ltoreq. 0.910 0.906 .ltoreq. w[748] .ltoreq.
0.908 0.903 .ltoreq. w[749] .ltoreq. 0.905 0.901 .ltoreq. w[750]
.ltoreq. 0.903 0.898 .ltoreq. w[751] .ltoreq. 0.900 0.896 .ltoreq.
w[752] .ltoreq. 0.898 0.893 .ltoreq. w[753] .ltoreq. 0.895 0.891
.ltoreq. w[754] .ltoreq. 0.893 0.888 .ltoreq. w[755] .ltoreq. 0.890
0.886 .ltoreq. w[756] .ltoreq. 0.888 0.883 .ltoreq. w[757] .ltoreq.
0.885 0.881 .ltoreq. w[758] .ltoreq. 0.883 0.878 .ltoreq. w[759]
.ltoreq. 0.880 0.876 .ltoreq. w[760] .ltoreq. 0.878 0.873 .ltoreq.
w[761] .ltoreq. 0.875 0.871 .ltoreq. w[762] .ltoreq. 0.873 0.868
.ltoreq. w[763] .ltoreq. 0.870 0.865 .ltoreq. w[764] .ltoreq. 0.867
0.863 .ltoreq. w[765] .ltoreq. 0.865 0.860 .ltoreq. w[766] .ltoreq.
0.862 0.858 .ltoreq. w[767] .ltoreq. 0.860 0.855 .ltoreq. w[768]
.ltoreq. 0.857 0.852 .ltoreq. w[769] .ltoreq. 0.854 0.850 .ltoreq.
w[770] .ltoreq. 0.852 0.847 .ltoreq. w[771] .ltoreq. 0.849 0.845
.ltoreq. w[772] .ltoreq. 0.847 0.842 .ltoreq. w[773] .ltoreq. 0.844
0.839 .ltoreq. w[774] .ltoreq. 0.841 0.837 .ltoreq. w[775] .ltoreq.
0.839 0.834 .ltoreq. w[776] .ltoreq. 0.836 0.831 .ltoreq. w[777]
.ltoreq. 0.833 0.829 .ltoreq. w[778] .ltoreq. 0.831 0.826 .ltoreq.
w[779] .ltoreq. 0.828 0.823 .ltoreq. w[780] .ltoreq. 0.825 0.821
.ltoreq. w[781] .ltoreq. 0.823 0.818 .ltoreq. w[782] .ltoreq. 0.820
0.815 .ltoreq. w[783] .ltoreq. 0.817 0.813 .ltoreq. w[784] .ltoreq.
0.815 0.810 .ltoreq. w[785] .ltoreq. 0.812 0.807 .ltoreq. w[786]
.ltoreq. 0.809 0.804 .ltoreq. w[787] .ltoreq. 0.806 0.802 .ltoreq.
w[788] .ltoreq. 0.804 0.799 .ltoreq. w[789] .ltoreq. 0.801 0.796
.ltoreq. w[790] .ltoreq. 0.798 0.793 .ltoreq. w[791] .ltoreq. 0.795
0.790 .ltoreq. w[792] .ltoreq. 0.792 0.788 .ltoreq. w[793] .ltoreq.
0.790 0.785 .ltoreq. w[794] .ltoreq. 0.787 0.782 .ltoreq. w[795]
.ltoreq. 0.784 0.780 .ltoreq. w[796] .ltoreq. 0.782 0.777 .ltoreq.
w[797] .ltoreq. 0.779 0.774 .ltoreq. w[798] .ltoreq. 0.776 0.772
.ltoreq. w[799] .ltoreq. 0.774 0.769 .ltoreq. w[800] .ltoreq. 0.771
0.766 .ltoreq. w[801] .ltoreq. 0.768 0.763 .ltoreq. w[802] .ltoreq.
0.765 0.760 .ltoreq. w[803] .ltoreq. 0.762 0.757 .ltoreq. w[804]
.ltoreq. 0.759 0.754 .ltoreq. w[805] .ltoreq. 0.756 0.751 .ltoreq.
w[806] .ltoreq. 0.753 0.749 .ltoreq. w[807] .ltoreq. 0.751 0.746
.ltoreq. w[808] .ltoreq. 0.748 0.743 .ltoreq. w[809] .ltoreq. 0.745
0.740 .ltoreq. w[810] .ltoreq. 0.742 0.737 .ltoreq. w[811] .ltoreq.
0.739 0.734 .ltoreq. w[812] .ltoreq. 0.736 0.732 .ltoreq. w[813]
.ltoreq. 0.734 0.729 .ltoreq. w[814] .ltoreq. 0.731 0.726 .ltoreq.
w[815] .ltoreq. 0.728 0.723 .ltoreq. w[816] .ltoreq. 0.725 0.721
.ltoreq. w[817] .ltoreq. 0.723 0.718 .ltoreq. w[818] .ltoreq. 0.720
0.715 .ltoreq. w[819] .ltoreq. 0.717 0.712 .ltoreq. w[820] .ltoreq.
0.714 0.709 .ltoreq. w[821] .ltoreq. 0.711 0.706 .ltoreq. w[822]
.ltoreq. 0.708 0.703 .ltoreq. w[823] .ltoreq. 0.705 0.700 .ltoreq.
w[824] .ltoreq. 0.702 0.697 .ltoreq. w[825] .ltoreq. 0.699 0.694
.ltoreq. w[826] .ltoreq. 0.696 0.691 .ltoreq. w[827] .ltoreq. 0.693
0.688 .ltoreq. w[828] .ltoreq. 0.690 0.685 .ltoreq. w[829] .ltoreq.
0.687 0.682 .ltoreq. w[830] .ltoreq. 0.684 0.679 .ltoreq. w[831]
.ltoreq. 0.681 0.676 .ltoreq. w[832] .ltoreq. 0.678 0.673 .ltoreq.
w[833] .ltoreq. 0.675 0.671 .ltoreq. w[834] .ltoreq. 0.673 0.668
.ltoreq. w[835] .ltoreq. 0.670 0.665 .ltoreq. w[836] .ltoreq. 0.667
0.662 .ltoreq. w[837] .ltoreq. 0.664 0.659 .ltoreq. w[838] .ltoreq.
0.661 0.657 .ltoreq. w[839] .ltoreq. 0.659 0.654 .ltoreq. w[840]
.ltoreq. 0.656 0.651 .ltoreq. w[841] .ltoreq. 0.653 0.648 .ltoreq.
w[842] .ltoreq. 0.650 0.645 .ltoreq. w[843] .ltoreq. 0.647 0.642
.ltoreq. w[844] .ltoreq. 0.644 0.639 .ltoreq. w[845] .ltoreq. 0.641
0.636 .ltoreq. w[846] .ltoreq. 0.638 0.633 .ltoreq. w[847] .ltoreq.
0.635 0.630 .ltoreq. w[848] .ltoreq. 0.632 0.627 .ltoreq. w[849]
.ltoreq. 0.629 0.624 .ltoreq. w[850] .ltoreq. 0.626 0.621 .ltoreq.
w[851] .ltoreq. 0.623 0.617 .ltoreq. w[852] .ltoreq. 0.619 0.614
.ltoreq. w[853] .ltoreq. 0.616 0.611 .ltoreq. w[854] .ltoreq. 0.613
0.608 .ltoreq. w[855] .ltoreq. 0.610 0.605 .ltoreq. w[856] .ltoreq.
0.607 0.602 .ltoreq. w[857] .ltoreq. 0.604 0.599 .ltoreq. w[858]
.ltoreq. 0.601 0.596 .ltoreq. w[859] .ltoreq. 0.598 0.593 .ltoreq.
w[860] .ltoreq. 0.595 0.591 .ltoreq. w[861] .ltoreq. 0.593 0.588
.ltoreq. w[862] .ltoreq. 0.590 0.585 .ltoreq. w[863] .ltoreq. 0.587
0.582 .ltoreq. w[864] .ltoreq. 0.584 0.580 .ltoreq. w[865] .ltoreq.
0.582 0.577 .ltoreq. w[866] .ltoreq. 0.579 0.574 .ltoreq. w[867]
.ltoreq. 0.576 0.572 .ltoreq. w[868] .ltoreq. 0.574 0.569 .ltoreq.
w[869] .ltoreq. 0.571 0.566 .ltoreq. w[870] .ltoreq. 0.568 0.563
.ltoreq. w[871] .ltoreq. 0.565 0.560 .ltoreq. w[872] .ltoreq. 0.562
0.557 .ltoreq. w[873] .ltoreq. 0.559 0.553 .ltoreq. w[874] .ltoreq.
0.555 0.550 .ltoreq. w[875] .ltoreq. 0.552 0.547 .ltoreq. w[876]
.ltoreq. 0.549 0.544 .ltoreq. w[877] .ltoreq. 0.546 0.540 .ltoreq.
w[878] .ltoreq. 0.542 0.537 .ltoreq. w[879] .ltoreq. 0.539 0.534
.ltoreq. w[880] .ltoreq. 0.536 0.531 .ltoreq. w[881] .ltoreq. 0.533
0.528 .ltoreq. w[882] .ltoreq. 0.530 0.526 .ltoreq. w[883] .ltoreq.
0.528 0.523 .ltoreq. w[884] .ltoreq. 0.525 0.520 .ltoreq. w[885]
.ltoreq. 0.522 0.518 .ltoreq. w[886] .ltoreq. 0.520 0.515 .ltoreq.
w[887] .ltoreq. 0.517 0.512 .ltoreq. w[888] .ltoreq. 0.514 0.510
.ltoreq. w[889] .ltoreq. 0.512 0.507 .ltoreq. w[890] .ltoreq. 0.509
0.504 .ltoreq. w[891] .ltoreq. 0.506 0.501 .ltoreq. w[892] .ltoreq.
0.503 0.498 .ltoreq. w[893] .ltoreq. 0.500 0.495 .ltoreq. w[894]
.ltoreq. 0.497 0.492 .ltoreq. w[895] .ltoreq. 0.494 0.489 .ltoreq.
w[896] .ltoreq. 0.491 0.486 .ltoreq. w[897] .ltoreq. 0.488 0.483
.ltoreq. w[898] .ltoreq. 0.485 0.480 .ltoreq. w[899] .ltoreq. 0.482
0.477 .ltoreq. w[900] .ltoreq. 0.479 0.474 .ltoreq. w[901] .ltoreq.
0.476 0.471 .ltoreq. w[902] .ltoreq. 0.473 0.469 .ltoreq. w[903]
.ltoreq. 0.471 0.466 .ltoreq. w[904] .ltoreq. 0.468 0.463 .ltoreq.
w[905] .ltoreq. 0.465 0.460 .ltoreq. w[906] .ltoreq. 0.462 0.457
.ltoreq. w[907] .ltoreq. 0.459 0.454 .ltoreq. w[908] .ltoreq. 0.456
0.452 .ltoreq. w[909] .ltoreq. 0.454 0.449 .ltoreq. w[910] .ltoreq.
0.451 0.446 .ltoreq. w[911] .ltoreq. 0.448 0.443 .ltoreq. w[912]
.ltoreq. 0.445 0.440 .ltoreq. w[913] .ltoreq. 0.442 0.437 .ltoreq.
w[914] .ltoreq. 0.439 0.435 .ltoreq. w[915] .ltoreq. 0.437 0.432
.ltoreq. w[916] .ltoreq. 0.434 0.429 .ltoreq. w[917] .ltoreq. 0.431
0.426 .ltoreq. w[918] .ltoreq. 0.428 0.424 .ltoreq. w[919] .ltoreq.
0.426 0.421 .ltoreq. w[920] .ltoreq. 0.423 0.418 .ltoreq. w[921]
.ltoreq. 0.420 0.415 .ltoreq. w[922] .ltoreq. 0.417 0.412 .ltoreq.
w[923] .ltoreq. 0.414 0.409 .ltoreq. w[924] .ltoreq. 0.411 0.406
.ltoreq. w[925] .ltoreq. 0.408 0.404 .ltoreq. w[926] .ltoreq. 0.406
0.401 .ltoreq. w[927] .ltoreq. 0.403 0.398 .ltoreq. w[928] .ltoreq.
0.400 0.395 .ltoreq. w[929] .ltoreq. 0.397 0.392 .ltoreq. w[930]
.ltoreq. 0.394 0.390 .ltoreq. w[931] .ltoreq. 0.392 0.387 .ltoreq.
w[932] .ltoreq. 0.389 0.384 .ltoreq. w[933] .ltoreq. 0.386 0.381
.ltoreq. w[934] .ltoreq. 0.383 0.379 .ltoreq. w[935] .ltoreq. 0.381
0.376 .ltoreq. w[936] .ltoreq. 0.378 0.373 .ltoreq. w[937] .ltoreq.
0.375 0.371 .ltoreq. w[938] .ltoreq. 0.373 0.368 .ltoreq. w[939]
.ltoreq. 0.370 0.365 .ltoreq. w[940] .ltoreq. 0.367 0.363 .ltoreq.
w[941] .ltoreq. 0.365 0.360 .ltoreq. w[942] .ltoreq. 0.362 0.357
.ltoreq. w[943] .ltoreq. 0.359 0.354 .ltoreq. w[944] .ltoreq. 0.356
0.352 .ltoreq. w[945] .ltoreq. 0.354 0.349 .ltoreq. w[946] .ltoreq.
0.351 0.346 .ltoreq. w[947] .ltoreq. 0.348 0.344 .ltoreq. w[948]
.ltoreq. 0.346 0.341 .ltoreq. w[949] .ltoreq. 0.343 0.338 .ltoreq.
w[950] .ltoreq. 0.340 0.336 .ltoreq. w[951] .ltoreq. 0.338 0.333
.ltoreq. w[952] .ltoreq. 0.335 0.330 .ltoreq. w[953] .ltoreq. 0.332
0.328 .ltoreq. w[954] .ltoreq. 0.330 0.325 .ltoreq. w[955] .ltoreq.
0.327 0.322 .ltoreq. w[956] .ltoreq. 0.324 0.320 .ltoreq. w[957]
.ltoreq. 0.322 0.317 .ltoreq. w[958] .ltoreq. 0.319 0.315 .ltoreq.
w[959] .ltoreq. 0.317 0.312 .ltoreq. w[960] .ltoreq. 0.314 0.309
.ltoreq. w[961] .ltoreq. 0.311 0.307 .ltoreq. w[962] .ltoreq. 0.309
0.304 .ltoreq. w[963] .ltoreq. 0.306 0.302 .ltoreq. w[964] .ltoreq.
0.304 0.299 .ltoreq. w[965] .ltoreq. 0.301 0.296 .ltoreq. w[966]
.ltoreq. 0.298 0.294 .ltoreq. w[967] .ltoreq. 0.296 0.291 .ltoreq.
w[968] .ltoreq. 0.293 0.289 .ltoreq. w[969] .ltoreq. 0.291 0.286
.ltoreq. w[970] .ltoreq. 0.288 0.284 .ltoreq. w[971] .ltoreq. 0.286
0.281 .ltoreq. w[972] .ltoreq. 0.283 0.279 .ltoreq. w[973] .ltoreq.
0.281 0.276 .ltoreq. w[974] .ltoreq. 0.278 0.274 .ltoreq. w[975]
.ltoreq. 0.276 0.271 .ltoreq. w[976] .ltoreq. 0.273 0.269 .ltoreq.
w[977] .ltoreq. 0.271 0.266 .ltoreq. w[978] .ltoreq. 0.268 0.264
.ltoreq. w[979] .ltoreq. 0.266 0.261 .ltoreq. w[980] .ltoreq. 0.263
0.259 .ltoreq. w[981] .ltoreq. 0.261 0.256 .ltoreq. w[982] .ltoreq.
0.258 0.254 .ltoreq. w[983] .ltoreq. 0.256 0.251 .ltoreq. w[984]
.ltoreq. 0.253 0.249 .ltoreq. w[985] .ltoreq. 0.251 0.246 .ltoreq.
w[986] .ltoreq. 0.248 0.244 .ltoreq. w[987] .ltoreq. 0.246 0.241
.ltoreq. w[988] .ltoreq. 0.243 0.239 .ltoreq. w[989] .ltoreq. 0.241
0.237 .ltoreq. w[990] .ltoreq. 0.239 0.234 .ltoreq. w[991] .ltoreq.
0.236 0.232 .ltoreq. w[992] .ltoreq. 0.234 0.229 .ltoreq. w[993]
.ltoreq. 0.231 0.227 .ltoreq. w[994] .ltoreq. 0.229 0.225 .ltoreq.
w[995] .ltoreq. 0.227 0.222 .ltoreq. w[996] .ltoreq. 0.224 0.220
.ltoreq. w[997] .ltoreq. 0.222
0.218 .ltoreq. w[998] .ltoreq. 0.220 0.215 .ltoreq. w[999] .ltoreq.
0.217 0.213 .ltoreq. w[1000] .ltoreq. 0.215 0.211 .ltoreq. w[1001]
.ltoreq. 0.213 0.208 .ltoreq. w[1002] .ltoreq. 0.210 0.206 .ltoreq.
w[1003] .ltoreq. 0.208 0.204 .ltoreq. w[1004] .ltoreq. 0.206 0.202
.ltoreq. w[1005] .ltoreq. 0.204 0.199 .ltoreq. w[1006] .ltoreq.
0.201 0.197 .ltoreq. w[1007] .ltoreq. 0.199 0.195 .ltoreq. w[1008]
.ltoreq. 0.197 0.193 .ltoreq. w[1009] .ltoreq. 0.195 0.190 .ltoreq.
w[1010] .ltoreq. 0.192 0.188 .ltoreq. w[1011] .ltoreq. 0.190 0.186
.ltoreq. w[1012] .ltoreq. 0.188 0.184 .ltoreq. w[1013] .ltoreq.
0.186 0.181 .ltoreq. w[1014] .ltoreq. 0.183 0.179 .ltoreq. w[1015]
.ltoreq. 0.181 0.177 .ltoreq. w[1016] .ltoreq. 0.179 0.175 .ltoreq.
w[1017] .ltoreq. 0.177 0.173 .ltoreq. w[1018] .ltoreq. 0.175 0.171
.ltoreq. w[1019] .ltoreq. 0.173 0.168 .ltoreq. w[1020] .ltoreq.
0.170 0.166 .ltoreq. w[1021] .ltoreq. 0.168 0.164 .ltoreq. w[1022]
.ltoreq. 0.166 0.162 .ltoreq. w[1023] .ltoreq. 0.164 0.160 .ltoreq.
w[1024] .ltoreq. 0.162 0.158 .ltoreq. w[1025] .ltoreq. 0.160 0.156
.ltoreq. w[1026] .ltoreq. 0.158 0.154 .ltoreq. w[1027] .ltoreq.
0.156 0.152 .ltoreq. w[1028] .ltoreq. 0.154 0.150 .ltoreq. w[1029]
.ltoreq. 0.152 0.148 .ltoreq. w[1030] .ltoreq. 0.150 0.146 .ltoreq.
w[1031] .ltoreq. 0.148 0.144 .ltoreq. w[1032] .ltoreq. 0.146 0.142
.ltoreq. w[1033] .ltoreq. 0.144 0.140 .ltoreq. w[1034] .ltoreq.
0.142 0.139 .ltoreq. w[1035] .ltoreq. 0.141 0.137 .ltoreq. w[1036]
.ltoreq. 0.139 0.135 .ltoreq. w[1037] .ltoreq. 0.137 0.133 .ltoreq.
w[1038] .ltoreq. 0.135 0.131 .ltoreq. w[1039] .ltoreq. 0.133 0.129
.ltoreq. w[1040] .ltoreq. 0.131 0.127 .ltoreq. w[1041] .ltoreq.
0.129 0.126 .ltoreq. w[1042] .ltoreq. 0.128 0.124 .ltoreq. w[1043]
.ltoreq. 0.126 0.122 .ltoreq. w[1044] .ltoreq. 0.124 0.120 .ltoreq.
w[1045] .ltoreq. 0.122 0.119 .ltoreq. w[1046] .ltoreq. 0.121 0.117
.ltoreq. w[1047] .ltoreq. 0.119 0.115 .ltoreq. w[1048] .ltoreq.
0.117 0.113 .ltoreq. w[1049] .ltoreq. 0.115 0.112 .ltoreq. w[1050]
.ltoreq. 0.114 0.110 .ltoreq. w[1051] .ltoreq. 0.112 0.108 .ltoreq.
w[1052] .ltoreq. 0.110 0.106 .ltoreq. w[1053] .ltoreq. 0.108 0.105
.ltoreq. w[1054] .ltoreq. 0.107 0.103 .ltoreq. w[1055] .ltoreq.
0.105 0.101 .ltoreq. w[1056] .ltoreq. 0.103 0.100 .ltoreq. w[1057]
.ltoreq. 0.102 0.098 .ltoreq. w[1058] .ltoreq. 0.100 0.097 .ltoreq.
w[1059] .ltoreq. 0.099 0.095 .ltoreq. w[1060] .ltoreq. 0.097 0.093
.ltoreq. w[1061] .ltoreq. 0.095 0.092 .ltoreq. w[1062] .ltoreq.
0.094 0.090 .ltoreq. w[1063] .ltoreq. 0.092 0.089 .ltoreq. w[1064]
.ltoreq. 0.091 0.087 .ltoreq. w[1065] .ltoreq. 0.089 0.086 .ltoreq.
w[1066] .ltoreq. 0.088 0.084 .ltoreq. w[1067] .ltoreq. 0.086 0.083
.ltoreq. w[1068] .ltoreq. 0.085 0.081 .ltoreq. w[1069] .ltoreq.
0.083 0.080 .ltoreq. w[1070] .ltoreq. 0.082 0.078 .ltoreq. w[1071]
.ltoreq. 0.080 0.077 .ltoreq. w[1072] .ltoreq. 0.079 0.075 .ltoreq.
w[1073] .ltoreq. 0.077 0.074 .ltoreq. w[1074] .ltoreq. 0.076 0.072
.ltoreq. w[1075] .ltoreq. 0.074 0.071 .ltoreq. w[1076] .ltoreq.
0.073 0.070 .ltoreq. w[1077] .ltoreq. 0.072 0.068 .ltoreq. w[1078]
.ltoreq. 0.070 0.067 .ltoreq. w[1079] .ltoreq. 0.069 0.066 .ltoreq.
w[1080] .ltoreq. 0.068 0.064 .ltoreq. w[1081] .ltoreq. 0.066 0.063
.ltoreq. w[1082] .ltoreq. 0.065 0.062 .ltoreq. w[1083] .ltoreq.
0.064 0.060 .ltoreq. w[1084] .ltoreq. 0.062 0.059 .ltoreq. w[1085]
.ltoreq. 0.061 0.058 .ltoreq. w[1086] .ltoreq. 0.060 0.057 .ltoreq.
w[1087] .ltoreq. 0.059 0.055 .ltoreq. w[1088] .ltoreq. 0.057 0.054
.ltoreq. w[1089] .ltoreq. 0.056 0.053 .ltoreq. w[1090] .ltoreq.
0.055 0.052 .ltoreq. w[1091] .ltoreq. 0.054 0.050 .ltoreq. w[1092]
.ltoreq. 0.052 0.049 .ltoreq. w[1093] .ltoreq. 0.051 0.048 .ltoreq.
w[1094] .ltoreq. 0.050 0.047 .ltoreq. w[1095] .ltoreq. 0.049 0.046
.ltoreq. w[1096] .ltoreq. 0.048 0.045 .ltoreq. w[1097] .ltoreq.
0.047 0.044 .ltoreq. w[1098] .ltoreq. 0.046 0.042 .ltoreq. w[1099]
.ltoreq. 0.044 0.041 .ltoreq. w[1100] .ltoreq. 0.043 0.040 .ltoreq.
w[1101] .ltoreq. 0.042 0.039 .ltoreq. w[1102] .ltoreq. 0.041 0.038
.ltoreq. w[1103] .ltoreq. 0.040 0.037 .ltoreq. w[1104] .ltoreq.
0.039 0.036 .ltoreq. w[1105] .ltoreq. 0.038 0.035 .ltoreq. w[1106]
.ltoreq. 0.037 0.034 .ltoreq. w[1107] .ltoreq. 0.036 0.033 .ltoreq.
w[1108] .ltoreq. 0.035 0.032 .ltoreq. w[1109] .ltoreq. 0.034 0.031
.ltoreq. w[1110] .ltoreq. 0.033 0.030 .ltoreq. w[1111] .ltoreq.
0.032 0.029 .ltoreq. w[1112] .ltoreq. 0.031 0.028 .ltoreq. w[1113]
.ltoreq. 0.030 0.027 .ltoreq. w[1114] .ltoreq. 0.029 0.027 .ltoreq.
w[1115] .ltoreq. 0.029 0.026 .ltoreq. w[1116] .ltoreq. 0.028 0.025
.ltoreq. w[1117] .ltoreq. 0.027 0.024 .ltoreq. w[1118] .ltoreq.
0.026 0.023 .ltoreq. w[1119] .ltoreq. 0.025 0.022 .ltoreq. w[1120]
.ltoreq. 0.024 0.021 .ltoreq. w[1121] .ltoreq. 0.023 0.021 .ltoreq.
w[1122] .ltoreq. 0.023 0.020 .ltoreq. w[1123] .ltoreq. 0.022 0.019
.ltoreq. w[1124] .ltoreq. 0.021 0.018 .ltoreq. w[1125] .ltoreq.
0.020 0.017 .ltoreq. w[1126] .ltoreq. 0.019 0.017 .ltoreq. w[1127]
.ltoreq. 0.019 0.016 .ltoreq. w[1128] .ltoreq. 0.018 0.015 .ltoreq.
w[1129] .ltoreq. 0.017 0.014 .ltoreq. w[1130] .ltoreq. 0.016 0.014
.ltoreq. w[1131] .ltoreq. 0.016 0.013 .ltoreq. w[1132] .ltoreq.
0.015 0.012 .ltoreq. w[1133] .ltoreq. 0.014 0.012 .ltoreq. w[1134]
.ltoreq. 0.014 0.011 .ltoreq. w[1135] .ltoreq. 0.013 0.010 .ltoreq.
w[1136] .ltoreq. 0.012 0.010 .ltoreq. w[1137] .ltoreq. 0.012 0.009
.ltoreq. w[1138] .ltoreq. 0.011 0.008 .ltoreq. w[1139] .ltoreq.
0.010 0.008 .ltoreq. w[1140] .ltoreq. 0.010 0.007 .ltoreq. w[1141]
.ltoreq. 0.009 0.007 .ltoreq. w[1142] .ltoreq. 0.009 0.006 .ltoreq.
w[1143] .ltoreq. 0.008 0.006 .ltoreq. w[1144] .ltoreq. 0.008 0.005
.ltoreq. w[1145] .ltoreq. 0.007 0.004 .ltoreq. w[1146] .ltoreq.
0.006 0.004 .ltoreq. w[1147] .ltoreq. 0.006 0.003 .ltoreq. w[1148]
.ltoreq. 0.005 0.003 .ltoreq. w[1149] .ltoreq. 0.005 0.002 .ltoreq.
w[1150] .ltoreq. 0.004 0.002 .ltoreq. w[1151] .ltoreq. 0.004 0.001
.ltoreq. w[1152] .ltoreq. 0.003 0.001 .ltoreq. w[1153] .ltoreq.
0.003 0.001 .ltoreq. w[1154] .ltoreq. 0.003 0.000 .ltoreq. w[1155]
.ltoreq. 0.002 0.000 .ltoreq. w[1156] .ltoreq. 0.002 -0.001
.ltoreq. w[1157] .ltoreq. 0.001 -0.001 .ltoreq. w[1158] .ltoreq.
0.001 -0.002 .ltoreq. w[1159] .ltoreq. 0.000 -0.002 .ltoreq.
w[1160] .ltoreq. 0.000 -0.002 .ltoreq. w[1161] .ltoreq. 0.000
-0.003 .ltoreq. w[1162] .ltoreq. -0.001 -0.003 .ltoreq. w[1163]
.ltoreq. -0.001 -0.004 .ltoreq. w[1164] .ltoreq. -0.002 -0.004
.ltoreq. w[1165] .ltoreq. -0.002 -0.004 .ltoreq. w[1166] .ltoreq.
-0.002 -0.005 .ltoreq. w[1167] .ltoreq. -0.003 -0.005 .ltoreq.
w[1168] .ltoreq. -0.003 -0.005 .ltoreq. w[1169] .ltoreq. -0.003
-0.005 .ltoreq. w[1170] .ltoreq. -0.003 -0.006 .ltoreq. w[1171]
.ltoreq. -0.004 -0.006 .ltoreq. w[1172] .ltoreq. -0.004 -0.006
.ltoreq. w[1173] .ltoreq. -0.004 -0.006 .ltoreq. w[1174] .ltoreq.
-0.004 -0.006 .ltoreq. w[1175] .ltoreq. -0.004 -0.007 .ltoreq.
w[1176] .ltoreq. -0.005 -0.007 .ltoreq. w[1177] .ltoreq. -0.005
-0.007 .ltoreq. w[1178] .ltoreq. -0.005 -0.007 .ltoreq. w[1179]
.ltoreq. -0.005 -0.008 .ltoreq. w[1180] .ltoreq. -0.006 -0.008
.ltoreq. w[1181] .ltoreq. -0.006 -0.008 .ltoreq. w[1182] .ltoreq.
-0.006 -0.008 .ltoreq. w[1183] .ltoreq. -0.006 -0.008 .ltoreq.
w[1184] .ltoreq. -0.006 -0.009 .ltoreq. w[1185] .ltoreq. -0.007
-0.009 .ltoreq. w[1186] .ltoreq. -0.007 -0.009 .ltoreq. w[1187]
.ltoreq. -0.007 -0.009 .ltoreq. w[1188] .ltoreq. -0.007 -0.009
.ltoreq. w[1189] .ltoreq. -0.007 -0.009 .ltoreq. w[1190] .ltoreq.
-0.007 -0.009 .ltoreq. w[1191] .ltoreq. -0.007 -0.009 .ltoreq.
w[1192] .ltoreq. -0.007 -0.010 .ltoreq. w[1193] .ltoreq. -0.008
-0.010 .ltoreq. w[1194] .ltoreq. -0.008 -0.010 .ltoreq. w[1195]
.ltoreq. -0.008 -0.010 .ltoreq. w[1196] .ltoreq. -0.008 -0.010
.ltoreq. w[1197] .ltoreq. -0.008 -0.010 .ltoreq. w[1198] .ltoreq.
-0.008 -0.010 .ltoreq. w[1199] .ltoreq. -0.008 -0.010 .ltoreq.
w[1200] .ltoreq. -0.008 -0.010 .ltoreq. w[1201] .ltoreq. -0.008
-0.010 .ltoreq. w[1202] .ltoreq. -0.008 -0.010 .ltoreq. w[1203]
.ltoreq. -0.008 -0.010 .ltoreq. w[1204] .ltoreq. -0.008 -0.010
.ltoreq. w[1205] .ltoreq. -0.008 -0.010 .ltoreq. w[1206] .ltoreq.
-0.008 -0.010 .ltoreq. w[1207] .ltoreq. -0.008 -0.010 .ltoreq.
w[1208] .ltoreq. -0.008 -0.010 .ltoreq. w[1209] .ltoreq. -0.008
-0.010 .ltoreq. w[1210] .ltoreq. -0.008 -0.010 .ltoreq. w[1211]
.ltoreq. -0.008 -0.010 .ltoreq. w[1212] .ltoreq. -0.008 -0.010
.ltoreq. w[1213] .ltoreq. -0.008 -0.010 .ltoreq. w[1214] .ltoreq.
-0.008 -0.010 .ltoreq. w[1215] .ltoreq. -0.008 -0.010 .ltoreq.
w[1216] .ltoreq. -0.008 -0.010 .ltoreq. w[1217] .ltoreq. -0.008
-0.010 .ltoreq. w[1218] .ltoreq. -0.008 -0.010 .ltoreq. w[1219]
.ltoreq. -0.008 -0.010 .ltoreq. w[1220] .ltoreq. -0.008 -0.009
.ltoreq. w[1221] .ltoreq. -0.007 -0.009 .ltoreq. w[1222] .ltoreq.
-0.007 -0.009 .ltoreq. w[1223] .ltoreq. -0.007 -0.009 .ltoreq.
w[1224] .ltoreq. -0.007 -0.009 .ltoreq. w[1225] .ltoreq. -0.007
-0.009 .ltoreq. w[1226] .ltoreq. -0.007 -0.009 .ltoreq. w[1227]
.ltoreq. -0.007 -0.009 .ltoreq. w[1228] .ltoreq. -0.007 -0.009
.ltoreq. w[1229] .ltoreq. -0.007 -0.009 .ltoreq. w[1230] .ltoreq.
-0.007 -0.008 .ltoreq. w[1231] .ltoreq. -0.006 -0.008 .ltoreq.
w[1232] .ltoreq. -0.006 -0.008 .ltoreq. w[1233] .ltoreq. -0.006
-0.008 .ltoreq. w[1234] .ltoreq. -0.006 -0.008 .ltoreq. w[1235]
.ltoreq. -0.006 -0.008 .ltoreq. w[1236] .ltoreq. -0.006 -0.008
.ltoreq. w[1237] .ltoreq. -0.006 -0.008 .ltoreq. w[1238] .ltoreq.
-0.006 -0.007 .ltoreq. w[1239] .ltoreq. -0.005 -0.007 .ltoreq.
w[1240] .ltoreq. -0.005 -0.007 .ltoreq. w[1241] .ltoreq. -0.005
-0.007 .ltoreq. w[1242] .ltoreq. -0.005 -0.007 .ltoreq. w[1243]
.ltoreq. -0.005 -0.007 .ltoreq. w[1244] .ltoreq. -0.005 -0.007
.ltoreq. w[1245] .ltoreq. -0.005 -0.006 .ltoreq. w[1246] .ltoreq.
-0.004 -0.006 .ltoreq. w[1247] .ltoreq. -0.004 -0.006 .ltoreq.
w[1248] .ltoreq. -0.004
-0.006 .ltoreq. w[1249] .ltoreq. -0.004 -0.006 .ltoreq. w[1250]
.ltoreq. -0.004 -0.006 .ltoreq. w[1251] .ltoreq. -0.004 -0.006
.ltoreq. w[1252] .ltoreq. -0.004 -0.005 .ltoreq. w[1253] .ltoreq.
-0.003 -0.005 .ltoreq. w[1254] .ltoreq. -0.003 -0.005 .ltoreq.
w[1255] .ltoreq. -0.003 -0.005 .ltoreq. w[1256] .ltoreq. -0.003
-0.005 .ltoreq. w[1257] .ltoreq. -0.003 -0.005 .ltoreq. w[1258]
.ltoreq. -0.003 -0.004 .ltoreq. w[1259] .ltoreq. -0.002 -0.004
.ltoreq. w[1260] .ltoreq. -0.002 -0.004 .ltoreq. w[1261] .ltoreq.
-0.002 -0.004 .ltoreq. w[1262] .ltoreq. -0.002 -0.004 .ltoreq.
w[1263] .ltoreq. -0.002 -0.004 .ltoreq. w[1264] .ltoreq. -0.002
-0.003 .ltoreq. w[1265] .ltoreq. -0.001 -0.003 .ltoreq. w[1266]
.ltoreq. -0.001 -0.003 .ltoreq. w[1267] .ltoreq. -0.001 -0.003
.ltoreq. w[1268] .ltoreq. -0.001 -0.003 .ltoreq. w[1269] .ltoreq.
-0.001 -0.003 .ltoreq. w[1270] .ltoreq. -0.001 -0.002 .ltoreq.
w[1271] .ltoreq. 0.000 -0.002 .ltoreq. w[1272] .ltoreq. 0.000
-0.002 .ltoreq. w[1273] .ltoreq. 0.000 -0.002 .ltoreq. w[1274]
.ltoreq. 0.000 -0.002 .ltoreq. w[1275] .ltoreq. 0.000 -0.002
.ltoreq. w[1276] .ltoreq. 0.000 -0.001 .ltoreq. w[1277] .ltoreq.
0.001 -0.001 .ltoreq. w[1278] .ltoreq. 0.001 -0.001 .ltoreq.
w[1279] .ltoreq. 0.001 -0.001 .ltoreq. w[1280] .ltoreq. 0.001
-0.001 .ltoreq. w[1281] .ltoreq. 0.001 -0.001 .ltoreq. w[1282]
.ltoreq. 0.001 0.000 .ltoreq. w[1283] .ltoreq. 0.002 0.000 .ltoreq.
w[1284] .ltoreq. 0.002 0.000 .ltoreq. w[1285] .ltoreq. 0.002 0.000
.ltoreq. w[1286] .ltoreq. 0.002 0.000 .ltoreq. w[1287] .ltoreq.
0.002 0.000 .ltoreq. w[1288] .ltoreq. 0.002 0.000 .ltoreq. w[1289]
.ltoreq. 0.002 0.001 .ltoreq. w[1290] .ltoreq. 0.003 0.001 .ltoreq.
w[1291] .ltoreq. 0.003 0.001 .ltoreq. w[1292] .ltoreq. 0.003 0.001
.ltoreq. w[1293] .ltoreq. 0.003 0.001 .ltoreq. w[1294] .ltoreq.
0.003 0.001 .ltoreq. w[1295] .ltoreq. 0.003 0.001 .ltoreq. w[1296]
.ltoreq. 0.003 0.002 .ltoreq. w[1297] .ltoreq. 0.004 0.002 .ltoreq.
w[1298] .ltoreq. 0.004 0.002 .ltoreq. w[1299] .ltoreq. 0.004 0.002
.ltoreq. w[1300] .ltoreq. 0.004 0.002 .ltoreq. w[1301] .ltoreq.
0.004 0.002 .ltoreq. w[1302] .ltoreq. 0.004 0.002 .ltoreq. w[1303]
.ltoreq. 0.004 0.002 .ltoreq. w[1304] .ltoreq. 0.004 0.003 .ltoreq.
w[1305] .ltoreq. 0.005 0.003 .ltoreq. w[1306] .ltoreq. 0.005 0.003
.ltoreq. w[1307] .ltoreq. 0.005 0.003 .ltoreq. w[1308] .ltoreq.
0.005 0.003 .ltoreq. w[1309] .ltoreq. 0.005 0.003 .ltoreq. w[1310]
.ltoreq. 0.005 0.003 .ltoreq. w[1311] .ltoreq. 0.005 0.003 .ltoreq.
w[1312] .ltoreq. 0.005 0.003 .ltoreq. w[1313] .ltoreq. 0.005 0.003
.ltoreq. w[1314] .ltoreq. 0.005 0.004 .ltoreq. w[1315] .ltoreq.
0.006 0.004 .ltoreq. w[1316] .ltoreq. 0.006 0.004 .ltoreq. w[1317]
.ltoreq. 0.006 0.004 .ltoreq. w[1318] .ltoreq. 0.006 0.004 .ltoreq.
w[1319] .ltoreq. 0.006 0.004 .ltoreq. w[1320] .ltoreq. 0.006 0.004
.ltoreq. w[1321] .ltoreq. 0.006 0.004 .ltoreq. w[1322] .ltoreq.
0.006 0.004 .ltoreq. w[1323] .ltoreq. 0.006 0.004 .ltoreq. w[1324]
.ltoreq. 0.006 0.004 .ltoreq. w[1325] .ltoreq. 0.006 0.004 .ltoreq.
w[1326] .ltoreq. 0.006 0.004 .ltoreq. w[1327] .ltoreq. 0.006 0.004
.ltoreq. w[1328] .ltoreq. 0.006 0.004 .ltoreq. w[1329] .ltoreq.
0.006 0.004 .ltoreq. w[1330] .ltoreq. 0.006 0.004 .ltoreq. w[1331]
.ltoreq. 0.006 0.004 .ltoreq. w[1332] .ltoreq. 0.006 0.004 .ltoreq.
w[1333] .ltoreq. 0.006 0.004 .ltoreq. w[1334] .ltoreq. 0.006 0.004
.ltoreq. w[1335] .ltoreq. 0.006 0.004 .ltoreq. w[1336] .ltoreq.
0.006 0.005 .ltoreq. w[1337] .ltoreq. 0.007 0.005 .ltoreq. w[1338]
.ltoreq. 0.007 0.005 .ltoreq. w[1339] .ltoreq. 0.007 0.005 .ltoreq.
w[1340] .ltoreq. 0.007 0.005 .ltoreq. w[1341] .ltoreq. 0.007 0.005
.ltoreq. w[1342] .ltoreq. 0.007 0.005 .ltoreq. w[1343] .ltoreq.
0.007 0.005 .ltoreq. w[1344] .ltoreq. 0.007 0.004 .ltoreq. w[1345]
.ltoreq. 0.006 0.004 .ltoreq. w[1346] .ltoreq. 0.006 0.004 .ltoreq.
w[1347] .ltoreq. 0.006 0.004 .ltoreq. w[1348] .ltoreq. 0.006 0.004
.ltoreq. w[1349] .ltoreq. 0.006 0.004 .ltoreq. w[1350] .ltoreq.
0.006 0.004 .ltoreq. w[1351] .ltoreq. 0.006 0.004 .ltoreq. w[1352]
.ltoreq. 0.006 0.004 .ltoreq. w[1353] .ltoreq. 0.006 0.004 .ltoreq.
w[1354] .ltoreq. 0.006 0.004 .ltoreq. w[1355] .ltoreq. 0.006 0.004
.ltoreq. w[1356] .ltoreq. 0.006 0.004 .ltoreq. w[1357] .ltoreq.
0.006 0.004 .ltoreq. w[1358] .ltoreq. 0.006 0.004 .ltoreq. w[1359]
.ltoreq. 0.006 0.004 .ltoreq. w[1360] .ltoreq. 0.006 0.004 .ltoreq.
w[1361] .ltoreq. 0.006 0.004 .ltoreq. w[1362] .ltoreq. 0.006 0.004
.ltoreq. w[1363] .ltoreq. 0.006 0.003 .ltoreq. w[1364] .ltoreq.
0.005 0.003 .ltoreq. w[1365] .ltoreq. 0.005 0.003 .ltoreq. w[1366]
.ltoreq. 0.005 0.003 .ltoreq. w[1367] .ltoreq. 0.005 0.003 .ltoreq.
w[1368] .ltoreq. 0.005 0.003 .ltoreq. w[1369] .ltoreq. 0.005 0.003
.ltoreq. w[1370] .ltoreq. 0.005 0.003 .ltoreq. w[1371] .ltoreq.
0.005 0.003 .ltoreq. w[1372] .ltoreq. 0.005 0.003 .ltoreq. w[1373]
.ltoreq. 0.005 0.003 .ltoreq. w[1374] .ltoreq. 0.005 0.002 .ltoreq.
w[1375] .ltoreq. 0.004 0.002 .ltoreq. w[1376] .ltoreq. 0.004 0.002
.ltoreq. w[1377] .ltoreq. 0.004 0.002 .ltoreq. w[1378] .ltoreq.
0.004 0.002 .ltoreq. w[1379] .ltoreq. 0.004 0.002 .ltoreq. w[1380]
.ltoreq. 0.004 0.002 .ltoreq. w[1381] .ltoreq. 0.004 0.002 .ltoreq.
w[1382] .ltoreq. 0.004 0.001 .ltoreq. w[1383] .ltoreq. 0.003 0.001
.ltoreq. w[1384] .ltoreq. 0.003 0.001 .ltoreq. w[1385] .ltoreq.
0.003 0.001 .ltoreq. w[1386] .ltoreq. 0.003 0.001 .ltoreq. w[1387]
.ltoreq. 0.003 0.001 .ltoreq. w[1388] .ltoreq. 0.003 0.001 .ltoreq.
w[1389] .ltoreq. 0.003 0.001 .ltoreq. w[1390] .ltoreq. 0.003 0.001
.ltoreq. w[1391] .ltoreq. 0.003 0.000 .ltoreq. w[1392] .ltoreq.
0.002 0.000 .ltoreq. w[1393] .ltoreq. 0.002 0.000 .ltoreq. w[1394]
.ltoreq. 0.002 0.000 .ltoreq. w[1395] .ltoreq. 0.002 0.000 .ltoreq.
w[1396] .ltoreq. 0.002 0.000 .ltoreq. w[1397] .ltoreq. 0.002 0.000
.ltoreq. w[1398] .ltoreq. 0.002 -0.001 .ltoreq. w[1399] .ltoreq.
0.001 -0.001 .ltoreq. w[1400] .ltoreq. 0.001 -0.001 .ltoreq.
w[1401] .ltoreq. 0.001 -0.001 .ltoreq. w[1402] .ltoreq. 0.001
-0.001 .ltoreq. w[1403] .ltoreq. 0.001 -0.001 .ltoreq. w[1404]
.ltoreq. 0.001 -0.002 .ltoreq. w[1405] .ltoreq. 0.000 -0.002
.ltoreq. w[1406] .ltoreq. 0.000 -0.002 .ltoreq. w[1407] .ltoreq.
0.000 -0.002 .ltoreq. w[1408] .ltoreq. 0.000 -0.002 .ltoreq.
w[1409] .ltoreq. 0.000 -0.002 .ltoreq. w[1410] .ltoreq. 0.000
-0.002 .ltoreq. w[1411] .ltoreq. 0.000 -0.003 .ltoreq. w[1412]
.ltoreq. -0.001 -0.003 .ltoreq. w[1413] .ltoreq. -0.001 -0.003
.ltoreq. w[1414] .ltoreq. -0.001 -0.003 .ltoreq. w[1415] .ltoreq.
-0.001 -0.003 .ltoreq. w[1416] .ltoreq. -0.001 -0.003 .ltoreq.
w[1417] .ltoreq. -0.001 -0.003 .ltoreq. w[1418] .ltoreq. -0.001
-0.004 .ltoreq. w[1419] .ltoreq. -0.002 -0.004 .ltoreq. w[1420]
.ltoreq. -0.002 -0.004 .ltoreq. w[1421] .ltoreq. -0.002 -0.004
.ltoreq. w[1422] .ltoreq. -0.002 -0.004 .ltoreq. w[1423] .ltoreq.
-0.002 -0.004 .ltoreq. w[1424] .ltoreq. -0.002 -0.004 .ltoreq.
w[1425] .ltoreq. -0.002 -0.005 .ltoreq. w[1426] .ltoreq. -0.003
-0.005 .ltoreq. w[1427] .ltoreq. -0.003 -0.005 .ltoreq. w[1428]
.ltoreq. -0.003 -0.005 .ltoreq. w[1429] .ltoreq. -0.003 -0.005
.ltoreq. w[1430] .ltoreq. -0.003 -0.005 .ltoreq. w[1431] .ltoreq.
-0.003 -0.005 .ltoreq. w[1432] .ltoreq. -0.003 -0.006 .ltoreq.
w[1433] .ltoreq. -0.004 -0.006 .ltoreq. w[1434] .ltoreq. -0.004
-0.006 .ltoreq. w[1435] .ltoreq. -0.004 -0.006 .ltoreq. w[1436]
.ltoreq. -0.004 -0.006 .ltoreq. w[1437] .ltoreq. -0.004 -0.006
.ltoreq. w[1438] .ltoreq. -0.004 -0.006 .ltoreq. w[1439] .ltoreq.
-0.004 -0.007 .ltoreq. w[1440] .ltoreq. -0.005 -0.007 .ltoreq.
w[1441] .ltoreq. -0.005 -0.007 .ltoreq. w[1442] .ltoreq. -0.005
-0.007 .ltoreq. w[1443] .ltoreq. -0.005 -0.007 .ltoreq. w[1444]
.ltoreq. -0.005 -0.007 .ltoreq. w[1445] .ltoreq. -0.005 -0.007
.ltoreq. w[1446] .ltoreq. -0.005 -0.008 .ltoreq. w[1447] .ltoreq.
-0.006 -0.008 .ltoreq. w[1448] .ltoreq. -0.006 -0.008 .ltoreq.
w[1449] .ltoreq. -0.006 -0.008 .ltoreq. w[1450] .ltoreq. -0.006
-0.008 .ltoreq. w[1451] .ltoreq. -0.006 -0.008 .ltoreq. w[1452]
.ltoreq. -0.006 -0.008 .ltoreq. w[1453] .ltoreq. -0.006 -0.009
.ltoreq. w[1454] .ltoreq. -0.007 -0.009 .ltoreq. w[1455] .ltoreq.
-0.007 -0.009 .ltoreq. w[1456] .ltoreq. -0.007 -0.009 .ltoreq.
w[1457] .ltoreq. -0.007 -0.009 .ltoreq. w[1458] .ltoreq. -0.007
-0.009 .ltoreq. w[1459] .ltoreq. -0.007 -0.009 .ltoreq. w[1460]
.ltoreq. -0.007 -0.009 .ltoreq. w[1461] .ltoreq. -0.007 -0.010
.ltoreq. w[1462] .ltoreq. -0.008 -0.010 .ltoreq. w[1463] .ltoreq.
-0.008 -0.010 .ltoreq. w[1464] .ltoreq. -0.008 -0.010 .ltoreq.
w[1465] .ltoreq. -0.008 -0.010 .ltoreq. w[1466] .ltoreq. -0.008
-0.010 .ltoreq. w[1467] .ltoreq. -0.008 -0.011 .ltoreq. w[1468]
.ltoreq. -0.009 -0.011 .ltoreq. w[1469] .ltoreq. -0.009 -0.011
.ltoreq. w[1470] .ltoreq. -0.009 -0.011 .ltoreq. w[1471] .ltoreq.
-0.009 -0.011 .ltoreq. w[1472] .ltoreq. -0.009 -0.011 .ltoreq.
w[1473] .ltoreq. -0.009 -0.012 .ltoreq. w[1474] .ltoreq. -0.010
-0.012 .ltoreq. w[1475] .ltoreq. -0.010 -0.012 .ltoreq. w[1476]
.ltoreq. -0.010 -0.012 .ltoreq. w[1477] .ltoreq. -0.010 -0.012
.ltoreq. w[1478] .ltoreq. -0.010 -0.012 .ltoreq. w[1479] .ltoreq.
-0.010 -0.012 .ltoreq. w[1480] .ltoreq. -0.010 -0.013 .ltoreq.
w[1481] .ltoreq. -0.011 -0.013 .ltoreq. w[1482] .ltoreq. -0.011
-0.013 .ltoreq. w[1483] .ltoreq. -0.011 -0.013 .ltoreq. w[1484]
.ltoreq. -0.011 -0.013 .ltoreq. w[1485] .ltoreq. -0.011 -0.013
.ltoreq. w[1486] .ltoreq. -0.011 -0.013 .ltoreq. w[1487] .ltoreq.
-0.011 -0.013 .ltoreq. w[1488] .ltoreq. -0.011 -0.013 .ltoreq.
w[1489] .ltoreq. -0.011 -0.014 .ltoreq. w[1490] .ltoreq. -0.012
-0.014 .ltoreq. w[1491] .ltoreq. -0.012 -0.014 .ltoreq. w[1492]
.ltoreq. -0.012 -0.014 .ltoreq. w[1493] .ltoreq. -0.012 -0.014
.ltoreq. w[1494] .ltoreq. -0.012 -0.014 .ltoreq. w[1495] .ltoreq.
-0.012 -0.014 .ltoreq. w[1496] .ltoreq. -0.012 -0.014 .ltoreq.
w[1497] .ltoreq. -0.012 -0.014 .ltoreq. w[1498] .ltoreq. -0.012
-0.014 .ltoreq. w[1499] .ltoreq. -0.012
-0.014 .ltoreq. w[1500] .ltoreq. -0.012 -0.014 .ltoreq. w[1501]
.ltoreq. -0.012 -0.014 .ltoreq. w[1502] .ltoreq. -0.012 -0.014
.ltoreq. w[1503] .ltoreq. -0.012 -0.014 .ltoreq. w[1504] .ltoreq.
-0.012 -0.014 .ltoreq. w[1505] .ltoreq. -0.012 -0.014 .ltoreq.
w[1506] .ltoreq. -0.012 -0.014 .ltoreq. w[1507] .ltoreq. -0.012
-0.014 .ltoreq. w[1508] .ltoreq. -0.012 -0.015 .ltoreq. w[1509]
.ltoreq. -0.013 -0.015 .ltoreq. w[1510] .ltoreq. -0.013 -0.015
.ltoreq. w[1511] .ltoreq. -0.013 -0.015 .ltoreq. w[1512] .ltoreq.
-0.013 -0.015 .ltoreq. w[1513] .ltoreq. -0.013 -0.015 .ltoreq.
w[1514] .ltoreq. -0.013 -0.015 .ltoreq. w[1515] .ltoreq. -0.013
-0.015 .ltoreq. w[1516] .ltoreq. -0.013 -0.015 .ltoreq. w[1517]
.ltoreq. -0.013 -0.015 .ltoreq. w[1518] .ltoreq. -0.013 -0.015
.ltoreq. w[1519] .ltoreq. -0.013 -0.015 .ltoreq. w[1520] .ltoreq.
-0.013 -0.015 .ltoreq. w[1521] .ltoreq. -0.013 -0.015 .ltoreq.
w[1522] .ltoreq. -0.013 -0.015 .ltoreq. w[1523] .ltoreq. -0.013
-0.015 .ltoreq. w[1524] .ltoreq. -0.013 -0.014 .ltoreq. w[1525]
.ltoreq. -0.012 -0.014 .ltoreq. w[1526] .ltoreq. -0.012 -0.014
.ltoreq. w[1527] .ltoreq. -0.012 -0.014 .ltoreq. w[1528] .ltoreq.
-0.012 -0.014 .ltoreq. w[1529] .ltoreq. -0.012 -0.014 .ltoreq.
w[1530] .ltoreq. -0.012 -0.014 .ltoreq. w[1531] .ltoreq. -0.012
-0.014 .ltoreq. w[1532] .ltoreq. -0.012 -0.014 .ltoreq. w[1533]
.ltoreq. -0.012 -0.014 .ltoreq. w[1534] .ltoreq. -0.012 -0.014
.ltoreq. w[1535] .ltoreq. -0.012 -0.014 .ltoreq. w[1536] .ltoreq.
-0.012 -0.014 .ltoreq. w[1537] .ltoreq. -0.012 -0.014 .ltoreq.
w[1538] .ltoreq. -0.012 -0.014 .ltoreq. w[1539] .ltoreq. -0.012
-0.014 .ltoreq. w[1540] .ltoreq. -0.012 -0.014 .ltoreq. w[1541]
.ltoreq. -0.012 -0.014 .ltoreq. w[1542] .ltoreq. -0.012 -0.014
.ltoreq. w[1543] .ltoreq. -0.012 -0.014 .ltoreq. w[1544] .ltoreq.
-0.012 -0.014 .ltoreq. w[1545] .ltoreq. -0.012 -0.014 .ltoreq.
w[1546] .ltoreq. -0.012 -0.014 .ltoreq. w[1547] .ltoreq. -0.012
-0.013 .ltoreq. w[1548] .ltoreq. -0.011 -0.013 .ltoreq. w[1549]
.ltoreq. -0.011 -0.013 .ltoreq. w[1550] .ltoreq. -0.011 -0.013
.ltoreq. w[1551] .ltoreq. -0.011 -0.013 .ltoreq. w[1552] .ltoreq.
-0.011 -0.013 .ltoreq. w[1553] .ltoreq. -0.011 -0.013 .ltoreq.
w[1554] .ltoreq. -0.011 -0.013 .ltoreq. w[1555] .ltoreq. -0.011
-0.013 .ltoreq. w[1556] .ltoreq. -0.011 -0.013 .ltoreq. w[1557]
.ltoreq. -0.011 -0.013 .ltoreq. w[1558] .ltoreq. -0.011 -0.013
.ltoreq. w[1559] .ltoreq. -0.011 -0.013 .ltoreq. w[1560] .ltoreq.
-0.011 -0.012 .ltoreq. w[1561] .ltoreq. -0.010 -0.012 .ltoreq.
w[1562] .ltoreq. -0.010 -0.012 .ltoreq. w[1563] .ltoreq. -0.010
-0.012 .ltoreq. w[1564] .ltoreq. -0.010 -0.012 .ltoreq. w[1565]
.ltoreq. -0.010 -0.012 .ltoreq. w[1566] .ltoreq. -0.010 -0.012
.ltoreq. w[1567] .ltoreq. -0.010 -0.012 .ltoreq. w[1568] .ltoreq.
-0.010 -0.012 .ltoreq. w[1569] .ltoreq. -0.010 -0.012 .ltoreq.
w[1570] .ltoreq. -0.010 -0.011 .ltoreq. w[1571] .ltoreq. -0.009
-0.011 .ltoreq. w[1572] .ltoreq. -0.009 -0.011 .ltoreq. w[1573]
.ltoreq. -0.009 -0.011 .ltoreq. w[1574] .ltoreq. -0.009 -0.011
.ltoreq. w[1575] .ltoreq. -0.009 -0.011 .ltoreq. w[1576] .ltoreq.
-0.009 -0.011 .ltoreq. w[1577] .ltoreq. -0.009 -0.011 .ltoreq.
w[1578] .ltoreq. -0.009 -0.011 .ltoreq. w[1579] .ltoreq. -0.009
-0.010 .ltoreq. w[1580] .ltoreq. -0.008 -0.010 .ltoreq. w[1581]
.ltoreq. -0.008 -0.010 .ltoreq. w[1582] .ltoreq. -0.008 -0.010
.ltoreq. w[1583] .ltoreq. -0.008 -0.010 .ltoreq. w[1584] .ltoreq.
-0.008 -0.010 .ltoreq. w[1585] .ltoreq. -0.008 -0.010 .ltoreq.
w[1586] .ltoreq. -0.008 -0.010 .ltoreq. w[1587] .ltoreq. -0.008
-0.010 .ltoreq. w[1588] .ltoreq. -0.008 -0.010 .ltoreq. w[1589]
.ltoreq. -0.008 -0.009 .ltoreq. w[1590] .ltoreq. -0.007 -0.009
.ltoreq. w[1591] .ltoreq. -0.007 -0.009 .ltoreq. w[1592] .ltoreq.
-0.007 -0.009 .ltoreq. w[1593] .ltoreq. -0.007 -0.009 .ltoreq.
w[1594] .ltoreq. -0.007 -0.009 .ltoreq. w[1595] .ltoreq. -0.007
-0.009 .ltoreq. w[1596] .ltoreq. -0.007 -0.009 .ltoreq. w[1597]
.ltoreq. -0.007 -0.009 .ltoreq. w[1598] .ltoreq. -0.007 -0.009
.ltoreq. w[1599] .ltoreq. -0.007 -0.009 .ltoreq. w[1600] .ltoreq.
-0.007 -0.009 .ltoreq. w[1601] .ltoreq. -0.007 -0.008 .ltoreq.
w[1602] .ltoreq. -0.006 -0.008 .ltoreq. w[1603] .ltoreq. -0.006
-0.008 .ltoreq. w[1604] .ltoreq. -0.006 -0.008 .ltoreq. w[1605]
.ltoreq. -0.006 -0.008 .ltoreq. w[1606] .ltoreq. -0.006 -0.008
.ltoreq. w[1607] .ltoreq. -0.006 -0.008 .ltoreq. w[1608] .ltoreq.
-0.006 -0.008 .ltoreq. w[1609] .ltoreq. -0.006 -0.008 .ltoreq.
w[1610] .ltoreq. -0.006 -0.008 .ltoreq. w[1611] .ltoreq. -0.006
-0.007 .ltoreq. w[1612] .ltoreq. -0.005 -0.007 .ltoreq. w[1613]
.ltoreq. -0.005 -0.007 .ltoreq. w[1614] .ltoreq. -0.005 -0.007
.ltoreq. w[1615] .ltoreq. -0.005 -0.007 .ltoreq. w[1616] .ltoreq.
-0.005 -0.007 .ltoreq. w[1617] .ltoreq. -0.005 -0.007 .ltoreq.
w[1618] .ltoreq. -0.005 -0.007 .ltoreq. w[1619] .ltoreq. -0.005
-0.006 .ltoreq. w[1620] .ltoreq. -0.004 -0.006 .ltoreq. w[1621]
.ltoreq. -0.004 -0.006 .ltoreq. w[1622] .ltoreq. -0.004 -0.006
.ltoreq. w[1623] .ltoreq. -0.004 -0.006 .ltoreq. w[1624] .ltoreq.
-0.004 -0.006 .ltoreq. w[1625] .ltoreq. -0.004 -0.006 .ltoreq.
w[1626] .ltoreq. -0.004 -0.005 .ltoreq. w[1627] .ltoreq. -0.003
-0.005 .ltoreq. w[1628] .ltoreq. -0.003 -0.005 .ltoreq. w[1629]
.ltoreq. -0.003 -0.005 .ltoreq. w[1630] .ltoreq. -0.003 -0.005
.ltoreq. w[1631] .ltoreq. -0.003 -0.005 .ltoreq. w[1632] .ltoreq.
-0.003 -0.005 .ltoreq. w[1633] .ltoreq. -0.003 -0.004 .ltoreq.
w[1634] .ltoreq. -0.002 -0.004 .ltoreq. w[1635] .ltoreq. -0.002
-0.004 .ltoreq. w[1636] .ltoreq. -0.002 -0.004 .ltoreq. w[1637]
.ltoreq. -0.002 -0.004 .ltoreq. w[1638] .ltoreq. -0.002 -0.004
.ltoreq. w[1639] .ltoreq. -0.002 -0.004 .ltoreq. w[1640] .ltoreq.
-0.002 -0.004 .ltoreq. w[1641] .ltoreq. -0.002 -0.003 .ltoreq.
w[1642] .ltoreq. -0.001 -0.003 .ltoreq. w[1643] .ltoreq. -0.001
-0.003 .ltoreq. w[1644] .ltoreq. -0.001 -0.003 .ltoreq. w[1645]
.ltoreq. -0.001 -0.003 .ltoreq. w[1646] .ltoreq. -0.001 -0.003
.ltoreq. w[1647] .ltoreq. -0.001 -0.003 .ltoreq. w[1648] .ltoreq.
-0.001 -0.003 .ltoreq. w[1649] .ltoreq. -0.001 -0.003 .ltoreq.
w[1650] .ltoreq. -0.001 -0.002 .ltoreq. w[1651] .ltoreq. 0.000
-0.002 .ltoreq. w[1652] .ltoreq. 0.000 -0.002 .ltoreq. w[1653]
.ltoreq. 0.000 -0.002 .ltoreq. w[1654] .ltoreq. 0.000 -0.002
.ltoreq. w[1655] .ltoreq. 0.000 -0.002 .ltoreq. w[1656] .ltoreq.
0.000 -0.002 .ltoreq. w[1657] .ltoreq. 0.000 -0.002 .ltoreq.
w[1658] .ltoreq. 0.000 -0.002 .ltoreq. w[1659] .ltoreq. 0.000
-0.002 .ltoreq. w[1660] .ltoreq. 0.000 -0.002 .ltoreq. w[1661]
.ltoreq. 0.000 -0.001 .ltoreq. w[1662] .ltoreq. 0.001 -0.001
.ltoreq. w[1663] .ltoreq. 0.001 -0.001 .ltoreq. w[1664] .ltoreq.
0.001 -0.001 .ltoreq. w[1665] .ltoreq. 0.001 -0.001 .ltoreq.
w[1666] .ltoreq. 0.001 -0.001 .ltoreq. w[1667] .ltoreq. 0.001
-0.001 .ltoreq. w[1668] .ltoreq. 0.001 -0.001 .ltoreq. w[1669]
.ltoreq. 0.001 -0.001 .ltoreq. w[1670] .ltoreq. 0.001 -0.001
.ltoreq. w[1671] .ltoreq. 0.001 -0.001 .ltoreq. w[1672] .ltoreq.
0.001 -0.001 .ltoreq. w[1673] .ltoreq. 0.001 -0.001 .ltoreq.
w[1674] .ltoreq. 0.001 -0.001 .ltoreq. w[1675] .ltoreq. 0.001
-0.001 .ltoreq. w[1676] .ltoreq. 0.001 -0.001 .ltoreq. w[1677]
.ltoreq. 0.001 -0.001 .ltoreq. w[1678] .ltoreq. 0.001 -0.001
.ltoreq. w[1679] .ltoreq. 0.001 -0.001 .ltoreq. w[1680] .ltoreq.
0.001 0.000 .ltoreq. w[1681] .ltoreq. 0.002 0.000 .ltoreq. w[1682]
.ltoreq. 0.002 0.000 .ltoreq. w[1683] .ltoreq. 0.002 0.000 .ltoreq.
w[1684] .ltoreq. 0.002 0.000 .ltoreq. w[1685] .ltoreq. 0.002 0.000
.ltoreq. w[1686] .ltoreq. 0.002 0.000 .ltoreq. w[1687] .ltoreq.
0.002 0.000 .ltoreq. w[1688] .ltoreq. 0.002 0.000 .ltoreq. w[1689]
.ltoreq. 0.002 0.000 .ltoreq. w[1690] .ltoreq. 0.002 0.000 .ltoreq.
w[1691] .ltoreq. 0.002 0.000 .ltoreq. w[1692] .ltoreq. 0.002 0.000
.ltoreq. w[1693] .ltoreq. 0.002 0.000 .ltoreq. w[1694] .ltoreq.
0.002 0.000 .ltoreq. w[1695] .ltoreq. 0.002 0.000 .ltoreq. w[1696]
.ltoreq. 0.002 0.000 .ltoreq. w[1697] .ltoreq. 0.002 0.000 .ltoreq.
w[1698] .ltoreq. 0.002 0.000 .ltoreq. w[1699] .ltoreq. 0.002 0.000
.ltoreq. w[1700] .ltoreq. 0.002 0.000 .ltoreq. w[1701] .ltoreq.
0.002 0.000 .ltoreq. w[1702] .ltoreq. 0.002 0.000 .ltoreq. w[1703]
.ltoreq. 0.002 0.000 .ltoreq. w[1704] .ltoreq. 0.002 0.000 .ltoreq.
w[1705] .ltoreq. 0.002 0.000 .ltoreq. w[1706] .ltoreq. 0.002 0.000
.ltoreq. w[1707] .ltoreq. 0.002 0.000 .ltoreq. w[1708] .ltoreq.
0.002 0.000 .ltoreq. w[1709] .ltoreq. 0.002 0.000 .ltoreq. w[1710]
.ltoreq. 0.002 0.000 .ltoreq. w[1711] .ltoreq. 0.002 0.000 .ltoreq.
w[1712] .ltoreq. 0.002 0.000 .ltoreq. w[1713] .ltoreq. 0.002 0.000
.ltoreq. w[1714] .ltoreq. 0.002 0.000 .ltoreq. w[1715] .ltoreq.
0.002 0.000 .ltoreq. w[1716] .ltoreq. 0.002 0.000 .ltoreq. w[1717]
.ltoreq. 0.002 0.000 .ltoreq. w[1718] .ltoreq. 0.002 0.000 .ltoreq.
w[1719] .ltoreq. 0.002 0.000 .ltoreq. w[1720] .ltoreq. 0.002 0.000
.ltoreq. w[1721] .ltoreq. 0.002 0.000 .ltoreq. w[1722] .ltoreq.
0.002 0.000 .ltoreq. w[1723] .ltoreq. 0.002 0.000 .ltoreq. w[1724]
.ltoreq. 0.002 0.000 .ltoreq. w[1725] .ltoreq. 0.002 0.000 .ltoreq.
w[1726] .ltoreq. 0.002 -0.001 .ltoreq. w[1727] .ltoreq. 0.001
-0.001 .ltoreq. w[1728] .ltoreq. 0.001 -0.001 .ltoreq. w[1729]
.ltoreq. 0.001 -0.001 .ltoreq. w[1730] .ltoreq. 0.001 -0.001
.ltoreq. w[1731] .ltoreq. 0.001 -0.001 .ltoreq. w[1732] .ltoreq.
0.001 -0.001 .ltoreq. w[1733] .ltoreq. 0.001 -0.001 .ltoreq.
w[1734] .ltoreq. 0.001 -0.001 .ltoreq. w[1735] .ltoreq. 0.001
-0.001 .ltoreq. w[1736] .ltoreq. 0.001 -0.001 .ltoreq. w[1737]
.ltoreq. 0.001 -0.001 .ltoreq. w[1738] .ltoreq. 0.001 -0.001
.ltoreq. w[1739] .ltoreq. 0.001 -0.001 .ltoreq. w[1740] .ltoreq.
0.001 -0.001 .ltoreq. w[1741] .ltoreq. 0.001 -0.001 .ltoreq.
w[1742] .ltoreq. 0.001 -0.001 .ltoreq. w[1743] .ltoreq. 0.001
-0.001 .ltoreq. w[1744] .ltoreq. 0.001 -0.001 .ltoreq. w[1745]
.ltoreq. 0.001 -0.001 .ltoreq. w[1746] .ltoreq. 0.001 -0.001
.ltoreq. w[1747] .ltoreq. 0.001 -0.001 .ltoreq. w[1748] .ltoreq.
0.001 -0.001 .ltoreq. w[1749] .ltoreq. 0.001 -0.001 .ltoreq.
w[1750] .ltoreq. 0.001
-0.001 .ltoreq. w[1751] .ltoreq. 0.001 -0.001 .ltoreq. w[1752]
.ltoreq. 0.001 -0.001 .ltoreq. w[1753] .ltoreq. 0.001 -0.001
.ltoreq. w[1754] .ltoreq. 0.001 -0.001 .ltoreq. w[1755] .ltoreq.
0.001 -0.001 .ltoreq. w[1756] .ltoreq. 0.001 -0.001 .ltoreq.
w[1757] .ltoreq. 0.001 -0.001 .ltoreq. w[1758] .ltoreq. 0.001
-0.001 .ltoreq. w[1759] .ltoreq. 0.001 -0.001 .ltoreq. w[1760]
.ltoreq. 0.001 -0.001 .ltoreq. w[1761] .ltoreq. 0.001 -0.001
.ltoreq. w[1762] .ltoreq. 0.001 -0.001 .ltoreq. w[1763] .ltoreq.
0.001 -0.001 .ltoreq. w[1764] .ltoreq. 0.001 -0.001 .ltoreq.
w[1765] .ltoreq. 0.001 -0.001 .ltoreq. w[1766] .ltoreq. 0.001
-0.001 .ltoreq. w[1767] .ltoreq. 0.001 -0.001 .ltoreq. w[1768]
.ltoreq. 0.001 -0.001 .ltoreq. w[1769] .ltoreq. 0.001 -0.001
.ltoreq. w[1770] .ltoreq. 0.001 -0.001 .ltoreq. w[1771] .ltoreq.
0.001 -0.001 .ltoreq. w[1772] .ltoreq. 0.001 -0.001 .ltoreq.
w[1773] .ltoreq. 0.001 -0.001 .ltoreq. w[1774] .ltoreq. 0.001
-0.001 .ltoreq. w[1775] .ltoreq. 0.001 -0.001 .ltoreq. w[1776]
.ltoreq. 0.001 -0.001 .ltoreq. w[1777] .ltoreq. 0.001 -0.001
.ltoreq. w[1778] .ltoreq. 0.001 -0.001 .ltoreq. w[1779] .ltoreq.
0.001 -0.001 .ltoreq. w[1780] .ltoreq. 0.001 -0.001 .ltoreq.
w[1781] .ltoreq. 0.001 -0.001 .ltoreq. w[1782] .ltoreq. 0.001
-0.001 .ltoreq. w[1783] .ltoreq. 0.001 -0.001 .ltoreq. w[1784]
.ltoreq. 0.001 -0.001 .ltoreq. w[1785] .ltoreq. 0.001 -0.001
.ltoreq. w[1786] .ltoreq. 0.001 -0.001 .ltoreq. w[1787] .ltoreq.
0.001 -0.001 .ltoreq. w[1788] .ltoreq. 0.001 -0.001 .ltoreq.
w[1789] .ltoreq. 0.001 -0.001 .ltoreq. w[1790] .ltoreq. 0.001
-0.001 .ltoreq. w[1791] .ltoreq. 0.001 -0.001 .ltoreq. w[1792]
.ltoreq. 0.001 -0.001 .ltoreq. w[1793] .ltoreq. 0.001 -0.001
.ltoreq. w[1794] .ltoreq. 0.001 -0.001 .ltoreq. w[1795] .ltoreq.
0.001 -0.001 .ltoreq. w[1796] .ltoreq. 0.001 -0.001 .ltoreq.
w[1797] .ltoreq. 0.001 -0.001 .ltoreq. w[1798] .ltoreq. 0.001
-0.001 .ltoreq. w[1799] .ltoreq. 0.001 -0.001 .ltoreq. w[1800]
.ltoreq. 0.001 -0.001 .ltoreq. w[1801] .ltoreq. 0.001 -0.001
.ltoreq. w[1802] .ltoreq. 0.001 -0.001 .ltoreq. w[1803] .ltoreq.
0.001 -0.001 .ltoreq. w[1804] .ltoreq. 0.001 -0.001 .ltoreq.
w[1805] .ltoreq. 0.001 -0.001 .ltoreq. w[1806] .ltoreq. 0.001
-0.001 .ltoreq. w[1807] .ltoreq. 0.001 -0.001 .ltoreq. w[1808]
.ltoreq. 0.001 -0.001 .ltoreq. w[1809] .ltoreq. 0.001 -0.001
.ltoreq. w[1810] .ltoreq. 0.001 -0.001 .ltoreq. w[1811] .ltoreq.
0.001 -0.001 .ltoreq. w[1812] .ltoreq. 0.001 -0.001 .ltoreq.
w[1813] .ltoreq. 0.001 -0.001 .ltoreq. w[1814] .ltoreq. 0.001
-0.001 .ltoreq. w[1815] .ltoreq. 0.001 -0.001 .ltoreq. w[1816]
.ltoreq. 0.001 -0.001 .ltoreq. w[1817] .ltoreq. 0.001 -0.001
.ltoreq. w[1818] .ltoreq. 0.001 -0.001 .ltoreq. w[1819] .ltoreq.
0.001 -0.001 .ltoreq. w[1820] .ltoreq. 0.001 -0.001 .ltoreq.
w[1821] .ltoreq. 0.001 -0.001 .ltoreq. w[1822] .ltoreq. 0.001
-0.001 .ltoreq. w[1823] .ltoreq. 0.001 -0.001 .ltoreq. w[1824]
.ltoreq. 0.001 -0.001 .ltoreq. w[1825] .ltoreq. 0.001 -0.001
.ltoreq. w[1826] .ltoreq. 0.001 -0.001 .ltoreq. w[1827] .ltoreq.
0.001 -0.001 .ltoreq. w[1828] .ltoreq. 0.001 -0.001 .ltoreq.
w[1829] .ltoreq. 0.001 -0.001 .ltoreq. w[1830] .ltoreq. 0.001
-0.001 .ltoreq. w[1831] .ltoreq. 0.001 -0.001 .ltoreq. w[1832]
.ltoreq. 0.001 -0.001 .ltoreq. w[1833] .ltoreq. 0.001 -0.001
.ltoreq. w[1834] .ltoreq. 0.001 -0.001 .ltoreq. w[1835] .ltoreq.
0.001 -0.001 .ltoreq. w[1836] .ltoreq. 0.001 -0.001 .ltoreq.
w[1837] .ltoreq. 0.001 -0.001 .ltoreq. w[1838] .ltoreq. 0.001
-0.001 .ltoreq. w[1839] .ltoreq. 0.001 -0.001 .ltoreq. w[1840]
.ltoreq. 0.001 -0.001 .ltoreq. w[1841] .ltoreq. 0.001 -0.001
.ltoreq. w[1842] .ltoreq. 0.001 -0.001 .ltoreq. w[1843] .ltoreq.
0.001 -0.001 .ltoreq. w[1844] .ltoreq. 0.001 -0.001 .ltoreq.
w[1845] .ltoreq. 0.001 -0.001 .ltoreq. w[1846] .ltoreq. 0.001
-0.001 .ltoreq. w[1847] .ltoreq. 0.001 -0.001 .ltoreq. w[1848]
.ltoreq. 0.001 -0.001 .ltoreq. w[1849] .ltoreq. 0.001 -0.001
.ltoreq. w[1850] .ltoreq. 0.001 -0.001 .ltoreq. w[1851] .ltoreq.
0.001 -0.001 .ltoreq. w[1852] .ltoreq. 0.001 -0.001 .ltoreq.
w[1853] .ltoreq. 0.001 -0.001 .ltoreq. w[1854] .ltoreq. 0.001
-0.001 .ltoreq. w[1855] .ltoreq. 0.001 -0.001 .ltoreq. w[1856]
.ltoreq. 0.001 -0.001 .ltoreq. w[1857] .ltoreq. 0.001 -0.001
.ltoreq. w[1858] .ltoreq. 0.001 -0.001 .ltoreq. w[1859] .ltoreq.
0.001 -0.001 .ltoreq. w[1860] .ltoreq. 0.001 -0.001 .ltoreq.
w[1861] .ltoreq. 0.001 -0.001 .ltoreq. w[1862] .ltoreq. 0.001
-0.001 .ltoreq. w[1863] .ltoreq. 0.001 -0.001 .ltoreq. w[1864]
.ltoreq. 0.001 -0.001 .ltoreq. w[1865] .ltoreq. 0.001 -0.001
.ltoreq. w[1866] .ltoreq. 0.001 -0.001 .ltoreq. w[1867] .ltoreq.
0.001 -0.001 .ltoreq. w[1868] .ltoreq. 0.001 -0.001 .ltoreq.
w[1869] .ltoreq. 0.001 -0.001 .ltoreq. w[1870] .ltoreq. 0.001
-0.001 .ltoreq. w[1871] .ltoreq. 0.001 -0.001 .ltoreq. w[1872]
.ltoreq. 0.001 -0.001 .ltoreq. w[1873] .ltoreq. 0.001 -0.001
.ltoreq. w[1874] .ltoreq. 0.001 -0.001 .ltoreq. w[1875] .ltoreq.
0.001 -0.001 .ltoreq. w[1876] .ltoreq. 0.001 -0.001 .ltoreq.
w[1877] .ltoreq. 0.001 -0.001 .ltoreq. w[1878] .ltoreq. 0.001
-0.001 .ltoreq. w[1879] .ltoreq. 0.001 -0.001 .ltoreq. w[1880]
.ltoreq. 0.001 -0.001 .ltoreq. w[1881] .ltoreq. 0.001 -0.001
.ltoreq. w[1882] .ltoreq. 0.001 -0.001 .ltoreq. w[1883] .ltoreq.
0.001 -0.001 .ltoreq. w[1884] .ltoreq. 0.001 -0.001 .ltoreq.
w[1885] .ltoreq. 0.001 -0.001 .ltoreq. w[1886] .ltoreq. 0.001
-0.001 .ltoreq. w[1887] .ltoreq. 0.001 -0.001 .ltoreq. w[1888]
.ltoreq. 0.001 -0.001 .ltoreq. w[1889] .ltoreq. 0.001 -0.001
.ltoreq. w[1890] .ltoreq. 0.001 -0.001 .ltoreq. w[1891] .ltoreq.
0.001 -0.001 .ltoreq. w[1892] .ltoreq. 0.001 -0.001 .ltoreq.
w[1893] .ltoreq. 0.001 -0.001 .ltoreq. w[1894] .ltoreq. 0.001
-0.001 .ltoreq. w[1895] .ltoreq. 0.001 -0.001 .ltoreq. w[1896]
.ltoreq. 0.001 -0.001 .ltoreq. w[1897] .ltoreq. 0.001 -0.001
.ltoreq. w[1898] .ltoreq. 0.001 -0.001 .ltoreq. w[1899] .ltoreq.
0.001 -0.001 .ltoreq. w[1900] .ltoreq. 0.001 -0.001 .ltoreq.
w[1901] .ltoreq. 0.001 -0.001 .ltoreq. w[1902] .ltoreq. 0.001
-0.001 .ltoreq. w[1903] .ltoreq. 0.001 -0.001 .ltoreq. w[1904]
.ltoreq. 0.001 -0.001 .ltoreq. w[1905] .ltoreq. 0.001 -0.001
.ltoreq. w[1906] .ltoreq. 0.001 -0.001 .ltoreq. w[1907] .ltoreq.
0.001 -0.001 .ltoreq. w[1908] .ltoreq. 0.001 -0.001 .ltoreq.
w[1909] .ltoreq. 0.001 -0.001 .ltoreq. w[1910] .ltoreq. 0.001
-0.001 .ltoreq. w[1911] .ltoreq. 0.001 -0.001 .ltoreq. w[1912]
.ltoreq. 0.001 -0.001 .ltoreq. w[1913] .ltoreq. 0.001 -0.001
.ltoreq. w[1914] .ltoreq. 0.001 -0.001 .ltoreq. w[1915] .ltoreq.
0.001 -0.001 .ltoreq. w[1916] .ltoreq. 0.001 -0.001 .ltoreq.
w[1917] .ltoreq. 0.001 -0.001 .ltoreq. w[1918] .ltoreq. 0.001
-0.001 .ltoreq. w[1919] .ltoreq. 0.001 -0.001 .ltoreq. w[1920]
.ltoreq. 0.001 -0.001 .ltoreq. w[1921] .ltoreq. 0.001 -0.001
.ltoreq. w[1922] .ltoreq. 0.001 -0.001 .ltoreq. w[1923] .ltoreq.
0.001 -0.001 .ltoreq. w[1924] .ltoreq. 0.001 -0.001 .ltoreq.
w[1925] .ltoreq. 0.001 -0.001 .ltoreq. w[1926] .ltoreq. 0.001
-0.001 .ltoreq. w[1927] .ltoreq. 0.001 -0.001 .ltoreq. w[1928]
.ltoreq. 0.001 -0.001 .ltoreq. w[1929] .ltoreq. 0.001 -0.001
.ltoreq. w[1930] .ltoreq. 0.001 -0.001 .ltoreq. w[1931] .ltoreq.
0.001 -0.001 .ltoreq. w[1932] .ltoreq. 0.001 -0.001 .ltoreq.
w[1933] .ltoreq. 0.001 -0.001 .ltoreq. w[1934] .ltoreq. 0.001
-0.002 .ltoreq. w[1935] .ltoreq. 0.000 -0.002 .ltoreq. w[1936]
.ltoreq. 0.000 -0.002 .ltoreq. w[1937] .ltoreq. 0.000 -0.002
.ltoreq. w[1938] .ltoreq. 0.000 -0.002 .ltoreq. w[1939] .ltoreq.
0.000 -0.002 .ltoreq. w[1940] .ltoreq. 0.000 -0.002 .ltoreq.
w[1941] .ltoreq. 0.000 -0.002 .ltoreq. w[1942] .ltoreq. 0.000
-0.002 .ltoreq. w[1943] .ltoreq. 0.000 -0.002 .ltoreq. w[1944]
.ltoreq. 0.000 -0.002 .ltoreq. w[1945] .ltoreq. 0.000 -0.002
.ltoreq. w[1946] .ltoreq. 0.000 -0.002 .ltoreq. w[1947] .ltoreq.
0.000 -0.002 .ltoreq. w[1948] .ltoreq. 0.000 -0.002 .ltoreq.
w[1949] .ltoreq. 0.000 -0.002 .ltoreq. w[1950] .ltoreq. 0.000
-0.002 .ltoreq. w[1951] .ltoreq. 0.000 -0.002 .ltoreq. w[1952]
.ltoreq. 0.000 -0.002 .ltoreq. w[1953] .ltoreq. 0.000 -0.002
.ltoreq. w[1954] .ltoreq. 0.000 -0.002 .ltoreq. w[1955] .ltoreq.
0.000 -0.002 .ltoreq. w[1956] .ltoreq. 0.000 -0.002 .ltoreq.
w[1957] .ltoreq. 0.000 -0.002 .ltoreq. w[1958] .ltoreq. 0.000
-0.002 .ltoreq. w[1959] .ltoreq. 0.000 -0.002 .ltoreq. w[1960]
.ltoreq. 0.000 -0.002 .ltoreq. w[1961] .ltoreq. 0.000 -0.002
.ltoreq. w[1962] .ltoreq. 0.000 -0.002 .ltoreq. w[1963] .ltoreq.
0.000 -0.002 .ltoreq. w[1964] .ltoreq. 0.000 -0.002 .ltoreq.
w[1965] .ltoreq. 0.000 -0.002 .ltoreq. w[1966] .ltoreq. 0.000
-0.002 .ltoreq. w[1967] .ltoreq. 0.000 -0.002 .ltoreq. w[1968]
.ltoreq. 0.000 -0.002 .ltoreq. w[1969] .ltoreq. 0.000 -0.002
.ltoreq. w[1970] .ltoreq. 0.000 -0.002 .ltoreq. w[1971] .ltoreq.
0.000 -0.002 .ltoreq. w[1972] .ltoreq. 0.000 -0.002 .ltoreq.
w[1973] .ltoreq. 0.000 -0.002 .ltoreq. w[1974] .ltoreq. 0.000
-0.002 .ltoreq. w[1975] .ltoreq. 0.000 -0.002 .ltoreq. w[1976]
.ltoreq. 0.000 -0.002 .ltoreq. w[1977] .ltoreq. 0.000 -0.002
.ltoreq. w[1978] .ltoreq. 0.000 -0.002 .ltoreq. w[1979] .ltoreq.
0.000 -0.002 .ltoreq. w[1980] .ltoreq. 0.000 -0.002 .ltoreq.
w[1981] .ltoreq. 0.000 -0.002 .ltoreq. w[1982] .ltoreq. 0.000
-0.002 .ltoreq. w[1983] .ltoreq. 0.000 -0.002 .ltoreq. w[1984]
.ltoreq. 0.000 -0.002 .ltoreq. w[1985] .ltoreq. 0.000 -0.002
.ltoreq. w[1986] .ltoreq. 0.000 -0.002 .ltoreq. w[1987] .ltoreq.
0.000 -0.002 .ltoreq. w[1988] .ltoreq. 0.000 -0.002 .ltoreq.
w[1989] .ltoreq. 0.000 -0.002 .ltoreq. w[1990] .ltoreq. 0.000
-0.002 .ltoreq. w[1991] .ltoreq. 0.000 -0.002 .ltoreq. w[1992]
.ltoreq. 0.000 -0.002 .ltoreq. w[1993] .ltoreq. 0.000 -0.002
.ltoreq. w[1994] .ltoreq. 0.000 -0.002 .ltoreq. w[1995] .ltoreq.
0.000 -0.002 .ltoreq. w[1996] .ltoreq. 0.000 -0.002 .ltoreq.
w[1997] .ltoreq. 0.000 -0.002 .ltoreq. w[1998] .ltoreq. 0.000
-0.002 .ltoreq. w[1999] .ltoreq. 0.000 -0.002 .ltoreq. w[2000]
.ltoreq. 0.000 -0.002 .ltoreq. w[2001] .ltoreq. 0.000
-0.002 .ltoreq. w[2002] .ltoreq. 0.000 -0.002 .ltoreq. w[2003]
.ltoreq. 0.000 -0.002 .ltoreq. w[2004] .ltoreq. 0.000 -0.002
.ltoreq. w[2005] .ltoreq. 0.000 -0.002 .ltoreq. w[2006] .ltoreq.
0.000 -0.002 .ltoreq. w[2007] .ltoreq. 0.000 -0.002 .ltoreq.
w[2008] .ltoreq. 0.000 -0.002 .ltoreq. w[2009] .ltoreq. 0.000
-0.002 .ltoreq. w[2010] .ltoreq. 0.000 -0.002 .ltoreq. w[2011]
.ltoreq. 0.000 -0.002 .ltoreq. w[2012] .ltoreq. 0.000 -0.002
.ltoreq. w[2013] .ltoreq. 0.000 -0.002 .ltoreq. w[2014] .ltoreq.
0.000 -0.002 .ltoreq. w[2015] .ltoreq. 0.000 -0.002 .ltoreq.
w[2016] .ltoreq. 0.000 -0.002 .ltoreq. w[2017] .ltoreq. 0.000
-0.002 .ltoreq. w[2018] .ltoreq. 0.000 -0.002 .ltoreq. w[2019]
.ltoreq. 0.000 -0.002 .ltoreq. w[2020] .ltoreq. 0.000 -0.002
.ltoreq. w[2021] .ltoreq. 0.000 -0.002 .ltoreq. w[2022] .ltoreq.
0.000 -0.002 .ltoreq. w[2023] .ltoreq. 0.000 -0.002 .ltoreq.
w[2024] .ltoreq. 0.000 -0.002 .ltoreq. w[2025] .ltoreq. 0.000
-0.002 .ltoreq. w[2026] .ltoreq. 0.000 -0.002 .ltoreq. w[2027]
.ltoreq. 0.000 -0.002 .ltoreq. w[2028] .ltoreq. 0.000 -0.002
.ltoreq. w[2029] .ltoreq. 0.000 -0.002 .ltoreq. w[2030] .ltoreq.
0.000 -0.002 .ltoreq. w[2031] .ltoreq. 0.000 -0.002 .ltoreq.
w[2032] .ltoreq. 0.000 -0.002 .ltoreq. w[2033] .ltoreq. 0.000
-0.002 .ltoreq. w[2034] .ltoreq. 0.000 -0.002 .ltoreq. w[2035]
.ltoreq. 0.000 -0.002 .ltoreq. w[2036] .ltoreq. 0.000 -0.002
.ltoreq. w[2037] .ltoreq. 0.000 -0.002 .ltoreq. w[2038] .ltoreq.
0.000 -0.002 .ltoreq. w[2039] .ltoreq. 0.000 -0.002 .ltoreq.
w[2040] .ltoreq. 0.000 -0.002 .ltoreq. w[2041] .ltoreq. 0.000
-0.002 .ltoreq. w[2042] .ltoreq. 0.000 -0.002 .ltoreq. w[2043]
.ltoreq. 0.000 -0.002 .ltoreq. w[2044] .ltoreq. 0.000 -0.002
.ltoreq. w[2045] .ltoreq. 0.000 -0.002 .ltoreq. w[2046] .ltoreq.
0.000 -0.002 .ltoreq. w[2047] .ltoreq. 0.000
TABLE-US-00004 TABLE 4 (window coefficients w(n); N = 1024) w[0] =
0.00000000 w[1] = 0.00000000 w[2] = 0.00000000 w[3] = 0.00000000
w[4] = 0.00000000 w[5] = 0.00000000 w[6] = 0.00000000 w[7] =
0.00000000 w[8] = 0.00000000 w[9] = 0.00000000 w[10] = 0.00000000
w[11] = 0.00000000 w[12] = 0.00000000 w[13] = 0.00000000 w[14] =
0.00000000 w[15] = 0.00000000 w[16] = 0.00000000 w[17] = 0.00000000
w[18] = 0.00000000 w[19] = 0.00000000 w[20] = 0.00000000 w[21] =
0.00000000 w[22] = 0.00000000 w[23] = 0.00000000 w[24] = 0.00000000
w[25] = 0.00000000 w[26] = 0.00000000 w[27] = 0.00000000 w[28] =
0.00000000 w[29] = 0.00000000 w[30] = 0.00000000 w[31] = 0.00000000
w[32] = 0.00000000 w[33] = 0.00000000 w[34] = 0.00000000 w[35] =
0.00000000 w[36] = 0.00000000 w[37] = 0.00000000 w[38] = 0.00000000
w[39] = 0.00000000 w[40] = 0.00000000 w[41] = 0.00000000 w[42] =
0.00000000 w[43] = 0.00000000 w[44] = 0.00000000 w[45] = 0.00000000
w[46] = 0.00000000 w[47] = 0.00000000 w[48] = 0.00000000 w[49] =
0.00000000 w[50] = 0.00000000 w[51] = 0.00000000 w[52] = 0.00000000
w[53] = 0.00000000 w[54] = 0.00000000 w[55] = 0.00000000 w[56] =
0.00000000 w[57] = 0.00000000 w[58] = 0.00000000 w[59] = 0.00000000
w[60] = 0.00000000 w[61] = 0.00000000 w[62] = 0.00000000 w[63] =
0.00000000 w[64] = 0.00000000 w[65] = 0.00000000 w[66] = 0.00000000
w[67] = 0.00000000 w[68] = 0.00000000 w[69] = 0.00000000 w[70] =
0.00000000 w[71] = 0.00000000 w[72] = 0.00000000 w[73] = 0.00000000
w[74] = 0.00000000 w[75] = 0.00000000 w[76] = 0.00000000 w[77] =
0.00000000 w[78] = 0.00000000 w[79] = 0.00000000 w[80] = 0.00000000
w[81] = 0.00000000 w[82] = 0.00000000 w[83] = 0.00000000 w[84] =
0.00000000 w[85] = 0.00000000 w[86] = 0.00000000 w[87] = 0.00000000
w[88] = 0.00000000 w[89] = 0.00000000 w[90] = 0.00000000 w[91] =
0.00000000 w[92] = 0.00000000 w[93] = 0.00000000 w[94] = 0.00000000
w[95] = 0.00000000 w[96] = 0.00000000 w[97] = 0.00000000 w[98] =
0.00000000 w[99] = 0.00000000 w[100] = 0.00000000 w[101] =
0.00000000 w[102] = 0.00000000 w[103] = 0.00000000 w[104] =
0.00000000 w[105] = 0.00000000 w[106] = 0.00000000 w[107] =
0.00000000 w[108] = 0.00000000 w[109] = 0.00000000 w[110] =
0.00000000 w[111] = 0.00000000 w[112] = 0.00000000 w[113] =
0.00000000 w[114] = 0.00000000 w[115] = 0.00000000 w[116] =
0.00000000 w[117] = 0.00000000 w[118] = 0.00000000 w[119] =
0.00000000 w[120] = 0.00000000 w[121] = 0.00000000 w[122] =
0.00000000 w[123] = 0.00000000 w[124] = 0.00000000 w[125] =
0.00000000 w[126] = 0.00000000 w[127] = 0.00000000 w[128] =
0.00338834 w[129] = 0.00567745 w[130] = 0.00847677 w[131] =
0.01172641 w[132] = 0.01532555 w[133] = 0.01917664 w[134] =
0.02318809 w[135] = 0.02729259 w[136] = 0.03144503 w[137] =
0.03560261 w[138] = 0.03972499 w[139] = 0.04379783 w[140] =
0.04783094 w[141] = 0.05183357 w[142] = 0.05581342 w[143] =
0.05977723 w[144] = 0.06373173 w[145] = 0.06768364 w[146] =
0.07163937 w[147] = 0.07559976 w[148] = 0.07956096 w[149] =
0.08352024 w[150] = 0.08747623 w[151] = 0.09143035 w[152] =
0.09538618 w[153] = 0.09934771 w[154] = 0.10331917 w[155] =
0.10730456 w[156] = 0.11130697 w[157] = 0.11532867 w[158] =
0.11937133 w[159] = 0.12343922 w[160] = 0.12753911 w[161] =
0.13167705 w[162] = 0.13585812 w[163] = 0.14008529 w[164] =
0.14435986 w[165] = 0.14868291 w[166] = 0.15305531 w[167] =
0.15747594 w[168] = 0.16194193 w[169] = 0.16645070 w[170] =
0.17099991 w[171] = 0.17558633 w[172] = 0.18020600 w[173] =
0.18485548 w[174] = 0.18953191 w[175] = 0.19423322 w[176] =
0.19895800 w[177] = 0.20370512 w[178] = 0.20847374 w[179] =
0.21326312 w[180] = 0.21807244 w[181] = 0.22290083 w[182] =
0.22774742 w[183] = 0.23261210 w[184] = 0.23749542 w[185] =
0.24239767 w[186] = 0.24731889 w[187] = 0.25225887 w[188] =
0.25721719 w[189] = 0.26219330 w[190] = 0.26718648 w[191] =
0.27219630 w[192] = 0.27722262 w[193] = 0.28226514 w[194] =
0.28732336 w[195] = 0.29239628 w[196] = 0.29748247 w[197] =
0.30258055 w[198] = 0.30768914 w[199] = 0.31280508 w[200] =
0.31792385 w[201] = 0.32304172 w[202] = 0.32815579 w[203] =
0.33326397 w[204] = 0.33836470 w[205] = 0.34345661 w[206] =
0.34853868 w[207] = 0.35361188 w[208] = 0.35867865 w[209] =
0.36374072 w[210] = 0.36879900 w[211] = 0.37385347 w[212] =
0.37890349 w[213] = 0.38394836 w[214] = 0.38898730 w[215] =
0.39401912 w[216] = 0.39904236 w[217] = 0.40405575 w[218] =
0.40905820 w[219] = 0.41404819 w[220] = 0.41902398 w[221] =
0.42398423 w[222] = 0.42892805 w[223] = 0.43385441 w[224] =
0.43876210 w[225] = 0.44365014 w[226] = 0.44851786 w[227] =
0.45336632 w[228] = 0.45819759 w[229] = 0.46301302 w[230] =
0.46781309 w[231] = 0.47259722 w[232] = 0.47736435 w[233] =
0.48211365 w[234] = 0.48684450 w[235] = 0.49155594 w[236] =
0.49624679 w[237] = 0.50091636 w[238] = 0.50556440 w[239] =
0.51019132 w[240] = 0.51479771 w[241] = 0.51938391 w[242] =
0.52394998 w[243] = 0.52849587 w[244] = 0.53302151
w[245] = 0.53752680 w[246] = 0.54201160 w[247] = 0.54647575 w[248]
= 0.55091916 w[249] = 0.55534181 w[250] = 0.55974376 w[251] =
0.56412513 w[252] = 0.56848615 w[253] = 0.57282710 w[254] =
0.57714834 w[255] = 0.58145030 w[256] = 0.58492489 w[257] =
0.58918511 w[258] = 0.59342326 w[259] = 0.59763936 w[260] =
0.60183347 w[261] = 0.60600561 w[262] = 0.61015581 w[263] =
0.61428412 w[264] = 0.61839056 w[265] = 0.62247517 w[266] =
0.62653799 w[267] = 0.63057912 w[268] = 0.63459872 w[269] =
0.63859697 w[270] = 0.64257403 w[271] = 0.64653001 w[272] =
0.65046495 w[273] = 0.65437887 w[274] = 0.65827181 w[275] =
0.66214383 w[276] = 0.66599499 w[277] = 0.66982535 w[278] =
0.67363499 w[279] = 0.67742394 w[280] = 0.68119219 w[281] =
0.68493972 w[282] = 0.68866653 w[283] = 0.69237258 w[284] =
0.69605778 w[285] = 0.69972207 w[286] = 0.70336537 w[287] =
0.70698758 w[288] = 0.71058862 w[289] = 0.71416837 w[290] =
0.71772674 w[291] = 0.72126361 w[292] = 0.72477889 w[293] =
0.72827246 w[294] = 0.73174419 w[295] = 0.73519392 w[296] =
0.73862141 w[297] = 0.74202643 w[298] = 0.74540874 w[299] =
0.74876817 w[300] = 0.75210458 w[301] = 0.75541785 w[302] =
0.75870785 w[303] = 0.76197437 w[304] = 0.76521709 w[305] =
0.76843570 w[306] = 0.77162988 w[307] = 0.77479939 w[308] =
0.77794403 w[309] = 0.78106359 w[310] = 0.78415789 w[311] =
0.78722670 w[312] = 0.79026979 w[313] = 0.79328694 w[314] =
0.79627791 w[315] = 0.79924244 w[316] = 0.80218027 w[317] =
0.80509112 w[318] = 0.80797472 w[319] = 0.81083081 w[320] =
0.81365915 w[321] = 0.81645949 w[322] = 0.81923160 w[323] =
0.82197528 w[324] = 0.82469037 w[325] = 0.82737673 w[326] =
0.83003419 w[327] = 0.83266262 w[328] = 0.83526186 w[329] =
0.83783176 w[330] = 0.84037217 w[331] = 0.84288297 w[332] =
0.84536401 w[333] = 0.84781517 w[334] = 0.85023632 w[335] =
0.85262739 w[336] = 0.85498836 w[337] = 0.85731921 w[338] =
0.85961993 w[339] = 0.86189052 w[340] = 0.86413101 w[341] =
0.86634140 w[342] = 0.86852173 w[343] = 0.87067211 w[344] =
0.87279275 w[345] = 0.87488384 w[346] = 0.87694559 w[347] =
0.87897824 w[348] = 0.88098206 w[349] = 0.88295729 w[350] =
0.88490423 w[351] = 0.88682332 w[352] = 0.88871519 w[353] =
0.89058048 w[354] = 0.89241984 w[355] = 0.89423391 w[356] =
0.89602338 w[357] = 0.89778893 w[358] = 0.89953126 w[359] =
0.90125142 w[360] = 0.90295086 w[361] = 0.90463104 w[362] =
0.90629341 w[363] = 0.90793946 w[364] = 0.90957067 w[365] =
0.91118856 w[366] = 0.91279464 w[367] = 0.91439073 w[368] =
0.91597898 w[369] = 0.91756153 w[370] = 0.91914049 w[371] =
0.92071690 w[372] = 0.92229070 w[373] = 0.92386182 w[374] =
0.92542993 w[375] = 0.92698946 w[376] = 0.92852960 w[377] =
0.93003929 w[378] = 0.93150727 w[379] = 0.93291739 w[380] =
0.93424863 w[381] = 0.93547974 w[382] = 0.93658982 w[383] =
0.93756587 w[384] = 0.93894072 w[385] = 0.93922780 w[386] =
0.93955477 w[387] = 0.93991290 w[388] = 0.94029104 w[389] =
0.94067794 w[390] = 0.94106258 w[391] = 0.94144084 w[392] =
0.94181549 w[393] = 0.94218963 w[394] = 0.94256628 w[395] =
0.94294662 w[396] = 0.94332998 w[397] = 0.94371562 w[398] =
0.94410280 w[399] = 0.94449122 w[400] = 0.94488106 w[401] =
0.94527249 w[402] = 0.94566568 w[403] = 0.94606074 w[404] =
0.94645772 w[405] = 0.94685665 w[406] = 0.94725759 w[407] =
0.94766054 w[408] = 0.94806547 w[409] = 0.94847234 w[410] =
0.94888115 w[411] = 0.94929190 w[412] = 0.94970469 w[413] =
0.95011960 w[414] = 0.95053672 w[415] = 0.95095604 w[416] =
0.95137751 w[417] = 0.95180105 w[418] = 0.95222658 w[419] =
0.95265413 w[420] = 0.95308380 w[421] = 0.95351571 w[422] =
0.95394994 w[423] = 0.95438653 w[424] = 0.95482538 w[425] =
0.95526643 w[426] = 0.95570958 w[427] = 0.95615486 w[428] =
0.95660234 w[429] = 0.95705214 w[430] = 0.95750433 w[431] =
0.95795892 w[432] = 0.95841582 w[433] = 0.95887493 w[434] =
0.95933616 w[435] = 0.95979949 w[436] = 0.96026500 w[437] =
0.96073277 w[438] = 0.96120286 w[439] = 0.96167526 w[440] =
0.96214986 w[441] = 0.96262655 w[442] = 0.96310522 w[443] =
0.96358586 w[444] = 0.96406853 w[445] = 0.96455330 w[446] =
0.96504026 w[447] = 0.96552936 w[448] = 0.96602051 w[449] =
0.96651360 w[450] = 0.96700850 w[451] = 0.96750520 w[452] =
0.96800376 w[453] = 0.96850424 w[454] = 0.96900670 w[455] =
0.96951112 w[456] = 0.97001738 w[457] = 0.97052533 w[458] =
0.97103488 w[459] = 0.97154597 w[460] = 0.97205867 w[461] =
0.97257304 w[462] = 0.97308915 w[463] = 0.97360694 w[464] =
0.97412631 w[465] = 0.97464711 w[466] = 0.97516923 w[467] =
0.97569262 w[468] = 0.97621735 w[469] = 0.97674350 w[470] =
0.97727111 w[471] = 0.97780016 w[472] = 0.97833051 w[473] =
0.97886205 w[474] = 0.97939463 w[475] = 0.97992823 w[476] =
0.98046291 w[477] = 0.98099875 w[478] = 0.98153580 w[479] =
0.98207405 w[480] = 0.98261337 w[481] = 0.98315364 w[482] =
0.98369474 w[483] = 0.98423664 w[484] = 0.98477941 w[485] =
0.98532311 w[486] = 0.98586780 w[487] = 0.98641348 w[488] =
0.98696003 w[489] = 0.98750734 w[490] = 0.98805530 w[491] =
0.98860389 w[492] = 0.98915320 w[493] = 0.98970328 w[494] =
0.99025423 w[495] = 0.99080602
w[496] = 0.99135855 w[497] = 0.99191171 w[498] = 0.99246541 w[499]
= 0.99301962 w[500] = 0.99357443 w[501] = 0.99412992 w[502] =
0.99468617 w[503] = 0.99524320 w[504] = 0.99580092 w[505] =
0.99635926 w[506] = 0.99691814 w[507] = 0.99747748 w[508] =
0.99803721 w[509] = 0.99859725 w[510] = 0.99915752 w[511] =
0.99971793 w[512] = 1.00028215 w[513] = 1.00084319 w[514] =
1.00140472 w[515] = 1.00196665 w[516] = 1.00252889 w[517] =
1.00309139 w[518] = 1.00365404 w[519] = 1.00421679 w[520] =
1.00477954 w[521] = 1.00534221 w[522] = 1.00590474 w[523] =
1.00646713 w[524] = 1.00702945 w[525] = 1.00759179 w[526] =
1.00815424 w[527] = 1.00871678 w[528] = 1.00927930 w[529] =
1.00984169 w[530] = 1.01040384 w[531] = 1.01096575 w[532] =
1.01152747 w[533] = 1.01208910 w[534] = 1.01265070 w[535] =
1.01321226 w[536] = 1.01377365 w[537] = 1.01433478 w[538] =
1.01489551 w[539] = 1.01545584 w[540] = 1.01601582 w[541] =
1.01657553 w[542] = 1.01713502 w[543] = 1.01769427 w[544] =
1.01825316 w[545] = 1.01881154 w[546] = 1.01936929 w[547] =
1.01992639 w[548] = 1.02048289 w[549] = 1.02103888 w[550] =
1.02159441 w[551] = 1.02214945 w[552] = 1.02270387 w[553] =
1.02325751 w[554] = 1.02381025 w[555] = 1.02436204 w[556] =
1.02491295 w[557] = 1.02546304 w[558] = 1.02601238 w[559] =
1.02656092 w[560] = 1.02710853 w[561] = 1.02765508 w[562] =
1.02820041 w[563] = 1.02874449 w[564] = 1.02928737 w[565] =
1.02982913 w[566] = 1.03036981 w[567] = 1.03090937 w[568] =
1.03144768 w[569] = 1.03198460 w[570] = 1.03252000 w[571] =
1.03305384 w[572] = 1.03358617 w[573] = 1.03411707 w[574] =
1.03464659 w[575] = 1.03517470 w[576] = 1.03570128 w[577] =
1.03622620 w[578] = 1.03674934 w[579] = 1.03727066 w[580] =
1.03779024 w[581] = 1.03830815 w[582] = 1.03882446 w[583] =
1.03933914 w[584] = 1.03985206 w[585] = 1.04036312 w[586] =
1.04087217 w[587] = 1.04137920 w[588] = 1.04188428 w[589] =
1.04238748 w[590] = 1.04288888 w[591] = 1.04338845 w[592] =
1.04388610 w[593] = 1.04438170 w[594] = 1.04487515 w[595] =
1.04536645 w[596] = 1.04585569 w[597] = 1.04634297 w[598] =
1.04682838 w[599] = 1.04731192 w[600] = 1.04779350 w[601] =
1.04827303 w[602] = 1.04875042 w[603] = 1.04922568 w[604] =
1.04969891 w[605] = 1.05017022 w[606] = 1.05063974 w[607] =
1.05110746 w[608] = 1.05157332 w[609] = 1.05203721 w[610] =
1.05249907 w[611] = 1.05295889 w[612] = 1.05341676 w[613] =
1.05387277 w[614] = 1.05432700 w[615] = 1.05477948 w[616] =
1.05523018 w[617] = 1.05567906 w[618] = 1.05612608 w[619] =
1.05657124 w[620] = 1.05701459 w[621] = 1.05745616 w[622] =
1.05789601 w[623] = 1.05833426 w[624] = 1.05877109 w[625] =
1.05920669 w[626] = 1.05964125 w[627] = 1.06007444 w[628] =
1.06050542 w[629] = 1.06093335 w[630] = 1.06135746 w[631] =
1.06177909 w[632] = 1.06220164 w[633] = 1.06262858 w[634] =
1.06306309 w[635] = 1.06350050 w[636] = 1.06392837 w[637] =
1.06433391 w[638] = 1.06470443 w[639] = 1.06502996 w[640] =
1.06481076 w[641] = 1.06469765 w[642] = 1.06445004 w[643] =
1.06408002 w[644] = 1.06361382 w[645] = 1.06307719 w[646] =
1.06249453 w[647] = 1.06188365 w[648] = 1.06125612 w[649] =
1.06062291 w[650] = 1.05999418 w[651] = 1.05937132 w[652] =
1.05874726 w[653] = 1.05811486 w[654] = 1.05746728 w[655] =
1.05680000 w[656] = 1.05611070 w[657] = 1.05539715 w[658] =
1.05465735 w[659] = 1.05389329 w[660] = 1.05311083 w[661] =
1.05231578 w[662] = 1.05151372 w[663] = 1.05070811 w[664] =
1.04990044 w[665] = 1.04909210 w[666] = 1.04828434 w[667] =
1.04747647 w[668] = 1.04666590 w[669] = 1.04585003 w[670] =
1.04502628 w[671] = 1.04419009 w[672] = 1.04333499 w[673] =
1.04245452 w[674] = 1.04154244 w[675] = 1.04059452 w[676] =
1.03960846 w[677] = 1.03858207 w[678] = 1.03751326 w[679] =
1.03640189 w[680] = 1.03524976 w[681] = 1.03405868 w[682] =
1.03283047 w[683] = 1.03156812 w[684] = 1.03027574 w[685] =
1.02895743 w[686] = 1.02761717 w[687] = 1.02625804 w[688] =
1.02488222 w[689] = 1.02349184 w[690] = 1.02208892 w[691] =
1.02067450 w[692] = 1.01924861 w[693] = 1.01781123 w[694] =
1.01636229 w[695] = 1.01490045 w[696] = 1.01342315 w[697] =
1.01192778 w[698] = 1.01041175 w[699] = 1.00887284 w[700] =
1.00730915 w[701] = 1.00571882 w[702] = 1.00409996 w[703] =
1.00245032 w[704] = 1.00076734 w[705] = 0.99904842 w[706] =
0.99729101 w[707] = 0.99549380 w[708] = 0.99365664 w[709] =
0.99177946 w[710] = 0.98986234 w[711] = 0.98791024 w[712] =
0.98593294 w[713] = 0.98394037 w[714] = 0.98194226 w[715] =
0.97994532 w[716] = 0.97795324 w[717] = 0.97596955 w[718] =
0.97399748 w[719] = 0.97203326 w[720] = 0.97006624 w[721] =
0.96808546 w[722] = 0.96608018 w[723] = 0.96404416 w[724] =
0.96197556 w[725] = 0.95987276 w[726] = 0.95773420 w[727] =
0.95556018 w[728] = 0.95335291 w[729] = 0.95111462 w[730] =
0.94884764 w[731] = 0.94655663 w[732] = 0.94424858 w[733] =
0.94193055 w[734] = 0.93960953 w[735] = 0.93729154 w[736] =
0.93498157 w[737] = 0.93268456 w[738] = 0.93040503 w[739] =
0.92813771 w[740] = 0.92586755 w[741] = 0.92357910 w[742] =
0.92125731 w[743] = 0.91889642 w[744] = 0.91649998 w[745] =
0.91407191 w[746] = 0.91161623
w[747] = 0.90913975 w[748] = 0.90665202 w[749] = 0.90416271 w[750]
= 0.90168115 w[751] = 0.89920934 w[752] = 0.89674189 w[753] =
0.89427312 w[754] = 0.89179743 w[755] = 0.88931147 w[756] =
0.88681415 w[757] = 0.88430445 w[758] = 0.88178141 w[759] =
0.87924528 w[760] = 0.87669753 w[761] = 0.87413966 w[762] =
0.87157318 w[763] = 0.86899958 w[764] = 0.86642037 w[765] =
0.86383703 w[766] = 0.86125106 w[767] = 0.85866393 w[768] =
0.85604236 w[769] = 0.85344385 w[770] = 0.85083093 w[771] =
0.84820550 w[772] = 0.84556943 w[773] = 0.84292458 w[774] =
0.84027278 w[775] = 0.83761586 w[776] = 0.83495565 w[777] =
0.83229393 w[778] = 0.82963243 w[779] = 0.82697135 w[780] =
0.82430933 w[781] = 0.82164496 w[782] = 0.81897669 w[783] =
0.81630017 w[784] = 0.81360822 w[785] = 0.81089355 w[786] =
0.80814924 w[787] = 0.80537741 w[788] = 0.80258920 w[789] =
0.79979611 w[790] = 0.79700954 w[791] = 0.79423813 w[792] =
0.79148780 w[793] = 0.78876432 w[794] = 0.78607290 w[795] =
0.78340590 w[796] = 0.78074288 w[797] = 0.77806279 w[798] =
0.77534514 w[799] = 0.77258187 w[800] = 0.76977737 w[801] =
0.76693654 w[802] = 0.76406441 w[803] = 0.76116851 w[804] =
0.75825892 w[805] = 0.75534582 w[806] = 0.75243924 w[807] =
0.74954634 w[808] = 0.74667135 w[809] = 0.74381840 w[810] =
0.74099145 w[811] = 0.73819147 w[812] = 0.73541641 w[813] =
0.73266408 w[814] = 0.72993193 w[815] = 0.72720913 w[816] =
0.72447661 w[817] = 0.72171494 w[818] = 0.71890515 w[819] =
0.71603932 w[820] = 0.71312056 w[821] = 0.71015250 w[822] =
0.70713900 w[823] = 0.70409084 w[824] = 0.70102565 w[825] =
0.69796137 w[826] = 0.69491556 w[827] = 0.69189772 w[828] =
0.68890931 w[829] = 0.68595141 w[830] = 0.68302498 w[831] =
0.68012852 w[832] = 0.67725801 w[833] = 0.67440936 w[834] =
0.67157841 w[835] = 0.66876081 w[836] = 0.66595195 w[837] =
0.66314722 w[838] = 0.66034194 w[839] = 0.65753027 w[840] =
0.65470525 w[841] = 0.65185984 w[842] = 0.64898709 w[843] =
0.64608214 w[844] = 0.64314221 w[845] = 0.64016460 w[846] =
0.63714680 w[847] = 0.63409034 w[848] = 0.63100082 w[849] =
0.62788400 w[850] = 0.62474577 w[851] = 0.62159473 w[852] =
0.61844225 w[853] = 0.61529977 w[854] = 0.61217866 w[855] =
0.60908811 w[856] = 0.60603510 w[857] = 0.60302654 w[858] =
0.60006916 w[859] = 0.59716588 w[860] = 0.59431580 w[861] =
0.59151787 w[862] = 0.58877068 w[863] = 0.58606495 w[864] =
0.58338353 w[865] = 0.58070891 w[866] = 0.57802356 w[867] =
0.57530864 w[868] = 0.57254404 w[869] = 0.56970958 w[870] =
0.56678577 w[871] = 0.56376860 w[872] = 0.56066951 w[873] =
0.55750064 w[874] = 0.55427451 w[875] = 0.55101301 w[876] =
0.54774732 w[877] = 0.54450907 w[878] = 0.54132936 w[879] =
0.53822744 w[880] = 0.53521072 w[881] = 0.53228613 w[882] =
0.52945979 w[883] = 0.52671997 w[884] = 0.52403708 w[885] =
0.52138072 w[886] = 0.51872085 w[887] = 0.51603570 w[888] =
0.51331170 w[889] = 0.51053560 w[890] = 0.50769466 w[891] =
0.50478931 w[892] = 0.50183308 w[893] = 0.49884001 w[894] =
0.49582406 w[895] = 0.49279905 w[896] = 0.48985748 w[897] =
0.48679641 w[898] = 0.48379429 w[899] = 0.48085363 w[900] =
0.47796576 w[901] = 0.47512151 w[902] = 0.47231151 w[903] =
0.46952402 w[904] = 0.46674486 w[905] = 0.46395979 w[906] =
0.46115496 w[907] = 0.45832607 w[908] = 0.45547830 w[909] =
0.45261727 w[910] = 0.44974866 w[911] = 0.44688011 w[912] =
0.44402125 w[913] = 0.44118178 w[914] = 0.43837094 w[915] =
0.43558772 w[916] = 0.43282082 w[917] = 0.43005847 w[918] =
0.42728913 w[919] = 0.42450572 w[920] = 0.42170567 w[921] =
0.41888658 w[922] = 0.41604633 w[923] = 0.41318897 w[924] =
0.41032472 w[925] = 0.40746405 w[926] = 0.40461724 w[927] =
0.40178943 w[928] = 0.39898066 w[929] = 0.39619073 w[930] =
0.39341940 w[931] = 0.39066519 w[932] = 0.38792536 w[933] =
0.38519713 w[934] = 0.38247773 w[935] = 0.37976476 w[936] =
0.37705620 w[937] = 0.37435006 w[938] = 0.37164438 w[939] =
0.36893869 w[940] = 0.36623396 w[941] = 0.36353124 w[942] =
0.36083153 w[943] = 0.35813533 w[944] = 0.35544262 w[945] =
0.35275338 w[946] = 0.35006755 w[947] = 0.34738530 w[948] =
0.34470699 w[949] = 0.34203296 w[950] = 0.33936359 w[951] =
0.33669923 w[952] = 0.33404027 w[953] = 0.33138711 w[954] =
0.32874013 w[955] = 0.32609944 w[956] = 0.32346493 w[957] =
0.32083645 w[958] = 0.31821388 w[959] = 0.31559703 w[960] =
0.31298573 w[961] = 0.31037987 w[962] = 0.30777941 w[963] =
0.30518446 w[964] = 0.30259525 w[965] = 0.30001202 w[966] =
0.29743499 w[967] = 0.29486428 w[968] = 0.29229989 w[969] =
0.28974179 w[970] = 0.28718997 w[971] = 0.28464452 w[972] =
0.28210562 w[973] = 0.27957346 w[974] = 0.27704820 w[975] =
0.27452992 w[976] = 0.27201854 w[977] = 0.26951399 w[978] =
0.26701622 w[979] = 0.26452533 w[980] = 0.26204158 w[981] =
0.25956526 w[982] = 0.25709662 w[983] = 0.25463583 w[984] =
0.25218294 w[985] = 0.24973798 w[986] = 0.24730100 w[987] =
0.24487207 w[988] = 0.24245133 w[989] = 0.24003893 w[990] =
0.23763500 w[991] = 0.23523959 w[992] = 0.23285262 w[993] =
0.23047401 w[994] = 0.22810369 w[995] = 0.22574170 w[996] =
0.22338818 w[997] = 0.22104329
w[998] = 0.21870719 w[999] = 0.21637986 w[1000] = 0.21406117
w[1001] = 0.21175095 w[1002] = 0.20944904 w[1003] = 0.20715535
w[1004] = 0.20486987 w[1005] = 0.20259261 w[1006] = 0.20032356
w[1007] = 0.19806259 w[1008] = 0.19580944 w[1009] = 0.19356385
w[1010] = 0.19132556 w[1011] = 0.18909442 w[1012] = 0.18687040
w[1013] = 0.18465350 w[1014] = 0.18244372 w[1015] = 0.18024164
w[1016] = 0.17804841 w[1017] = 0.17586521 w[1018] = 0.17369322
w[1019] = 0.17153360 w[1020] = 0.16938755 w[1021] = 0.16725622
w[1022] = 0.16514081 w[1023] = 0.16304247 w[1024] = 0.16098974
w[1025] = 0.15896561 w[1026] = 0.15696026 w[1027] = 0.15497259
w[1028] = 0.15300151 w[1029] = 0.15104590 w[1030] = 0.14910466
w[1031] = 0.14717666 w[1032] = 0.14526081 w[1033] = 0.14335599
w[1034] = 0.14146111 w[1035] = 0.13957570 w[1036] = 0.13769993
w[1037] = 0.13583399 w[1038] = 0.13397806 w[1039] = 0.13213229
w[1040] = 0.13029682 w[1041] = 0.12847178 w[1042] = 0.12665729
w[1043] = 0.12485353 w[1044] = 0.12306074 w[1045] = 0.12127916
w[1046] = 0.11950900 w[1047] = 0.11775043 w[1048] = 0.11600347
w[1049] = 0.11426820 w[1050] = 0.11254465 w[1051] = 0.11083292
w[1052] = 0.10913318 w[1053] = 0.10744559 w[1054] = 0.10577028
w[1055] = 0.10410733 w[1056] = 0.10245672 w[1057] = 0.10081842
w[1058] = 0.09919240 w[1059] = 0.09757872 w[1060] = 0.09597750
w[1061] = 0.09438884 w[1062] = 0.09281288 w[1063] = 0.09124964
w[1064] = 0.08969907 w[1065] = 0.08816111 w[1066] = 0.08663570
w[1067] = 0.08512288 w[1068] = 0.08362274 w[1069] = 0.08213540
w[1070] = 0.08066096 w[1071] = 0.07919944 w[1072] = 0.07775076
w[1073] = 0.07631484 w[1074] = 0.07489161 w[1075] = 0.07348108
w[1076] = 0.07208335 w[1077] = 0.07069851 w[1078] = 0.06932667
w[1079] = 0.06796781 w[1080] = 0.06662187 w[1081] = 0.06528874
w[1082] = 0.06396833 w[1083] = 0.06266065 w[1084] = 0.06136578
w[1085] = 0.06008380 w[1086] = 0.05881480 w[1087] = 0.05755876
w[1088] = 0.05631557 w[1089] = 0.05508511 w[1090] = 0.05386728
w[1091] = 0.05266206 w[1092] = 0.05146951 w[1093] = 0.05028971
w[1094] = 0.04912272 w[1095] = 0.04796855 w[1096] = 0.04682709
w[1097] = 0.04569825 w[1098] = 0.04458194 w[1099] = 0.04347817
w[1100] = 0.04238704 w[1101] = 0.04130868 w[1102] = 0.04024318
w[1103] = 0.03919056 w[1104] = 0.03815071 w[1105] = 0.03712352
w[1106] = 0.03610890 w[1107] = 0.03510679 w[1108] = 0.03411720
w[1109] = 0.03314013 w[1110] = 0.03217560 w[1111] = 0.03122343
w[1112] = 0.03028332 w[1113] = 0.02935494 w[1114] = 0.02843799
w[1115] = 0.02753230 w[1116] = 0.02663788 w[1117] = 0.02575472
w[1118] = 0.02488283 w[1119] = 0.02402232 w[1120] = 0.02317341
w[1121] = 0.02233631 w[1122] = 0.02151124 w[1123] = 0.02069866
w[1124] = 0.01989922 w[1125] = 0.01911359 w[1126] = 0.01834241
w[1127] = 0.01758563 w[1128] = 0.01684248 w[1129] = 0.01611219
w[1130] = 0.01539398 w[1131] = 0.01468726 w[1132] = 0.01399167
w[1133] = 0.01330687 w[1134] = 0.01263250 w[1135] = 0.01196871
w[1136] = 0.01131609 w[1137] = 0.01067527 w[1138] = 0.01004684
w[1139] = 0.00943077 w[1140] = 0.00882641 w[1141] = 0.00823307
w[1142] = 0.00765011 w[1143] = 0.00707735 w[1144] = 0.00651513
w[1145] = 0.00596377 w[1146] = 0.00542364 w[1147] = 0.00489514
w[1148] = 0.00437884 w[1149] = 0.00387530 w[1150] = 0.00338509
w[1151] = 0.00290795 w[1152] = 0.00244282 w[1153] = 0.00198860
w[1154] = 0.00154417 w[1155] = 0.00110825 w[1156] = 0.00067934
w[1157] = 0.00025589 w[1158] = -0.00016357 w[1159] = -0.00057897
w[1160] = -0.00098865 w[1161] = -0.00139089 w[1162] = -0.00178397
w[1163] = -0.00216547 w[1164] = -0.00253230 w[1165] = -0.00288133
w[1166] = -0.00320955 w[1167] = -0.00351626 w[1168] = -0.00380315
w[1169] = -0.00407198 w[1170] = -0.00432457 w[1171] = -0.00456373
w[1172] = -0.00479326 w[1173] = -0.00501699 w[1174] = -0.00523871
w[1175] = -0.00546066 w[1176] = -0.00568360 w[1177] = -0.00590821
w[1178] = -0.00613508 w[1179] = -0.00636311 w[1180] = -0.00658944
w[1181] = -0.00681117 w[1182] = -0.00702540 w[1183] = -0.00722982
w[1184] = -0.00742268 w[1185] = -0.00760226 w[1186] = -0.00776687
w[1187] = -0.00791580 w[1188] = -0.00804933 w[1189] = -0.00816774
w[1190] = -0.00827139 w[1191] = -0.00836122 w[1192] = -0.00843882
w[1193] = -0.00850583 w[1194] = -0.00856383 w[1195] = -0.00861430
w[1196] = -0.00865853 w[1197] = -0.00869781 w[1198] = -0.00873344
w[1199] = -0.00876633 w[1200] = -0.00879707 w[1201] = -0.00882622
w[1202] = -0.00885433 w[1203] = -0.00888132 w[1204] = -0.00890652
w[1205] = -0.00892925 w[1206] = -0.00894881 w[1207] = -0.00896446
w[1208] = -0.00897541 w[1209] = -0.00898088 w[1210] = -0.00898010
w[1211] = -0.00897234 w[1212] = -0.00895696 w[1213] = -0.00893330
w[1214] = -0.00890076 w[1215] = -0.00885914 w[1216] = -0.00880875
w[1217] = -0.00874987 w[1218] = -0.00868282 w[1219] = -0.00860825
w[1220] = -0.00852716 w[1221] = -0.00844055 w[1222] = -0.00834941
w[1223] = -0.00825485 w[1224] = -0.00815807 w[1225] = -0.00806025
w[1226] = -0.00796253 w[1227] = -0.00786519 w[1228] = -0.00776767
w[1229] = -0.00766937 w[1230] = -0.00756971 w[1231] = -0.00746790
w[1232] = -0.00736305 w[1233] = -0.00725422 w[1234] = -0.00714055
w[1235] = -0.00702161 w[1236] = -0.00689746 w[1237] = -0.00676816
w[1238] = -0.00663381 w[1239] = -0.00649489 w[1240] = -0.00635230
w[1241] = -0.00620694 w[1242] = -0.00605969 w[1243] = -0.00591116
w[1244] = -0.00576167 w[1245] = -0.00561155 w[1246] = -0.00546110
w[1247] = -0.00531037 w[1248] = -0.00515917
w[1249] = -0.00500732 w[1250] = -0.00485462 w[1251] = -0.00470075
w[1252] = -0.00454530 w[1253] = -0.00438786 w[1254] = -0.00422805
w[1255] = -0.00406594 w[1256] = -0.00390204 w[1257] = -0.00373686
w[1258] = -0.00357091 w[1259] = -0.00340448 w[1260] = -0.00323770
w[1261] = -0.00307066 w[1262] = -0.00290344 w[1263] = -0.00273610
w[1264] = -0.00256867 w[1265] = -0.00240117 w[1266] = -0.00223365
w[1267] = -0.00206614 w[1268] = -0.00189866 w[1269] = -0.00173123
w[1270] = -0.00156390 w[1271] = -0.00139674 w[1272] = -0.00122989
w[1273] = -0.00106351 w[1274] = -0.00089772 w[1275] = -0.00073267
w[1276] = -0.00056849 w[1277] = -0.00040530 w[1278] = -0.00024324
w[1279] = -0.00008241 w[1280] = 0.00008214 w[1281] = 0.00024102
w[1282] = 0.00039922 w[1283] = 0.00055660 w[1284] = 0.00071299
w[1285] = 0.00086826 w[1286] = 0.00102224 w[1287] = 0.00117480
w[1288] = 0.00132579 w[1289] = 0.00147507 w[1290] = 0.00162252
w[1291] = 0.00176804 w[1292] = 0.00191161 w[1293] = 0.00205319
w[1294] = 0.00219277 w[1295] = 0.00233029 w[1296] = 0.00246567
w[1297] = 0.00259886 w[1298] = 0.00272975 w[1299] = 0.00285832
w[1300] = 0.00298453 w[1301] = 0.00310839 w[1302] = 0.00322990
w[1303] = 0.00334886 w[1304] = 0.00346494 w[1305] = 0.00357778
w[1306] = 0.00368706 w[1307] = 0.00379273 w[1308] = 0.00389501
w[1309] = 0.00399411 w[1310] = 0.00409020 w[1311] = 0.00418350
w[1312] = 0.00427419 w[1313] = 0.00436249 w[1314] = 0.00444858
w[1315] = 0.00453250 w[1316] = 0.00461411 w[1317] = 0.00469328
w[1318] = 0.00476988 w[1319] = 0.00484356 w[1320] = 0.00491375
w[1321] = 0.00497987 w[1322] = 0.00504139 w[1323] = 0.00509806
w[1324] = 0.00514990 w[1325] = 0.00519693 w[1326] = 0.00523920
w[1327] = 0.00527700 w[1328] = 0.00531083 w[1329] = 0.00534122
w[1330] = 0.00536864 w[1331] = 0.00539357 w[1332] = 0.00541649
w[1333] = 0.00543785 w[1334] = 0.00545809 w[1335] = 0.00547713
w[1336] = 0.00549441 w[1337] = 0.00550936 w[1338] = 0.00552146
w[1339] = 0.00553017 w[1340] = 0.00553494 w[1341] = 0.00553524
w[1342] = 0.00553058 w[1343] = 0.00552066 w[1344] = 0.00550536
w[1345] = 0.00548459 w[1346] = 0.00545828 w[1347] = 0.00542662
w[1348] = 0.00539007 w[1349] = 0.00534910 w[1350] = 0.00530415
w[1351] = 0.00525568 w[1352] = 0.00520418 w[1353] = 0.00515009
w[1354] = 0.00509387 w[1355] = 0.00503595 w[1356] = 0.00497674
w[1357] = 0.00491665 w[1358] = 0.00485605 w[1359] = 0.00479503
w[1360] = 0.00473336 w[1361] = 0.00467082 w[1362] = 0.00460721
w[1363] = 0.00454216 w[1364] = 0.00447517 w[1365] = 0.00440575
w[1366] = 0.00433344 w[1367] = 0.00425768 w[1368] = 0.00417786
w[1369] = 0.00409336 w[1370] = 0.00400363 w[1371] = 0.00390837
w[1372] = 0.00380759 w[1373] = 0.00370130 w[1374] = 0.00358952
w[1375] = 0.00347268 w[1376] = 0.00335157 w[1377] = 0.00322699
w[1378] = 0.00309975 w[1379] = 0.00297088 w[1380] = 0.00284164
w[1381] = 0.00271328 w[1382] = 0.00258700 w[1383] = 0.00246328
w[1384] = 0.00234195 w[1385] = 0.00222281 w[1386] = 0.00210562
w[1387] = 0.00198958 w[1388] = 0.00187331 w[1389] = 0.00175546
w[1390] = 0.00163474 w[1391] = 0.00151020 w[1392] = 0.00138130
w[1393] = 0.00124750 w[1394] = 0.00110831 w[1395] = 0.00096411
w[1396] = 0.00081611 w[1397] = 0.00066554 w[1398] = 0.00051363
w[1399] = 0.00036134 w[1400] = 0.00020940 w[1401] = 0.00005853
w[1402] = -0.00009058 w[1403] = -0.00023783 w[1404] = -0.00038368
w[1405] = -0.00052861 w[1406] = -0.00067310 w[1407] = -0.00081757
w[1408] = -0.00096237 w[1409] = -0.00110786 w[1410] = -0.00125442
w[1411] = -0.00140210 w[1412] = -0.00155065 w[1413] = -0.00169984
w[1414] = -0.00184940 w[1415] = -0.00199911 w[1416] = -0.00214872
w[1417] = -0.00229798 w[1418] = -0.00244664 w[1419] = -0.00259462
w[1420] = -0.00274205 w[1421] = -0.00288912 w[1422] = -0.00303596
w[1423] = -0.00318259 w[1424] = -0.00332890 w[1425] = -0.00347480
w[1426] = -0.00362024 w[1427] = -0.00376519 w[1428] = -0.00390962
w[1429] = -0.00405345 w[1430] = -0.00419658 w[1431] = -0.00433902
w[1432] = -0.00448085 w[1433] = -0.00462219 w[1434] = -0.00476309
w[1435] = -0.00490357 w[1436] = -0.00504361 w[1437] = -0.00518321
w[1438] = -0.00532243 w[1439] = -0.00546132 w[1440] = -0.00559988
w[1441] = -0.00573811 w[1442] = -0.00587602 w[1443] = -0.00601363
w[1444] = -0.00615094 w[1445] = -0.00628795 w[1446] = -0.00642466
w[1447] = -0.00656111 w[1448] = -0.00669737 w[1449] = -0.00683352
w[1450] = -0.00696963 w[1451] = -0.00710578 w[1452] = -0.00724208
w[1453] = -0.00737862 w[1454] = -0.00751554 w[1455] = -0.00765295
w[1456] = -0.00779098 w[1457] = -0.00792976 w[1458] = -0.00806941
w[1459] = -0.00821006 w[1460] = -0.00835183 w[1461] = -0.00849485
w[1462] = -0.00863926 w[1463] = -0.00878522 w[1464] = -0.00893293
w[1465] = -0.00908260 w[1466] = -0.00923444 w[1467] = -0.00938864
w[1468] = -0.00954537 w[1469] = -0.00970482 w[1470] = -0.00986715
w[1471] = -0.01003173 w[1472] = -0.01019711 w[1473] = -0.01036164
w[1474] = -0.01052357 w[1475] = -0.01068184 w[1476] = -0.01083622
w[1477] = -0.01098652 w[1478] = -0.01113252 w[1479] = -0.01127409
w[1480] = -0.01141114 w[1481] = -0.01154358 w[1482] = -0.01167135
w[1483] = -0.01179439 w[1484] = -0.01191268 w[1485] = -0.01202619
w[1486] = -0.01213493 w[1487] = -0.01223891 w[1488] = -0.01233817
w[1489] = -0.01243275 w[1490] = -0.01252272 w[1491] = -0.01260815
w[1492] = -0.01268915 w[1493] = -0.01276583 w[1494] = -0.01283832
w[1495] = -0.01290685 w[1496] = -0.01297171 w[1497] = -0.01303320
w[1498] = -0.01309168 w[1499] = -0.01314722
w[1500] = -0.01319969 w[1501] = -0.01324889 w[1502] = -0.01329466
w[1503] = -0.01333693 w[1504] = -0.01337577 w[1505] = -0.01341125
w[1506] = -0.01344345 w[1507] = -0.01347243 w[1508] = -0.01349823
w[1509] = -0.01352089 w[1510] = -0.01354045 w[1511] = -0.01355700
w[1512] = -0.01357068 w[1513] = -0.01358164 w[1514] = -0.01359003
w[1515] = -0.01359587 w[1516] = -0.01359901 w[1517] = -0.01359931
w[1518] = -0.01359661 w[1519] = -0.01359087 w[1520] = -0.01358219
w[1521] = -0.01357065 w[1522] = -0.01355637 w[1523] = -0.01353935
w[1524] = -0.01351949 w[1525] = -0.01349670 w[1526] = -0.01347088
w[1527] = -0.01344214 w[1528] = -0.01341078 w[1529] = -0.01337715
w[1530] = -0.01334158 w[1531] = -0.01330442 w[1532] = -0.01326601
w[1533] = -0.01322671 w[1534] = -0.01318689 w[1535] = -0.01314692
w[1536] = -0.01310123 w[1537] = -0.01306470 w[1538] = -0.01302556
w[1539] = -0.01298381 w[1540] = -0.01293948 w[1541] = -0.01289255
w[1542] = -0.01284305 w[1543] = -0.01279095 w[1544] = -0.01273625
w[1545] = -0.01267893 w[1546] = -0.01261897 w[1547] = -0.01255632
w[1548] = -0.01249096 w[1549] = -0.01242283 w[1550] = -0.01235190
w[1551] = -0.01227827 w[1552] = -0.01220213 w[1553] = -0.01212366
w[1554] = -0.01204304 w[1555] = -0.01196032 w[1556] = -0.01187543
w[1557] = -0.01178829 w[1558] = -0.01169884 w[1559] = -0.01160718
w[1560] = -0.01151352 w[1561] = -0.01141809 w[1562] = -0.01132111
w[1563] = -0.01122272 w[1564] = -0.01112304 w[1565] = -0.01102217
w[1566] = -0.01092022 w[1567] = -0.01081730 w[1568] = -0.01071355
w[1569] = -0.01060912 w[1570] = -0.01050411 w[1571] = -0.01039854
w[1572] = -0.01029227 w[1573] = -0.01018521 w[1574] = -0.01007727
w[1575] = -0.00996859 w[1576] = -0.00985959 w[1577] = -0.00975063
w[1578] = -0.00964208 w[1579] = -0.00953420 w[1580] = -0.00942723
w[1581] = -0.00932135 w[1582] = -0.00921677 w[1583] = -0.00911364
w[1584] = -0.00901208 w[1585] = -0.00891220 w[1586] = -0.00881412
w[1587] = -0.00871792 w[1588] = -0.00862369 w[1589] = -0.00853153
w[1590] = -0.00844149 w[1591] = -0.00835360 w[1592] = -0.00826785
w[1593] = -0.00818422 w[1594] = -0.00810267 w[1595] = -0.00802312
w[1596] = -0.00794547 w[1597] = -0.00786959 w[1598] = -0.00779533
w[1599] = -0.00772165 w[1600] = -0.00764673 w[1601] = -0.00756886
w[1602] = -0.00748649 w[1603] = -0.00739905 w[1604] = -0.00730681
w[1605] = -0.00721006 w[1606] = -0.00710910 w[1607] = -0.00700419
w[1608] = -0.00689559 w[1609] = -0.00678354 w[1610] = -0.00666829
w[1611] = -0.00655007 w[1612] = -0.00642916 w[1613] = -0.00630579
w[1614] = -0.00618022 w[1615] = -0.00605267 w[1616] = -0.00592333
w[1617] = -0.00579240 w[1618] = -0.00566006 w[1619] = -0.00552651
w[1620] = -0.00539194 w[1621] = -0.00525653 w[1622] = -0.00512047
w[1623] = -0.00498390 w[1624] = -0.00484693 w[1625] = -0.00470969
w[1626] = -0.00457228 w[1627] = -0.00443482 w[1628] = -0.00429746
w[1629] = -0.00416034 w[1630] = -0.00402359 w[1631] = -0.00388738
w[1632] = -0.00375185 w[1633] = -0.00361718 w[1634] = -0.00348350
w[1635] = -0.00335100 w[1636] = -0.00321991 w[1637] = -0.00309043
w[1638] = -0.00296276 w[1639] = -0.00283698 w[1640] = -0.00271307
w[1641] = -0.00259098 w[1642] = -0.00247066 w[1643] = -0.00235210
w[1644] = -0.00223531 w[1645] = -0.00212030 w[1646] = -0.00200709
w[1647] = -0.00189576 w[1648] = -0.00178647 w[1649] = -0.00167936
w[1650] = -0.00157457 w[1651] = -0.00147216 w[1652] = -0.00137205
w[1653] = -0.00127418 w[1654] = -0.00117849 w[1655] = -0.00108498
w[1656] = -0.00099375 w[1657] = -0.00090486 w[1658] = -0.00081840
w[1659] = -0.00073444 w[1660] = -0.00065309 w[1661] = -0.00057445
w[1662] = -0.00049860 w[1663] = -0.00042551 w[1664] = -0.00035503
w[1665] = -0.00028700 w[1666] = -0.00022125 w[1667] = -0.00015761
w[1668] = -0.00009588 w[1669] = -0.00003583 w[1670] = 0.00002272
w[1671] = 0.00007975 w[1672] = 0.00013501 w[1673] = 0.00018828
w[1674] = 0.00023933 w[1675] = 0.00028784 w[1676] = 0.00033342
w[1677] = 0.00037572 w[1678] = 0.00041438 w[1679] = 0.00044939
w[1680] = 0.00048103 w[1681] = 0.00050958 w[1682] = 0.00053533
w[1683] = 0.00055869 w[1684] = 0.00058015 w[1685] = 0.00060022
w[1686] = 0.00061935 w[1687] = 0.00063781 w[1688] = 0.00065568
w[1689] = 0.00067303 w[1690] = 0.00068991 w[1691] = 0.00070619
w[1692] = 0.00072155 w[1693] = 0.00073567 w[1694] = 0.00074826
w[1695] = 0.00075912 w[1696] = 0.00076811 w[1697] = 0.00077509
w[1698] = 0.00077997 w[1699] = 0.00078275 w[1700] = 0.00078351
w[1701] = 0.00078237 w[1702] = 0.00077943 w[1703] = 0.00077484
w[1704] = 0.00076884 w[1705] = 0.00076160 w[1706] = 0.00075335
w[1707] = 0.00074423 w[1708] = 0.00073442 w[1709] = 0.00072404
w[1710] = 0.00071323 w[1711] = 0.00070209 w[1712] = 0.00069068
w[1713] = 0.00067906 w[1714] = 0.00066728 w[1715] = 0.00065534
w[1716] = 0.00064321 w[1717] = 0.00063086 w[1718] = 0.00061824
w[1719] = 0.00060534 w[1720] = 0.00059211 w[1721] = 0.00057855
w[1722] = 0.00056462 w[1723] = 0.00055033 w[1724] = 0.00053566
w[1725] = 0.00052063 w[1726] = 0.00050522 w[1727] = 0.00048949
w[1728] = 0.00047349 w[1729] = 0.00045728 w[1730] = 0.00044092
w[1731] = 0.00042447 w[1732] = 0.00040803 w[1733] = 0.00039166
w[1734] = 0.00037544 w[1735] = 0.00035943 w[1736] = 0.00034371
w[1737] = 0.00032833 w[1738] = 0.00031333 w[1739] = 0.00029874
w[1740] = 0.00028452 w[1741] = 0.00027067 w[1742] = 0.00025715
w[1743] = 0.00024395 w[1744] = 0.00023104 w[1745] = 0.00021842
w[1746] = 0.00020606 w[1747] = 0.00019398 w[1748] = 0.00018218
w[1749] = 0.00017069 w[1750] = 0.00015953
w[1751] = 0.00014871 w[1752] = 0.00013827 w[1753] = 0.00012823
w[1754] = 0.00011861 w[1755] = 0.00010942 w[1756] = 0.00010067
w[1757] = 0.00009236 w[1758] = 0.00008448 w[1759] = 0.00007703
w[1760] = 0.00006999 w[1761] = 0.00006337 w[1762] = 0.00005714
w[1763] = 0.00005129 w[1764] = 0.00004583 w[1765] = 0.00004072
w[1766] = 0.00003597 w[1767] = 0.00003157 w[1768] = 0.00002752
w[1769] = 0.00002380 w[1770] = 0.00002042 w[1771] = 0.00001736
w[1772] = 0.00001461 w[1773] = 0.00001215 w[1774] = 0.00000998
w[1775] = 0.00000807 w[1776] = 0.00000641 w[1777] = 0.00000499
w[1778] = 0.00000378 w[1779] = 0.00000278 w[1780] = 0.00000196
w[1781] = 0.00000132 w[1782] = 0.00000082 w[1783] = 0.00000046
w[1784] = 0.00000020 w[1785] = 0.00000005 w[1786] = -0.00000003
w[1787] = -0.00000006 w[1788] = -0.00000004 w[1789] = -0.00000001
w[1790] = 0.00000001 w[1791] = 0.00000001 w[1792] = 0.00000001
w[1793] = 0.00000001 w[1794] = -0.00000001 w[1795] = -0.00000004
w[1796] = -0.00000005 w[1797] = -0.00000003 w[1798] = 0.00000005
w[1799] = 0.00000020 w[1800] = 0.00000043 w[1801] = 0.00000077
w[1802] = 0.00000123 w[1803] = 0.00000183 w[1804] = 0.00000257
w[1805] = 0.00000348 w[1806] = 0.00000455 w[1807] = 0.00000581
w[1808] = 0.00000727 w[1809] = 0.00000893 w[1810] = 0.00001080
w[1811] = 0.00001290 w[1812] = 0.00001522 w[1813] = 0.00001778
w[1814] = 0.00002057 w[1815] = 0.00002362 w[1816] = 0.00002691
w[1817] = 0.00003044 w[1818] = 0.00003422 w[1819] = 0.00003824
w[1820] = 0.00004250 w[1821] = 0.00004701 w[1822] = 0.00005176
w[1823] = 0.00005676 w[1824] = 0.00006200 w[1825] = 0.00006749
w[1826] = 0.00007322 w[1827] = 0.00007920 w[1828] = 0.00008541
w[1829] = 0.00009186 w[1830] = 0.00009854 w[1831] = 0.00010543
w[1832] = 0.00011251 w[1833] = 0.00011975 w[1834] = 0.00012714
w[1835] = 0.00013465 w[1836] = 0.00014227 w[1837] = 0.00014997
w[1838] = 0.00015775 w[1839] = 0.00016558 w[1840] = 0.00017348
w[1841] = 0.00018144 w[1842] = 0.00018947 w[1843] = 0.00019756
w[1844] = 0.00020573 w[1845] = 0.00021399 w[1846] = 0.00022233
w[1847] = 0.00023076 w[1848] = 0.00023924 w[1849] = 0.00024773
w[1850] = 0.00025621 w[1851] = 0.00026462 w[1852] = 0.00027293
w[1853] = 0.00028108 w[1854] = 0.00028904 w[1855] = 0.00029675
w[1856] = 0.00030419 w[1857] = 0.00031132 w[1858] = 0.00031810
w[1859] = 0.00032453 w[1860] = 0.00033061 w[1861] = 0.00033633
w[1862] = 0.00034169 w[1863] = 0.00034672 w[1864] = 0.00035142
w[1865] = 0.00035580 w[1866] = 0.00035988 w[1867] = 0.00036369
w[1868] = 0.00036723 w[1869] = 0.00037053 w[1870] = 0.00037361
w[1871] = 0.00037647 w[1872] = 0.00037909 w[1873] = 0.00038145
w[1874] = 0.00038352 w[1875] = 0.00038527 w[1876] = 0.00038663
w[1877] = 0.00038757 w[1878] = 0.00038801 w[1879] = 0.00038790
w[1880] = 0.00038717 w[1881] = 0.00038572 w[1882] = 0.00038350
w[1883] = 0.00038044 w[1884] = 0.00037651 w[1885] = 0.00037170
w[1886] = 0.00036597 w[1887] = 0.00035936 w[1888] = 0.00035191
w[1889] = 0.00034370 w[1890] = 0.00033480 w[1891] = 0.00032531
w[1892] = 0.00031537 w[1893] = 0.00030512 w[1894] = 0.00029470
w[1895] = 0.00028417 w[1896] = 0.00027354 w[1897] = 0.00026279
w[1898] = 0.00025191 w[1899] = 0.00024081 w[1900] = 0.00022933
w[1901] = 0.00021731 w[1902] = 0.00020458 w[1903] = 0.00019101
w[1904] = 0.00017654 w[1905] = 0.00016106 w[1906] = 0.00014452
w[1907] = 0.00012694 w[1908] = 0.00010848 w[1909] = 0.00008929
w[1910] = 0.00006953 w[1911] = 0.00004935 w[1912] = 0.00002884
w[1913] = 0.00000813 w[1914] = -0.00001268 w[1915] = -0.00003357
w[1916] = -0.00005457 w[1917] = -0.00007574 w[1918] = -0.00009714
w[1919] = -0.00011882 w[1920] = -0.00014082 w[1921] = -0.00016318
w[1922] = -0.00018595 w[1923] = -0.00020912 w[1924] = -0.00023265
w[1925] = -0.00025650 w[1926] = -0.00028060 w[1927] = -0.00030492
w[1928] = -0.00032941 w[1929] = -0.00035400 w[1930] = -0.00037865
w[1931] = -0.00040333 w[1932] = -0.00042804 w[1933] = -0.00045279
w[1934] = -0.00047759 w[1935] = -0.00050243 w[1936] = -0.00052728
w[1937] = -0.00055209 w[1938] = -0.00057685 w[1939] = -0.00060153
w[1940] = -0.00062611 w[1941] = -0.00065056 w[1942] = -0.00067485
w[1943] = -0.00069895 w[1944] = -0.00072287 w[1945] = -0.00074660
w[1946] = -0.00077013 w[1947] = -0.00079345 w[1948] = -0.00081653
w[1949] = -0.00083936 w[1950] = -0.00086192 w[1951] = -0.00088421
w[1952] = -0.00090619 w[1953] = -0.00092786 w[1954] = -0.00094919
w[1955] = -0.00097017 w[1956] = -0.00099077 w[1957] = -0.00101098
w[1958] = -0.00103077 w[1959] = -0.00105012 w[1960] = -0.00106904
w[1961] = -0.00108750 w[1962] = -0.00110549 w[1963] = -0.00112301
w[1964] = -0.00114005 w[1965] = -0.00115660 w[1966] = -0.00117265
w[1967] = -0.00118821 w[1968] = -0.00120325 w[1969] = -0.00121779
w[1970] = -0.00123180 w[1971] = -0.00124528 w[1972] = -0.00125822
w[1973] = -0.00127061 w[1974] = -0.00128243 w[1975] = -0.00129368
w[1976] = -0.00130435 w[1977] = -0.00131445 w[1978] = -0.00132395
w[1979] = -0.00133285 w[1980] = -0.00134113 w[1981] = -0.00134878
w[1982] = -0.00135578 w[1983] = -0.00136215 w[1984] = -0.00136797
w[1985] = -0.00137333 w[1986] = -0.00137834 w[1987] = -0.00138305
w[1988] = -0.00138748 w[1989] = -0.00139163 w[1990] = -0.00139551
w[1991] = -0.00139913 w[1992] = -0.00140249 w[1993] = -0.00140559
w[1994] = -0.00140844 w[1995] = -0.00141102 w[1996] = -0.00141334
w[1997] = -0.00141538 w[1998] = -0.00141714 w[1999] = -0.00141861
w[2000] = -0.00141978 w[2001] = -0.00142064
w[2002] = -0.00142117 w[2003] = -0.00142138 w[2004] = -0.00142125
w[2005] = -0.00142077 w[2006] = -0.00141992 w[2007] = -0.00141870
w[2008] = -0.00141710 w[2009] = -0.00141510 w[2010] = -0.00141268
w[2011] = -0.00140986 w[2012] = -0.00140663 w[2013] = -0.00140301
w[2014] = -0.00139900 w[2015] = -0.00139460 w[2016] = -0.00138981
w[2017] = -0.00138464 w[2018] = -0.00137908 w[2019] = -0.00137313
w[2020] = -0.00136680 w[2021] = -0.00136010 w[2022] = -0.00135301
w[2023] = -0.00134555 w[2024] = -0.00133772 w[2025] = -0.00132952
w[2026] = -0.00132095 w[2027] = -0.00131201 w[2028] = -0.00130272
w[2029] = -0.00129307 w[2030] = -0.00128309 w[2031] = -0.00127277
w[2032] = -0.00126211 w[2033] = -0.00125113 w[2034] = -0.00123981
w[2035] = -0.00122817 w[2036] = -0.00121622 w[2037] = -0.00120397
w[2038] = -0.00119141 w[2039] = -0.00117859 w[2040] = -0.00116552
w[2041] = -0.00115223 w[2042] = -0.00113877 w[2043] = -0.00112517
w[2044] = -0.00111144 w[2045] = -0.00109764 w[2046] = -0.00108377
w[2047] = -0.00106989
TABLE-US-00005 TABLE 5 (window coefficients w(n); M = 512) -0.582
.ltoreq. w[0] .ltoreq. -0.580 -0.578 .ltoreq. w[1] .ltoreq. -0.576
-0.574 .ltoreq. w[2] .ltoreq. -0.572 -0.569 .ltoreq. w[3] .ltoreq.
-0.567 -0.565 .ltoreq. w[4] .ltoreq. -0.563 -0.561 .ltoreq. w[5]
.ltoreq. -0.559 -0.556 .ltoreq. w[6] .ltoreq. -0.554 -0.552
.ltoreq. w[7] .ltoreq. -0.550 -0.547 .ltoreq. w[8] .ltoreq. -0.545
-0.543 .ltoreq. w[9] .ltoreq. -0.541 -0.539 .ltoreq. w[10] .ltoreq.
-0.537 -0.534 .ltoreq. w[11] .ltoreq. -0.532 -0.529 .ltoreq. w[12]
.ltoreq. -0.527 -0.525 .ltoreq. w[13] .ltoreq. -0.523 -0.520
.ltoreq. w[14] .ltoreq. -0.518 -0.516 .ltoreq. w[15] .ltoreq.
-0.514 -0.511 .ltoreq. w[16] .ltoreq. -0.509 -0.507 .ltoreq. w[17]
.ltoreq. -0.505 -0.502 .ltoreq. w[18] .ltoreq. -0.500 -0.497
.ltoreq. w[19] .ltoreq. -0.495 -0.493 .ltoreq. w[20] .ltoreq.
-0.491 -0.488 .ltoreq. w[21] .ltoreq. -0.486 -0.483 .ltoreq. w[22]
.ltoreq. -0.481 -0.478 .ltoreq. w[23] .ltoreq. -0.476 -0.474
.ltoreq. w[24] .ltoreq. -0.472 -0.469 .ltoreq. w[25] .ltoreq.
-0.467 -0.464 .ltoreq. w[26] .ltoreq. -0.462 -0.459 .ltoreq. w[27]
.ltoreq. -0.457 -0.454 .ltoreq. w[28] .ltoreq. -0.452 -0.450
.ltoreq. w[29] .ltoreq. -0.448 -0.445 .ltoreq. w[30] .ltoreq.
-0.443 -0.440 .ltoreq. w[31] .ltoreq. -0.438 -0.435 .ltoreq. w[32]
.ltoreq. -0.433 -0.430 .ltoreq. w[33] .ltoreq. -0.428 -0.425
.ltoreq. w[34] .ltoreq. -0.423 -0.420 .ltoreq. w[35] .ltoreq.
-0.418 -0.415 .ltoreq. w[36] .ltoreq. -0.413 -0.410 .ltoreq. w[37]
.ltoreq. -0.408 -0.405 .ltoreq. w[38] .ltoreq. -0.403 -0.400
.ltoreq. w[39] .ltoreq. -0.398 -0.395 .ltoreq. w[40] .ltoreq.
-0.393 -0.390 .ltoreq. w[41] .ltoreq. -0.388 -0.385 .ltoreq. w[42]
.ltoreq. -0.383 -0.380 .ltoreq. w[43] .ltoreq. -0.378 -0.375
.ltoreq. w[44] .ltoreq. -0.373 -0.370 .ltoreq. w[45] .ltoreq.
-0.368 -0.365 .ltoreq. w[46] .ltoreq. -0.363 -0.360 .ltoreq. w[47]
.ltoreq. -0.358 -0.355 .ltoreq. w[48] .ltoreq. -0.353 -0.350
.ltoreq. w[49] .ltoreq. -0.348 -0.344 .ltoreq. w[50] .ltoreq.
-0.342 -0.339 .ltoreq. w[51] .ltoreq. -0.337 -0.334 .ltoreq. w[52]
.ltoreq. -0.332 -0.329 .ltoreq. w[53] .ltoreq. -0.327 -0.324
.ltoreq. w[54] .ltoreq. -0.322 -0.319 .ltoreq. w[55] .ltoreq.
-0.317 -0.314 .ltoreq. w[56] .ltoreq. -0.312 -0.309 .ltoreq. w[57]
.ltoreq. -0.307 -0.304 .ltoreq. w[58] .ltoreq. -0.302 -0.298
.ltoreq. w[59] .ltoreq. -0.296 -0.293 .ltoreq. w[60] .ltoreq.
-0.291 -0.288 .ltoreq. w[61] .ltoreq. -0.286 -0.283 .ltoreq. w[62]
.ltoreq. -0.281 -0.278 .ltoreq. w[63] .ltoreq. -0.276 -0.273
.ltoreq. w[64] .ltoreq. -0.271 -0.268 .ltoreq. w[65] .ltoreq.
-0.266 -0.263 .ltoreq. w[66] .ltoreq. -0.261 -0.258 .ltoreq. w[67]
.ltoreq. -0.256 -0.253 .ltoreq. w[68] .ltoreq. -0.251 -0.248
.ltoreq. w[69] .ltoreq. -0.246 -0.243 .ltoreq. w[70] .ltoreq.
-0.241 -0.238 .ltoreq. w[71] .ltoreq. -0.236 -0.234 .ltoreq. w[72]
.ltoreq. -0.232 -0.229 .ltoreq. w[73] .ltoreq. -0.227 -0.224
.ltoreq. w[74] .ltoreq. -0.222 -0.219 .ltoreq. w[75] .ltoreq.
-0.217 -0.214 .ltoreq. w[76] .ltoreq. -0.212 -0.209 .ltoreq. w[77]
.ltoreq. -0.207 -0.205 .ltoreq. w[78] .ltoreq. -0.203 -0.200
.ltoreq. w[79] .ltoreq. -0.198 -0.195 .ltoreq. w[80] .ltoreq.
-0.193 -0.191 .ltoreq. w[81] .ltoreq. -0.189 -0.186 .ltoreq. w[82]
.ltoreq. -0.184 -0.181 .ltoreq. w[83] .ltoreq. -0.179 -0.177
.ltoreq. w[84] .ltoreq. -0.175 -0.172 .ltoreq. w[85] .ltoreq.
-0.170 -0.167 .ltoreq. w[86] .ltoreq. -0.165 -0.163 .ltoreq. w[87]
.ltoreq. -0.161 -0.158 .ltoreq. w[88] .ltoreq. -0.156 -0.154
.ltoreq. w[89] .ltoreq. -0.152 -0.150 .ltoreq. w[90] .ltoreq.
-0.148 -0.145 .ltoreq. w[91] .ltoreq. -0.143 -0.141 .ltoreq. w[92]
.ltoreq. -0.139 -0.137 .ltoreq. w[93] .ltoreq. -0.135 -0.133
.ltoreq. w[94] .ltoreq. -0.131 -0.129 .ltoreq. w[95] .ltoreq.
-0.127 -0.124 .ltoreq. w[96] .ltoreq. -0.122 -0.120 .ltoreq. w[97]
.ltoreq. -0.118 -0.116 .ltoreq. w[98] .ltoreq. -0.114 -0.112
.ltoreq. w[99] .ltoreq. -0.110 -0.108 .ltoreq. w[100] .ltoreq.
-0.106 -0.104 .ltoreq. w[101] .ltoreq. -0.102 -0.100 .ltoreq.
w[102] .ltoreq. -0.098 -0.096 .ltoreq. w[103] .ltoreq. -0.094
-0.092 .ltoreq. w[104] .ltoreq. -0.090 -0.088 .ltoreq. w[105]
.ltoreq. -0.086 -0.085 .ltoreq. w[106] .ltoreq. -0.083 -0.081
.ltoreq. w[107] .ltoreq. -0.079 -0.077 .ltoreq. w[108] .ltoreq.
-0.075 -0.073 .ltoreq. w[109] .ltoreq. -0.071 -0.069 .ltoreq.
w[110] .ltoreq. -0.067 -0.065 .ltoreq. w[111] .ltoreq. -0.063
-0.061 .ltoreq. w[112] .ltoreq. -0.059 -0.057 .ltoreq. w[113]
.ltoreq. -0.055 -0.053 .ltoreq. w[114] .ltoreq. -0.051 -0.049
.ltoreq. w[115] .ltoreq. -0.047 -0.045 .ltoreq. w[116] .ltoreq.
-0.043 -0.041 .ltoreq. w[117] .ltoreq. -0.039 -0.037 .ltoreq.
w[118] .ltoreq. -0.035 -0.032 .ltoreq. w[119] .ltoreq. -0.030
-0.028 .ltoreq. w[120] .ltoreq. -0.026 -0.024 .ltoreq. w[121]
.ltoreq. -0.022 -0.020 .ltoreq. w[122] .ltoreq. -0.018 -0.016
.ltoreq. w[123] .ltoreq. -0.014 -0.013 .ltoreq. w[124] .ltoreq.
-0.011 -0.009 .ltoreq. w[125] .ltoreq. -0.007 -0.007 .ltoreq.
w[126] .ltoreq. -0.005 -0.004 .ltoreq. w[127] .ltoreq. -0.002
|w[128]| .ltoreq. 0.001 |w[129]| .ltoreq. 0.001 |w[130]| .ltoreq.
0.001 |w[131]| .ltoreq. 0.001 |w[132]| .ltoreq. 0.001 |w[133]|
.ltoreq. 0.001 |w[134]| .ltoreq. 0.001 |w[135]| .ltoreq. 0.001
|w[136]| .ltoreq. 0.001 |w[137]| .ltoreq. 0.001 |w[138]| .ltoreq.
0.001 |w[139]| .ltoreq. 0.001 |w[140]| .ltoreq. 0.001 |w[141]|
.ltoreq. 0.001 |w[142]| .ltoreq. 0.001 |w[143]| .ltoreq. 0.001
|w[144]| .ltoreq. 0.001 |w[145]| .ltoreq. 0.001 |w[146]| .ltoreq.
0.001 |w[147]| .ltoreq. 0.001 |w[148]| .ltoreq. 0.001 |w[149]|
.ltoreq. 0.001 |w[150]| .ltoreq. 0.001 |w[151]| .ltoreq. 0.001
|w[152]| .ltoreq. 0.001 |w[153]| .ltoreq. 0.001 |w[154]| .ltoreq.
0.001 |w[155]| .ltoreq. 0.001 |w[156]| .ltoreq. 0.001 |w[157]|
.ltoreq. 0.001 |w[158]| .ltoreq. 0.001 |w[159]| .ltoreq. 0.001
|w[160]| .ltoreq. 0.001 |w[161]| .ltoreq. 0.001 |w[162]| .ltoreq.
0.001 |w[163]| .ltoreq. 0.001 |w[164]| .ltoreq. 0.001 |w[165]|
.ltoreq. 0.001 |w[166]| .ltoreq. 0.001 |w[167]| .ltoreq. 0.001
|w[168]| .ltoreq. 0.001 |w[169]| .ltoreq. 0.001 |w[170]| .ltoreq.
0.001 |w[171]| .ltoreq. 0.001 |w[172]| .ltoreq. 0.001 |w[173]|
.ltoreq. 0.001 |w[174]| .ltoreq. 0.001 |w[175]| .ltoreq. 0.001
|w[176]| .ltoreq. 0.001 |w[177]| .ltoreq. 0.001 |w[178]| .ltoreq.
0.001 |w[179]| .ltoreq. 0.001 |w[180]| .ltoreq. 0.001 |w[181]|
.ltoreq. 0.001 |w[182]| .ltoreq. 0.001 |w[183]| .ltoreq. 0.001
|w[184]| .ltoreq. 0.001 |w[185]| .ltoreq. 0.001 |w[186]| .ltoreq.
0.001 |w[187]| .ltoreq. 0.001 |w[188]| .ltoreq. 0.001 |w[189]|
.ltoreq. 0.001 |w[190]| .ltoreq. 0.001 |w[191]| .ltoreq. 0.001
|w[192]| .ltoreq. 0.001 |w[193]| .ltoreq. 0.001 |w[194]| .ltoreq.
0.001 |w[195]| .ltoreq. 0.001 |w[196]| .ltoreq. 0.001 |w[197]|
.ltoreq. 0.001 |w[198]| .ltoreq. 0.001 |w[199]| .ltoreq. 0.001
|w[200]| .ltoreq. 0.001 |w[201]| .ltoreq. 0.001 |w[202]| .ltoreq.
0.001 |w[203]| .ltoreq. 0.001 |w[204]| .ltoreq. 0.001 |w[205]|
.ltoreq. 0.001 |w[206]| .ltoreq. 0.001 |w[207]| .ltoreq. 0.001
|w[208]| .ltoreq. 0.001 |w[209]| .ltoreq. 0.001 |w[210]| .ltoreq.
0.001 |w[211]| .ltoreq. 0.001 |w[212]| .ltoreq. 0.001 |w[213]|
.ltoreq. 0.001 |w[214]| .ltoreq. 0.001 |w[215]| .ltoreq. 0.001
|w[216]| .ltoreq. 0.001 |w[217]| .ltoreq. 0.001 |w[218]| .ltoreq.
0.001 |w[219]| .ltoreq. 0.001 |w[220]| .ltoreq. 0.001 |w[221]|
.ltoreq. 0.001 |w[222]| .ltoreq. 0.001 |w[223]| .ltoreq. 0.001
|w[224]| .ltoreq. 0.001 |w[225]| .ltoreq. 0.001 |w[226]| .ltoreq.
0.001 |w[227]| .ltoreq. 0.001 |w[228]| .ltoreq. 0.001 |w[229]|
.ltoreq. 0.001 |w[230]| .ltoreq. 0.001 |w[231]| .ltoreq. 0.001
|w[232]| .ltoreq. 0.001 |w[233]| .ltoreq. 0.001 |w[234]| .ltoreq.
0.001 |w[235]| .ltoreq. 0.001 |w[236]| .ltoreq. 0.001 |w[237]|
.ltoreq. 0.001 |w[238]| .ltoreq. 0.001 |w[239]| .ltoreq. 0.001
|w[240]| .ltoreq. 0.001 |w[241]| .ltoreq. 0.001 |w[242]| .ltoreq.
0.001 |w[243]| .ltoreq. 0.001 |w[244]| .ltoreq. 0.001
|w[245]| .ltoreq. 0.001 |w[246]| .ltoreq. 0.001 |w[247]| .ltoreq.
0.001 |w[248]| .ltoreq. 0.001 |w[249]| .ltoreq. 0.001 |w[250]|
.ltoreq. 0.001 |w[251]| .ltoreq. 0.001 |w[252]| .ltoreq. 0.001
|w[253]| .ltoreq. 0.001 |w[254]| .ltoreq. 0.001 |w[255]| .ltoreq.
0.001 -1.001 .ltoreq. w[256] .ltoreq. -0.999 -1.002 .ltoreq. w[257]
.ltoreq. -1.000 -1.002 .ltoreq. w[258] .ltoreq. -1.000 -1.003
.ltoreq. w[259] .ltoreq. -1.001 -1.004 .ltoreq. w[260] .ltoreq.
-1.002 -1.004 .ltoreq. w[261] .ltoreq. -1.002 -1.005 .ltoreq.
w[262] .ltoreq. -1.003 -1.005 .ltoreq. w[263] .ltoreq. -1.003
-1.006 .ltoreq. w[264] .ltoreq. -1.004 -1.006 .ltoreq. w[265]
.ltoreq. -1.004 -1.007 .ltoreq. w[266] .ltoreq. -1.005 -1.007
.ltoreq. w[267] .ltoreq. -1.005 -1.008 .ltoreq. w[268] .ltoreq.
-1.006 -1.009 .ltoreq. w[269] .ltoreq. -1.007 -1.009 .ltoreq.
w[270] .ltoreq. -1.007 -1.010 .ltoreq. w[271] .ltoreq. -1.008
-1.010 .ltoreq. w[272] .ltoreq. -1.008 -1.011 .ltoreq. w[273]
.ltoreq. -1.009 -1.011 .ltoreq. w[274] .ltoreq. -1.009 -1.012
.ltoreq. w[275] .ltoreq. -1.010 -1.013 .ltoreq. w[276] .ltoreq.
-1.011 -1.013 .ltoreq. w[277] .ltoreq. -1.011 -1.014 .ltoreq.
w[278] .ltoreq. -1.012 -1.014 .ltoreq. w[279] .ltoreq. -1.012
-1.015 .ltoreq. w[280] .ltoreq. -1.013 -1.015 .ltoreq. w[281]
.ltoreq. -1.013 -1.016 .ltoreq. w[282] .ltoreq. -1.014 -1.016
.ltoreq. w[283] .ltoreq. -1.014 -1.017 .ltoreq. w[284] .ltoreq.
-1.015 -1.018 .ltoreq. w[285] .ltoreq. -1.016 -1.018 .ltoreq.
w[286] .ltoreq. -1.016 -1.019 .ltoreq. w[287] .ltoreq. -1.017
-1.019 .ltoreq. w[288] .ltoreq. -1.017 -1.020 .ltoreq. w[289]
.ltoreq. -1.018 -1.020 .ltoreq. w[290] .ltoreq. -1.018 -1.021
.ltoreq. w[291] .ltoreq. -1.019 -1.021 .ltoreq. w[292] .ltoreq.
-1.019 -1.022 .ltoreq. w[293] .ltoreq. -1.020 -1.023 .ltoreq.
w[294] .ltoreq. -1.021 -1.023 .ltoreq. w[295] .ltoreq. -1.021
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.ltoreq. -1.022 -1.025 .ltoreq. w[298] .ltoreq. -1.023 -1.025
.ltoreq. w[299] .ltoreq. -1.023 -1.026 .ltoreq. w[300] .ltoreq.
-1.024 -1.026 .ltoreq. w[301] .ltoreq. -1.024 -1.027 .ltoreq.
w[302] .ltoreq. -1.025 -1.028 .ltoreq. w[303] .ltoreq. -1.026
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.ltoreq. -1.027 -1.029 .ltoreq. w[306] .ltoreq. -1.027 -1.030
.ltoreq. w[307] .ltoreq. -1.028 -1.030 .ltoreq. w[308] .ltoreq.
-1.028 -1.031 .ltoreq. w[309] .ltoreq. -1.029 -1.031 .ltoreq.
w[310] .ltoreq. -1.029 -1.032 .ltoreq. w[311] .ltoreq. -1.030
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.ltoreq. -1.031 -1.034 .ltoreq. w[314] .ltoreq. -1.032 -1.034
.ltoreq. w[315] .ltoreq. -1.032 -1.035 .ltoreq. w[316] .ltoreq.
-1.033 -1.035 .ltoreq. w[317] .ltoreq. -1.033 -1.036 .ltoreq.
w[318] .ltoreq. -1.034 -1.036 .ltoreq. w[319] .ltoreq. -1.034
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.ltoreq. -1.035 -1.038 .ltoreq. w[322] .ltoreq. -1.036 -1.038
.ltoreq. w[323] .ltoreq. -1.036 -1.039 .ltoreq. w[324] .ltoreq.
-1.037 -1.039 .ltoreq. w[325] .ltoreq. -1.037 -1.040 .ltoreq.
w[326] .ltoreq. -1.038 -1.040 .ltoreq. w[327] .ltoreq. -1.038
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.ltoreq. -1.039 -1.042 .ltoreq. w[330] .ltoreq. -1.040 -1.042
.ltoreq. w[331] .ltoreq. -1.040 -1.043 .ltoreq. w[332] .ltoreq.
-1.041 -1.043 .ltoreq. w[333] .ltoreq. -1.041 -1.044 .ltoreq.
w[334] .ltoreq. -1.042 -1.044 .ltoreq. w[335] .ltoreq. -1.042
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.ltoreq. -1.043 -1.046 .ltoreq. w[338] .ltoreq. -1.044 -1.046
.ltoreq. w[339] .ltoreq. -1.044 -1.047 .ltoreq. w[340] .ltoreq.
-1.045 -1.047 .ltoreq. w[341] .ltoreq. -1.045 -1.048 .ltoreq.
w[342] .ltoreq. -1.046 -1.048 .ltoreq. w[343] .ltoreq. -1.046
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.ltoreq. -1.047 -1.050 .ltoreq. w[346] .ltoreq. -1.048 -1.050
.ltoreq. w[347] .ltoreq. -1.048 -1.051 .ltoreq. w[348] .ltoreq.
-1.049 -1.051 .ltoreq. w[349] .ltoreq. -1.049 -1.052 .ltoreq.
w[350] .ltoreq. -1.050 -1.052 .ltoreq. w[351] .ltoreq. -1.050
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.ltoreq. -1.051 -1.053 .ltoreq. w[354] .ltoreq. -1.051 -1.054
.ltoreq. w[355] .ltoreq. -1.052 -1.054 .ltoreq. w[356] .ltoreq.
-1.052 -1.055 .ltoreq. w[357] .ltoreq. -1.053 -1.055 .ltoreq.
w[358] .ltoreq. -1.053 -1.056 .ltoreq. w[359] .ltoreq. -1.054
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.ltoreq. -1.055 -1.057 .ltoreq. w[362] .ltoreq. -1.055 -1.058
.ltoreq. w[363] .ltoreq. -1.056 -1.058 .ltoreq. w[364] .ltoreq.
-1.056 -1.058 .ltoreq. w[365] .ltoreq. -1.056 -1.059 .ltoreq.
w[366] .ltoreq. -1.057 -1.059 .ltoreq. w[367] .ltoreq. -1.057
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.ltoreq. -1.058 -1.061 .ltoreq. w[370] .ltoreq. -1.059 -1.061
.ltoreq. w[371] .ltoreq. -1.059 -1.062 .ltoreq. w[372] .ltoreq.
-1.060 -1.062 .ltoreq. w[373] .ltoreq. -1.060 -1.062 .ltoreq.
w[374] .ltoreq. -1.060 -1.063 .ltoreq. w[375] .ltoreq. -1.061
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.ltoreq. -1.062 -1.064 .ltoreq. w[378] .ltoreq. -1.062 -1.065
.ltoreq. w[379] .ltoreq. -1.063 -1.065 .ltoreq. w[380] .ltoreq.
-1.063 -1.065 .ltoreq. w[381] .ltoreq. -1.063 -1.066 .ltoreq.
w[382] .ltoreq. -1.064 -1.066 .ltoreq. w[383] .ltoreq. -1.064
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.ltoreq. -1.065 -1.067 .ltoreq. w[386] .ltoreq. -1.065 -1.067
.ltoreq. w[387] .ltoreq. -1.065 -1.067 .ltoreq. w[388] .ltoreq.
-1.065 -1.067 .ltoreq. w[389] .ltoreq. -1.065 -1.067 .ltoreq.
w[390] .ltoreq. -1.065 -1.067 .ltoreq. w[391] .ltoreq. -1.065
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.ltoreq. -1.064 -1.066 .ltoreq. w[394] .ltoreq. -1.064 -1.066
.ltoreq. w[395] .ltoreq. -1.064 -1.066 .ltoreq. w[396] .ltoreq.
-1.064 -1.066 .ltoreq. w[397] .ltoreq. -1.064 -1.066 .ltoreq.
w[398] .ltoreq. -1.064 -1.065 .ltoreq. w[399] .ltoreq. -1.063
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.ltoreq. -1.063 -1.065 .ltoreq. w[402] .ltoreq. -1.063 -1.064
.ltoreq. w[403] .ltoreq. -1.062 -1.064 .ltoreq. w[404] .ltoreq.
-1.062 -1.063 .ltoreq. w[405] .ltoreq. -1.061 -1.063 .ltoreq.
w[406] .ltoreq. -1.061 -1.062 .ltoreq. w[407] .ltoreq. -1.060
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.ltoreq. -1.059 -1.061 .ltoreq. w[410] .ltoreq. -1.059 -1.060
.ltoreq. w[411] .ltoreq. -1.058 -1.060 .ltoreq. w[412] .ltoreq.
-1.058 -1.059 .ltoreq. w[413] .ltoreq. -1.057 -1.059 .ltoreq.
w[414] .ltoreq. -1.057 -1.058 .ltoreq. w[415] .ltoreq. -1.056
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.ltoreq. -1.055 -1.056 .ltoreq. w[418] .ltoreq. -1.054 -1.055
.ltoreq. w[419] .ltoreq. -1.053 -1.055 .ltoreq. w[420] .ltoreq.
-1.053 -1.054 .ltoreq. w[421] .ltoreq. -1.052 -1.053 .ltoreq.
w[422] .ltoreq. -1.051 -1.052 .ltoreq. w[423] .ltoreq. -1.050
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.ltoreq. -1.048 -1.049 .ltoreq. w[426] .ltoreq. -1.047 -1.048
.ltoreq. w[427] .ltoreq. -1.046 -1.047 .ltoreq. w[428] .ltoreq.
-1.045 -1.045 .ltoreq. w[429] .ltoreq. -1.043 -1.044 .ltoreq.
w[430] .ltoreq. -1.042 -1.043 .ltoreq. w[431] .ltoreq. -1.041
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.ltoreq. -1.038 -1.039 .ltoreq. w[434] .ltoreq. -1.037 -1.037
.ltoreq. w[435] .ltoreq. -1.035 -1.036 .ltoreq. w[436] .ltoreq.
-1.034 -1.035 .ltoreq. w[437] .ltoreq. -1.033 -1.033 .ltoreq.
w[438] .ltoreq. -1.031 -1.032 .ltoreq. w[439] .ltoreq. -1.030
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.ltoreq. -1.027 -1.027 .ltoreq. w[442] .ltoreq. -1.025 -1.025
.ltoreq. w[443] .ltoreq. -1.023 -1.024 .ltoreq. w[444] .ltoreq.
-1.022 -1.022 .ltoreq. w[445] .ltoreq. -1.020 -1.020 .ltoreq.
w[446] .ltoreq. -1.018 -1.018 .ltoreq. w[447] .ltoreq. -1.016
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.ltoreq. -1.013 -1.013 .ltoreq. w[450] .ltoreq. -1.011 -1.011
.ltoreq. w[451] .ltoreq. -1.009 -1.009 .ltoreq. w[452] .ltoreq.
-1.007 -1.007 .ltoreq. w[453] .ltoreq. -1.005 -1.005 .ltoreq.
w[454] .ltoreq. -1.003 -1.003 .ltoreq. w[455] .ltoreq. -1.001
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.ltoreq. -0.996 -0.996 .ltoreq. w[458] .ltoreq. -0.994 -0.994
.ltoreq. w[459] .ltoreq. -0.992 -0.991 .ltoreq. w[460] .ltoreq.
-0.989 -0.989 .ltoreq. w[461] .ltoreq. -0.987 -0.987 .ltoreq.
w[462] .ltoreq. -0.985 -0.985 .ltoreq. w[463] .ltoreq. -0.983
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.ltoreq. -0.978 -0.978 .ltoreq. w[466] .ltoreq. -0.976 -0.975
.ltoreq. w[467] .ltoreq. -0.973 -0.973 .ltoreq. w[468] .ltoreq.
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w[470] .ltoreq. -0.966 -0.966 .ltoreq. w[471] .ltoreq. -0.964
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.ltoreq. w[475] .ltoreq. -0.953 -0.953 .ltoreq. w[476] .ltoreq.
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w[478] .ltoreq. -0.945 -0.945 .ltoreq. w[479] .ltoreq. -0.943
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.ltoreq. -0.937 -0.937 .ltoreq. w[482] .ltoreq. -0.935 -0.934
.ltoreq. w[483] .ltoreq. -0.932 -0.931 .ltoreq. w[484] .ltoreq.
-0.929 -0.929 .ltoreq. w[485] .ltoreq. -0.927 -0.926 .ltoreq.
w[486] .ltoreq. -0.924 -0.924 .ltoreq. w[487] .ltoreq. -0.922
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.ltoreq. w[491] .ltoreq. -0.911 -0.910 .ltoreq. w[492] .ltoreq.
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w[494] .ltoreq. -0.902 -0.902 .ltoreq. w[495] .ltoreq. -0.900
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.ltoreq. w[499] .ltoreq. -0.889 -0.888 .ltoreq. w[500] .ltoreq.
-0.886 -0.886 .ltoreq. w[501] .ltoreq. -0.884 -0.883 .ltoreq.
w[502] .ltoreq. -0.881 -0.880 .ltoreq. w[503] .ltoreq. -0.878
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.ltoreq. w[507] .ltoreq. -0.868 -0.867 .ltoreq. w[508] .ltoreq.
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w[510] .ltoreq. -0.860 -0.860 .ltoreq. w[511] .ltoreq. -0.858
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.ltoreq. -0.588 -0.594 .ltoreq. w[514] .ltoreq. -0.592 -0.599
.ltoreq. w[515] .ltoreq. -0.597 -0.603 .ltoreq. w[516] .ltoreq.
-0.601 -0.607 .ltoreq. w[517] .ltoreq. -0.605 -0.611 .ltoreq.
w[518] .ltoreq. -0.609 -0.615 .ltoreq. w[519] .ltoreq. -0.613
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.ltoreq. -0.621 -0.628 .ltoreq. w[522] .ltoreq. -0.626 -0.632
.ltoreq. w[523] .ltoreq. -0.630 -0.636 .ltoreq. w[524] .ltoreq.
-0.634 -0.640 .ltoreq. w[525] .ltoreq. -0.638 -0.644 .ltoreq.
w[526] .ltoreq. -0.642 -0.648 .ltoreq. w[527] .ltoreq. -0.646
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.ltoreq. w[531] .ltoreq. -0.661 -0.667 .ltoreq. w[532] .ltoreq.
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w[534] .ltoreq. -0.673 -0.678 .ltoreq. w[535] .ltoreq. -0.676
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.ltoreq. w[539] .ltoreq. -0.691 -0.697 .ltoreq. w[540] .ltoreq.
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w[542] .ltoreq. -0.702 -0.708 .ltoreq. w[543] .ltoreq. -0.706
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.ltoreq. w[547] .ltoreq. -0.720 -0.726 .ltoreq. w[548] .ltoreq.
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w[550] .ltoreq. -0.731 -0.736 .ltoreq. w[551] .ltoreq. -0.734
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.ltoreq. w[555] .ltoreq. -0.748 -0.753 .ltoreq. w[556] .ltoreq.
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w[558] .ltoreq. -0.758 -0.763 .ltoreq. w[559] .ltoreq. -0.761
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.ltoreq. w[563] .ltoreq. -0.774 -0.779 .ltoreq. w[564] .ltoreq.
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w[566] .ltoreq. -0.783 -0.788 .ltoreq. w[567] .ltoreq. -0.786
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.ltoreq. w[571] .ltoreq. -0.798 -0.803 .ltoreq. w[572] .ltoreq.
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w[574] .ltoreq. -0.807 -0.812 .ltoreq. w[575] .ltoreq. -0.810
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.ltoreq. w[579] .ltoreq. -0.821 -0.826 .ltoreq. w[580] .ltoreq.
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w[582] .ltoreq. -0.829 -0.834 .ltoreq. w[583] .ltoreq. -0.832
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.ltoreq. w[587] .ltoreq. -0.842 -0.846 .ltoreq. w[588] .ltoreq.
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w[590] .ltoreq. -0.849 -0.854 .ltoreq. w[591] .ltoreq. -0.852
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w[598] .ltoreq. -0.868 -0.872 .ltoreq. w[599] .ltoreq. -0.870
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w[606] .ltoreq. -0.884 -0.888 .ltoreq. w[607] .ltoreq. -0.886
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w[614] .ltoreq. -0.899 -0.902 .ltoreq. w[615] .ltoreq. -0.900
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w[622] .ltoreq. -0.912 -0.915 .ltoreq. w[623] .ltoreq. -0.913
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.ltoreq. w[627] .ltoreq. -0.920 -0.923 .ltoreq. w[628] .ltoreq.
-0.921 -0.925 .ltoreq. w[629] .ltoreq. -0.923 -0.926 .ltoreq.
w[630] .ltoreq. -0.924 -0.928 .ltoreq. w[631] .ltoreq. -0.926
-0.930 .ltoreq. w[632] .ltoreq. -0.928 -0.931 .ltoreq. w[633]
.ltoreq. -0.929 -0.933 .ltoreq. w[634] .ltoreq. -0.931 -0.934
.ltoreq. w[635] .ltoreq. -0.932 -0.935 .ltoreq. w[636] .ltoreq.
-0.933 -0.936 .ltoreq. w[637] .ltoreq. -0.934 -0.938 .ltoreq.
w[638] .ltoreq. -0.936 -0.939 .ltoreq. w[639] .ltoreq. -0.937
-0.940 .ltoreq. w[640] .ltoreq. -0.938 -0.940 .ltoreq. w[641]
.ltoreq. -0.938 -0.941 .ltoreq. w[642] .ltoreq. -0.939 -0.941
.ltoreq. w[643] .ltoreq. -0.939 -0.941 .ltoreq. w[644] .ltoreq.
-0.939 -0.942 .ltoreq. w[645] .ltoreq. -0.940 -0.942 .ltoreq.
w[646] .ltoreq. -0.940 -0.942 .ltoreq. w[647] .ltoreq. -0.940
-0.943 .ltoreq. w[648] .ltoreq. -0.941 -0.943 .ltoreq. w[649]
.ltoreq. -0.941 -0.944 .ltoreq. w[650] .ltoreq. -0.942 -0.944
.ltoreq. w[651] .ltoreq. -0.942 -0.944 .ltoreq. w[652] .ltoreq.
-0.942 -0.945 .ltoreq. w[653] .ltoreq. -0.943 -0.945 .ltoreq.
w[654] .ltoreq. -0.943 -0.945 .ltoreq. w[655] .ltoreq. -0.943
-0.946 .ltoreq. w[656] .ltoreq. -0.944 -0.946 .ltoreq. w[657]
.ltoreq. -0.944 -0.947 .ltoreq. w[658] .ltoreq. -0.945 -0.947
.ltoreq. w[659] .ltoreq. -0.945 -0.947 .ltoreq. w[660] .ltoreq.
-0.945 -0.948 .ltoreq. w[661] .ltoreq. -0.946 -0.948 .ltoreq.
w[662] .ltoreq. -0.946 -0.949 .ltoreq. w[663] .ltoreq. -0.947
-0.949 .ltoreq. w[664] .ltoreq. -0.947 -0.949 .ltoreq. w[665]
.ltoreq. -0.947 -0.950 .ltoreq. w[666] .ltoreq. -0.948 -0.950
.ltoreq. w[667] .ltoreq. -0.948 -0.951 .ltoreq. w[668] .ltoreq.
-0.949 -0.951 .ltoreq. w[669] .ltoreq. -0.949 -0.952 .ltoreq.
w[670] .ltoreq. -0.950 -0.952 .ltoreq. w[671] .ltoreq. -0.950
-0.952 .ltoreq. w[672] .ltoreq. -0.950 -0.953 .ltoreq. w[673]
.ltoreq. -0.951 -0.953 .ltoreq. w[674] .ltoreq. -0.951 -0.954
.ltoreq. w[675] .ltoreq. -0.952 -0.954 .ltoreq. w[676] .ltoreq.
-0.952 -0.955 .ltoreq. w[677] .ltoreq. -0.953 -0.955 .ltoreq.
w[678] .ltoreq. -0.953 -0.955 .ltoreq. w[679] .ltoreq. -0.953
-0.956 .ltoreq. w[680] .ltoreq. -0.954 -0.956 .ltoreq. w[681]
.ltoreq. -0.954 -0.957 .ltoreq. w[682] .ltoreq. -0.955 -0.957
.ltoreq. w[683] .ltoreq. -0.955 -0.958 .ltoreq. w[684] .ltoreq.
-0.956 -0.958 .ltoreq. w[685] .ltoreq. -0.956 -0.959 .ltoreq.
w[686] .ltoreq. -0.957 -0.959 .ltoreq. w[687] .ltoreq. -0.957
-0.959 .ltoreq. w[688] .ltoreq. -0.957 -0.960 .ltoreq. w[689]
.ltoreq. -0.958 -0.960 .ltoreq. w[690] .ltoreq. -0.958 -0.961
.ltoreq. w[691] .ltoreq. -0.959 -0.961 .ltoreq. w[692] .ltoreq.
-0.959 -0.962 .ltoreq. w[693] .ltoreq. -0.960 -0.962 .ltoreq.
w[694] .ltoreq. -0.960 -0.963 .ltoreq. w[695] .ltoreq. -0.961
-0.963 .ltoreq. w[696] .ltoreq. -0.961 -0.964 .ltoreq. w[697]
.ltoreq. -0.962 -0.964 .ltoreq. w[698] .ltoreq. -0.962 -0.965
.ltoreq. w[699] .ltoreq. -0.963 -0.965 .ltoreq. w[700] .ltoreq.
-0.963 -0.966 .ltoreq. w[701] .ltoreq. -0.964 -0.966 .ltoreq.
w[702] .ltoreq. -0.964 -0.967 .ltoreq. w[703] .ltoreq. -0.965
-0.967 .ltoreq. w[704] .ltoreq. -0.965 -0.968 .ltoreq. w[705]
.ltoreq. -0.966 -0.968 .ltoreq. w[706] .ltoreq. -0.966 -0.969
.ltoreq. w[707] .ltoreq. -0.967 -0.969 .ltoreq. w[708] .ltoreq.
-0.967 -0.970 .ltoreq. w[709] .ltoreq. -0.968 -0.970 .ltoreq.
w[710] .ltoreq. -0.968 -0.971 .ltoreq. w[711] .ltoreq. -0.969
-0.971 .ltoreq. w[712] .ltoreq. -0.969 -0.972 .ltoreq. w[713]
.ltoreq. -0.970 -0.972 .ltoreq. w[714] .ltoreq. -0.970 -0.973
.ltoreq. w[715] .ltoreq. -0.971 -0.973 .ltoreq. w[716] .ltoreq.
-0.971 -0.974 .ltoreq. w[717] .ltoreq. -0.972 -0.974 .ltoreq.
w[718] .ltoreq. -0.972 -0.975 .ltoreq. w[719] .ltoreq. -0.973
-0.975 .ltoreq. w[720] .ltoreq. -0.973 -0.976 .ltoreq. w[721]
.ltoreq. -0.974 -0.976 .ltoreq. w[722] .ltoreq. -0.974 -0.977
.ltoreq. w[723] .ltoreq. -0.975 -0.977 .ltoreq. w[724] .ltoreq.
-0.975 -0.978 .ltoreq. w[725] .ltoreq. -0.976 -0.978 .ltoreq.
w[726] .ltoreq. -0.976 -0.979 .ltoreq. w[727] .ltoreq. -0.977
-0.979 .ltoreq. w[728] .ltoreq. -0.977 -0.980 .ltoreq. w[729]
.ltoreq. -0.978 -0.980 .ltoreq. w[730] .ltoreq. -0.978 -0.981
.ltoreq. w[731] .ltoreq. -0.979 -0.981 .ltoreq. w[732] .ltoreq.
-0.979 -0.982 .ltoreq. w[733] .ltoreq. -0.980 -0.983 .ltoreq.
w[734] .ltoreq. -0.981 -0.983 .ltoreq. w[735] .ltoreq. -0.981
-0.984 .ltoreq. w[736] .ltoreq. -0.982 -0.984 .ltoreq. w[737]
.ltoreq. -0.982 -0.985 .ltoreq. w[738] .ltoreq. -0.983 -0.985
.ltoreq. w[739] .ltoreq. -0.983 -0.986 .ltoreq. w[740] .ltoreq.
-0.984 -0.986 .ltoreq. w[741] .ltoreq. -0.984 -0.987 .ltoreq.
w[742] .ltoreq. -0.985 -0.987 .ltoreq. w[743] .ltoreq. -0.985
-0.988 .ltoreq. w[744] .ltoreq. -0.986 -0.989 .ltoreq. w[745]
.ltoreq. -0.987 -0.989 .ltoreq. w[746] .ltoreq. -0.987
-0.990 .ltoreq. w[747] .ltoreq. -0.988 -0.990 .ltoreq. w[748]
.ltoreq. -0.988 -0.991 .ltoreq. w[749] .ltoreq. -0.989 -0.991
.ltoreq. w[750] .ltoreq. -0.989 -0.992 .ltoreq. w[751] .ltoreq.
-0.990 -0.992 .ltoreq. w[752] .ltoreq. -0.990 -0.993 .ltoreq.
w[753] .ltoreq. -0.991 -0.993 .ltoreq. w[754] .ltoreq. -0.991
-0.994 .ltoreq. w[755] .ltoreq. -0.992 -0.995 .ltoreq. w[756]
.ltoreq. -0.993 -0.995 .ltoreq. w[757] .ltoreq. -0.993 -0.996
.ltoreq. w[758] .ltoreq. -0.994 -0.996 .ltoreq. w[759] .ltoreq.
-0.994 -0.997 .ltoreq. w[760] .ltoreq. -0.995 -0.997 .ltoreq.
w[761] .ltoreq. -0.995 -0.998 .ltoreq. w[762] .ltoreq. -0.996
-0.998 .ltoreq. w[763] .ltoreq. -0.996 -0.999 .ltoreq. w[764]
.ltoreq. -0.997 -1.000 .ltoreq. w[765] .ltoreq. -0.998 -1.000
.ltoreq. w[766] .ltoreq. -0.998 -1.001 .ltoreq. w[767] .ltoreq.
-0.999 0.081 .ltoreq. w[768] .ltoreq. 0.083 0.082 .ltoreq. w[769]
.ltoreq. 0.084 0.083 .ltoreq. w[770] .ltoreq. 0.085 0.085 .ltoreq.
w[771] .ltoreq. 0.087 0.086 .ltoreq. w[772] .ltoreq. 0.088 0.088
.ltoreq. w[773] .ltoreq. 0.090 0.089 .ltoreq. w[774] .ltoreq. 0.091
0.091 .ltoreq. w[775] .ltoreq. 0.093 0.092 .ltoreq. w[776] .ltoreq.
0.094 0.093 .ltoreq. w[777] .ltoreq. 0.095 0.095 .ltoreq. w[778]
.ltoreq. 0.097 0.096 .ltoreq. w[779] .ltoreq. 0.098 0.098 .ltoreq.
w[780] .ltoreq. 0.100 0.100 .ltoreq. w[781] .ltoreq. 0.102 0.101
.ltoreq. w[782] .ltoreq. 0.103 0.103 .ltoreq. w[783] .ltoreq. 0.105
0.104 .ltoreq. w[784] .ltoreq. 0.106 0.106 .ltoreq. w[785] .ltoreq.
0.108 0.107 .ltoreq. w[786] .ltoreq. 0.109 0.109 .ltoreq. w[787]
.ltoreq. 0.111 0.111 .ltoreq. w[788] .ltoreq. 0.113 0.112 .ltoreq.
w[789] .ltoreq. 0.114 0.114 .ltoreq. w[790] .ltoreq. 0.116 0.116
.ltoreq. w[791] .ltoreq. 0.118 0.117 .ltoreq. w[792] .ltoreq. 0.119
0.119 .ltoreq. w[793] .ltoreq. 0.121 0.121 .ltoreq. w[794] .ltoreq.
0.123 0.123 .ltoreq. w[795] .ltoreq. 0.125 0.124 .ltoreq. w[796]
.ltoreq. 0.126 0.126 .ltoreq. w[797] .ltoreq. 0.128 0.128 .ltoreq.
w[798] .ltoreq. 0.130 0.130 .ltoreq. w[799] .ltoreq. 0.132 0.132
.ltoreq. w[800] .ltoreq. 0.134 0.133 .ltoreq. w[801] .ltoreq. 0.135
0.135 .ltoreq. w[802] .ltoreq. 0.137 0.137 .ltoreq. w[803] .ltoreq.
0.139 0.139 .ltoreq. w[804] .ltoreq. 0.141 0.141 .ltoreq. w[805]
.ltoreq. 0.143 0.142 .ltoreq. w[806] .ltoreq. 0.144 0.144 .ltoreq.
w[807] .ltoreq. 0.146 0.146 .ltoreq. w[808] .ltoreq. 0.148 0.148
.ltoreq. w[809] .ltoreq. 0.150 0.150 .ltoreq. w[810] .ltoreq. 0.152
0.152 .ltoreq. w[811] .ltoreq. 0.154 0.154 .ltoreq. w[812] .ltoreq.
0.156 0.155 .ltoreq. w[813] .ltoreq. 0.157 0.157 .ltoreq. w[814]
.ltoreq. 0.159 0.159 .ltoreq. w[815] .ltoreq. 0.161 0.161 .ltoreq.
w[816] .ltoreq. 0.163 0.162 .ltoreq. w[817] .ltoreq. 0.164 0.164
.ltoreq. w[818] .ltoreq. 0.166 0.166 .ltoreq. w[819] .ltoreq. 0.168
0.167 .ltoreq. w[820] .ltoreq. 0.169 0.169 .ltoreq. w[821] .ltoreq.
0.171 0.171 .ltoreq. w[822] .ltoreq. 0.173 0.172 .ltoreq. w[823]
.ltoreq. 0.174 0.174 .ltoreq. w[824] .ltoreq. 0.176 0.175 .ltoreq.
w[825] .ltoreq. 0.177 0.176 .ltoreq. w[826] .ltoreq. 0.178 0.178
.ltoreq. w[827] .ltoreq. 0.180 0.179 .ltoreq. w[828] .ltoreq. 0.181
0.180 .ltoreq. w[829] .ltoreq. 0.182 0.181 .ltoreq. w[830] .ltoreq.
0.183 0.182 .ltoreq. w[831] .ltoreq. 0.184 0.183 .ltoreq. w[832]
.ltoreq. 0.185 0.185 .ltoreq. w[833] .ltoreq. 0.187 0.186 .ltoreq.
w[834] .ltoreq. 0.188 0.187 .ltoreq. w[835] .ltoreq. 0.189 0.188
.ltoreq. w[836] .ltoreq. 0.190 0.190 .ltoreq. w[837] .ltoreq. 0.192
0.191 .ltoreq. w[838] .ltoreq. 0.193 0.193 .ltoreq. w[839] .ltoreq.
0.195 0.194 .ltoreq. w[840] .ltoreq. 0.196 0.196 .ltoreq. w[841]
.ltoreq. 0.198 0.197 .ltoreq. w[842] .ltoreq. 0.199 0.199 .ltoreq.
w[843] .ltoreq. 0.201 0.201 .ltoreq. w[844] .ltoreq. 0.203 0.203
.ltoreq. w[845] .ltoreq. 0.205 0.204 .ltoreq. w[846] .ltoreq. 0.206
0.206 .ltoreq. w[847] .ltoreq. 0.208 0.208 .ltoreq. w[848] .ltoreq.
0.210 0.210 .ltoreq. w[849] .ltoreq. 0.212 0.213 .ltoreq. w[850]
.ltoreq. 0.215 0.215 .ltoreq. w[851] .ltoreq. 0.217 0.217 .ltoreq.
w[852] .ltoreq. 0.219 0.219 .ltoreq. w[853] .ltoreq. 0.221 0.221
.ltoreq. w[854] .ltoreq. 0.223 0.224 .ltoreq. w[855] .ltoreq. 0.226
0.226 .ltoreq. w[856] .ltoreq. 0.228 0.228 .ltoreq. w[857] .ltoreq.
0.230 0.231 .ltoreq. w[858] .ltoreq. 0.233 0.233 .ltoreq. w[859]
.ltoreq. 0.235 0.236 .ltoreq. w[860] .ltoreq. 0.238 0.239 .ltoreq.
w[861] .ltoreq. 0.241 0.241 .ltoreq. w[862] .ltoreq. 0.243 0.244
.ltoreq. w[863] .ltoreq. 0.246 0.247 .ltoreq. w[864] .ltoreq. 0.249
0.250 .ltoreq. w[865] .ltoreq. 0.252 0.253 .ltoreq. w[866] .ltoreq.
0.255 0.256 .ltoreq. w[867] .ltoreq. 0.258 0.259 .ltoreq. w[868]
.ltoreq. 0.261 0.262 .ltoreq. w[869] .ltoreq. 0.264 0.265 .ltoreq.
w[870] .ltoreq. 0.267 0.268 .ltoreq. w[871] .ltoreq. 0.270 0.271
.ltoreq. w[872] .ltoreq. 0.273 0.274 .ltoreq. w[873] .ltoreq. 0.276
0.277 .ltoreq. w[874] .ltoreq. 0.279 0.280 .ltoreq. w[875] .ltoreq.
0.282 0.283 .ltoreq. w[876] .ltoreq. 0.285 0.287 .ltoreq. w[877]
.ltoreq. 0.289 0.290 .ltoreq. w[878] .ltoreq. 0.292 0.293 .ltoreq.
w[879] .ltoreq. 0.295 0.297 .ltoreq. w[880] .ltoreq. 0.299 0.300
.ltoreq. w[881] .ltoreq. 0.302 0.304 .ltoreq. w[882] .ltoreq. 0.306
0.307 .ltoreq. w[883] .ltoreq. 0.309 0.311 .ltoreq. w[884] .ltoreq.
0.313 0.314 .ltoreq. w[885] .ltoreq. 0.316 0.318 .ltoreq. w[886]
.ltoreq. 0.320 0.321 .ltoreq. w[887] .ltoreq. 0.323 0.325 .ltoreq.
w[888] .ltoreq. 0.327 0.329 .ltoreq. w[889] .ltoreq. 0.331 0.332
.ltoreq. w[890] .ltoreq. 0.334 0.336 .ltoreq. w[891] .ltoreq. 0.338
0.340 .ltoreq. w[892] .ltoreq. 0.342 0.344 .ltoreq. w[893] .ltoreq.
0.346 0.347 .ltoreq. w[894] .ltoreq. 0.349 0.351 .ltoreq. w[895]
.ltoreq. 0.353 0.356 .ltoreq. w[896] .ltoreq. 0.358 0.360 .ltoreq.
w[897] .ltoreq. 0.362 0.364 .ltoreq. w[898] .ltoreq. 0.366 0.368
.ltoreq. w[899] .ltoreq. 0.370 0.372 .ltoreq. w[900] .ltoreq. 0.374
0.376 .ltoreq. w[901] .ltoreq. 0.378 0.380 .ltoreq. w[902] .ltoreq.
0.382 0.384 .ltoreq. w[903] .ltoreq. 0.386 0.388 .ltoreq. w[904]
.ltoreq. 0.390 0.392 .ltoreq. w[905] .ltoreq. 0.394 0.396 .ltoreq.
w[906] .ltoreq. 0.398 0.400 .ltoreq. w[907] .ltoreq. 0.402 0.404
.ltoreq. w[908] .ltoreq. 0.406 0.409 .ltoreq. w[909] .ltoreq. 0.411
0.413 .ltoreq. w[910] .ltoreq. 0.415 0.417 .ltoreq. w[911] .ltoreq.
0.419 0.422 .ltoreq. w[912] .ltoreq. 0.424 0.426 .ltoreq. w[913]
.ltoreq. 0.428 0.431 .ltoreq. w[914] .ltoreq. 0.433 0.435 .ltoreq.
w[915] .ltoreq. 0.437 0.440 .ltoreq. w[916] .ltoreq. 0.442 0.445
.ltoreq. w[917] .ltoreq. 0.447 0.450 .ltoreq. w[918] .ltoreq. 0.452
0.454 .ltoreq. w[919] .ltoreq. 0.456 0.459 .ltoreq. w[920] .ltoreq.
0.461 0.463 .ltoreq. w[921] .ltoreq. 0.465 0.468 .ltoreq. w[922]
.ltoreq. 0.470 0.472 .ltoreq. w[923] .ltoreq. 0.474 0.476 .ltoreq.
w[924] .ltoreq. 0.478 0.481 .ltoreq. w[925] .ltoreq. 0.483 0.485
.ltoreq. w[926] .ltoreq. 0.487 0.489 .ltoreq. w[927] .ltoreq. 0.491
0.493 .ltoreq. w[928] .ltoreq. 0.495 0.498 .ltoreq. w[929] .ltoreq.
0.500 0.502 .ltoreq. w[930] .ltoreq. 0.504 0.506 .ltoreq. w[931]
.ltoreq. 0.508 0.511 .ltoreq. w[932] .ltoreq. 0.513 0.515 .ltoreq.
w[933] .ltoreq. 0.517 0.520 .ltoreq. w[934] .ltoreq. 0.522 0.524
.ltoreq. w[935] .ltoreq. 0.526 0.529 .ltoreq. w[936] .ltoreq. 0.531
0.533 .ltoreq. w[937] .ltoreq. 0.535 0.538 .ltoreq. w[938] .ltoreq.
0.540 0.543 .ltoreq. w[939] .ltoreq. 0.545 0.547 .ltoreq. w[940]
.ltoreq. 0.549 0.552 .ltoreq. w[941] .ltoreq. 0.554 0.557 .ltoreq.
w[942] .ltoreq. 0.559 0.562 .ltoreq. w[943] .ltoreq. 0.564 0.566
.ltoreq. w[944] .ltoreq. 0.568 0.571 .ltoreq. w[945] .ltoreq. 0.573
0.575 .ltoreq. w[946] .ltoreq. 0.577 0.580 .ltoreq. w[947] .ltoreq.
0.582 0.584 .ltoreq. w[948] .ltoreq. 0.586 0.589 .ltoreq. w[949]
.ltoreq. 0.591 0.593 .ltoreq. w[950] .ltoreq. 0.595 0.597 .ltoreq.
w[951] .ltoreq. 0.599 0.602 .ltoreq. w[952] .ltoreq. 0.604 0.606
.ltoreq. w[953] .ltoreq. 0.608 0.610 .ltoreq. w[954] .ltoreq. 0.612
0.614 .ltoreq. w[955] .ltoreq. 0.616 0.619 .ltoreq. w[956] .ltoreq.
0.621 0.623 .ltoreq. w[957] .ltoreq. 0.625 0.627 .ltoreq. w[958]
.ltoreq. 0.629 0.631 .ltoreq. w[959] .ltoreq. 0.633 0.636 .ltoreq.
w[960] .ltoreq. 0.638 0.640 .ltoreq. w[961] .ltoreq. 0.642 0.644
.ltoreq. w[962] .ltoreq. 0.646 0.648 .ltoreq. w[963] .ltoreq. 0.650
0.653 .ltoreq. w[964] .ltoreq. 0.655 0.657 .ltoreq. w[965] .ltoreq.
0.659 0.661 .ltoreq. w[966] .ltoreq. 0.663 0.666 .ltoreq. w[967]
.ltoreq. 0.668 0.670 .ltoreq. w[968] .ltoreq. 0.672 0.674 .ltoreq.
w[969] .ltoreq. 0.676 0.678 .ltoreq. w[970] .ltoreq. 0.680 0.683
.ltoreq. w[971] .ltoreq. 0.685 0.687 .ltoreq. w[972] .ltoreq. 0.689
0.691 .ltoreq. w[973] .ltoreq. 0.693 0.695 .ltoreq. w[974] .ltoreq.
0.697 0.698 .ltoreq. w[975] .ltoreq. 0.700 0.702 .ltoreq. w[976]
.ltoreq. 0.704 0.706 .ltoreq. w[977] .ltoreq. 0.708 0.710 .ltoreq.
w[978] .ltoreq. 0.712 0.714 .ltoreq. w[979] .ltoreq. 0.716 0.717
.ltoreq. w[980] .ltoreq. 0.719 0.721 .ltoreq. w[981] .ltoreq. 0.723
0.725 .ltoreq. w[982] .ltoreq. 0.727 0.729 .ltoreq. w[983] .ltoreq.
0.731 0.733 .ltoreq. w[984] .ltoreq. 0.735 0.736 .ltoreq. w[985]
.ltoreq. 0.738 0.740 .ltoreq. w[986] .ltoreq. 0.742 0.744 .ltoreq.
w[987] .ltoreq. 0.746 0.748 .ltoreq. w[988] .ltoreq. 0.750 0.751
.ltoreq. w[989] .ltoreq. 0.753 0.755 .ltoreq. w[990] .ltoreq. 0.757
0.758 .ltoreq. w[991] .ltoreq. 0.760 0.762 .ltoreq. w[992] .ltoreq.
0.764 0.765 .ltoreq. w[993] .ltoreq. 0.767 0.769 .ltoreq. w[994]
.ltoreq. 0.771 0.772 .ltoreq. w[995] .ltoreq. 0.774 0.775 .ltoreq.
w[996] .ltoreq. 0.777 0.779 .ltoreq. w[997] .ltoreq. 0.781
0.782 .ltoreq. w[998] .ltoreq. 0.784 0.785 .ltoreq. w[999] .ltoreq.
0.787 0.788 .ltoreq. w[1000] .ltoreq. 0.790 0.792 .ltoreq. w[1001]
.ltoreq. 0.794 0.795 .ltoreq. w[1002] .ltoreq. 0.797 0.798 .ltoreq.
w[1003] .ltoreq. 0.800 0.801 .ltoreq. w[1004] .ltoreq. 0.803 0.805
.ltoreq. w[1005] .ltoreq. 0.807 0.808 .ltoreq. w[1006] .ltoreq.
0.810 0.811 .ltoreq. w[1007] .ltoreq. 0.813 0.814 .ltoreq. w[1008]
.ltoreq. 0.816 0.817 .ltoreq. w[1009] .ltoreq. 0.819 0.820 .ltoreq.
w[1010] .ltoreq. 0.822 0.822 .ltoreq. w[1011] .ltoreq. 0.824 0.825
.ltoreq. w[1012] .ltoreq. 0.827 0.828 .ltoreq. w[1013] .ltoreq.
0.830 0.831 .ltoreq. w[1014] .ltoreq. 0.833 0.834 .ltoreq. w[1015]
.ltoreq. 0.836 0.837 .ltoreq. w[1016] .ltoreq. 0.839 0.839 .ltoreq.
w[1017] .ltoreq. 0.841 0.842 .ltoreq. w[1018] .ltoreq. 0.844 0.845
.ltoreq. w[1019] .ltoreq. 0.847 0.847 .ltoreq. w[1020] .ltoreq.
0.849 0.850 .ltoreq. w[1021] .ltoreq. 0.852 0.852 .ltoreq. w[1022]
.ltoreq. 0.854 0.855 .ltoreq. w[1023] .ltoreq. 0.857
TABLE-US-00006 TABLE 6 (lifting coefficients l(n); M = 512) -0.162
.ltoreq. l[0] .ltoreq. -0.160 -0.160 .ltoreq. l[1] .ltoreq. -0.158
-0.158 .ltoreq. l[2] .ltoreq. -0.156 -0.156 .ltoreq. l[3] .ltoreq.
-0.154 -0.154 .ltoreq. l[4] .ltoreq. -0.152 -0.152 .ltoreq. l[5]
.ltoreq. -0.150 -0.150 .ltoreq. l[6] .ltoreq. -0.148 -0.148
.ltoreq. l[7] .ltoreq. -0.146 -0.146 .ltoreq. l[8] .ltoreq. -0.144
-0.144 .ltoreq. l[9] .ltoreq. -0.142 -0.142 .ltoreq. l[10] .ltoreq.
-0.140 -0.140 .ltoreq. l[11] .ltoreq. -0.138 -0.138 .ltoreq. l[12]
.ltoreq. -0.136 -0.136 .ltoreq. l[13] .ltoreq. -0.134 -0.134
.ltoreq. l[14] .ltoreq. -0.132 -0.132 .ltoreq. l[15] .ltoreq.
-0.130 -0.130 .ltoreq. l[16] .ltoreq. -0.128 -0.128 .ltoreq. l[17]
.ltoreq. -0.126 -0.126 .ltoreq. l[18] .ltoreq. -0.124 -0.124
.ltoreq. l[19] .ltoreq. -0.122 -0.123 .ltoreq. l[20] .ltoreq.
-0.121 -0.121 .ltoreq. l[21] .ltoreq. -0.119 -0.119 .ltoreq. l[22]
.ltoreq. -0.117 -0.117 .ltoreq. l[23] .ltoreq. -0.115 -0.115
.ltoreq. l[24] .ltoreq. -0.113 -0.114 .ltoreq. l[25] .ltoreq.
-0.112 -0.112 .ltoreq. l[26] .ltoreq. -0.110 -0.110 .ltoreq. l[27]
.ltoreq. -0.108 -0.108 .ltoreq. l[28] .ltoreq. -0.106 -0.107
.ltoreq. l[29] .ltoreq. -0.105 -0.105 .ltoreq. l[30] .ltoreq.
-0.103 -0.103 .ltoreq. l[31] .ltoreq. -0.101 -0.102 .ltoreq. l[32]
.ltoreq. -0.100 -0.100 .ltoreq. l[33] .ltoreq. -0.098 -0.098
.ltoreq. l[34] .ltoreq. -0.096 -0.097 .ltoreq. l[35] .ltoreq.
-0.095 -0.095 .ltoreq. l[36] .ltoreq. -0.093 -0.093 .ltoreq. l[37]
.ltoreq. -0.091 -0.092 .ltoreq. l[38] .ltoreq. -0.090 -0.090
.ltoreq. l[39] .ltoreq. -0.088 -0.089 .ltoreq. l[40] .ltoreq.
-0.087 -0.087 .ltoreq. l[41] .ltoreq. -0.085 -0.086 .ltoreq. l[42]
.ltoreq. -0.084 -0.084 .ltoreq. l[43] .ltoreq. -0.082 -0.083
.ltoreq. l[44] .ltoreq. -0.081 -0.081 .ltoreq. l[45] .ltoreq.
-0.079 -0.080 .ltoreq. l[46] .ltoreq. -0.078 -0.078 .ltoreq. l[47]
.ltoreq. -0.076 -0.077 .ltoreq. l[48] .ltoreq. -0.075 -0.075
.ltoreq. l[49] .ltoreq. -0.073 -0.074 .ltoreq. l[50] .ltoreq.
-0.072 -0.072 .ltoreq. l[51] .ltoreq. -0.070 -0.071 .ltoreq. l[52]
.ltoreq. -0.069 -0.070 .ltoreq. l[53] .ltoreq. -0.068 -0.068
.ltoreq. l[54] .ltoreq. -0.066 -0.067 .ltoreq. l[55] .ltoreq.
-0.065 -0.066 .ltoreq. l[56] .ltoreq. -0.064 -0.064 .ltoreq. l[57]
.ltoreq. -0.062 -0.063 .ltoreq. l[58] .ltoreq. -0.061 -0.062
.ltoreq. l[59] .ltoreq. -0.060 -0.060 .ltoreq. l[60] .ltoreq.
-0.058 -0.059 .ltoreq. l[61] .ltoreq. -0.057 -0.058 .ltoreq. l[62]
.ltoreq. -0.056 -0.057 .ltoreq. l[63] .ltoreq. -0.055 -0.055
.ltoreq. l[64] .ltoreq. -0.053 -0.054 .ltoreq. l[65] .ltoreq.
-0.052 -0.053 .ltoreq. l[66] .ltoreq. -0.051 -0.052 .ltoreq. l[67]
.ltoreq. -0.050 -0.051 .ltoreq. l[68] .ltoreq. -0.049 -0.049
.ltoreq. l[69] .ltoreq. -0.047 -0.048 .ltoreq. l[70] .ltoreq.
-0.046 -0.047 .ltoreq. l[71] .ltoreq. -0.045 -0.046 .ltoreq. l[72]
.ltoreq. -0.044 -0.045 .ltoreq. l[73] .ltoreq. -0.043 -0.044
.ltoreq. l[74] .ltoreq. -0.042 -0.043 .ltoreq. l[75] .ltoreq.
-0.041 -0.042 .ltoreq. l[76] .ltoreq. -0.040 -0.041 .ltoreq. l[77]
.ltoreq. -0.039 -0.040 .ltoreq. l[78] .ltoreq. -0.038 -0.039
.ltoreq. l[79] .ltoreq. -0.037 -0.038 .ltoreq. l[80] .ltoreq.
-0.036 -0.037 .ltoreq. l[81] .ltoreq. -0.035 -0.036 .ltoreq. l[82]
.ltoreq. -0.034 -0.035 .ltoreq. l[83] .ltoreq. -0.033 -0.034
.ltoreq. l[84] .ltoreq. -0.032 -0.033 .ltoreq. l[85] .ltoreq.
-0.031 -0.032 .ltoreq. l[86] .ltoreq. -0.030 -0.031 .ltoreq. l[87]
.ltoreq. -0.029 -0.030 .ltoreq. l[88] .ltoreq. -0.028 -0.029
.ltoreq. l[89] .ltoreq. -0.027 -0.028 .ltoreq. l[90] .ltoreq.
-0.026 -0.027 .ltoreq. l[91] .ltoreq. -0.025 -0.026 .ltoreq. l[92]
.ltoreq. -0.024 -0.026 .ltoreq. l[93] .ltoreq. -0.024 -0.025
.ltoreq. l[94] .ltoreq. -0.023 -0.024 .ltoreq. l[95] .ltoreq.
-0.022 -0.023 .ltoreq. l[96] .ltoreq. -0.021 -0.022 .ltoreq. l[97]
.ltoreq. -0.020 -0.021 .ltoreq. l[98] .ltoreq. -0.019 -0.021
.ltoreq. l[99] .ltoreq. -0.019 -0.020 .ltoreq. l[100] .ltoreq.
-0.018 -0.019 .ltoreq. l[101] .ltoreq. -0.017 -0.018 .ltoreq.
l[102] .ltoreq. -0.016 -0.018 .ltoreq. l[103] .ltoreq. -0.016
-0.017 .ltoreq. l[104] .ltoreq. -0.015 -0.016 .ltoreq. l[105]
.ltoreq. -0.014 -0.016 .ltoreq. l[106] .ltoreq. -0.014 -0.015
.ltoreq. l[107] .ltoreq. -0.013 -0.014 .ltoreq. l[108] .ltoreq.
-0.012 -0.014 .ltoreq. l[109] .ltoreq. -0.012 -0.013 .ltoreq.
l[110] .ltoreq. -0.011 -0.012 .ltoreq. l[111] .ltoreq. -0.010
-0.012 .ltoreq. l[112] .ltoreq. -0.010 -0.011 .ltoreq. l[113]
.ltoreq. -0.009 -0.010 .ltoreq. l[114] .ltoreq. -0.008 -0.010
.ltoreq. l[115] .ltoreq. -0.008 -0.009 .ltoreq. l[116] .ltoreq.
-0.007 -0.009 .ltoreq. l[117] .ltoreq. -0.007 -0.008 .ltoreq.
l[118] .ltoreq. -0.006 -0.008 .ltoreq. l[119] .ltoreq. -0.006
-0.007 .ltoreq. l[120] .ltoreq. -0.005 -0.007 .ltoreq. l[121]
.ltoreq. -0.005 -0.006 .ltoreq. l[122] .ltoreq. -0.004 -0.006
.ltoreq. l[123] .ltoreq. -0.004 -0.005 .ltoreq. l[124] .ltoreq.
-0.003 -0.005 .ltoreq. l[125] .ltoreq. -0.003 -0.004 .ltoreq.
l[126] .ltoreq. -0.002 -0.004 .ltoreq. l[127] .ltoreq. -0.002
-0.003 .ltoreq. l[128] .ltoreq. -0.001 -0.003 .ltoreq. l[129]
.ltoreq. -0.001 -0.002 .ltoreq. l[130] .ltoreq. 0.000 -0.002
.ltoreq. l[131] .ltoreq. 0.000 -0.002 .ltoreq. l[132] .ltoreq.
0.000 -0.001 .ltoreq. l[133] .ltoreq. 0.001 -0.001 .ltoreq. l[134]
.ltoreq. 0.001 0.000 .ltoreq. l[135] .ltoreq. 0.002 0.000 .ltoreq.
l[136] .ltoreq. 0.002 0.000 .ltoreq. l[137] .ltoreq. 0.002 0.001
.ltoreq. l[138] .ltoreq. 0.003 0.001 .ltoreq. l[139] .ltoreq. 0.003
0.001 .ltoreq. l[140] .ltoreq. 0.003 0.002 .ltoreq. l[141] .ltoreq.
0.004 0.002 .ltoreq. l[142] .ltoreq. 0.004 0.002 .ltoreq. l[143]
.ltoreq. 0.004 0.003 .ltoreq. l[144] .ltoreq. 0.005 0.003 .ltoreq.
l[145] .ltoreq. 0.005 0.003 .ltoreq. l[146] .ltoreq. 0.005 0.003
.ltoreq. l[147] .ltoreq. 0.005 0.004 .ltoreq. l[148] .ltoreq. 0.006
0.004 .ltoreq. l[149] .ltoreq. 0.006 0.004 .ltoreq. l[150] .ltoreq.
0.006 0.004 .ltoreq. l[151] .ltoreq. 0.006 0.004 .ltoreq. l[152]
.ltoreq. 0.006 0.005 .ltoreq. l[153] .ltoreq. 0.007 0.005 .ltoreq.
l[154] .ltoreq. 0.007 0.005 .ltoreq. l[155] .ltoreq. 0.007 0.005
.ltoreq. l[156] .ltoreq. 0.007 0.005 .ltoreq. l[157] .ltoreq. 0.007
0.006 .ltoreq. l[158] .ltoreq. 0.008 0.006 .ltoreq. l[159] .ltoreq.
0.008 0.006 .ltoreq. l[160] .ltoreq. 0.008 0.006 .ltoreq. l[161]
.ltoreq. 0.008 0.006 .ltoreq. l[162] .ltoreq. 0.008 0.007 .ltoreq.
l[163] .ltoreq. 0.009 0.007 .ltoreq. l[164] .ltoreq. 0.009 0.007
.ltoreq. l[165] .ltoreq. 0.009 0.007 .ltoreq. l[166] .ltoreq. 0.009
0.007 .ltoreq. l[167] .ltoreq. 0.009 0.007 .ltoreq. l[168] .ltoreq.
0.009 0.007 .ltoreq. l[169] .ltoreq. 0.009 0.007 .ltoreq. l[170]
.ltoreq. 0.009 0.007 .ltoreq. l[171] .ltoreq. 0.009 0.007 .ltoreq.
l[172] .ltoreq. 0.009 0.007 .ltoreq. l[173] .ltoreq. 0.009 0.007
.ltoreq. l[174] .ltoreq. 0.009 0.007 .ltoreq. l[175] .ltoreq. 0.009
0.007 .ltoreq. l[176] .ltoreq. 0.009 0.007 .ltoreq. l[177] .ltoreq.
0.009 0.008 .ltoreq. l[178] .ltoreq. 0.010 0.008 .ltoreq. l[179]
.ltoreq. 0.010 0.008 .ltoreq. l[180] .ltoreq. 0.010 0.008 .ltoreq.
l[181] .ltoreq. 0.010 0.008 .ltoreq. l[182] .ltoreq. 0.010 0.008
.ltoreq. l[183] .ltoreq. 0.010 0.008 .ltoreq. l[184] .ltoreq. 0.010
0.008 .ltoreq. l[185] .ltoreq. 0.010 0.008 .ltoreq. l[186] .ltoreq.
0.010 0.008 .ltoreq. l[187] .ltoreq. 0.010 0.008 .ltoreq. l[188]
.ltoreq. 0.010 0.008 .ltoreq. l[189] .ltoreq. 0.010 0.008 .ltoreq.
l[190] .ltoreq. 0.010 0.008 .ltoreq. l[191] .ltoreq. 0.010 0.008
.ltoreq. l[192] .ltoreq. 0.010 0.008 .ltoreq. l[193] .ltoreq. 0.010
0.008 .ltoreq. l[194] .ltoreq. 0.010 0.008 .ltoreq. l[195] .ltoreq.
0.010 0.007 .ltoreq. l[196] .ltoreq. 0.009 0.007 .ltoreq. l[197]
.ltoreq. 0.009 0.007 .ltoreq. l[198] .ltoreq. 0.009 0.007 .ltoreq.
l[199] .ltoreq. 0.009 0.007 .ltoreq. l[200] .ltoreq. 0.009 0.007
.ltoreq. l[201] .ltoreq. 0.009 0.007 .ltoreq. l[202] .ltoreq. 0.009
0.007 .ltoreq. l[203] .ltoreq. 0.009 0.007 .ltoreq. l[204] .ltoreq.
0.009 0.007 .ltoreq. l[205] .ltoreq. 0.009 0.007 .ltoreq. l[206]
.ltoreq. 0.009 0.007 .ltoreq. l[207] .ltoreq. 0.009 0.007 .ltoreq.
l[208] .ltoreq. 0.009 0.006 .ltoreq. l[209] .ltoreq. 0.008 0.006
.ltoreq. l[210] .ltoreq. 0.008 0.006 .ltoreq. l[211] .ltoreq. 0.008
0.006 .ltoreq. l[212] .ltoreq. 0.008 0.006 .ltoreq. l[213] .ltoreq.
0.008 0.006 .ltoreq. l[214] .ltoreq. 0.008 0.006 .ltoreq. l[215]
.ltoreq. 0.008 0.006 .ltoreq. l[216] .ltoreq. 0.008 0.005 .ltoreq.
l[217] .ltoreq. 0.007 0.005 .ltoreq. l[218] .ltoreq. 0.007 0.005
.ltoreq. l[219] .ltoreq. 0.007 0.005 .ltoreq. l[220] .ltoreq. 0.007
0.005 .ltoreq. l[221] .ltoreq. 0.007 0.005 .ltoreq. l[222] .ltoreq.
0.007 0.005 .ltoreq. l[223] .ltoreq. 0.007 0.004 .ltoreq. l[224]
.ltoreq. 0.006 0.004 .ltoreq. l[225] .ltoreq. 0.006 0.004 .ltoreq.
l[226] .ltoreq. 0.006 0.004 .ltoreq. l[227] .ltoreq. 0.006 0.004
.ltoreq. l[228] .ltoreq. 0.006 0.004 .ltoreq. l[229] .ltoreq. 0.006
0.004 .ltoreq. l[230] .ltoreq. 0.006 0.003 .ltoreq. l[231] .ltoreq.
0.005 0.003 .ltoreq. l[232] .ltoreq. 0.005 0.003 .ltoreq. l[233]
.ltoreq. 0.005 0.003 .ltoreq. l[234] .ltoreq. 0.005 0.003 .ltoreq.
l[235] .ltoreq. 0.005 0.003 .ltoreq. l[236] .ltoreq. 0.005 0.002
.ltoreq. l[237] .ltoreq. 0.004 0.002 .ltoreq. l[238] .ltoreq. 0.004
0.002 .ltoreq. l[239] .ltoreq. 0.004 0.002 .ltoreq. l[240] .ltoreq.
0.004 0.002 .ltoreq. l[241] .ltoreq. 0.004 0.002 .ltoreq. l[242]
.ltoreq. 0.004 0.001 .ltoreq. l[243] .ltoreq. 0.003 0.001 .ltoreq.
l[244] .ltoreq. 0.003
0.001 .ltoreq. l[245] .ltoreq. 0.003 0.001 .ltoreq. l[246] .ltoreq.
0.003 0.001 .ltoreq. l[247] .ltoreq. 0.003 0.000 .ltoreq. l[248]
.ltoreq. 0.002 0.000 .ltoreq. l[249] .ltoreq. 0.002 0.000 .ltoreq.
l[250] .ltoreq. 0.002 0.000 .ltoreq. l[251] .ltoreq. 0.002 0.000
.ltoreq. l[252] .ltoreq. 0.002 -0.001 .ltoreq. l[253] .ltoreq.
0.001 -0.001 .ltoreq. l[254] .ltoreq. 0.001 -0.001 .ltoreq. l[255]
.ltoreq. 0.001 -0.082 .ltoreq. l[256] .ltoreq. -0.080 -0.083
.ltoreq. l[257] .ltoreq. -0.081 -0.084 .ltoreq. l[258] .ltoreq.
-0.082 -0.085 .ltoreq. l[259] .ltoreq. -0.083 -0.086 .ltoreq.
l[260] .ltoreq. -0.084 -0.086 .ltoreq. l[261] .ltoreq. -0.084
-0.087 .ltoreq. l[262] .ltoreq. -0.085 -0.088 .ltoreq. l[263]
.ltoreq. -0.086 -0.089 .ltoreq. l[264] .ltoreq. -0.087 -0.089
.ltoreq. l[265] .ltoreq. -0.087 -0.090 .ltoreq. l[266] .ltoreq.
-0.088 -0.091 .ltoreq. l[267] .ltoreq. -0.089 -0.092 .ltoreq.
l[268] .ltoreq. -0.090 -0.092 .ltoreq. l[269] .ltoreq. -0.090
-0.093 .ltoreq. l[270] .ltoreq. -0.091 -0.094 .ltoreq. l[271]
.ltoreq. -0.092 -0.095 .ltoreq. l[272] .ltoreq. -0.093 -0.095
.ltoreq. l[273] .ltoreq. -0.093 -0.096 .ltoreq. l[274] .ltoreq.
-0.094 -0.097 .ltoreq. l[275] .ltoreq. -0.095 -0.098 .ltoreq.
l[276] .ltoreq. -0.096 -0.098 .ltoreq. l[277] .ltoreq. -0.096
-0.099 .ltoreq. l[278] .ltoreq. -0.097 -0.100 .ltoreq. l[279]
.ltoreq. -0.098 -0.100 .ltoreq. l[280] .ltoreq. -0.098 -0.101
.ltoreq. l[281] .ltoreq. -0.099 -0.102 .ltoreq. l[282] .ltoreq.
-0.100 -0.102 .ltoreq. l[283] .ltoreq. -0.100 -0.103 .ltoreq.
l[284] .ltoreq. -0.101 -0.104 .ltoreq. l[285] .ltoreq. -0.102
-0.104 .ltoreq. l[286] .ltoreq. -0.102 -0.105 .ltoreq. l[287]
.ltoreq. -0.103 -0.106 .ltoreq. l[288] .ltoreq. -0.104 -0.106
.ltoreq. l[289] .ltoreq. -0.104 -0.107 .ltoreq. l[290] .ltoreq.
-0.105 -0.108 .ltoreq. l[291] .ltoreq. -0.106 -0.108 .ltoreq.
l[292] .ltoreq. -0.106 -0.109 .ltoreq. l[293] .ltoreq. -0.107
-0.110 .ltoreq. l[294] .ltoreq. -0.108 -0.110 .ltoreq. l[295]
.ltoreq. -0.108 -0.111 .ltoreq. l[296] .ltoreq. -0.109 -0.112
.ltoreq. l[297] .ltoreq. -0.110 -0.112 .ltoreq. l[298] .ltoreq.
-0.110 -0.113 .ltoreq. l[299] .ltoreq. -0.111 -0.114 .ltoreq.
l[300] .ltoreq. -0.112 -0.114 .ltoreq. l[301] .ltoreq. -0.112
-0.115 .ltoreq. l[302] .ltoreq. -0.113 -0.116 .ltoreq. l[303]
.ltoreq. -0.114 -0.117 .ltoreq. l[304] .ltoreq. -0.115 -0.118
.ltoreq. l[305] .ltoreq. -0.116 -0.119 .ltoreq. l[306] .ltoreq.
-0.117 -0.120 .ltoreq. l[307] .ltoreq. -0.118 -0.121 .ltoreq.
l[308] .ltoreq. -0.119 -0.122 .ltoreq. l[309] .ltoreq. -0.120
-0.123 .ltoreq. l[310] .ltoreq. -0.121 -0.124 .ltoreq. l[311]
.ltoreq. -0.122 -0.125 .ltoreq. l[312] .ltoreq. -0.123 -0.126
.ltoreq. l[313] .ltoreq. -0.124 -0.128 .ltoreq. l[314] .ltoreq.
-0.126 -0.129 .ltoreq. l[315] .ltoreq. -0.127 -0.130 .ltoreq.
l[316] .ltoreq. -0.128 -0.132 .ltoreq. l[317] .ltoreq. -0.130
-0.134 .ltoreq. l[318] .ltoreq. -0.132 -0.135 .ltoreq. l[319]
.ltoreq. -0.133 -0.137 .ltoreq. l[320] .ltoreq. -0.135 -0.138
.ltoreq. l[321] .ltoreq. -0.136 -0.140 .ltoreq. l[322] .ltoreq.
-0.138 -0.142 .ltoreq. l[323] .ltoreq. -0.140 -0.143 .ltoreq.
l[324] .ltoreq. -0.141 -0.144 .ltoreq. l[325] .ltoreq. -0.142
-0.146 .ltoreq. l[326] .ltoreq. -0.144 -0.147 .ltoreq. l[327]
.ltoreq. -0.145 -0.148 .ltoreq. l[328] .ltoreq. -0.146 -0.149
.ltoreq. l[329] .ltoreq. -0.147 -0.151 .ltoreq. l[330] .ltoreq.
-0.149 -0.152 .ltoreq. l[331] .ltoreq. -0.150 -0.153 .ltoreq.
l[332] .ltoreq. -0.151 -0.154 .ltoreq. l[333] .ltoreq. -0.152
-0.155 .ltoreq. l[334] .ltoreq. -0.153 -0.155 .ltoreq. l[335]
.ltoreq. -0.153 -0.156 .ltoreq. l[336] .ltoreq. -0.154 -0.157
.ltoreq. l[337] .ltoreq. -0.155 -0.158 .ltoreq. l[338] .ltoreq.
-0.156 -0.158 .ltoreq. l[339] .ltoreq. -0.156 -0.159 .ltoreq.
l[340] .ltoreq. -0.157 -0.160 .ltoreq. l[341] .ltoreq. -0.158
-0.160 .ltoreq. l[342] .ltoreq. -0.158 -0.161 .ltoreq. l[343]
.ltoreq. -0.159 -0.161 .ltoreq. l[344] .ltoreq. -0.159 -0.161
.ltoreq. l[345] .ltoreq. -0.159 -0.162 .ltoreq. l[346] .ltoreq.
-0.160 -0.162 .ltoreq. l[347] .ltoreq. -0.160 -0.162 .ltoreq.
l[348] .ltoreq. -0.160 -0.163 .ltoreq. l[349] .ltoreq. -0.161
-0.163 .ltoreq. l[350] .ltoreq. -0.161 -0.163 .ltoreq. l[351]
.ltoreq. -0.161 -0.163 .ltoreq. l[352] .ltoreq. -0.161 -0.163
.ltoreq. l[353] .ltoreq. -0.161 -0.163 .ltoreq. l[354] .ltoreq.
-0.161 -0.163 .ltoreq. l[355] .ltoreq. -0.161 -0.163 .ltoreq.
l[356] .ltoreq. -0.161 -0.163 .ltoreq. l[357] .ltoreq. -0.161
-0.163 .ltoreq. l[358] .ltoreq. -0.161 -0.162 .ltoreq. l[359]
.ltoreq. -0.160 -0.162 .ltoreq. l[360] .ltoreq. -0.160 -0.162
.ltoreq. l[361] .ltoreq. -0.160 -0.161 .ltoreq. l[362] .ltoreq.
-0.159 -0.161 .ltoreq. l[363] .ltoreq. -0.159 -0.161 .ltoreq.
l[364] .ltoreq. -0.159 -0.160 .ltoreq. l[365] .ltoreq. -0.158
-0.160 .ltoreq. l[366] .ltoreq. -0.158 -0.159 .ltoreq. l[367]
.ltoreq. -0.157 -0.159 .ltoreq. l[368] .ltoreq. -0.157 -0.158
.ltoreq. l[369] .ltoreq. -0.156 -0.158 .ltoreq. l[370] .ltoreq.
-0.156 -0.157 .ltoreq. l[371] .ltoreq. -0.155 -0.156 .ltoreq.
l[372] .ltoreq. -0.154 -0.156 .ltoreq. l[373] .ltoreq. -0.154
-0.155 .ltoreq. l[374] .ltoreq. -0.153 -0.154 .ltoreq. l[375]
.ltoreq. -0.152 -0.154 .ltoreq. l[376] .ltoreq. -0.152 -0.153
.ltoreq. l[377] .ltoreq. -0.151 -0.152 .ltoreq. l[378] .ltoreq.
-0.150 -0.151 .ltoreq. l[379] .ltoreq. -0.149 -0.150 .ltoreq.
l[380] .ltoreq. -0.148 -0.149 .ltoreq. l[381] .ltoreq. -0.147
-0.148 .ltoreq. l[382] .ltoreq. -0.146 -0.147 .ltoreq. l[383]
.ltoreq. -0.145 -0.146 .ltoreq. l[384] .ltoreq. -0.144 -0.145
.ltoreq. l[385] .ltoreq. -0.143 -0.144 .ltoreq. l[386] .ltoreq.
-0.142 -0.143 .ltoreq. l[387] .ltoreq. -0.141 -0.142 .ltoreq.
l[388] .ltoreq. -0.140 -0.141 .ltoreq. l[389] .ltoreq. -0.139
-0.140 .ltoreq. l[390] .ltoreq. -0.138 -0.139 .ltoreq. l[391]
.ltoreq. -0.137 -0.138 .ltoreq. l[392] .ltoreq. -0.136 -0.136
.ltoreq. l[393] .ltoreq. -0.134 -0.135 .ltoreq. l[394] .ltoreq.
-0.133 -0.134 .ltoreq. l[395] .ltoreq. -0.132 -0.133 .ltoreq.
l[396] .ltoreq. -0.131 -0.131 .ltoreq. l[397] .ltoreq. -0.129
-0.130 .ltoreq. l[398] .ltoreq. -0.128 -0.129 .ltoreq. l[399]
.ltoreq. -0.127 -0.127 .ltoreq. l[400] .ltoreq. -0.125 -0.126
.ltoreq. l[401] .ltoreq. -0.124 -0.125 .ltoreq. l[402] .ltoreq.
-0.123 -0.123 .ltoreq. l[403] .ltoreq. -0.121 -0.122 .ltoreq.
l[404] .ltoreq. -0.120 -0.121 .ltoreq. l[405] .ltoreq. -0.119
-0.119 .ltoreq. l[406] .ltoreq. -0.117 -0.118 .ltoreq. l[407]
.ltoreq. -0.116 -0.116 .ltoreq. l[408] .ltoreq. -0.114 -0.115
.ltoreq. l[409] .ltoreq. -0.113 -0.113 .ltoreq. l[410] .ltoreq.
-0.111 -0.112 .ltoreq. l[411] .ltoreq. -0.110 -0.111 .ltoreq.
l[412] .ltoreq. -0.109 -0.109 .ltoreq. l[413] .ltoreq. -0.107
-0.108 .ltoreq. l[414] .ltoreq. -0.106 -0.106 .ltoreq. l[415]
.ltoreq. -0.104 -0.104 .ltoreq. l[416] .ltoreq. -0.102 -0.103
.ltoreq. l[417] .ltoreq. -0.101 -0.101 .ltoreq. l[418] .ltoreq.
-0.099 -0.100 .ltoreq. l[419] .ltoreq. -0.098 -0.098 .ltoreq.
l[420] .ltoreq. -0.096 -0.097 .ltoreq. l[421] .ltoreq. -0.095
-0.095 .ltoreq. l[422] .ltoreq. -0.093 -0.094 .ltoreq. l[423]
.ltoreq. -0.092 -0.092 .ltoreq. l[424] .ltoreq. -0.090 -0.091
.ltoreq. l[425] .ltoreq. -0.089 -0.089 .ltoreq. l[426] .ltoreq.
-0.087 -0.087 .ltoreq. l[427] .ltoreq. -0.085 -0.086 .ltoreq.
l[428] .ltoreq. -0.084 -0.084 .ltoreq. l[429] .ltoreq. -0.082
-0.083 .ltoreq. l[430] .ltoreq. -0.081 -0.081 .ltoreq. l[431]
.ltoreq. -0.079 -0.080 .ltoreq. l[432] .ltoreq. -0.078 -0.078
.ltoreq. l[433] .ltoreq. -0.076 -0.076 .ltoreq. l[434] .ltoreq.
-0.074 -0.075 .ltoreq. l[435] .ltoreq. -0.073 -0.073 .ltoreq.
l[436] .ltoreq. -0.071 -0.072 .ltoreq. l[437] .ltoreq. -0.070
-0.070 .ltoreq. l[438] .ltoreq. -0.068 -0.069 .ltoreq. l[439]
.ltoreq. -0.067 -0.067 .ltoreq. l[440] .ltoreq. -0.065 -0.065
.ltoreq. l[441] .ltoreq. -0.063 -0.064 .ltoreq. l[442] .ltoreq.
-0.062 -0.062 .ltoreq. l[443] .ltoreq. -0.060 -0.061 .ltoreq.
l[444] .ltoreq. -0.059 -0.059 .ltoreq. l[445] .ltoreq. -0.057
-0.058 .ltoreq. l[446] .ltoreq. -0.056 -0.056 .ltoreq. l[447]
.ltoreq. -0.054 -0.055 .ltoreq. l[448] .ltoreq. -0.053 -0.053
.ltoreq. l[449] .ltoreq. -0.051 -0.052 .ltoreq. l[450] .ltoreq.
-0.050 -0.050 .ltoreq. l[451] .ltoreq. -0.048 -0.049 .ltoreq.
l[452] .ltoreq. -0.047 -0.047 .ltoreq. l[453] .ltoreq. -0.045
-0.046 .ltoreq. l[454] .ltoreq. -0.044 -0.045 .ltoreq. l[455]
.ltoreq. -0.043 -0.043 .ltoreq. l[456] .ltoreq. -0.041 -0.042
.ltoreq. l[457] .ltoreq. -0.040 -0.040 .ltoreq. l[458] .ltoreq.
-0.038 -0.039 .ltoreq. l[459] .ltoreq. -0.037 -0.038 .ltoreq.
l[460] .ltoreq. -0.036 -0.036 .ltoreq. l[461] .ltoreq. -0.034
-0.035 .ltoreq. l[462] .ltoreq. -0.033 -0.034 .ltoreq. l[463]
.ltoreq. -0.032 -0.032 .ltoreq. l[464] .ltoreq. -0.030 -0.031
.ltoreq. l[465] .ltoreq. -0.029 -0.030 .ltoreq. l[466] .ltoreq.
-0.028 -0.029 .ltoreq. l[467] .ltoreq. -0.027 -0.027 .ltoreq.
l[468] .ltoreq. -0.025 -0.026 .ltoreq. l[469] .ltoreq. -0.024
-0.025 .ltoreq. l[470] .ltoreq. -0.023 -0.024 .ltoreq. l[471]
.ltoreq. -0.022 -0.023 .ltoreq. l[472] .ltoreq. -0.021 -0.022
.ltoreq. l[473] .ltoreq. -0.020 -0.021 .ltoreq. l[474] .ltoreq.
-0.019 -0.020 .ltoreq. l[475] .ltoreq. -0.018 -0.018 .ltoreq.
l[476] .ltoreq. -0.016 -0.017 .ltoreq. l[477] .ltoreq. -0.015
-0.016 .ltoreq. l[478] .ltoreq. -0.014 -0.016 .ltoreq. l[479]
.ltoreq. -0.014 -0.015 .ltoreq. l[480] .ltoreq. -0.013 -0.014
.ltoreq. l[481] .ltoreq. -0.012 -0.013 .ltoreq. l[482] .ltoreq.
-0.011 -0.012 .ltoreq. l[483] .ltoreq. -0.010 -0.011 .ltoreq.
l[484] .ltoreq. -0.009 -0.010 .ltoreq. l[485] .ltoreq. -0.008
-0.010 .ltoreq. l[486] .ltoreq. -0.008 -0.009 .ltoreq. l[487]
.ltoreq. -0.007 -0.008 .ltoreq. l[488] .ltoreq. -0.006 -0.007
.ltoreq. l[489] .ltoreq. -0.005 -0.007 .ltoreq. l[490] .ltoreq.
-0.005 -0.006 .ltoreq. l[491] .ltoreq. -0.004 -0.006 .ltoreq.
l[492] .ltoreq. -0.004 -0.005 .ltoreq. l[493] .ltoreq. -0.003
-0.004 .ltoreq. l[494] .ltoreq. -0.002 -0.004 .ltoreq. l[495]
.ltoreq. -0.002
-0.003 .ltoreq. l[496] .ltoreq. -0.001 -0.003 .ltoreq. l[497]
.ltoreq. -0.001 -0.003 .ltoreq. l[498] .ltoreq. -0.001 -0.002
.ltoreq. l[499] .ltoreq. 0.000 -0.002 .ltoreq. l[500] .ltoreq.
0.000 -0.002 .ltoreq. l[501] .ltoreq. 0.000 -0.002 .ltoreq. l[502]
.ltoreq. 0.000 -0.001 .ltoreq. l[503] .ltoreq. 0.001 -0.001
.ltoreq. l[504] .ltoreq. 0.001 -0.001 .ltoreq. l[505] .ltoreq.
0.001 -0.001 .ltoreq. l[506] .ltoreq. 0.001 -0.001 .ltoreq. l[507]
.ltoreq. 0.001 -0.001 .ltoreq. l[508] .ltoreq. 0.001 -0.001
.ltoreq. l[509] .ltoreq. 0.001 -0.001 .ltoreq. l[510] .ltoreq.
0.001 -0.001 .ltoreq. l[511] .ltoreq. 0.001
TABLE-US-00007 TABLE 7 (window coefficients w(n); M = 512) w[0] =
-0.5814503045 w[1] = -0.5771483425 w[2] = -0.5728271028 w[3] =
-0.5684861526 w[4] = -0.5641251320 w[5] = -0.5597437553 w[6] =
-0.5553418111 w[7] = -0.5509191640 w[8] = -0.5464757549 w[9] =
-0.5420116024 w[10] = -0.5375268036 w[11] = -0.5330215135 w[12] =
-0.5284958733 w[13] = -0.5239499840 w[14] = -0.5193839081 w[15] =
-0.5147977085 w[16] = -0.5101913154 w[17] = -0.5055643952 w[18] =
-0.5009163562 w[19] = -0.4962467946 w[20] = -0.4915559394 w[21] =
-0.4868445026 w[22] = -0.4821136488 w[23] = -0.4773643469 w[24] =
-0.4725972174 w[25] = -0.4678130913 w[26] = -0.4630130178 w[27] =
-0.4581975902 w[28] = -0.4533663158 w[29] = -0.4485178627 w[30] =
-0.4436501369 w[31] = -0.4387620962 w[32] = -0.4338544061 w[33] =
-0.4289280480 w[34] = -0.4239842345 w[35] = -0.4190239765 w[36] =
-0.4140481876 w[37] = -0.4090581964 w[38] = -0.4040557507 w[39] =
-0.3990423565 w[40] = -0.3940191176 w[41] = -0.3889873029 w[42] =
-0.3839483607 w[43] = -0.3789034867 w[44] = -0.3738534660 w[45] =
-0.3687990023 w[46] = -0.3637407151 w[47] = -0.3586786540 w[48] =
-0.3536118830 w[49] = -0.3485386785 w[50] = -0.3434566147 w[51] =
-0.3383646961 w[52] = -0.3332639699 w[53] = -0.3281557852 w[54] =
-0.3230417222 w[55] = -0.3179238506 w[56] = -0.3128050784 w[57] =
-0.3076891445 w[58] = -0.3025805481 w[59] = -0.2974824667 w[60] =
-0.2923962815 w[61] = -0.2873233624 w[62] = -0.2822651360 w[63] =
-0.2772226243 w[64] = -0.2721963044 w[65] = -0.2671864768 w[66] =
-0.2621932979 w[67] = -0.2572171937 w[68] = -0.2522588673 w[69] =
-0.2473188875 w[70] = -0.2423976656 w[71] = -0.2374954166 w[72] =
-0.2326121005 w[73] = -0.2277474151 w[74] = -0.2229008283 w[75] =
-0.2180724405 w[76] = -0.2132631228 w[77] = -0.2084737425 w[78] =
-0.2037051218 w[79] = -0.1989580004 w[80] = -0.1942332242 w[81] =
-0.1895319122 w[82] = -0.1848554848 w[83] = -0.1802060045 w[84] =
-0.1755863325 w[85] = -0.1709999089 w[86] = -0.1664506990 w[87] =
-0.1619419312 w[88] = -0.1574759354 w[89] = -0.1530553130 w[90] =
-0.1486829107 w[91] = -0.1443598589 w[92] = -0.1400852903 w[93] =
-0.1358581172 w[94] = -0.1316770499 w[95] = -0.1275391140 w[96] =
-0.1234392159 w[97] = -0.1193713266 w[98] = -0.1153286681 w[99] =
-0.1113069687 w[100] = -0.1073045631 w[101] = -0.1033191706 w[102]
= -0.0993477087 w[103] = -0.0953861831 w[104] = -0.0914303473
w[105] = -0.0874762304 w[106] = -0.0835202373 w[107] =
-0.0795609620 w[108] = -0.0755997597 w[109] = -0.0716393653 w[110]
= -0.0676836353 w[111] = -0.0637317296 w[112] = -0.0597772275
w[113] = -0.0558134171 w[114] = -0.0518335706 w[115] =
-0.0478309358 w[116] = -0.0437978282 w[117] = -0.0397249946 w[118]
= -0.0356026120 w[119] = -0.0314450289 w[120] = -0.0272925912
w[121] = -0.0231880880 w[122] = -0.0191766370 w[123] =
-0.0153255503 w[124] = -0.0117264068 w[125] = -0.0084767653 w[126]
= -0.0056774478 w[127] = -0.0033883435 w[128] = 0.0000000000 w[129]
= 0.0000000000 w[130] = 0.0000000000 w[131] = 0.0000000000 w[132] =
0.0000000000 w[133] = 0.0000000000 w[134] = 0.0000000000 w[135] =
0.0000000000 w[136] = 0.0000000000 w[137] = 0.0000000000 w[138] =
0.0000000000 w[139] = 0.0000000000 w[140] = 0.0000000000 w[141] =
0.0000000000 w[142] = 0.0000000000 w[143] = 0.0000000000 w[144] =
0.0000000000 w[145] = 0.0000000000 w[146] = 0.0000000000 w[147] =
0.0000000000 w[148] = 0.0000000000 w[149] = 0.0000000000 w[150] =
0.0000000000 w[151] = 0.0000000000 w[152] = 0.0000000000 w[153] =
0.0000000000 w[154] = 0.0000000000 w[155] = 0.0000000000 w[156] =
0.0000000000 w[157] = 0.0000000000 w[158] = 0.0000000000 w[159] =
0.0000000000 w[160] = 0.0000000000 w[161] = 0.0000000000 w[162] =
0.0000000000 w[163] = 0.0000000000 w[164] = 0.0000000000 w[165] =
0.0000000000 w[166] = 0.0000000000 w[167] = 0.0000000000 w[168] =
0.0000000000 w[169] = 0.0000000000 w[170] = 0.0000000000 w[171] =
0.0000000000 w[172] = 0.0000000000 w[173] = 0.0000000000 w[174] =
0.0000000000 w[175] = 0.0000000000 w[176] = 0.0000000000 w[177] =
0.0000000000 w[178] = 0.0000000000 w[179] = 0.0000000000 w[180] =
0.0000000000 w[181] = 0.0000000000 w[182] = 0.0000000000 w[183] =
0.0000000000 w[184] = 0.0000000000 w[185] = 0.0000000000 w[186] =
0.0000000000 w[187] = 0.0000000000 w[188] = 0.0000000000 w[189] =
0.0000000000 w[190] = 0.0000000000 w[191] = 0.0000000000 w[192] =
0.0000000000 w[193] = 0.0000000000 w[194] = 0.0000000000 w[195] =
0.0000000000 w[196] = 0.0000000000 w[197] = 0.0000000000 w[198] =
0.0000000000 w[199] = 0.0000000000 w[200] = 0.0000000000 w[201] =
0.0000000000 w[202] = 0.0000000000 w[203] = 0.0000000000 w[204] =
0.0000000000 w[205] = 0.0000000000 w[206] = 0.0000000000 w[207] =
0.0000000000 w[208] = 0.0000000000 w[209] = 0.0000000000 w[210] =
0.0000000000 w[211] = 0.0000000000 w[212] = 0.0000000000 w[213] =
0.0000000000 w[214] = 0.0000000000 w[215] = 0.0000000000 w[216] =
0.0000000000 w[217] = 0.0000000000 w[218] = 0.0000000000 w[219] =
0.0000000000 w[220] = 0.0000000000 w[221] = 0.0000000000 w[222] =
0.0000000000 w[223] = 0.0000000000 w[224] = 0.0000000000 w[225] =
0.0000000000 w[226] = 0.0000000000 w[227] = 0.0000000000 w[228] =
0.0000000000 w[229] = 0.0000000000 w[230] = 0.0000000000 w[231] =
0.0000000000 w[232] = 0.0000000000 w[233] = 0.0000000000 w[234] =
0.0000000000 w[235] = 0.0000000000 w[236] = 0.0000000000 w[237] =
0.0000000000 w[238] = 0.0000000000 w[239] = 0.0000000000 w[240] =
0.0000000000 w[241] = 0.0000000000 w[242] = 0.0000000000 w[243] =
0.0000000000 w[244] = 0.0000000000
w[245] = 0.0000000000 w[246] = 0.0000000000 w[247] = 0.0000000000
w[248] = 0.0000000000 w[249] = 0.0000000000 w[250] = 0.0000000000
w[251] = 0.0000000000 w[252] = 0.0000000000 w[253] = 0.0000000000
w[254] = 0.0000000000 w[255] = 0.0000000000 w[256] = -1.0002821459
w[257] = -1.0008431920 w[258] = -1.0014047181 w[259] =
-1.0019666452 w[260] = -1.0025288945 w[261] = -1.0030913871 w[262]
= -1.0036540441 w[263] = -1.0042167867 w[264] = -1.0047795360
w[265] = -1.0053422132 w[266] = -1.0059047426 w[267] =
-1.0064671275 w[268] = -1.0070294494 w[269] = -1.0075917933 w[270]
= -1.0081542400 w[271] = -1.0087167765 w[272] = -1.0092792959
w[273] = -1.0098416872 w[274] = -1.0104038431 w[275] =
-1.0109657472 w[276] = -1.0115274735 w[277] = -1.0120890999 w[278]
= -1.0126507003 w[279] = -1.0132122556 w[280] = -1.0137736534
w[281] = -1.0143347772 w[282] = -1.0148955146 w[283] =
-1.0154558417 w[284] = -1.0160158237 w[285] = -1.0165755293 w[286]
= -1.0171350233 w[287] = -1.0176942746 w[288] = -1.0182531565
w[289] = -1.0188115379 w[290] = -1.0193692921 w[291] =
-1.0199263890 w[292] = -1.0204828948 w[293] = -1.0210388803 w[294]
= -1.0215944116 w[295] = -1.0221494529 w[296] = -1.0227038667
w[297] = -1.0232575109 w[298] = -1.0238102478 w[299] =
-1.0243620395 w[300] = -1.0249129481 w[301] = -1.0254630398 w[302]
= -1.0260123765 w[303] = -1.0265609206 w[304] = -1.0271085343
w[305] = -1.0276550758 w[306] = -1.0282004072 w[307] =
-1.0287444880 w[308] = -1.0292873749 w[309] = -1.0298291289 w[310]
= -1.0303698066 w[311] = -1.0309093689 w[312] = -1.0314476809
w[313] = -1.0319846033 w[314] = -1.0325200014 w[315] =
-1.0330538376 w[316] = -1.0335861723 w[317] = -1.0341170699 w[318]
= -1.0346465910 w[319] = -1.0351747036 w[320] = -1.0357012836
w[321] = -1.0362262031 w[322] = -1.0367493379 w[323] =
-1.0372706607 w[324] = -1.0377902401 w[325] = -1.0383081491 w[326]
= -1.0388244565 w[327] = -1.0393391358 w[328] = -1.0398520647
w[329] = -1.0403631170 w[330] = -1.0408721707 w[331] =
-1.0413792005 w[332] = -1.0418842781 w[333] = -1.0423874793 w[334]
= -1.0428888762 w[335] = -1.0433884508 w[336] = -1.0438860955
w[337] = -1.0443816988 w[338] = -1.0448751534 w[339] =
-1.0453664528 w[340] = -1.0458556912 w[341] = -1.0463429671 w[342]
= -1.0468283752 w[343] = -1.0473119169 w[344] = -1.0477935014
w[345] = -1.0482730334 w[346] = -1.0487504222 w[347] =
-1.0492256767 w[348] = -1.0496989060 w[349] = -1.0501702231 w[350]
= -1.0506397372 w[351] = -1.0511074619 w[352] = -1.0515733155
w[353] = -1.0520372123 w[354] = -1.0524990700 w[355] =
-1.0529588904 w[356] = -1.0534167595 w[357] = -1.0538727667 w[358]
= -1.0543269988 w[359] = -1.0547794817 w[360] = -1.0552301803
w[361] = -1.0556790568 w[362] = -1.0561260752 w[363] =
-1.0565712379 w[364] = -1.0570145861 w[365] = -1.0574561627 w[366]
= -1.0578960136 w[367] = -1.0583342576 w[368] = -1.0587710861
w[369] = -1.0592066934 w[370] = -1.0596412525 w[371] =
-1.0600744361 w[372] = -1.0605054167 w[373] = -1.0609333455 w[374]
= -1.0613574636 w[375] = -1.0617790928 w[376] = -1.0622016350
w[377] = -1.0626285827 w[378] = -1.0630630890 w[379] =
-1.0635005039 w[380] = -1.0639283741 w[381] = -1.0643339074 w[382]
= -1.0647044284 w[383] = -1.0650299578 w[384] = -1.0653032118
w[385] = -1.0655170241 w[386] = -1.0656646006 w[387] =
-1.0657477171 w[388] = -1.0657767186 w[389] = -1.0657623227 w[390]
= -1.0657151225 w[391] = -1.0656428467 w[392] = -1.0655503595
w[393] = -1.0654424004 w[394] = -1.0653234852 w[395] =
-1.0651929817 w[396] = -1.0650451093 w[397] = -1.0648738639 w[398]
= -1.0646733351 w[399] = -1.0644397719 w[400] = -1.0641715829
w[401] = -1.0638672705 w[402] = -1.0635254800 w[403] =
-1.0631481460 w[404] = -1.0627404919 w[405] = -1.0623078843 w[406]
= -1.0618556139 w[407] = -1.0613872264 w[408] = -1.0609045231
w[409] = -1.0604092292 w[410] = -1.0599029825 w[411] =
-1.0593854054 w[412] = -1.0588541055 w[413] = -1.0583066026 w[414]
= -1.0577403431 w[415] = -1.0571510830 w[416] = -1.0565328879
w[417] = -1.0558797500 w[418] = -1.0551857385 w[419] =
-1.0544466960 w[420] = -1.0536602380 w[421] = -1.0528240573 w[422]
= -1.0519359242 w[423] = -1.0509953893 w[424] = -1.0500037838
w[425] = -1.0489625166 w[426] = -1.0478730444 w[427] =
-1.0467379329 w[428] = -1.0455608564 w[429] = -1.0443455372 w[430]
= -1.0430956628 w[431] = -1.0418141089 w[432] = -1.0405029405
w[433] = -1.0391641870 w[434] = -1.0377998352 w[435] =
-1.0364108906 w[436] = -1.0349973772 w[437] = -1.0335592765 w[438]
= -1.0320965184 w[439] = -1.0306078538 w[440] = -1.0290908538
w[441] = -1.0275430385 w[442] = -1.0259619429 w[443] =
-1.0243454510 w[444] = -1.0226917960 w[445] = -1.0209992258 w[446]
= -1.0192659750 w[447] = -1.0174899678 w[448] = -1.0156688177
w[449] = -1.0138001249 w[450] = -1.0118815417 w[451] =
-1.0099119237 w[452] = -1.0078913294 w[453] = -1.0058198697 w[454]
= -1.0036978644 w[455] = -1.0015304354 w[456] = -0.9993275072
w[457] = -0.9970992128 w[458] = -0.9948555564 w[459] =
-0.9926035723 w[460] = -0.9903473251 w[461] = -0.9880907503 w[462]
= -0.9858374846 w[463] = -0.9835842882 w[464] = -0.9813210451
w[465] = -0.9790373402 w[466] = -0.9767229520 w[467] =
-0.9743721055 w[468] = -0.9719834723 w[469] = -0.9695559176 w[470]
= -0.9670883881 w[471] = -0.9645817108 w[472] = -0.9620385928
w[473] = -0.9594618229 w[474] = -0.9568542915 w[475] =
-0.9542212248 w[476] = -0.9515701850 w[477] = -0.9489088358 w[478]
= -0.9462447978 w[479] = -0.9435847037 w[480] = -0.9409341977
w[481] = -0.9382988815 w[482] = -0.9356839324 w[483] =
-0.9330847763 w[484] = -0.9304870874 w[485] = -0.9278761160 w[486]
= -0.9252375162 w[487] = -0.9225662342 w[488] = -0.9198665080
w[489] = -0.9171429795 w[490] = -0.9144004110 w[491] =
-0.9116463325 w[492] = -0.9088910414 w[493] = -0.9061449555 w[494]
= -0.9034181731 w[495] = -0.9007134473
w[496] = -0.8980261849 w[497] = -0.8953514739 w[498] =
-0.8926844999 w[499] = -0.8900227020 w[500] = -0.8873657730 w[501]
= -0.8847135031 w[502] = -0.8820657360 w[503] = -0.8794235309
w[504] = -0.8767891632 w[505] = -0.8741649612 w[506] =
-0.8715532533 w[507] = -0.8689563676 w[508] = -0.8663766324 w[509]
= -0.8638163760 w[510] = -0.8612779268 w[511] = -0.8587636128
w[512] = -0.5849248947 w[513] = -0.5891851108 w[514] =
-0.5934232557 w[515] = -0.5976393640 w[516] = -0.6018334700 w[517]
= -0.6060056081 w[518] = -0.6101558128 w[519] = -0.6142841184
w[520] = -0.6183905594 w[521] = -0.6224751702 w[522] =
-0.6265379880 w[523] = -0.6305791151 w[524] = -0.6345987187 w[525]
= -0.6385969691 w[526] = -0.6425740335 w[527] = -0.6465300141
w[528] = -0.6504649478 w[529] = -0.6543788687 w[530] =
-0.6582718116 w[531] = -0.6621438279 w[532] = -0.6659949852 w[533]
= -0.6698253518 w[534] = -0.6736349946 w[535] = -0.6774239429
w[536] = -0.6811921889 w[537] = -0.6849397229 w[538] =
-0.6886665341 w[539] = -0.6923725796 w[540] = -0.6960577846 w[541]
= -0.6997220732 w[542] = -0.7033653686 w[543] = -0.7069875827
w[544] = -0.7105886155 w[545] = -0.7141683665 w[546] =
-0.7177267351 w[547] = -0.7212636147 w[548] = -0.7247788927 w[549]
= -0.7282724563 w[550] = -0.7317441902 w[551] = -0.7351939200
w[552] = -0.7386214124 w[553] = -0.7420264316 w[554] =
-0.7454087439 w[555] = -0.7487681690 w[556] = -0.7521045796 w[557]
= -0.7554178508 w[558] = -0.7587078536 w[559] = -0.7619743688
w[560] = -0.7652170872 w[561] = -0.7684356952 w[562] =
-0.7716298821 w[563] = -0.7747993928 w[564] = -0.7779440282 w[565]
= -0.7810635917 w[566] = -0.7841578859 w[567] = -0.7872266964
w[568] = -0.7902697916 w[569] = -0.7932869391 w[570] =
-0.7962779060 w[571] = -0.7992424395 w[572] = -0.8021802676 w[573]
= -0.8050911173 w[574] = -0.8079747164 w[575] = -0.8108308071
w[576] = -0.8136591462 w[577] = -0.8164594911 w[578] =
-0.8192316013 w[579] = -0.8219752794 w[580] = -0.8246903718 w[581]
= -0.8273767266 w[582] = -0.8300341921 w[583] = -0.8326626180
w[584] = -0.8352618558 w[585] = -0.8378317570 w[586] =
-0.8403721735 w[587] = -0.8428829667 w[588] = -0.8453640072 w[589]
= -0.8478151663 w[590] = -0.8502363174 w[591] = -0.8526273878
w[592] = -0.8549883583 w[593] = -0.8573192121 w[594] =
-0.8596199332 w[595] = -0.8618905240 w[596] = -0.8641310054 w[597]
= -0.8663413992 w[598] = -0.8685217309 w[599] = -0.8706721136
w[600] = -0.8727927482 w[601] = -0.8748838393 w[602] =
-0.8769455928 w[603] = -0.8789782436 w[604] = -0.8809820555 w[605]
= -0.8829572934 w[606] = -0.8849042303 w[607] = -0.8868233183
w[608] = -0.8887151887 w[609] = -0.8905804810 w[610] =
-0.8924198350 w[611] = -0.8942339098 w[612] = -0.8960233831 w[613]
= -0.8977889337 w[614] = -0.8995312563 w[615] = -0.9012514186
w[616] = -0.9029508608 w[617] = -0.9046310394 w[618] =
-0.9062934118 w[619] = -0.9079394566 w[620] = -0.9095706736 w[621]
= -0.9111885636 w[622] = -0.9127946410 w[623] = -0.9143907324
w[624] = -0.9159789770 w[625] = -0.9175615274 w[626] =
-0.9191404896 w[627] = -0.9207168950 w[628] = -0.9222907010 w[629]
= -0.9238618179 w[630] = -0.9254299279 w[631] = -0.9269894615
w[632] = -0.9285295974 w[633] = -0.9300392862 w[634] =
-0.9315072661 w[635] = -0.9329173908 w[636] = -0.9342486301 w[637]
= -0.9354797410 w[638] = -0.9365898239 w[639] = -0.9375658696
w[640] = -0.9389407243 w[641] = -0.9392278019 w[642] =
-0.9395547704 w[643] = -0.9399128967 w[644] = -0.9402910449 w[645]
= -0.9406779431 w[646] = -0.9410625841 w[647] = -0.9414408404
w[648] = -0.9418154932 w[649] = -0.9421896338 w[650] =
-0.9425662831 w[651] = -0.9429466217 w[652] = -0.9433299832 w[653]
= -0.9437156185 w[654] = -0.9441027952 w[655] = -0.9444912249
w[656] = -0.9448810645 w[657] = -0.9452724910 w[658] =
-0.9456656789 w[659] = -0.9460607386 w[660] = -0.9464577154 w[661]
= -0.9468566524 w[662] = -0.9472575908 w[663] = -0.9476605376
w[664] = -0.9480654652 w[665] = -0.9484723441 w[666] =
-0.9488811474 w[667] = -0.9492919027 w[668] = -0.9497046932 w[669]
= -0.9501196044 w[670] = -0.9505367190 w[671] = -0.9509560439
w[672] = -0.9513775102 w[673] = -0.9518010452 w[674] =
-0.9522265800 w[675] = -0.9526541319 w[676] = -0.9530838047 w[677]
= -0.9535157068 w[678] = -0.9539499426 w[679] = -0.9543865262
w[680] = -0.9548253809 w[681] = -0.9552664255 w[682] =
-0.9557095822 w[683] = -0.9561548581 w[684] = -0.9566023449 w[685]
= -0.9570521385 w[686] = -0.9575043312 w[687] = -0.9579589232
w[688] = -0.9584158223 w[689] = -0.9588749318 w[690] =
-0.9593361584 w[691] = -0.9597994912 w[692] = -0.9602650020 w[693]
= -0.9607327664 w[694] = -0.9612028566 w[695] = -0.9616752555
w[696] = -0.9621498562 w[697] = -0.9626265474 w[698] =
-0.9631052216 w[699] = -0.9635858591 w[700] = -0.9640685290 w[701]
= -0.9645533047 w[702] = -0.9650402557 w[703] = -0.9655293624
w[704] = -0.9660205148 w[705] = -0.9665135987 w[706] =
-0.9670085033 w[707] = -0.9675052035 w[708] = -0.9680037609 w[709]
= -0.9685042408 w[710] = -0.9690067049 w[711] = -0.9695111236
w[712] = -0.9700173751 w[713] = -0.9705253334 w[714] =
-0.9710348756 w[715] = -0.9715459690 w[716] = -0.9720586712 w[717]
= -0.9725730442 w[718] = -0.9730891459 w[719] = -0.9736069428
w[720] = -0.9741263085 w[721] = -0.9746471123 w[722] =
-0.9751692272 w[723] = -0.9756926204 w[724] = -0.9762173542 w[725]
= -0.9767434954 w[726] = -0.9772711066 w[727] = -0.9778001556
w[728] = -0.9783305143 w[729] = -0.9788620500 w[730] =
-0.9793946335 w[731] = -0.9799282330 w[732] = -0.9804629146 w[733]
= -0.9809987487 w[734] = -0.9815358021 w[735] = -0.9820740487
w[736] = -0.9826133692 w[737] = -0.9831536395 w[738] =
-0.9836947390 w[739] = -0.9842366395 w[740] = -0.9847794054 w[741]
= -0.9853231053 w[742] = -0.9858678047 w[743] = -0.9864134826
w[744] = -0.9869600318 w[745] = -0.9875073406 w[746] =
-0.9880553008
w[747] = -0.9886038948 w[748] = -0.9891531961 w[749] =
-0.9897032823 w[750] = -0.9902542277 w[751] = -0.9908060177 w[752]
= -0.9913585491 w[753] = -0.9919117138 w[754] = -0.9924654078
w[755] = -0.9930196188 w[756] = -0.9935744275 w[757] =
-0.9941299187 w[758] = -0.9946861744 w[759] = -0.9952431993 w[760]
= -0.9958009199 w[761] = -0.9963592593 w[762] = -0.9969181401
w[763] = -0.9974774847 w[764] = -0.9980372149 w[765] =
-0.9985972524 w[766] = -0.9991575183 w[767] = -0.9997179337 w[768]
= 0.0816861552 w[769] = 0.0830243316 w[770] = 0.0843862894 w[771] =
0.0857706497 w[772] = 0.0871760335 w[773] = 0.0886010620 w[774] =
0.0900443561 w[775] = 0.0915045369 w[776] = 0.0929802255 w[777] =
0.0944700429 w[778] = 0.0959726559 w[779] = 0.0974877813 w[780] =
0.0990161861 w[781] = 0.1005586830 w[782] = 0.1021160531 w[783] =
0.1036883501 w[784] = 0.1052749008 w[785] = 0.1068750000 w[786] =
0.1084879826 w[787] = 0.1101140980 w[788] = 0.1117545105 w[789] =
0.1134104241 w[790] = 0.1150829917 w[791] = 0.1167721943 w[792] =
0.1184768406 w[793] = 0.1201956886 w[794] = 0.1219275086 w[795] =
0.1236713601 w[796] = 0.1254265919 w[797] = 0.1271925650 w[798] =
0.1289686319 w[799] = 0.1307539399 w[800] = 0.1325474314 w[801] =
0.1343480400 w[802] = 0.1361547494 w[803] = 0.1379676950 w[804] =
0.1397881641 w[805] = 0.1416174941 w[806] = 0.1434569063 w[807] =
0.1453049464 w[808] = 0.1471574850 w[809] = 0.1490102763 w[810] =
0.1508590965 w[811] = 0.1527002241 w[812] = 0.1545304399 w[813] =
0.1563465467 w[814] = 0.1581453556 w[815] = 0.1599238727 w[816] =
0.1616792992 w[817] = 0.1634088447 w[818] = 0.1651097133 w[819] =
0.1667789871 w[820] = 0.1684136256 w[821] = 0.1700105833 w[822] =
0.1715668295 w[823] = 0.1730796805 w[824] = 0.1745467992 w[825] =
0.1759658637 w[826] = 0.1773345770 w[827] = 0.1786512154 w[828] =
0.1799146287 w[829] = 0.1811236916 w[830] = 0.1822779219 w[831] =
0.1833916286 w[832] = 0.1844939116 w[833] = 0.1856145142 w[834] =
0.1867825502 w[835] = 0.1880126632 w[836] = 0.1893050259 w[837] =
0.1906591820 w[838] = 0.1920746639 w[839] = 0.1935507421 w[840] =
0.1950864260 w[841] = 0.1966807133 w[842] = 0.1983326031 w[843] =
0.2000411259 w[844] = 0.2018053438 w[845] = 0.2036243201 w[846] =
0.2054971261 w[847] = 0.2074230142 w[848] = 0.2094014182 w[849] =
0.2114317797 w[850] = 0.2135135186 w[851] = 0.2156455558 w[852] =
0.2178263132 w[853] = 0.2200541910 w[854] = 0.2223276521 w[855] =
0.2246466062 w[856] = 0.2270124093 w[857] = 0.2294264805 w[858] =
0.2318902558 w[859] = 0.2344055641 w[860] = 0.2369746273 w[861] =
0.2395996842 w[862] = 0.2422829192 w[863] = 0.2450252603 w[864] =
0.2478263794 w[865] = 0.2506858940 w[866] = 0.2536031997 w[867] =
0.2565725933 w[868] = 0.2595832730 w[869] = 0.2626242153 w[870] =
0.2656846645 w[871] = 0.2687600266 w[872] = 0.2718518694 w[873] =
0.2749620283 w[874] = 0.2780925345 w[875] = 0.2812499131 w[876] =
0.2844451837 w[877] = 0.2876895614 w[878] = 0.2909938146 w[879] =
0.2943584445 w[880] = 0.2977736849 w[881] = 0.3012293231 w[882] =
0.3047152291 w[883] = 0.3082231706 w[884] = 0.3117468130 w[885] =
0.3152799045 w[886] = 0.3188166191 w[887] = 0.3223609254 w[888] =
0.3259265871 w[889] = 0.3295277934 w[890] = 0.3331785843 w[891] =
0.3368895603 w[892] = 0.3406678830 w[893] = 0.3445205639 w[894] =
0.3484541473 w[895] = 0.3524644185 w[896] = 0.3565364042 w[897] =
0.3606546633 w[898] = 0.3648037030 w[899] = 0.3689668415 w[900] =
0.3731262081 w[901] = 0.3772638802 w[902] = 0.3813625392 w[903] =
0.3854187559 w[904] = 0.3894429908 w[905] = 0.3934463080 w[906] =
0.3974401618 w[907] = 0.4014449795 w[908] = 0.4054901608 w[909] =
0.4096054956 w[910] = 0.4138200028 w[911] = 0.4181449633 w[912] =
0.4225739206 w[913] = 0.4270996471 w[914] = 0.4317143979 w[915] =
0.4363985395 w[916] = 0.4411205492 w[917] = 0.4458483875 w[918] =
0.4505504201 w[919] = 0.4552043331 w[920] = 0.4597971332 w[921] =
0.4643162322 w[922] = 0.4687497127 w[923] = 0.4731010830 w[924] =
0.4773892774 w[925] = 0.4816339008 w[926] = 0.4858545024 w[927] =
0.4900693458 w[928] = 0.4942954093 w[929] = 0.4985496153 w[930] =
0.5028485431 w[931] = 0.5072008793 w[932] = 0.5116074176 w[933] =
0.5160686088 w[934] = 0.5205847376 w[935] = 0.5251522760 w[936] =
0.5297638829 w[937] = 0.5344120512 w[938] = 0.5390891790 w[939] =
0.5437854771 w[940] = 0.5484889693 w[941] = 0.5531875840 w[942] =
0.5578693688 w[943] = 0.5625251077 w[944] = 0.5671483207 w[945] =
0.5717326471 w[946] = 0.5762719025 w[947] = 0.5807639635 w[948] =
0.5852107674 w[949] = 0.5896144279 w[950] = 0.5939771500 w[951] =
0.5983032314 w[952] = 0.6025990628 w[953] = 0.6068711260 w[954] =
0.6111258529 w[955] = 0.6153685329 w[956] = 0.6196033124 w[957] =
0.6238342882 w[958] = 0.6280655472 w[959] = 0.6323009489 w[960] =
0.6365441251 w[961] = 0.6407986979 w[962] = 0.6450681819 w[963] =
0.6493536165 w[964] = 0.6536535660 w[965] = 0.6579664872 w[966] =
0.6622904870 w[967] = 0.6666156210 w[968] = 0.6709238942 w[969] =
0.6751969615 w[970] = 0.6794167770 w[971] = 0.6835721805 w[972] =
0.6876588975 w[973] = 0.6916729528 w[974] = 0.6956108519 w[975] =
0.6994801585 w[976] = 0.7032994945 w[977] = 0.7070879622 w[978] =
0.7108643058 w[979] = 0.7146390269 w[980] = 0.7184143842 w[981] =
0.7221922780 w[982] = 0.7259744783 w[983] = 0.7297597540 w[984] =
0.7335438731 w[985] = 0.7373224730 w[986] = 0.7410910660 w[987] =
0.7448422828 w[988] = 0.7485658728 w[989] = 0.7522514600 w[990] =
0.7558887789 w[991] = 0.7594701061 w[992] = 0.7629902604 w[993] =
0.7664441708 w[994] = 0.7698273081 w[995] = 0.7731475971 w[996] =
0.7764254168 w[997] = 0.7796816877
w[998] = 0.7829367728 w[999] = 0.7861982124 w[1000] = 0.7894607247
w[1001] = 0.7927184699 w[1002] = 0.7959654899 w[1003] =
0.7991930985 w[1004] = 0.8023898815 w[1005] = 0.8055443061 w[1006]
= 0.8086452325 w[1007] = 0.8116905602 w[1008] = 0.8146872278
w[1009] = 0.8176425672 w[1010] = 0.8205637887 w[1011] =
0.8234553108 w[1012] = 0.8263187601 w[1013] = 0.8291556417 w[1014]
= 0.8319673949 w[1015] = 0.8347539423 w[1016] = 0.8375136899
w[1017] = 0.8402449774 w[1018] = 0.8429461451 w[1019] =
0.8456155326 w[1020] = 0.8482514802 w[1021] = 0.8508523276 w[1022]
= 0.8534164149 w[1023] = 0.8559420820
TABLE-US-00008 TABLE 8 (lifting coefficients l(n); M = 512) l[0] =
-0.1609443332 l[1] = -0.1588316809 l[2] = -0.1567400824 l[3] =
-0.1546684166 l[4] = -0.1526155623 l[5] = -0.1505803984 l[6] =
-0.1485618038 l[7] = -0.1465586574 l[8] = -0.1445698381 l[9] =
-0.1425942248 l[10] = -0.1406307229 l[11] = -0.1386788498 l[12] =
-0.1367387349 l[13] = -0.1348105340 l[14] = -0.1328944022 l[15] =
-0.1309904769 l[16] = -0.1290988777 l[17] = -0.1272197233 l[18] =
-0.1253531342 l[19] = -0.1234992701 l[20] = -0.1216583298 l[21] =
-0.1198305138 l[22] = -0.1180160191 l[23] = -0.1162149646 l[24] =
-0.1144273912 l[25] = -0.1126533363 l[26] = -0.1108928391 l[27] =
-0.1091459794 l[28] = -0.1074128779 l[29] = -0.1056936570 l[30] =
-0.1039884357 l[31] = -0.1022972566 l[32] = -0.1006200857 l[33] =
-0.0989568856 l[34] = -0.0973076216 l[35] = -0.0956723180 l[36] =
-0.0940510581 l[37] = -0.0924439277 l[38] = -0.0908510096 l[39] =
-0.0892723116 l[40] = -0.0877077667 l[41] = -0.0861573048 l[42] =
-0.0846208587 l[43] = -0.0830984304 l[44] = -0.0815900912 l[45] =
-0.0800959154 l[46] = -0.0786159738 l[47] = -0.0771502574 l[48] =
-0.0756986773 l[49] = -0.0742611413 l[50] = -0.0728375604 l[51] =
-0.0714279211 l[52] = -0.0700322857 l[53] = -0.0686507196 l[54] =
-0.0672832847 l[55] = -0.0659299600 l[56] = -0.0645906422 l[57] =
-0.0632652241 l[58] = -0.0619536020 l[59] = -0.0606557487 l[60] =
-0.0593717137 l[61] = -0.0581015498 l[62] = -0.0568453060 l[63] =
-0.0556029435 l[64] = -0.0543743355 l[65] = -0.0531593517 l[66] =
-0.0519578650 l[67] = -0.0507698310 l[68] = -0.0495952880 l[69] =
-0.0484342775 l[70] = -0.0472868381 l[71] = -0.0461529343 l[72] =
-0.0450324566 l[73] = -0.0439252926 l[74] = -0.0428313336 l[75] =
-0.0417505639 l[76] = -0.0406830608 l[77] = -0.0396289057 l[78] =
-0.0385881755 l[79] = -0.0375608497 l[80] = -0.0365468098 l[81] =
-0.0355459333 l[82] = -0.0345580997 l[83] = -0.0335832379 l[84] =
-0.0326213260 l[85] = -0.0316723442 l[86] = -0.0307362666 l[87] =
-0.0298129207 l[88] = -0.0289019881 l[89] = -0.0280031437 l[90] =
-0.0271160689 l[91] = -0.0262405912 l[92] = -0.0253766838 l[93] =
-0.0245243266 l[94] = -0.0236835036 l[95] = -0.0228542987 l[96] =
-0.0220368955 l[97] = -0.0212314819 l[98] = -0.0204382549 l[99] =
-0.0196576149 l[100] = -0.0188901665 l[101] = -0.0181365226 l[102]
= -0.0173972678 l[103] = -0.0166723253 l[104] = -0.0159609574
l[105] = -0.0152623975 l[106] = -0.0145758876 l[107] =
-0.0139008669 l[108] = -0.0132369718 l[109] = -0.0125838473 l[110]
= -0.0119411575 l[111] = -0.0113090093 l[112] = -0.0106879523
l[113] = -0.0100785551 l[114] = -0.0094813609 l[115] =
-0.0088963283 l[116] = -0.0083228305 l[117] = -0.0077602157 l[118]
= -0.0072078516 l[119] = -0.0066655575 l[120] = -0.0061336051
l[121] = -0.0056122854 l[122] = -0.0051018950 l[123] =
-0.0046028579 l[124] = -0.0041157253 l[125] = -0.0036410540 l[126]
= -0.0031793665 l[127] = -0.0027303940 l[128] = -0.0022930768
l[129] = -0.0018663206 l[130] = -0.0014490228 l[131] =
-0.0010398845 l[132] = -0.0006374113 l[133] = -0.0002400999 l[134]
= 0.0001534884 l[135] = 0.0005433081 l[136] = 0.0009278302 l[137] =
0.0013054608 l[138] = 0.0016745789 l[139] = 0.0020329331 l[140] =
0.0023776420 l[141] = 0.0027057969 l[142] = 0.0030145845 l[143] =
0.0033033931 l[144] = 0.0035738121 l[145] = 0.0038275268 l[146] =
0.0040662622 l[147] = 0.0042926610 l[148] = 0.0045102838 l[149] =
0.0047227308 l[150] = 0.0049335409 l[151] = 0.0051448353 l[152] =
0.0053573176 l[153] = 0.0055716300 l[154] = 0.0057883442 l[155] =
0.0060064153 l[156] = 0.0062231812 l[157] = 0.0064359095 l[158] =
0.0066418916 l[159] = 0.0068389637 l[160] = 0.0070255068 l[161] =
0.0071999252 l[162] = 0.0073606631 l[163] = 0.0075070690 l[164] =
0.0076393965 l[165] = 0.0077579383 l[166] = 0.0078630125 l[167] =
0.0079555204 l[168] = 0.0080369468 l[169] = 0.0081088015 l[170] =
0.0081725880 l[171] = 0.0082296607 l[172] = 0.0082812254 l[173] =
0.0083284809 l[174] = 0.0083726124 l[175] = 0.0084144818 l[176] =
0.0084546280 l[177] = 0.0084935759 l[178] = 0.0085318252 l[179] =
0.0085693019 l[180] = 0.0086053580 l[181] = 0.0086393203 l[182] =
0.0086705141 l[183] = 0.0086982231 l[184] = 0.0087216896 l[185] =
0.0087401542 l[186] = 0.0087528597 l[187] = 0.0087591002 l[188] =
0.0087582212 l[189] = 0.0087495705 l[190] = 0.0087325149 l[191] =
0.0087068610 l[192] = 0.0086728551 l[193] = 0.0086307626 l[194] =
0.0085808633 l[195] = 0.0085237633 l[196] = 0.0084603958 l[197] =
0.0083917082 l[198] = 0.0083186507 l[199] = 0.0082422399 l[200] =
0.0081635596 l[201] = 0.0080836960 l[202] = 0.0080036996 l[203] =
0.0079237945 l[204] = 0.0078433781 l[205] = 0.0077618120 l[206] =
0.0076784529 l[207] = 0.0075925408 l[208] = 0.0075031993 l[209] =
0.0074095469 l[210] = 0.0073107210 l[211] = 0.0072062938 l[212] =
0.0070962722 l[213] = 0.0069806821 l[214] = 0.0068595669 l[215] =
0.0067333750 l[216] = 0.0066029600 l[217] = 0.0064691930 l[218] =
0.0063329325 l[219] = 0.0061947460 l[220] = 0.0060549104 l[221] =
0.0059136897 l[222] = 0.0057713374 l[223] = 0.0056278629 l[224] =
0.0054830316 l[225] = 0.0053365982 l[226] = 0.0051883144 l[227] =
0.0050378645 l[228] = 0.0048848649 l[229] = 0.0047289293 l[230] =
0.0045696897 l[231] = 0.0044072046 l[232] = 0.0042419586 l[233] =
0.0040744550 l[234] = 0.0039051877 l[235] = 0.0037344343 l[236] =
0.0035622569 l[237] = 0.0033887077 l[238] = 0.0032138392 l[239] =
0.0030377022 l[240] = 0.0028603463 l[241] = 0.0026818208 l[242] =
0.0025021748 l[243] = 0.0023214447 l[244] = 0.0021396548
l[245] = 0.0019568291 l[246] = 0.0017729940 l[247] = 0.0015882404
l[248] = 0.0014027231 l[249] = 0.0012165999 l[250] = 0.0010300284
l[251] = 0.0008431664 l[252] = 0.0006561715 l[253] = 0.0004692016
l[254] = 0.0002824142 l[255] = 0.0000959671 l[256] = -0.0813792712
l[257] = -0.0821857141 l[258] = -0.0829863415 l[259] =
-0.0837813411 l[260] = -0.0845709001 l[261] = -0.0853552062 l[262]
= -0.0861344468 l[263] = -0.0869088094 l[264] = -0.0876784815
l[265] = -0.0884436505 l[266] = -0.0892044833 l[267] =
-0.0899606716 l[268] = -0.0907114317 l[269] = -0.0914559595 l[270]
= -0.0921934875 l[271] = -0.0929240925 l[272] = -0.0936486952
l[273] = -0.0943682534 l[274] = -0.0950836792 l[275] =
-0.0957948415 l[276] = -0.0965005657 l[277] = -0.0971996319 l[278]
= -0.0978908747 l[279] = -0.0985743841 l[280] = -0.0992515051
l[281] = -0.0999236373 l[282] = -0.1005921615 l[283] =
-0.1012580234 l[284] = -0.1019217335 l[285] = -0.1025837837 l[286]
= -0.1032446794 l[287] = -0.1039052432 l[288] = -0.1045666148
l[289] = -0.1052299477 l[290] = -0.1058963398 l[291] =
-0.1065656157 l[292] = -0.1072363261 l[293] = -0.1079069664 l[294]
= -0.1085761526 l[295] = -0.1092452792 l[296] = -0.1099185185
l[297] = -0.1106001636 l[298] = -0.1112944816 l[299] =
-0.1120051355 l[300] = -0.1127351848 l[301] = -0.1134876626 l[302]
= -0.1142656006 l[303] = -0.1150720001 l[304] = -0.1159098318
l[305] = -0.1167820650 l[306] = -0.1176916699 l[307] =
-0.1186416405 l[308] = -0.1196349941 l[309] = -0.1206747489 l[310]
= -0.1217639120 l[311] = -0.1229052302 l[312] = -0.1241011905
l[313] = -0.1253542684 l[314] = -0.1266669090 l[315] =
-0.1280408583 l[316] = -0.1294771630 l[317] = -0.1309768396 l[318]
= -0.1325402437 l[319] = -0.1341525322 l[320] = -0.1357836636
l[321] = -0.1374029357 l[322] = -0.1389802968 l[323] =
-0.1405006612 l[324] = -0.1419639094 l[325] = -0.1433705722 l[326]
= -0.1447211807 l[327] = -0.1460162664 l[328] = -0.1472563614
l[329] = -0.1484419976 l[330] = -0.1495737072 l[331] =
-0.1506520217 l[332] = -0.1516774722 l[333] = -0.1526505899 l[334]
= -0.1535719061 l[335] = -0.1544419520 l[336] = -0.1552612596
l[337] = -0.1560303607 l[338] = -0.1567497871 l[339] =
-0.1574200700 l[340] = -0.1580417407 l[341] = -0.1586153299 l[342]
= -0.1591413689 l[343] = -0.1596203888 l[344] = -0.1600529215
l[345] = -0.1604394986 l[346] = -0.1607806519 l[347] =
-0.1610769130 l[348] = -0.1613288133 l[349] = -0.1615368844 l[350]
= -0.1617016576 l[351] = -0.1618236647 l[352] = -0.1619034374
l[353] = -0.1619415073 l[354] = -0.1619384064 l[355] =
-0.1618946658 l[356] = -0.1618108165 l[357] = -0.1616873893 l[358]
= -0.1615249153 l[359] = -0.1613239260 l[360] = -0.1610849534
l[361] = -0.1608085297 l[362] = -0.1604951871 l[363] =
-0.1601454570 l[364] = -0.1597598702 l[365] = -0.1593389576 l[366]
= -0.1588832500 l[367] = -0.1583932788 l[368] = -0.1578695762
l[369] = -0.1573126744 l[370] = -0.1567231053 l[371] =
-0.1561014007 l[372] = -0.1554480914 l[373] = -0.1547637083 l[374]
= -0.1540487824 l[375] = -0.1533038449 l[376] = -0.1525294275
l[377] = -0.1517260621 l[378] = -0.1508942803 l[379] =
-0.1500346137 l[380] = -0.1491475939 l[381] = -0.1482337526 l[382]
= -0.1472936213 l[383] = -0.1463277315 l[384] = -0.1453366145
l[385] = -0.1443208015 l[386] = -0.1432808238 l[387] =
-0.1422172130 l[388] = -0.1411305007 l[389] = -0.1400212186 l[390]
= -0.1388898983 l[391] = -0.1377370715 l[392] = -0.1365632693
l[393] = -0.1353690234 l[394] = -0.1341548649 l[395] =
-0.1329213253 l[396] = -0.1316689358 l[397] = -0.1303982276 l[398]
= -0.1291097320 l[399] = -0.1278039807 l[400] = -0.1264815057
l[401] = -0.1251428390 l[402] = -0.1237885126 l[403] =
-0.1224190580 l[404] = -0.1210350062 l[405] = -0.1196368881 l[406]
= -0.1182252345 l[407] = -0.1168005768 l[408] = -0.1153634470
l[409] = -0.1139143766 l[410] = -0.1124538977 l[411] =
-0.1109825416 l[412] = -0.1095008396 l[413] = -0.1080093229 l[414]
= -0.1065085227 l[415] = -0.1049989705 l[416] = -0.1034811981
l[417] = -0.1019557373 l[418] = -0.1004231200 l[419] =
-0.0988838777 l[420] = -0.0973385416 l[421] = -0.0957876431 l[422]
= -0.0942317135 l[423] = -0.0926712840 l[424] = -0.0911068863
l[425] = -0.0895390519 l[426] = -0.0879683123 l[427] =
-0.0863951990 l[428] = -0.0848202435 l[429] = -0.0832439774 l[430]
= -0.0816669322 l[431] = -0.0800896394 l[432] = -0.0785126302
l[433] = -0.0769364362 l[434] = -0.0753615888 l[435] =
-0.0737886195 l[436] = -0.0722180597 l[437] = -0.0706504412 l[438]
= -0.0690862954 l[439] = -0.0675261540 l[440] = -0.0659705481
l[441] = -0.0644200093 l[442] = -0.0628750688 l[443] =
-0.0613362581 l[444] = -0.0598041089 l[445] = -0.0582791526 l[446]
= -0.0567619210 l[447] = -0.0552529454 l[448] = -0.0537527573
l[449] = -0.0522618880 l[450] = -0.0507808690 l[451] =
-0.0493102317 l[452] = -0.0478505077 l[453] = -0.0464022286 l[454]
= -0.0449659259 l[455] = -0.0435421312 l[456] = -0.0421313759
l[457] = -0.0407341912 l[458] = -0.0393511087 l[459] =
-0.0379826599 l[460] = -0.0366293762 l[461] = -0.0352917891 l[462]
= -0.0339704304 l[463] = -0.0326658313 l[464] = -0.0313785234
l[465] = -0.0301090381 l[466] = -0.0288579069 l[467] =
-0.0276256611 l[468] = -0.0264128324 l[469] = -0.0252199523 l[470]
= -0.0240475522 l[471] = -0.0228961635 l[472] = -0.0217663179
l[473] = -0.0206585466 l[474] = -0.0195733813 l[475] =
-0.0185113532 l[476] = -0.0174729940 l[477] = -0.0164588352 l[478]
= -0.0154694082 l[479] = -0.0145052447 l[480] = -0.0135668760
l[481] = -0.0126548337 l[482] = -0.0117696492 l[483] =
-0.0109118541 l[484] = -0.0100819798 l[485] = -0.0092805576 l[486]
= -0.0085081191 l[487] = -0.0077651958 l[488] = -0.0070523191
l[489] = -0.0063700205 l[490] = -0.0057188316 l[491] =
-0.0050992838 l[492] = -0.0045119086 l[493] = -0.0039572375 l[494]
= -0.0034358020 l[495] = -0.0029481335
l[496] = -0.0024947635 l[497] = -0.0020762235 l[498] =
-0.0016930450 l[499] = -0.0013457594 l[500] = -0.0010348984 l[501]
= -0.0007609932 l[502] = -0.0005245755 l[503] = -0.0003261766
l[504] = -0.0001663282 l[505] = -0.0000455615 l[506] = 0.0000355918
l[507] = 0.0000766002 l[508] = 0.0000769324 l[509] = 0.0000360568
l[510] = -0.0000465581 l[511] = -0.0001714437
TABLE-US-00009 TABLE 9 (window coefficients w(n); M = 480) -0.582
.ltoreq. w[0] .ltoreq. -0.580 -0.577 .ltoreq. w[1] .ltoreq. -0.575
-0.573 .ltoreq. w[2] .ltoreq. -0.571 -0.568 .ltoreq. w[3] .ltoreq.
-0.566 -0.563 .ltoreq. w[4] .ltoreq. -0.561 -0.559 .ltoreq. w[5]
.ltoreq. -0.557 -0.554 .ltoreq. w[6] .ltoreq. -0.552 -0.549
.ltoreq. w[7] .ltoreq. -0.547 -0.545 .ltoreq. w[8] .ltoreq. -0.543
-0.540 .ltoreq. w[9] .ltoreq. -0.538 -0.535 .ltoreq. w[10] .ltoreq.
-0.533 -0.530 .ltoreq. w[11] .ltoreq. -0.528 -0.526 .ltoreq. w[12]
.ltoreq. -0.524 -0.521 .ltoreq. w[13] .ltoreq. -0.519 -0.516
.ltoreq. w[14] .ltoreq. -0.514 -0.511 .ltoreq. w[15] .ltoreq.
-0.509 -0.506 .ltoreq. w[16] .ltoreq. -0.504 -0.501 .ltoreq. w[17]
.ltoreq. -0.499 -0.496 .ltoreq. w[18] .ltoreq. -0.494 -0.491
.ltoreq. w[19] .ltoreq. -0.489 -0.486 .ltoreq. w[20] .ltoreq.
-0.484 -0.481 .ltoreq. w[21] .ltoreq. -0.479 -0.476 .ltoreq. w[22]
.ltoreq. -0.474 -0.471 .ltoreq. w[23] .ltoreq. -0.469 -0.466
.ltoreq. w[24] .ltoreq. -0.464 -0.461 .ltoreq. w[25] .ltoreq.
-0.459 -0.455 .ltoreq. w[26] .ltoreq. -0.453 -0.450 .ltoreq. w[27]
.ltoreq. -0.448 -0.445 .ltoreq. w[28] .ltoreq. -0.443 -0.440
.ltoreq. w[29] .ltoreq. -0.438 -0.435 .ltoreq. w[30] .ltoreq.
-0.433 -0.429 .ltoreq. w[31] .ltoreq. -0.427 -0.424 .ltoreq. w[32]
.ltoreq. -0.422 -0.419 .ltoreq. w[33] .ltoreq. -0.417 -0.414
.ltoreq. w[34] .ltoreq. -0.412 -0.408 .ltoreq. w[35] .ltoreq.
-0.406 -0.403 .ltoreq. w[36] .ltoreq. -0.401 -0.398 .ltoreq. w[37]
.ltoreq. -0.396 -0.392 .ltoreq. w[38] .ltoreq. -0.390 -0.387
.ltoreq. w[39] .ltoreq. -0.385 -0.381 .ltoreq. w[40] .ltoreq.
-0.379 -0.376 .ltoreq. w[41] .ltoreq. -0.374 -0.371 .ltoreq. w[42]
.ltoreq. -0.369 -0.365 .ltoreq. w[43] .ltoreq. -0.363 -0.360
.ltoreq. w[44] .ltoreq. -0.358 -0.354 .ltoreq. w[45] .ltoreq.
-0.352 -0.349 .ltoreq. w[46] .ltoreq. -0.347 -0.344 .ltoreq. w[47]
.ltoreq. -0.342 -0.338 .ltoreq. w[48] .ltoreq. -0.336 -0.333
.ltoreq. w[49] .ltoreq. -0.331 -0.327 .ltoreq. w[50] .ltoreq.
-0.325 -0.322 .ltoreq. w[51] .ltoreq. -0.320 -0.316 .ltoreq. w[52]
.ltoreq. -0.314 -0.311 .ltoreq. w[53] .ltoreq. -0.309 -0.305
.ltoreq. w[54] .ltoreq. -0.303 -0.300 .ltoreq. w[55] .ltoreq.
-0.298 -0.295 .ltoreq. w[56] .ltoreq. -0.293 -0.289 .ltoreq. w[57]
.ltoreq. -0.287 -0.284 .ltoreq. w[58] .ltoreq. -0.282 -0.278
.ltoreq. w[59] .ltoreq. -0.276 -0.273 .ltoreq. w[60] .ltoreq.
-0.271 -0.267 .ltoreq. w[61] .ltoreq. -0.265 -0.262 .ltoreq. w[62]
.ltoreq. -0.260 -0.257 .ltoreq. w[63] .ltoreq. -0.255 -0.251
.ltoreq. w[64] .ltoreq. -0.249 -0.246 .ltoreq. w[65] .ltoreq.
-0.244 -0.241 .ltoreq. w[66] .ltoreq. -0.239 -0.236 .ltoreq. w[67]
.ltoreq. -0.234 -0.231 .ltoreq. w[68] .ltoreq. -0.229 -0.225
.ltoreq. w[69] .ltoreq. -0.223 -0.220 .ltoreq. w[70] .ltoreq.
-0.218 -0.215 .ltoreq. w[71] .ltoreq. -0.213 -0.210 .ltoreq. w[72]
.ltoreq. -0.208 -0.205 .ltoreq. w[73] .ltoreq. -0.203 -0.200
.ltoreq. w[74] .ltoreq. -0.198 -0.195 .ltoreq. w[75] .ltoreq.
-0.193 -0.190 .ltoreq. w[76] .ltoreq. -0.188 -0.185 .ltoreq. w[77]
.ltoreq. -0.183 -0.180 .ltoreq. w[78] .ltoreq. -0.178 -0.175
.ltoreq. w[79] .ltoreq. -0.173 -0.170 .ltoreq. w[80] .ltoreq.
-0.168 -0.165 .ltoreq. w[81] .ltoreq. -0.163 -0.160 .ltoreq. w[82]
.ltoreq. -0.158 -0.155 .ltoreq. w[83] .ltoreq. -0.153 -0.151
.ltoreq. w[84] .ltoreq. -0.149 -0.146 .ltoreq. w[85] .ltoreq.
-0.144 -0.141 .ltoreq. w[86] .ltoreq. -0.139 -0.137 .ltoreq. w[87]
.ltoreq. -0.135 -0.132 .ltoreq. w[88] .ltoreq. -0.130 -0.128
.ltoreq. w[89] .ltoreq. -0.126 -0.123 .ltoreq. w[90] .ltoreq.
-0.121 -0.119 .ltoreq. w[91] .ltoreq. -0.117 -0.115 .ltoreq. w[92]
.ltoreq. -0.113 -0.110 .ltoreq. w[93] .ltoreq. -0.108 -0.106
.ltoreq. w[94] .ltoreq. -0.104 -0.102 .ltoreq. w[95] .ltoreq.
-0.100 -0.098 .ltoreq. w[96] .ltoreq. -0.096 -0.093 .ltoreq. w[97]
.ltoreq. -0.091 -0.089 .ltoreq. w[98] .ltoreq. -0.087 -0.085
.ltoreq. w[99] .ltoreq. -0.083 -0.081 .ltoreq. w[100] .ltoreq.
-0.079 -0.076 .ltoreq. w[101] .ltoreq. -0.074 -0.072 .ltoreq.
w[102] .ltoreq. -0.070 -0.068 .ltoreq. w[103] .ltoreq. -0.066
-0.064 .ltoreq. w[104] .ltoreq. -0.062 -0.059 .ltoreq. w[105]
.ltoreq. -0.057 -0.055 .ltoreq. w[106] .ltoreq. -0.053 -0.051
.ltoreq. w[107] .ltoreq. -0.049 -0.046 .ltoreq. w[108] .ltoreq.
-0.044 -0.042 .ltoreq. w[109] .ltoreq. -0.040 -0.037 .ltoreq.
w[110] .ltoreq. -0.035 -0.033 .ltoreq. w[111] .ltoreq. -0.031
-0.029 .ltoreq. w[112] .ltoreq. -0.027 -0.024 .ltoreq. w[113]
.ltoreq. -0.022 -0.020 .ltoreq. w[114] .ltoreq. -0.018 -0.016
.ltoreq. w[115] .ltoreq. -0.014 -0.012 .ltoreq. w[116] .ltoreq.
-0.010 -0.008 .ltoreq. w[117] .ltoreq. -0.006 -0.005 .ltoreq.
w[118] .ltoreq. -0.003 -0.002 .ltoreq. w[119] .ltoreq. 0.000
|w[120]| .ltoreq. 0.001 |w[121]| .ltoreq. 0.001 |w[122]| .ltoreq.
0.001 |w[123]| .ltoreq. 0.001 |w[124]| .ltoreq. 0.001 |w[125]|
.ltoreq. 0.001 |w[126]| .ltoreq. 0.001 |w[127]| .ltoreq. 0.001
|w[128]| .ltoreq. 0.001 |w[129]| .ltoreq. 0.001 |w[130]| .ltoreq.
0.001 |w[131]| .ltoreq. 0.001 |w[132]| .ltoreq. 0.001 |w[133]|
.ltoreq. 0.001 |w[134]| .ltoreq. 0.001 |w[135]| .ltoreq. 0.001
|w[136]| .ltoreq. 0.001 |w[137]| .ltoreq. 0.001 |w[138]| .ltoreq.
0.001 |w[139]| .ltoreq. 0.001 |w[140]| .ltoreq. 0.001 |w[141]|
.ltoreq. 0.001 |w[142]| .ltoreq. 0.001 |w[143]| .ltoreq. 0.001
|w[144]| .ltoreq. 0.001 |w[145]| .ltoreq. 0.001 |w[146]| .ltoreq.
0.001 |w[147]| .ltoreq. 0.001 |w[148]| .ltoreq. 0.001 |w[149]|
.ltoreq. 0.001 |w[150]| .ltoreq. 0.001 |w[151]| .ltoreq. 0.001
|w[152]| .ltoreq. 0.001 |w[153]| .ltoreq. 0.001 |w[154]| .ltoreq.
0.001 |w[155]| .ltoreq. 0.001 |w[156]| .ltoreq. 0.001 |w[157]|
.ltoreq. 0.001 |w[158]| .ltoreq. 0.001 |w[159]| .ltoreq. 0.001
|w[160]| .ltoreq. 0.001 |w[161]| .ltoreq. 0.001 |w[162]| .ltoreq.
0.001 |w[163]| .ltoreq. 0.001 |w[164]| .ltoreq. 0.001 |w[165]|
.ltoreq. 0.001 |w[166]| .ltoreq. 0.001 |w[167]| .ltoreq. 0.001
|w[168]| .ltoreq. 0.001 |w[169]| .ltoreq. 0.001 |w[170]| .ltoreq.
0.001 |w[171]| .ltoreq. 0.001 |w[172]| .ltoreq. 0.001 |w[173]|
.ltoreq. 0.001 |w[174]| .ltoreq. 0.001 |w[175]| .ltoreq. 0.001
|w[176]| .ltoreq. 0.001 |w[177]| .ltoreq. 0.001 |w[178]| .ltoreq.
0.001 |w[179]| .ltoreq. 0.001 |w[180]| .ltoreq. 0.001 |w[181]|
.ltoreq. 0.001 |w[182]| .ltoreq. 0.001 |w[183]| .ltoreq. 0.001
|w[184]| .ltoreq. 0.001 |w[185]| .ltoreq. 0.001 |w[186]| .ltoreq.
0.001 |w[187]| .ltoreq. 0.001 |w[188]| .ltoreq. 0.001 |w[189]|
.ltoreq. 0.001 |w[190]| .ltoreq. 0.001 |w[191]| .ltoreq. 0.001
|w[192]| .ltoreq. 0.001 |w[193]| .ltoreq. 0.001 |w[194]| .ltoreq.
0.001 |w[195]| .ltoreq. 0.001 |w[196]| .ltoreq. 0.001 |w[197]|
.ltoreq. 0.001 |w[198]| .ltoreq. 0.001 |w[199]| .ltoreq. 0.001
|w[200]| .ltoreq. 0.001 |w[201]| .ltoreq. 0.001 |w[202]| .ltoreq.
0.001 |w[203]| .ltoreq. 0.001 |w[204]| .ltoreq. 0.001 |w[205]|
.ltoreq. 0.001 |w[206]| .ltoreq. 0.001 |w[207]| .ltoreq. 0.001
|w[208]| .ltoreq. 0.001 |w[209]| .ltoreq. 0.001 |w[210]| .ltoreq.
0.001 |w[211]| .ltoreq. 0.001 |w[212]| .ltoreq. 0.001 |w[213]|
.ltoreq. 0.001 |w[214]| .ltoreq. 0.001 |w[215]| .ltoreq. 0.001
|w[216]| .ltoreq. 0.001 |w[217]| .ltoreq. 0.001 |w[218]| .ltoreq.
0.001 |w[219]| .ltoreq. 0.001 |w[220]| .ltoreq. 0.001 |w[221]|
.ltoreq. 0.001 |w[222]| .ltoreq. 0.001 |w[223]| .ltoreq. 0.001
|w[224]| .ltoreq. 0.001 |w[225]| .ltoreq. 0.001 |w[226]| .ltoreq.
0.001 |w[227]| .ltoreq. 0.001 |w[228]| .ltoreq. 0.001 |w[229]|
.ltoreq. 0.001 |w[230]| .ltoreq. 0.001 |w[231]| .ltoreq. 0.001
|w[232]| .ltoreq. 0.001 |w[233]| .ltoreq. 0.001 |w[234]| .ltoreq.
0.001 |w[235]| .ltoreq. 0.001 |w[236]| .ltoreq. 0.001 |w[237]|
.ltoreq. 0.001 |w[238]| .ltoreq. 0.001 |w[239]| .ltoreq. 0.001
-1.002 .ltoreq. w[240] .ltoreq. -1.000 -1.002 .ltoreq. w[241]
.ltoreq. -1.000 -1.003 .ltoreq. w[242] .ltoreq. -1.001 -1.003
.ltoreq. w[243] .ltoreq. -1.001 -1.004 .ltoreq. w[244] .ltoreq.
-1.002
-1.005 .ltoreq. w[245] .ltoreq. -1.003 -1.005 .ltoreq. w[246]
.ltoreq. -1.003 -1.006 .ltoreq. w[247] .ltoreq. -1.004 -1.006
.ltoreq. w[248] .ltoreq. -1.004 -1.007 .ltoreq. w[249] .ltoreq.
-1.005 -1.008 .ltoreq. w[250] .ltoreq. -1.006 -1.008 .ltoreq.
w[251] .ltoreq. -1.006 -1.009 .ltoreq. w[252] .ltoreq. -1.007
-1.009 .ltoreq. w[253] .ltoreq. -1.007 -1.010 .ltoreq. w[254]
.ltoreq. -1.008 -1.011 .ltoreq. w[255] .ltoreq. -1.009 -1.011
.ltoreq. w[256] .ltoreq. -1.009 -1.012 .ltoreq. w[257] .ltoreq.
-1.010 -1.012 .ltoreq. w[258] .ltoreq. -1.010 -1.013 .ltoreq.
w[259] .ltoreq. -1.011 -1.014 .ltoreq. w[260] .ltoreq. -1.012
-1.014 .ltoreq. w[261] .ltoreq. -1.012 -1.015 .ltoreq. w[262]
.ltoreq. -1.013 -1.015 .ltoreq. w[263] .ltoreq. -1.013 -1.016
.ltoreq. w[264] .ltoreq. -1.014 -1.017 .ltoreq. w[265] .ltoreq.
-1.015 -1.017 .ltoreq. w[266] .ltoreq. -1.015 -1.018 .ltoreq.
w[267] .ltoreq. -1.016 -1.018 .ltoreq. w[268] .ltoreq. -1.016
-1.019 .ltoreq. w[269] .ltoreq. -1.017 -1.020 .ltoreq. w[270]
.ltoreq. -1.018 -1.020 .ltoreq. w[271] .ltoreq. -1.018 -1.021
.ltoreq. w[272] .ltoreq. -1.019 -1.021 .ltoreq. w[273] .ltoreq.
-1.019 -1.022 .ltoreq. w[274] .ltoreq. -1.020 -1.023 .ltoreq.
w[275] .ltoreq. -1.021 -1.023 .ltoreq. w[276] .ltoreq. -1.021
-1.024 .ltoreq. w[277] .ltoreq. -1.022 -1.024 .ltoreq. w[278]
.ltoreq. -1.022 -1.025 .ltoreq. w[279] .ltoreq. -1.023 -1.025
.ltoreq. w[280] .ltoreq. -1.023 -1.026 .ltoreq. w[281] .ltoreq.
-1.024 -1.027 .ltoreq. w[282] .ltoreq. -1.025 -1.027 .ltoreq.
w[283] .ltoreq. -1.025 -1.028 .ltoreq. w[284] .ltoreq. -1.026
-1.028 .ltoreq. w[285] .ltoreq. -1.026 -1.029 .ltoreq. w[286]
.ltoreq. -1.027 -1.030 .ltoreq. w[287] .ltoreq. -1.028 -1.030
.ltoreq. w[288] .ltoreq. -1.028 -1.031 .ltoreq. w[289] .ltoreq.
-1.029 -1.031 .ltoreq. w[290] .ltoreq. -1.029 -1.032 .ltoreq.
w[291] .ltoreq. -1.030 -1.032 .ltoreq. w[292] .ltoreq. -1.030
-1.033 .ltoreq. w[293] .ltoreq. -1.031 -1.034 .ltoreq. w[294]
.ltoreq. -1.032 -1.034 .ltoreq. w[295] .ltoreq. -1.032 -1.035
.ltoreq. w[296] .ltoreq. -1.033 -1.035 .ltoreq. w[297] .ltoreq.
-1.033 -1.036 .ltoreq. w[298] .ltoreq. -1.034 -1.036 .ltoreq.
w[299] .ltoreq. -1.034 -1.037 .ltoreq. w[300] .ltoreq. -1.035
-1.038 .ltoreq. w[301] .ltoreq. -1.036 -1.038 .ltoreq. w[302]
.ltoreq. -1.036 -1.039 .ltoreq. w[303] .ltoreq. -1.037 -1.039
.ltoreq. w[304] .ltoreq. -1.037 -1.040 .ltoreq. w[305] .ltoreq.
-1.038 -1.040 .ltoreq. w[306] .ltoreq. -1.038 -1.041 .ltoreq.
w[307] .ltoreq. -1.039 -1.041 .ltoreq. w[308] .ltoreq. -1.039
-1.042 .ltoreq. w[309] .ltoreq. -1.040 -1.042 .ltoreq. w[310]
.ltoreq. -1.040 -1.043 .ltoreq. w[311] .ltoreq. -1.041 -1.044
.ltoreq. w[312] .ltoreq. -1.042 -1.044 .ltoreq. w[313] .ltoreq.
-1.042 -1.045 .ltoreq. w[314] .ltoreq. -1.043 -1.045 .ltoreq.
w[315] .ltoreq. -1.043 -1.046 .ltoreq. w[316] .ltoreq. -1.044
-1.046 .ltoreq. w[317] .ltoreq. -1.044 -1.047 .ltoreq. w[318]
.ltoreq. -1.045 -1.047 .ltoreq. w[319] .ltoreq. -1.045 -1.048
.ltoreq. w[320] .ltoreq. -1.046 -1.048 .ltoreq. w[321] .ltoreq.
-1.046 -1.049 .ltoreq. w[322] .ltoreq. -1.047 -1.049 .ltoreq.
w[323] .ltoreq. -1.047 -1.050 .ltoreq. w[324] .ltoreq. -1.048
-1.050 .ltoreq. w[325] .ltoreq. -1.048 -1.051 .ltoreq. w[326]
.ltoreq. -1.049 -1.051 .ltoreq. w[327] .ltoreq. -1.049 -1.052
.ltoreq. w[328] .ltoreq. -1.050 -1.052 .ltoreq. w[329] .ltoreq.
-1.050 -1.053 .ltoreq. w[330] .ltoreq. -1.051 -1.053 .ltoreq.
w[331] .ltoreq. -1.051 -1.054 .ltoreq. w[332] .ltoreq. -1.052
-1.054 .ltoreq. w[333] .ltoreq. -1.052 -1.055 .ltoreq. w[334]
.ltoreq. -1.053 -1.055 .ltoreq. w[335] .ltoreq. -1.053 -1.056
.ltoreq. w[336] .ltoreq. -1.054 -1.056 .ltoreq. w[337] .ltoreq.
-1.054 -1.057 .ltoreq. w[338] .ltoreq. -1.055 -1.057 .ltoreq.
w[339] .ltoreq. -1.055 -1.058 .ltoreq. w[340] .ltoreq. -1.056
-1.058 .ltoreq. w[341] .ltoreq. -1.056 -1.059 .ltoreq. w[342]
.ltoreq. -1.057 -1.059 .ltoreq. w[343] .ltoreq. -1.057 -1.060
.ltoreq. w[344] .ltoreq. -1.058 -1.060 .ltoreq. w[345] .ltoreq.
-1.058 -1.060 .ltoreq. w[346] .ltoreq. -1.058 -1.061 .ltoreq.
w[347] .ltoreq. -1.059 -1.061 .ltoreq. w[348] .ltoreq. -1.059
-1.062 .ltoreq. w[349] .ltoreq. -1.060 -1.062 .ltoreq. w[350]
.ltoreq. -1.060 -1.063 .ltoreq. w[351] .ltoreq. -1.061 -1.063
.ltoreq. w[352] .ltoreq. -1.061 -1.064 .ltoreq. w[353] .ltoreq.
-1.062 -1.064 .ltoreq. w[354] .ltoreq. -1.062 -1.065 .ltoreq.
w[355] .ltoreq. -1.063 -1.065 .ltoreq. w[356] .ltoreq. -1.063
-1.065 .ltoreq. w[357] .ltoreq. -1.063 -1.066 .ltoreq. w[358]
.ltoreq. -1.064 -1.066 .ltoreq. w[359] .ltoreq. -1.064 -1.066
.ltoreq. w[360] .ltoreq. -1.064 -1.067 .ltoreq. w[361] .ltoreq.
-1.065 -1.067 .ltoreq. w[362] .ltoreq. -1.065 -1.067 .ltoreq.
w[363] .ltoreq. -1.065 -1.067 .ltoreq. w[364] .ltoreq. -1.065
-1.067 .ltoreq. w[365] .ltoreq. -1.065 -1.067 .ltoreq. w[366]
.ltoreq. -1.065 -1.067 .ltoreq. w[367] .ltoreq. -1.065 -1.066
.ltoreq. w[368] .ltoreq. -1.064 -1.066 .ltoreq. w[369] .ltoreq.
-1.064 -1.066 .ltoreq. w[370] .ltoreq. -1.064 -1.066 .ltoreq.
w[371] .ltoreq. -1.064 -1.066 .ltoreq. w[372] .ltoreq. -1.064
-1.066 .ltoreq. w[373] .ltoreq. -1.064 -1.065 .ltoreq. w[374]
.ltoreq. -1.063 -1.065 .ltoreq. w[375] .ltoreq. -1.063 -1.065
.ltoreq. w[376] .ltoreq. -1.063 -1.064 .ltoreq. w[377] .ltoreq.
-1.062 -1.064 .ltoreq. w[378] .ltoreq. -1.062 -1.063 .ltoreq.
w[379] .ltoreq. -1.061 -1.063 .ltoreq. w[380] .ltoreq. -1.061
-1.062 .ltoreq. w[381] .ltoreq. -1.060 -1.062 .ltoreq. w[382]
.ltoreq. -1.060 -1.061 .ltoreq. w[383] .ltoreq. -1.059 -1.061
.ltoreq. w[384] .ltoreq. -1.059 -1.060 .ltoreq. w[385] .ltoreq.
-1.058 -1.060 .ltoreq. w[386] .ltoreq. -1.058 -1.059 .ltoreq.
w[387] .ltoreq. -1.057 -1.059 .ltoreq. w[388] .ltoreq. -1.057
-1.058 .ltoreq. w[389] .ltoreq. -1.056 -1.057 .ltoreq. w[390]
.ltoreq. -1.055 -1.056 .ltoreq. w[391] .ltoreq. -1.054 -1.056
.ltoreq. w[392] .ltoreq. -1.054 -1.055 .ltoreq. w[393] .ltoreq.
-1.053 -1.054 .ltoreq. w[394] .ltoreq. -1.052 -1.053 .ltoreq.
w[395] .ltoreq. -1.051 -1.052 .ltoreq. w[396] .ltoreq. -1.050
-1.051 .ltoreq. w[397] .ltoreq. -1.049 -1.050 .ltoreq. w[398]
.ltoreq. -1.048 -1.049 .ltoreq. w[399] .ltoreq. -1.047 -1.048
.ltoreq. w[400] .ltoreq. -1.046 -1.046 .ltoreq. w[401] .ltoreq.
-1.044 -1.045 .ltoreq. w[402] .ltoreq. -1.043 -1.044 .ltoreq.
w[403] .ltoreq. -1.042 -1.042 .ltoreq. w[404] .ltoreq. -1.040
-1.041 .ltoreq. w[405] .ltoreq. -1.039 -1.039 .ltoreq. w[406]
.ltoreq. -1.037 -1.038 .ltoreq. w[407] .ltoreq. -1.036 -1.036
.ltoreq. w[408] .ltoreq. -1.034 -1.035 .ltoreq. w[409] .ltoreq.
-1.033 -1.033 .ltoreq. w[410] .ltoreq. -1.031 -1.032 .ltoreq.
w[411] .ltoreq. -1.030 -1.030 .ltoreq. w[412] .ltoreq. -1.028
-1.028 .ltoreq. w[413] .ltoreq. -1.026 -1.027 .ltoreq. w[414]
.ltoreq. -1.025 -1.025 .ltoreq. w[415] .ltoreq. -1.023 -1.023
.ltoreq. w[416] .ltoreq. -1.021 -1.021 .ltoreq. w[417] .ltoreq.
-1.019 -1.020 .ltoreq. w[418] .ltoreq. -1.018 -1.018 .ltoreq.
w[419] .ltoreq. -1.016 -1.016 .ltoreq. w[420] .ltoreq. -1.014
-1.014 .ltoreq. w[421] .ltoreq. -1.012 -1.012 .ltoreq. w[422]
.ltoreq. -1.010 -1.009 .ltoreq. w[423] .ltoreq. -1.007 -1.007
.ltoreq. w[424] .ltoreq. -1.005 -1.005 .ltoreq. w[425] .ltoreq.
-1.003 -1.003 .ltoreq. w[426] .ltoreq. -1.001 -1.000 .ltoreq.
w[427] .ltoreq. -0.998 -0.998 .ltoreq. w[428] .ltoreq. -0.996
-0.996 .ltoreq. w[429] .ltoreq. -0.994 -0.993 .ltoreq. w[430]
.ltoreq. -0.991 -0.991 .ltoreq. w[431] .ltoreq. -0.989 -0.988
.ltoreq. w[432] .ltoreq. -0.986 -0.986 .ltoreq. w[433] .ltoreq.
-0.984 -0.984 .ltoreq. w[434] .ltoreq. -0.982 -0.981 .ltoreq.
w[435] .ltoreq. -0.979 -0.979 .ltoreq. w[436] .ltoreq. -0.977
-0.976 .ltoreq. w[437] .ltoreq. -0.974 -0.974 .ltoreq. w[438]
.ltoreq. -0.972 -0.971 .ltoreq. w[439] .ltoreq. -0.969 -0.968
.ltoreq. w[440] .ltoreq. -0.966 -0.966 .ltoreq. w[441] .ltoreq.
-0.964 -0.963 .ltoreq. w[442] .ltoreq. -0.961 -0.960 .ltoreq.
w[443] .ltoreq. -0.958 -0.958 .ltoreq. w[444] .ltoreq. -0.956
-0.955 .ltoreq. w[445] .ltoreq. -0.953 -0.952 .ltoreq. w[446]
.ltoreq. -0.950 -0.949 .ltoreq. w[447] .ltoreq. -0.947 -0.946
.ltoreq. w[448] .ltoreq. -0.944 -0.943 .ltoreq. w[449] .ltoreq.
-0.941 -0.941 .ltoreq. w[450] .ltoreq. -0.939 -0.938 .ltoreq.
w[451] .ltoreq. -0.936 -0.935 .ltoreq. w[452] .ltoreq. -0.933
-0.932 .ltoreq. w[453] .ltoreq. -0.930 -0.929 .ltoreq. w[454]
.ltoreq. -0.927 -0.927 .ltoreq. w[455] .ltoreq. -0.925 -0.924
.ltoreq. w[456] .ltoreq. -0.922 -0.921 .ltoreq. w[457] .ltoreq.
-0.919 -0.918 .ltoreq. w[458] .ltoreq. -0.916 -0.915 .ltoreq.
w[459] .ltoreq. -0.913 -0.912 .ltoreq. w[460] .ltoreq. -0.910
-0.909 .ltoreq. w[461] .ltoreq. -0.907 -0.906 .ltoreq. w[462]
.ltoreq. -0.904 -0.903 .ltoreq. w[463] .ltoreq. -0.901 -0.900
.ltoreq. w[464] .ltoreq. -0.898 -0.898 .ltoreq. w[465] .ltoreq.
-0.896 -0.895 .ltoreq. w[466] .ltoreq. -0.893 -0.892 .ltoreq.
w[467] .ltoreq. -0.890 -0.889 .ltoreq. w[468] .ltoreq. -0.887
-0.886 .ltoreq. w[469] .ltoreq. -0.884 -0.883 .ltoreq. w[470]
.ltoreq. -0.881 -0.881 .ltoreq. w[471] .ltoreq. -0.879 -0.878
.ltoreq. w[472] .ltoreq. -0.876 -0.875 .ltoreq. w[473] .ltoreq.
-0.873 -0.872 .ltoreq. w[474] .ltoreq. -0.870 -0.869 .ltoreq.
w[475] .ltoreq. -0.867 -0.867 .ltoreq. w[476] .ltoreq. -0.865
-0.864 .ltoreq. w[477] .ltoreq. -0.862 -0.861 .ltoreq. w[478]
.ltoreq. -0.859 -0.859 .ltoreq. w[479] .ltoreq. -0.857 -0.588
.ltoreq. w[480] .ltoreq. -0.586 -0.593 .ltoreq. w[481] .ltoreq.
-0.591 -0.597 .ltoreq. w[482] .ltoreq. -0.595 -0.602 .ltoreq.
w[483] .ltoreq. -0.600 -0.606 .ltoreq. w[484] .ltoreq. -0.604
-0.611 .ltoreq. w[485] .ltoreq. -0.609 -0.615 .ltoreq. w[486]
.ltoreq. -0.613 -0.619 .ltoreq. w[487] .ltoreq. -0.617 -0.624
.ltoreq. w[488] .ltoreq. -0.622 -0.628 .ltoreq. w[489] .ltoreq.
-0.626 -0.632 .ltoreq. w[490] .ltoreq. -0.630 -0.637 .ltoreq.
w[491] .ltoreq. -0.635 -0.641 .ltoreq. w[492] .ltoreq. -0.639
-0.645 .ltoreq. w[493] .ltoreq. -0.643 -0.649 .ltoreq. w[494]
.ltoreq. -0.647 -0.654 .ltoreq. w[495] .ltoreq. -0.652
-0.658 .ltoreq. w[496] .ltoreq. -0.656 -0.662 .ltoreq. w[497]
.ltoreq. -0.660 -0.666 .ltoreq. w[498] .ltoreq. -0.664 -0.670
.ltoreq. w[499] .ltoreq. -0.668 -0.674 .ltoreq. w[500] .ltoreq.
-0.672 -0.678 .ltoreq. w[501] .ltoreq. -0.676 -0.682 .ltoreq.
w[502] .ltoreq. -0.680 -0.686 .ltoreq. w[503] .ltoreq. -0.684
-0.690 .ltoreq. w[504] .ltoreq. -0.688 -0.694 .ltoreq. w[505]
.ltoreq. -0.692 -0.698 .ltoreq. w[506] .ltoreq. -0.696 -0.702
.ltoreq. w[507] .ltoreq. -0.700 -0.706 .ltoreq. w[508] .ltoreq.
-0.704 -0.710 .ltoreq. w[509] .ltoreq. -0.708 -0.714 .ltoreq.
w[510] .ltoreq. -0.712 -0.717 .ltoreq. w[511] .ltoreq. -0.715
-0.721 .ltoreq. w[512] .ltoreq. -0.719 -0.725 .ltoreq. w[513]
.ltoreq. -0.723 -0.729 .ltoreq. w[514] .ltoreq. -0.727 -0.732
.ltoreq. w[515] .ltoreq. -0.730 -0.736 .ltoreq. w[516] .ltoreq.
-0.734 -0.740 .ltoreq. w[517] .ltoreq. -0.738 -0.743 .ltoreq.
w[518] .ltoreq. -0.741 -0.747 .ltoreq. w[519] .ltoreq. -0.745
-0.750 .ltoreq. w[520] .ltoreq. -0.748 -0.754 .ltoreq. w[521]
.ltoreq. -0.752 -0.758 .ltoreq. w[522] .ltoreq. -0.756 -0.761
.ltoreq. w[523] .ltoreq. -0.759 -0.764 .ltoreq. w[524] .ltoreq.
-0.762 -0.768 .ltoreq. w[525] .ltoreq. -0.766 -0.771 .ltoreq.
w[526] .ltoreq. -0.769 -0.775 .ltoreq. w[527] .ltoreq. -0.773
-0.778 .ltoreq. w[528] .ltoreq. -0.776 -0.781 .ltoreq. w[529]
.ltoreq. -0.779 -0.785 .ltoreq. w[530] .ltoreq. -0.783 -0.788
.ltoreq. w[531] .ltoreq. -0.786 -0.791 .ltoreq. w[532] .ltoreq.
-0.789 -0.794 .ltoreq. w[533] .ltoreq. -0.792 -0.798 .ltoreq.
w[534] .ltoreq. -0.796 -0.801 .ltoreq. w[535] .ltoreq. -0.799
-0.804 .ltoreq. w[536] .ltoreq. -0.802 -0.807 .ltoreq. w[537]
.ltoreq. -0.805 -0.810 .ltoreq. w[538] .ltoreq. -0.808 -0.813
.ltoreq. w[539] .ltoreq. -0.811 -0.816 .ltoreq. w[540] .ltoreq.
-0.814 -0.819 .ltoreq. w[541] .ltoreq. -0.817 -0.822 .ltoreq.
w[542] .ltoreq. -0.820 -0.825 .ltoreq. w[543] .ltoreq. -0.823
-0.828 .ltoreq. w[544] .ltoreq. -0.826 -0.831 .ltoreq. w[545]
.ltoreq. -0.829 -0.833 .ltoreq. w[546] .ltoreq. -0.831 -0.836
.ltoreq. w[547] .ltoreq. -0.834 -0.839 .ltoreq. w[548] .ltoreq.
-0.837 -0.842 .ltoreq. w[549] .ltoreq. -0.840 -0.844 .ltoreq.
w[550] .ltoreq. -0.842 -0.847 .ltoreq. w[551] .ltoreq. -0.845
-0.850 .ltoreq. w[552] .ltoreq. -0.848 -0.852 .ltoreq. w[553]
.ltoreq. -0.850 -0.855 .ltoreq. w[554] .ltoreq. -0.853 -0.857
.ltoreq. w[555] .ltoreq. -0.855 -0.860 .ltoreq. w[556] .ltoreq.
-0.858 -0.862 .ltoreq. w[557] .ltoreq. -0.860 -0.865 .ltoreq.
w[558] .ltoreq. -0.863 -0.867 .ltoreq. w[559] .ltoreq. -0.865
-0.869 .ltoreq. w[560] .ltoreq. -0.867 -0.872 .ltoreq. w[561]
.ltoreq. -0.870 -0.874 .ltoreq. w[562] .ltoreq. -0.872 -0.876
.ltoreq. w[563] .ltoreq. -0.874 -0.878 .ltoreq. w[564] .ltoreq.
-0.876 -0.880 .ltoreq. w[565] .ltoreq. -0.878 -0.883 .ltoreq.
w[566] .ltoreq. -0.881 -0.885 .ltoreq. w[567] .ltoreq. -0.883
-0.887 .ltoreq. w[568] .ltoreq. -0.885 -0.889 .ltoreq. w[569]
.ltoreq. -0.887 -0.891 .ltoreq. w[570] .ltoreq. -0.889 -0.893
.ltoreq. w[571] .ltoreq. -0.891 -0.895 .ltoreq. w[572] .ltoreq.
-0.893 -0.897 .ltoreq. w[573] .ltoreq. -0.895 -0.898 .ltoreq.
w[574] .ltoreq. -0.896 -0.900 .ltoreq. w[575] .ltoreq. -0.898
-0.902 .ltoreq. w[576] .ltoreq. -0.900 -0.904 .ltoreq. w[577]
.ltoreq. -0.902 -0.906 .ltoreq. w[578] .ltoreq. -0.904 -0.908
.ltoreq. w[579] .ltoreq. -0.906 -0.909 .ltoreq. w[580] .ltoreq.
-0.907 -0.911 .ltoreq. w[581] .ltoreq. -0.909 -0.913 .ltoreq.
w[582] .ltoreq. -0.911 -0.914 .ltoreq. w[583] .ltoreq. -0.912
-0.916 .ltoreq. w[584] .ltoreq. -0.914 -0.918 .ltoreq. w[585]
.ltoreq. -0.916 -0.920 .ltoreq. w[586] .ltoreq. -0.918 -0.921
.ltoreq. w[587] .ltoreq. -0.919 -0.923 .ltoreq. w[588] .ltoreq.
-0.921 -0.925 .ltoreq. w[589] .ltoreq. -0.923 -0.926 .ltoreq.
w[590] .ltoreq. -0.924 -0.928 .ltoreq. w[591] .ltoreq. -0.926
-0.930 .ltoreq. w[592] .ltoreq. -0.928 -0.931 .ltoreq. w[593]
.ltoreq. -0.929 -0.933 .ltoreq. w[594] .ltoreq. -0.931 -0.934
.ltoreq. w[595] .ltoreq. -0.932 -0.936 .ltoreq. w[596] .ltoreq.
-0.934 -0.937 .ltoreq. w[597] .ltoreq. -0.935 -0.938 .ltoreq.
w[598] .ltoreq. -0.936 -0.939 .ltoreq. w[599] .ltoreq. -0.937
-0.940 .ltoreq. w[600] .ltoreq. -0.938 -0.940 .ltoreq. w[601]
.ltoreq. -0.938 -0.940 .ltoreq. w[602] .ltoreq. -0.938 -0.941
.ltoreq. w[603] .ltoreq. -0.939 -0.941 .ltoreq. w[604] .ltoreq.
-0.939 -0.942 .ltoreq. w[605] .ltoreq. -0.940 -0.942 .ltoreq.
w[606] .ltoreq. -0.940 -0.942 .ltoreq. w[607] .ltoreq. -0.940
-0.943 .ltoreq. w[608] .ltoreq. -0.941 -0.943 .ltoreq. w[609]
.ltoreq. -0.941 -0.944 .ltoreq. w[610] .ltoreq. -0.942 -0.944
.ltoreq. w[611] .ltoreq. -0.942 -0.944 .ltoreq. w[612] .ltoreq.
-0.942 -0.945 .ltoreq. w[613] .ltoreq. -0.943 -0.945 .ltoreq.
w[614] .ltoreq. -0.943 -0.946 .ltoreq. w[615] .ltoreq. -0.944
-0.946 .ltoreq. w[616] .ltoreq. -0.944 -0.947 .ltoreq. w[617]
.ltoreq. -0.945 -0.947 .ltoreq. w[618] .ltoreq. -0.945 -0.947
.ltoreq. w[619] .ltoreq. -0.945 -0.948 .ltoreq. w[620] .ltoreq.
-0.946 -0.948 .ltoreq. w[621] .ltoreq. -0.946 -0.949 .ltoreq.
w[622] .ltoreq. -0.947 -0.949 .ltoreq. w[623] .ltoreq. -0.947
-0.950 .ltoreq. w[624] .ltoreq. -0.948 -0.950 .ltoreq. w[625]
.ltoreq. -0.948 -0.950 .ltoreq. w[626] .ltoreq. -0.948 -0.951
.ltoreq. w[627] .ltoreq. -0.949 -0.951 .ltoreq. w[628] .ltoreq.
-0.949 -0.952 .ltoreq. w[629] .ltoreq. -0.950 -0.952 .ltoreq.
w[630] .ltoreq. -0.950 -0.953 .ltoreq. w[631] .ltoreq. -0.951
-0.953 .ltoreq. w[632] .ltoreq. -0.951 -0.954 .ltoreq. w[633]
.ltoreq. -0.952 -0.954 .ltoreq. w[634] .ltoreq. -0.952 -0.954
.ltoreq. w[635] .ltoreq. -0.952 -0.955 .ltoreq. w[636] .ltoreq.
-0.953 -0.955 .ltoreq. w[637] .ltoreq. -0.953 -0.956 .ltoreq.
w[638] .ltoreq. -0.954 -0.956 .ltoreq. w[639] .ltoreq. -0.954
-0.957 .ltoreq. w[640] .ltoreq. -0.955 -0.957 .ltoreq. w[641]
.ltoreq. -0.955 -0.958 .ltoreq. w[642] .ltoreq. -0.956 -0.958
.ltoreq. w[643] .ltoreq. -0.956 -0.959 .ltoreq. w[644] .ltoreq.
-0.957 -0.959 .ltoreq. w[645] .ltoreq. -0.957 -0.960 .ltoreq.
w[646] .ltoreq. -0.958 -0.960 .ltoreq. w[647] .ltoreq. -0.958
-0.961 .ltoreq. w[648] .ltoreq. -0.959 -0.961 .ltoreq. w[649]
.ltoreq. -0.959 -0.962 .ltoreq. w[650] .ltoreq. -0.960 -0.962
.ltoreq. w[651] .ltoreq. -0.960 -0.963 .ltoreq. w[652] .ltoreq.
-0.961 -0.963 .ltoreq. w[653] .ltoreq. -0.961 -0.964 .ltoreq.
w[654] .ltoreq. -0.962 -0.964 .ltoreq. w[655] .ltoreq. -0.962
-0.965 .ltoreq. w[656] .ltoreq. -0.963 -0.965 .ltoreq. w[657]
.ltoreq. -0.963 -0.966 .ltoreq. w[658] .ltoreq. -0.964 -0.966
.ltoreq. w[659] .ltoreq. -0.964 -0.967 .ltoreq. w[660] .ltoreq.
-0.965 -0.967 .ltoreq. w[661] .ltoreq. -0.965 -0.968 .ltoreq.
w[662] .ltoreq. -0.966 -0.968 .ltoreq. w[663] .ltoreq. -0.966
-0.969 .ltoreq. w[664] .ltoreq. -0.967 -0.969 .ltoreq. w[665]
.ltoreq. -0.967 -0.970 .ltoreq. w[666] .ltoreq. -0.968 -0.971
.ltoreq. w[667] .ltoreq. -0.969 -0.971 .ltoreq. w[668] .ltoreq.
-0.969 -0.972 .ltoreq. w[669] .ltoreq. -0.970 -0.972 .ltoreq.
w[670] .ltoreq. -0.970 -0.973 .ltoreq. w[671] .ltoreq. -0.971
-0.973 .ltoreq. w[672] .ltoreq. -0.971 -0.974 .ltoreq. w[673]
.ltoreq. -0.972 -0.974 .ltoreq. w[674] .ltoreq. -0.972 -0.975
.ltoreq. w[675] .ltoreq. -0.973 -0.975 .ltoreq. w[676] .ltoreq.
-0.973 -0.976 .ltoreq. w[677] .ltoreq. -0.974 -0.977 .ltoreq.
w[678] .ltoreq. -0.975 -0.977 .ltoreq. w[679] .ltoreq. -0.975
-0.978 .ltoreq. w[680] .ltoreq. -0.976 -0.978 .ltoreq. w[681]
.ltoreq. -0.976 -0.979 .ltoreq. w[682] .ltoreq. -0.977 -0.979
.ltoreq. w[683] .ltoreq. -0.977 -0.980 .ltoreq. w[684] .ltoreq.
-0.978 -0.981 .ltoreq. w[685] .ltoreq. -0.979 -0.981 .ltoreq.
w[686] .ltoreq. -0.979 -0.982 .ltoreq. w[687] .ltoreq. -0.980
-0.982 .ltoreq. w[688] .ltoreq. -0.980 -0.983 .ltoreq. w[689]
.ltoreq. -0.981 -0.983 .ltoreq. w[690] .ltoreq. -0.981 -0.984
.ltoreq. w[691] .ltoreq. -0.982 -0.985 .ltoreq. w[692] .ltoreq.
-0.983 -0.985 .ltoreq. w[693] .ltoreq. -0.983 -0.986 .ltoreq.
w[694] .ltoreq. -0.984 -0.986 .ltoreq. w[695] .ltoreq. -0.984
-0.987 .ltoreq. w[696] .ltoreq. -0.985 -0.987 .ltoreq. w[697]
.ltoreq. -0.985 -0.988 .ltoreq. w[698] .ltoreq. -0.986 -0.989
.ltoreq. w[699] .ltoreq. -0.987 -0.989 .ltoreq. w[700] .ltoreq.
-0.987 -0.990 .ltoreq. w[701] .ltoreq. -0.988 -0.990 .ltoreq.
w[702] .ltoreq. -0.988 -0.991 .ltoreq. w[703] .ltoreq. -0.989
-0.992 .ltoreq. w[704] .ltoreq. -0.990 -0.992 .ltoreq. w[705]
.ltoreq. -0.990 -0.993 .ltoreq. w[706] .ltoreq. -0.991 -0.993
.ltoreq. w[707] .ltoreq. -0.991 -0.994 .ltoreq. w[708] .ltoreq.
-0.992 -0.994 .ltoreq. w[709] .ltoreq. -0.992 -0.995 .ltoreq.
w[710] .ltoreq. -0.993 -0.996 .ltoreq. w[711] .ltoreq. -0.994
-0.996 .ltoreq. w[712] .ltoreq. -0.994 -0.997 .ltoreq. w[713]
.ltoreq. -0.995 -0.997 .ltoreq. w[714] .ltoreq. -0.995 -0.998
.ltoreq. w[715] .ltoreq. -0.996 -0.999 .ltoreq. w[716] .ltoreq.
-0.997 -0.999 .ltoreq. w[717] .ltoreq. -0.997 -1.000 .ltoreq.
w[718] .ltoreq. -0.998 -1.000 .ltoreq. w[719] .ltoreq. -0.998 0.080
.ltoreq. w[720] .ltoreq. 0.082 0.081 .ltoreq. w[721] .ltoreq. 0.083
0.083 .ltoreq. w[722] .ltoreq. 0.085 0.084 .ltoreq. w[723] .ltoreq.
0.086 0.086 .ltoreq. w[724] .ltoreq. 0.088 0.087 .ltoreq. w[725]
.ltoreq. 0.089 0.089 .ltoreq. w[726] .ltoreq. 0.091 0.091 .ltoreq.
w[727] .ltoreq. 0.093 0.092 .ltoreq. w[728] .ltoreq. 0.094 0.094
.ltoreq. w[729] .ltoreq. 0.096 0.095 .ltoreq. w[730] .ltoreq. 0.097
0.097 .ltoreq. w[731] .ltoreq. 0.099 0.099 .ltoreq. w[732] .ltoreq.
0.101 0.100 .ltoreq. w[733] .ltoreq. 0.102 0.102 .ltoreq. w[734]
.ltoreq. 0.104 0.104 .ltoreq. w[735] .ltoreq. 0.106 0.105 .ltoreq.
w[736] .ltoreq. 0.107 0.107 .ltoreq. w[737] .ltoreq. 0.109 0.109
.ltoreq. w[738] .ltoreq. 0.111 0.110 .ltoreq. w[739] .ltoreq. 0.112
0.112 .ltoreq. w[740] .ltoreq. 0.114 0.114 .ltoreq. w[741] .ltoreq.
0.116 0.116 .ltoreq. w[742] .ltoreq. 0.118 0.118 .ltoreq. w[743]
.ltoreq. 0.120 0.119 .ltoreq. w[744] .ltoreq. 0.121 0.121 .ltoreq.
w[745] .ltoreq. 0.123 0.123 .ltoreq. w[746] .ltoreq. 0.125
0.125 .ltoreq. w[747] .ltoreq. 0.127 0.127 .ltoreq. w[748] .ltoreq.
0.129 0.129 .ltoreq. w[749] .ltoreq. 0.131 0.131 .ltoreq. w[750]
.ltoreq. 0.133 0.133 .ltoreq. w[751] .ltoreq. 0.135 0.135 .ltoreq.
w[752] .ltoreq. 0.137 0.136 .ltoreq. w[753] .ltoreq. 0.138 0.138
.ltoreq. w[754] .ltoreq. 0.140 0.140 .ltoreq. w[755] .ltoreq. 0.142
0.142 .ltoreq. w[756] .ltoreq. 0.144 0.144 .ltoreq. w[757] .ltoreq.
0.146 0.146 .ltoreq. w[758] .ltoreq. 0.148 0.148 .ltoreq. w[759]
.ltoreq. 0.150 0.150 .ltoreq. w[760] .ltoreq. 0.152 0.152 .ltoreq.
w[761] .ltoreq. 0.154 0.154 .ltoreq. w[762] .ltoreq. 0.156 0.156
.ltoreq. w[763] .ltoreq. 0.158 0.158 .ltoreq. w[764] .ltoreq. 0.160
0.160 .ltoreq. w[765] .ltoreq. 0.162 0.162 .ltoreq. w[766] .ltoreq.
0.164 0.164 .ltoreq. w[767] .ltoreq. 0.166 0.165 .ltoreq. w[768]
.ltoreq. 0.167 0.167 .ltoreq. w[769] .ltoreq. 0.169 0.169 .ltoreq.
w[770] .ltoreq. 0.171 0.170 .ltoreq. w[771] .ltoreq. 0.172 0.172
.ltoreq. w[772] .ltoreq. 0.174 0.174 .ltoreq. w[773] .ltoreq. 0.176
0.175 .ltoreq. w[774] .ltoreq. 0.177 0.177 .ltoreq. w[775] .ltoreq.
0.179 0.178 .ltoreq. w[776] .ltoreq. 0.180 0.179 .ltoreq. w[777]
.ltoreq. 0.181 0.181 .ltoreq. w[778] .ltoreq. 0.183 0.182 .ltoreq.
w[779] .ltoreq. 0.184 0.183 .ltoreq. w[780] .ltoreq. 0.185 0.184
.ltoreq. w[781] .ltoreq. 0.186 0.185 .ltoreq. w[782] .ltoreq. 0.187
0.187 .ltoreq. w[783] .ltoreq. 0.189 0.188 .ltoreq. w[784] .ltoreq.
0.190 0.189 .ltoreq. w[785] .ltoreq. 0.191 0.191 .ltoreq. w[786]
.ltoreq. 0.193 0.193 .ltoreq. w[787] .ltoreq. 0.195 0.194 .ltoreq.
w[788] .ltoreq. 0.196 0.196 .ltoreq. w[789] .ltoreq. 0.198 0.198
.ltoreq. w[790] .ltoreq. 0.200 0.200 .ltoreq. w[791] .ltoreq. 0.202
0.201 .ltoreq. w[792] .ltoreq. 0.203 0.203 .ltoreq. w[793] .ltoreq.
0.205 0.205 .ltoreq. w[794] .ltoreq. 0.207 0.207 .ltoreq. w[795]
.ltoreq. 0.209 0.210 .ltoreq. w[796] .ltoreq. 0.212 0.212 .ltoreq.
w[797] .ltoreq. 0.214 0.214 .ltoreq. w[798] .ltoreq. 0.216 0.216
.ltoreq. w[799] .ltoreq. 0.218 0.219 .ltoreq. w[800] .ltoreq. 0.221
0.221 .ltoreq. w[801] .ltoreq. 0.223 0.224 .ltoreq. w[802] .ltoreq.
0.226 0.226 .ltoreq. w[803] .ltoreq. 0.228 0.229 .ltoreq. w[804]
.ltoreq. 0.231 0.231 .ltoreq. w[805] .ltoreq. 0.233 0.234 .ltoreq.
w[806] .ltoreq. 0.236 0.237 .ltoreq. w[807] .ltoreq. 0.239 0.240
.ltoreq. w[808] .ltoreq. 0.242 0.243 .ltoreq. w[809] .ltoreq. 0.245
0.246 .ltoreq. w[810] .ltoreq. 0.248 0.249 .ltoreq. w[811] .ltoreq.
0.251 0.252 .ltoreq. w[812] .ltoreq. 0.254 0.255 .ltoreq. w[813]
.ltoreq. 0.257 0.258 .ltoreq. w[814] .ltoreq. 0.260 0.261 .ltoreq.
w[815] .ltoreq. 0.263 0.264 .ltoreq. w[816] .ltoreq. 0.266 0.268
.ltoreq. w[817] .ltoreq. 0.270 0.271 .ltoreq. w[818] .ltoreq. 0.273
0.274 .ltoreq. w[819] .ltoreq. 0.276 0.278 .ltoreq. w[820] .ltoreq.
0.280 0.281 .ltoreq. w[821] .ltoreq. 0.283 0.285 .ltoreq. w[822]
.ltoreq. 0.287 0.288 .ltoreq. w[823] .ltoreq. 0.290 0.292 .ltoreq.
w[824] .ltoreq. 0.294 0.295 .ltoreq. w[825] .ltoreq. 0.297 0.299
.ltoreq. w[826] .ltoreq. 0.301 0.303 .ltoreq. w[827] .ltoreq. 0.305
0.306 .ltoreq. w[828] .ltoreq. 0.308 0.310 .ltoreq. w[829] .ltoreq.
0.312 0.314 .ltoreq. w[830] .ltoreq. 0.316 0.318 .ltoreq. w[831]
.ltoreq. 0.320 0.321 .ltoreq. w[832] .ltoreq. 0.323 0.325 .ltoreq.
w[833] .ltoreq. 0.327 0.329 .ltoreq. w[834] .ltoreq. 0.331 0.333
.ltoreq. w[835] .ltoreq. 0.335 0.337 .ltoreq. w[836] .ltoreq. 0.339
0.341 .ltoreq. w[837] .ltoreq. 0.343 0.345 .ltoreq. w[838] .ltoreq.
0.347 0.349 .ltoreq. w[839] .ltoreq. 0.351 0.354 .ltoreq. w[840]
.ltoreq. 0.356 0.358 .ltoreq. w[841] .ltoreq. 0.360 0.362 .ltoreq.
w[842] .ltoreq. 0.364 0.367 .ltoreq. w[843] .ltoreq. 0.369 0.371
.ltoreq. w[844] .ltoreq. 0.373 0.376 .ltoreq. w[845] .ltoreq. 0.378
0.380 .ltoreq. w[846] .ltoreq. 0.382 0.384 .ltoreq. w[847] .ltoreq.
0.386 0.389 .ltoreq. w[848] .ltoreq. 0.391 0.393 .ltoreq. w[849]
.ltoreq. 0.395 0.397 .ltoreq. w[850] .ltoreq. 0.399 0.402 .ltoreq.
w[851] .ltoreq. 0.404 0.406 .ltoreq. w[852] .ltoreq. 0.408 0.410
.ltoreq. w[853] .ltoreq. 0.412 0.415 .ltoreq. w[854] .ltoreq. 0.417
0.419 .ltoreq. w[855] .ltoreq. 0.421 0.424 .ltoreq. w[856] .ltoreq.
0.426 0.429 .ltoreq. w[857] .ltoreq. 0.431 0.434 .ltoreq. w[858]
.ltoreq. 0.436 0.439 .ltoreq. w[859] .ltoreq. 0.441 0.444 .ltoreq.
w[860] .ltoreq. 0.446 0.449 .ltoreq. w[861] .ltoreq. 0.451 0.454
.ltoreq. w[862] .ltoreq. 0.456 0.459 .ltoreq. w[863] .ltoreq. 0.461
0.464 .ltoreq. w[864] .ltoreq. 0.466 0.469 .ltoreq. w[865] .ltoreq.
0.471 0.473 .ltoreq. w[866] .ltoreq. 0.475 0.478 .ltoreq. w[867]
.ltoreq. 0.480 0.482 .ltoreq. w[868] .ltoreq. 0.484 0.487 .ltoreq.
w[869] .ltoreq. 0.489 0.491 .ltoreq. w[870] .ltoreq. 0.493 0.496
.ltoreq. w[871] .ltoreq. 0.498 0.500 .ltoreq. w[872] .ltoreq. 0.502
0.505 .ltoreq. w[873] .ltoreq. 0.507 0.510 .ltoreq. w[874] .ltoreq.
0.512 0.514 .ltoreq. w[875] .ltoreq. 0.516 0.519 .ltoreq. w[876]
.ltoreq. 0.521 0.524 .ltoreq. w[877] .ltoreq. 0.526 0.529 .ltoreq.
w[878] .ltoreq. 0.531 0.534 .ltoreq. w[879] .ltoreq. 0.536 0.539
.ltoreq. w[880] .ltoreq. 0.541 0.544 .ltoreq. w[881] .ltoreq. 0.546
0.549 .ltoreq. w[882] .ltoreq. 0.551 0.554 .ltoreq. w[883] .ltoreq.
0.556 0.559 .ltoreq. w[884] .ltoreq. 0.561 0.564 .ltoreq. w[885]
.ltoreq. 0.566 0.569 .ltoreq. w[886] .ltoreq. 0.571 0.574 .ltoreq.
w[887] .ltoreq. 0.576 0.579 .ltoreq. w[888] .ltoreq. 0.581 0.583
.ltoreq. w[889] .ltoreq. 0.585 0.588 .ltoreq. w[890] .ltoreq. 0.590
0.593 .ltoreq. w[891] .ltoreq. 0.595 0.597 .ltoreq. w[892] .ltoreq.
0.599 0.602 .ltoreq. w[893] .ltoreq. 0.604 0.606 .ltoreq. w[894]
.ltoreq. 0.608 0.611 .ltoreq. w[895] .ltoreq. 0.613 0.615 .ltoreq.
w[896] .ltoreq. 0.617 0.620 .ltoreq. w[897] .ltoreq. 0.622 0.625
.ltoreq. w[898] .ltoreq. 0.627 0.629 .ltoreq. w[899] .ltoreq. 0.631
0.634 .ltoreq. w[900] .ltoreq. 0.636 0.638 .ltoreq. w[901] .ltoreq.
0.640 0.643 .ltoreq. w[902] .ltoreq. 0.645 0.647 .ltoreq. w[903]
.ltoreq. 0.649 0.652 .ltoreq. w[904] .ltoreq. 0.654 0.656 .ltoreq.
w[905] .ltoreq. 0.658 0.661 .ltoreq. w[906] .ltoreq. 0.663 0.666
.ltoreq. w[907] .ltoreq. 0.668 0.670 .ltoreq. w[908] .ltoreq. 0.672
0.675 .ltoreq. w[909] .ltoreq. 0.677 0.679 .ltoreq. w[910] .ltoreq.
0.681 0.684 .ltoreq. w[911] .ltoreq. 0.686 0.688 .ltoreq. w[912]
.ltoreq. 0.690 0.692 .ltoreq. w[913] .ltoreq. 0.694 0.696 .ltoreq.
w[914] .ltoreq. 0.698 0.701 .ltoreq. w[915] .ltoreq. 0.703 0.705
.ltoreq. w[916] .ltoreq. 0.707 0.709 .ltoreq. w[917] .ltoreq. 0.711
0.713 .ltoreq. w[918] .ltoreq. 0.715 0.717 .ltoreq. w[919] .ltoreq.
0.719 0.721 .ltoreq. w[920] .ltoreq. 0.723 0.725 .ltoreq. w[921]
.ltoreq. 0.727 0.729 .ltoreq. w[922] .ltoreq. 0.731 0.733 .ltoreq.
w[923] .ltoreq. 0.735 0.737 .ltoreq. w[924] .ltoreq. 0.739 0.741
.ltoreq. w[925] .ltoreq. 0.743 0.745 .ltoreq. w[926] .ltoreq. 0.747
0.749 .ltoreq. w[927] .ltoreq. 0.751 0.753 .ltoreq. w[928] .ltoreq.
0.755 0.757 .ltoreq. w[929] .ltoreq. 0.759 0.760 .ltoreq. w[930]
.ltoreq. 0.762 0.764 .ltoreq. w[931] .ltoreq. 0.766 0.768 .ltoreq.
w[932] .ltoreq. 0.770 0.771 .ltoreq. w[933] .ltoreq. 0.773 0.775
.ltoreq. w[934] .ltoreq. 0.777 0.778 .ltoreq. w[935] .ltoreq. 0.780
0.782 .ltoreq. w[936] .ltoreq. 0.784 0.785 .ltoreq. w[937] .ltoreq.
0.787 0.789 .ltoreq. w[938] .ltoreq. 0.791 0.792 .ltoreq. w[939]
.ltoreq. 0.794 0.796 .ltoreq. w[940] .ltoreq. 0.798 0.799 .ltoreq.
w[941] .ltoreq. 0.801 0.802 .ltoreq. w[942] .ltoreq. 0.804 0.806
.ltoreq. w[943] .ltoreq. 0.808 0.809 .ltoreq. w[944] .ltoreq. 0.811
0.812 .ltoreq. w[945] .ltoreq. 0.814 0.815 .ltoreq. w[946] .ltoreq.
0.817 0.819 .ltoreq. w[947] .ltoreq. 0.821 0.822 .ltoreq. w[948]
.ltoreq. 0.824 0.825 .ltoreq. w[949] .ltoreq. 0.827 0.828 .ltoreq.
w[950] .ltoreq. 0.830 0.831 .ltoreq. w[951] .ltoreq. 0.833 0.834
.ltoreq. w[952] .ltoreq. 0.836 0.837 .ltoreq. w[953] .ltoreq. 0.839
0.840 .ltoreq. w[954] .ltoreq. 0.842 0.842 .ltoreq. w[955] .ltoreq.
0.844 0.845 .ltoreq. w[956] .ltoreq. 0.847 0.848 .ltoreq. w[957]
.ltoreq. 0.850 0.851 .ltoreq. w[958] .ltoreq. 0.853 0.854 .ltoreq.
w[959] .ltoreq. 0.856
TABLE-US-00010 TABLE 10 (lifting coefficients l(n); M = 480 -0.161
.ltoreq. l[0] .ltoreq. -0.159 -0.159 .ltoreq. l[1] .ltoreq. -0.157
-0.156 .ltoreq. l[2] .ltoreq. -0.154 -0.154 .ltoreq. l[3] .ltoreq.
-0.152 -0.152 .ltoreq. l[4] .ltoreq. -0.150 -0.150 .ltoreq. l[5]
.ltoreq. -0.148 -0.148 .ltoreq. l[6] .ltoreq. -0.146 -0.146
.ltoreq. l[7] .ltoreq. -0.144 -0.143 .ltoreq. l[8] .ltoreq. -0.141
-0.141 .ltoreq. l[9] .ltoreq. -0.139 -0.139 .ltoreq. l[10] .ltoreq.
-0.137 -0.137 .ltoreq. l[11] .ltoreq. -0.135 -0.135 .ltoreq. l[12]
.ltoreq. -0.133 -0.133 .ltoreq. l[13] .ltoreq. -0.131 -0.131
.ltoreq. l[14] .ltoreq. -0.129 -0.129 .ltoreq. l[15] .ltoreq.
-0.127 -0.127 .ltoreq. l[16] .ltoreq. -0.125 -0.125 .ltoreq. l[17]
.ltoreq. -0.123 -0.123 .ltoreq. l[18] .ltoreq. -0.121 -0.121
.ltoreq. l[19] .ltoreq. -0.119 -0.119 .ltoreq. l[20] .ltoreq.
-0.117 -0.117 .ltoreq. l[21] .ltoreq. -0.115 -0.115 .ltoreq. l[22]
.ltoreq. -0.113 -0.114 .ltoreq. l[23] .ltoreq. -0.112 -0.112
.ltoreq. l[24] .ltoreq. -0.110 -0.110 .ltoreq. l[25] .ltoreq.
-0.108 -0.108 .ltoreq. l[26] .ltoreq. -0.106 -0.106 .ltoreq. l[27]
.ltoreq. -0.104 -0.104 .ltoreq. l[28] .ltoreq. -0.102 -0.103
.ltoreq. l[29] .ltoreq. -0.101 -0.101 .ltoreq. l[30] .ltoreq.
-0.099 -0.099 .ltoreq. l[31] .ltoreq. -0.097 -0.097 .ltoreq. l[32]
.ltoreq. -0.095 -0.095 .ltoreq. l[33] .ltoreq. -0.093 -0.094
.ltoreq. l[34] .ltoreq. -0.092 -0.092 .ltoreq. l[35] .ltoreq.
-0.090 -0.090 .ltoreq. l[36] .ltoreq. -0.088 -0.089 .ltoreq. l[37]
.ltoreq. -0.087 -0.087 .ltoreq. l[38] .ltoreq. -0.085 -0.085
.ltoreq. l[39] .ltoreq. -0.083 -0.084 .ltoreq. l[40] .ltoreq.
-0.082 -0.082 .ltoreq. l[41] .ltoreq. -0.080 -0.081 .ltoreq. l[42]
.ltoreq. -0.079 -0.079 .ltoreq. l[43] .ltoreq. -0.077 -0.077
.ltoreq. l[44] .ltoreq. -0.075 -0.076 .ltoreq. l[45] .ltoreq.
-0.074 -0.074 .ltoreq. l[46] .ltoreq. -0.072 -0.073 .ltoreq. l[47]
.ltoreq. -0.071 -0.071 .ltoreq. l[48] .ltoreq. -0.069 -0.070
.ltoreq. l[49] .ltoreq. -0.068 -0.068 .ltoreq. l[50] .ltoreq.
-0.066 -0.067 .ltoreq. l[51] .ltoreq. -0.065 -0.066 .ltoreq. l[52]
.ltoreq. -0.064 -0.064 .ltoreq. l[53] .ltoreq. -0.062 -0.063
.ltoreq. l[54] .ltoreq. -0.061 -0.061 .ltoreq. l[55] .ltoreq.
-0.059 -0.060 .ltoreq. l[56] .ltoreq. -0.058 -0.059 .ltoreq. l[57]
.ltoreq. -0.057 -0.057 .ltoreq. l[58] .ltoreq. -0.055 -0.056
.ltoreq. l[59] .ltoreq. -0.054 -0.055 .ltoreq. l[60] .ltoreq.
-0.053 -0.053 .ltoreq. l[61] .ltoreq. -0.051 -0.052 .ltoreq. l[62]
.ltoreq. -0.050 -0.051 .ltoreq. l[63] .ltoreq. -0.049 -0.050
.ltoreq. l[64] .ltoreq. -0.048 -0.048 .ltoreq. l[65] .ltoreq.
-0.046 -0.047 .ltoreq. l[66] .ltoreq. -0.045 -0.046 .ltoreq. l[67]
.ltoreq. -0.044 -0.045 .ltoreq. l[68] .ltoreq. -0.043 -0.044
.ltoreq. l[69] .ltoreq. -0.042 -0.043 .ltoreq. l[70] .ltoreq.
-0.041 -0.041 .ltoreq. l[71] .ltoreq. -0.039 -0.040 .ltoreq. l[72]
.ltoreq. -0.038 -0.039 .ltoreq. l[73] .ltoreq. -0.037 -0.038
.ltoreq. l[74] .ltoreq. -0.036 -0.037 .ltoreq. l[75] .ltoreq.
-0.035 -0.036 .ltoreq. l[76] .ltoreq. -0.034 -0.035 .ltoreq. l[77]
.ltoreq. -0.033 -0.034 .ltoreq. l[78] .ltoreq. -0.032 -0.033
.ltoreq. l[79] .ltoreq. -0.031 -0.032 .ltoreq. l[80] .ltoreq.
-0.030 -0.031 .ltoreq. l[81] .ltoreq. -0.029 -0.030 .ltoreq. l[82]
.ltoreq. -0.028 -0.029 .ltoreq. l[83] .ltoreq. -0.027 -0.028
.ltoreq. l[84] .ltoreq. -0.026 -0.027 .ltoreq. l[85] .ltoreq.
-0.025 -0.026 .ltoreq. l[86] .ltoreq. -0.024 -0.025 .ltoreq. l[87]
.ltoreq. -0.023 -0.024 .ltoreq. l[88] .ltoreq. -0.022 -0.023
.ltoreq. l[89] .ltoreq. -0.021 -0.023 .ltoreq. l[90] .ltoreq.
-0.021 -0.022 .ltoreq. l[91] .ltoreq. -0.020 -0.021 .ltoreq. l[92]
.ltoreq. -0.019 -0.020 .ltoreq. l[93] .ltoreq. -0.018 -0.019
.ltoreq. l[94] .ltoreq. -0.017 -0.018 .ltoreq. l[95] .ltoreq.
-0.016 -0.018 .ltoreq. l[96] .ltoreq. -0.016 -0.017 .ltoreq. l[97]
.ltoreq. -0.015 -0.016 .ltoreq. l[98] .ltoreq. -0.014 -0.015
.ltoreq. l[99] .ltoreq. -0.013 -0.015 .ltoreq. l[100] .ltoreq.
-0.013 -0.014 .ltoreq. l[101] .ltoreq. -0.012 -0.013 .ltoreq.
l[102] .ltoreq. -0.011 -0.013 .ltoreq. l[103] .ltoreq. -0.011
-0.012 .ltoreq. l[104] .ltoreq. -0.010 -0.011 .ltoreq. l[105]
.ltoreq. -0.009 -0.011 .ltoreq. l[106] .ltoreq. -0.009 -0.010
.ltoreq. l[107] .ltoreq. -0.008 -0.009 .ltoreq. l[108] .ltoreq.
-0.007 -0.009 .ltoreq. l[109] .ltoreq. -0.007 -0.008 .ltoreq.
l[110] .ltoreq. -0.006 -0.008 .ltoreq. l[111] .ltoreq. -0.006
-0.007 .ltoreq. l[112] .ltoreq. -0.005 -0.007 .ltoreq. l[113]
.ltoreq. -0.005 -0.006 .ltoreq. l[114] .ltoreq. -0.004 -0.006
.ltoreq. l[115] .ltoreq. -0.004 -0.005 .ltoreq. l[116] .ltoreq.
-0.003 -0.004 .ltoreq. l[117] .ltoreq. -0.002 -0.004 .ltoreq.
l[118] .ltoreq. -0.002 -0.004 .ltoreq. l[119] .ltoreq. -0.002
-0.003 .ltoreq. l[120] .ltoreq. -0.001 -0.003 .ltoreq. l[121]
.ltoreq. -0.001 -0.002 .ltoreq. l[122] .ltoreq. 0.000 -0.002
.ltoreq. l[123] .ltoreq. 0.000 -0.001 .ltoreq. l[124] .ltoreq.
0.001 -0.001 .ltoreq. l[125] .ltoreq. 0.001 0.000 .ltoreq. l[126]
.ltoreq. 0.002 0.000 .ltoreq. l[127] .ltoreq. 0.002 0.000 .ltoreq.
l[128] .ltoreq. 0.002 0.001 .ltoreq. l[129] .ltoreq. 0.003 0.001
.ltoreq. l[130] .ltoreq. 0.003 0.001 .ltoreq. l[131] .ltoreq. 0.003
0.002 .ltoreq. l[132] .ltoreq. 0.004 0.002 .ltoreq. l[133] .ltoreq.
0.004 0.002 .ltoreq. l[134] .ltoreq. 0.004 0.003 .ltoreq. l[135]
.ltoreq. 0.005 0.003 .ltoreq. l[136] .ltoreq. 0.005 0.003 .ltoreq.
l[137] .ltoreq. 0.005 0.003 .ltoreq. l[138] .ltoreq. 0.005 0.004
.ltoreq. l[139] .ltoreq. 0.006 0.004 .ltoreq. l[140] .ltoreq. 0.006
0.004 .ltoreq. l[141] .ltoreq. 0.006 0.004 .ltoreq. l[142] .ltoreq.
0.006 0.005 .ltoreq. l[143] .ltoreq. 0.007 0.005 .ltoreq. l[144]
.ltoreq. 0.007 0.005 .ltoreq. l[145] .ltoreq. 0.007 0.005 .ltoreq.
l[146] .ltoreq. 0.007 0.006 .ltoreq. l[147] .ltoreq. 0.008 0.006
.ltoreq. l[148] .ltoreq. 0.008 0.006 .ltoreq. l[149] .ltoreq. 0.008
0.006 .ltoreq. l[150] .ltoreq. 0.008 0.006 .ltoreq. l[151] .ltoreq.
0.008 0.006 .ltoreq. l[152] .ltoreq. 0.008 0.007 .ltoreq. l[153]
.ltoreq. 0.009 0.007 .ltoreq. l[154] .ltoreq. 0.009 0.007 .ltoreq.
l[155] .ltoreq. 0.009 0.007 .ltoreq. l[156] .ltoreq. 0.009 0.007
.ltoreq. l[157] .ltoreq. 0.009 0.007 .ltoreq. l[158] .ltoreq. 0.009
0.007 .ltoreq. l[159] .ltoreq. 0.009 0.007 .ltoreq. l[160] .ltoreq.
0.009 0.007 .ltoreq. l[161] .ltoreq. 0.009 0.007 .ltoreq. l[162]
.ltoreq. 0.009 0.007 .ltoreq. l[163] .ltoreq. 0.009 0.007 .ltoreq.
l[164] .ltoreq. 0.009 0.007 .ltoreq. l[165] .ltoreq. 0.009 0.008
.ltoreq. l[166] .ltoreq. 0.010 0.008 .ltoreq. l[167] .ltoreq. 0.010
0.008 .ltoreq. l[168] .ltoreq. 0.010 0.008 .ltoreq. l[169] .ltoreq.
0.010 0.008 .ltoreq. l[170] .ltoreq. 0.010 0.008 .ltoreq. l[171]
.ltoreq. 0.010 0.008 .ltoreq. l[172] .ltoreq. 0.010 0.008 .ltoreq.
l[173] .ltoreq. 0.010 0.008 .ltoreq. l[174] .ltoreq. 0.010 0.008
.ltoreq. l[175] .ltoreq. 0.010 0.008 .ltoreq. l[176] .ltoreq. 0.010
0.008 .ltoreq. l[177] .ltoreq. 0.010 0.008 .ltoreq. l[178] .ltoreq.
0.010 0.008 .ltoreq. l[179] .ltoreq. 0.010 0.008 .ltoreq. l[180]
.ltoreq. 0.010 0.008 .ltoreq. l[181] .ltoreq. 0.010 0.008 .ltoreq.
l[182] .ltoreq. 0.010 0.007 .ltoreq. l[183] .ltoreq. 0.009 0.007
.ltoreq. l[184] .ltoreq. 0.009 0.007 .ltoreq. l[185] .ltoreq. 0.009
0.007 .ltoreq. l[186] .ltoreq. 0.009 0.007 .ltoreq. l[187] .ltoreq.
0.009 0.007 .ltoreq. l[188] .ltoreq. 0.009 0.007 .ltoreq. l[189]
.ltoreq. 0.009 0.007 .ltoreq. l[190] .ltoreq. 0.009 0.007 .ltoreq.
l[191] .ltoreq. 0.009 0.007 .ltoreq. l[192] .ltoreq. 0.009 0.007
.ltoreq. l[193] .ltoreq. 0.009 0.007 .ltoreq. l[194] .ltoreq. 0.009
0.006 .ltoreq. l[195] .ltoreq. 0.008 0.006 .ltoreq. l[196] .ltoreq.
0.008 0.006 .ltoreq. l[197] .ltoreq. 0.008 0.006 .ltoreq. l[198]
.ltoreq. 0.008 0.006 .ltoreq. l[199] .ltoreq. 0.008 0.006 .ltoreq.
l[200] .ltoreq. 0.008 0.006 .ltoreq. l[201] .ltoreq. 0.008 0.006
.ltoreq. l[202] .ltoreq. 0.008 0.005 .ltoreq. l[203] .ltoreq. 0.007
0.005 .ltoreq. l[204] .ltoreq. 0.007 0.005 .ltoreq. l[205] .ltoreq.
0.007 0.005 .ltoreq. l[206] .ltoreq. 0.007 0.005 .ltoreq. l[207]
.ltoreq. 0.007 0.005 .ltoreq. l[208] .ltoreq. 0.007 0.005 .ltoreq.
l[209] .ltoreq. 0.007 0.004 .ltoreq. l[210] .ltoreq. 0.006 0.004
.ltoreq. l[211] .ltoreq. 0.006 0.004 .ltoreq. l[212] .ltoreq. 0.006
0.004 .ltoreq. l[213] .ltoreq. 0.006 0.004 .ltoreq. l[214] .ltoreq.
0.006 0.004 .ltoreq. l[215] .ltoreq. 0.006 0.003 .ltoreq. l[216]
.ltoreq. 0.005 0.003 .ltoreq. l[217] .ltoreq. 0.005 0.003 .ltoreq.
l[218] .ltoreq. 0.005 0.003 .ltoreq. l[219] .ltoreq. 0.005 0.003
.ltoreq. l[220] .ltoreq. 0.005 0.003 .ltoreq. l[221] .ltoreq. 0.005
0.002 .ltoreq. l[222] .ltoreq. 0.004 0.002 .ltoreq. l[223] .ltoreq.
0.004 0.002 .ltoreq. l[224] .ltoreq. 0.004 0.002 .ltoreq. l[225]
.ltoreq. 0.004 0.002 .ltoreq. l[226] .ltoreq. 0.004 0.001 .ltoreq.
l[227] .ltoreq. 0.003 0.001 .ltoreq. l[228] .ltoreq. 0.003 0.001
.ltoreq. l[229] .ltoreq. 0.003 0.001 .ltoreq. l[230] .ltoreq. 0.003
0.001 .ltoreq. l[231] .ltoreq. 0.003 0.000 .ltoreq. l[232] .ltoreq.
0.002 0.000 .ltoreq. l[233] .ltoreq. 0.002 0.000 .ltoreq. l[234]
.ltoreq. 0.002 0.000 .ltoreq. l[235] .ltoreq. 0.002 0.000 .ltoreq.
l[236] .ltoreq. 0.002 -0.001 .ltoreq. l[237] .ltoreq. 0.001 -0.001
.ltoreq. l[238] .ltoreq. 0.001 -0.001 .ltoreq. l[239] .ltoreq.
0.001 -0.083 .ltoreq. l[240] .ltoreq. -0.081 -0.084 .ltoreq. l[241]
.ltoreq. -0.082 -0.085 .ltoreq. l[242] .ltoreq. -0.083 -0.085
.ltoreq. l[243] .ltoreq. -0.083 -0.086 .ltoreq. l[244] .ltoreq.
-0.084
-0.087 .ltoreq. l[245] .ltoreq. -0.085 -0.088 .ltoreq. l[246]
.ltoreq. -0.086 -0.089 .ltoreq. l[247] .ltoreq. -0.087 -0.089
.ltoreq. l[248] .ltoreq. -0.087 -0.090 .ltoreq. l[249] .ltoreq.
-0.088 -0.091 .ltoreq. l[250] .ltoreq. -0.089 -0.092 .ltoreq.
l[251] .ltoreq. -0.090 -0.093 .ltoreq. l[252] .ltoreq. -0.091
-0.093 .ltoreq. l[253] .ltoreq. -0.091 -0.094 .ltoreq. l[254]
.ltoreq. -0.092 -0.095 .ltoreq. l[255] .ltoreq. -0.093 -0.096
.ltoreq. l[256] .ltoreq. -0.094 -0.097 .ltoreq. l[257] .ltoreq.
-0.095 -0.097 .ltoreq. l[258] .ltoreq. -0.095 -0.098 .ltoreq.
l[259] .ltoreq. -0.096 -0.099 .ltoreq. l[260] .ltoreq. -0.097
-0.100 .ltoreq. l[261] .ltoreq. -0.098 -0.100 .ltoreq. l[262]
.ltoreq. -0.098 -0.101 .ltoreq. l[263] .ltoreq. -0.099 -0.102
.ltoreq. l[264] .ltoreq. -0.100 -0.102 .ltoreq. l[265] .ltoreq.
-0.100 -0.103 .ltoreq. l[266] .ltoreq. -0.101 -0.104 .ltoreq.
l[267] .ltoreq. -0.102 -0.105 .ltoreq. l[268] .ltoreq. -0.103
-0.105 .ltoreq. l[269] .ltoreq. -0.103 -0.106 .ltoreq. l[270]
.ltoreq. -0.104 -0.107 .ltoreq. l[271] .ltoreq. -0.105 -0.107
.ltoreq. l[272] .ltoreq. -0.105 -0.108 .ltoreq. l[273] .ltoreq.
-0.106 -0.109 .ltoreq. l[274] .ltoreq. -0.107 -0.109 .ltoreq.
l[275] .ltoreq. -0.107 -0.110 .ltoreq. l[276] .ltoreq. -0.108
-0.111 .ltoreq. l[277] .ltoreq. -0.109 -0.112 .ltoreq. l[278]
.ltoreq. -0.110 -0.112 .ltoreq. l[279] .ltoreq. -0.110 -0.113
.ltoreq. l[280] .ltoreq. -0.111 -0.114 .ltoreq. l[281] .ltoreq.
-0.112 -0.115 .ltoreq. l[282] .ltoreq. -0.113 -0.116 .ltoreq.
l[283] .ltoreq. -0.114 -0.116 .ltoreq. l[284] .ltoreq. -0.114
-0.117 .ltoreq. l[285] .ltoreq. -0.115 -0.118 .ltoreq. l[286]
.ltoreq. -0.116 -0.119 .ltoreq. l[287] .ltoreq. -0.117 -0.120
.ltoreq. l[288] .ltoreq. -0.118 -0.121 .ltoreq. l[289] .ltoreq.
-0.119 -0.123 .ltoreq. l[290] .ltoreq. -0.121 -0.124 .ltoreq.
l[291] .ltoreq. -0.122 -0.125 .ltoreq. l[292] .ltoreq. -0.123
-0.126 .ltoreq. l[293] .ltoreq. -0.124 -0.128 .ltoreq. l[294]
.ltoreq. -0.126 -0.129 .ltoreq. l[295] .ltoreq. -0.127 -0.131
.ltoreq. l[296] .ltoreq. -0.129 -0.132 .ltoreq. l[297] .ltoreq.
-0.130 -0.134 .ltoreq. l[298] .ltoreq. -0.132 -0.136 .ltoreq.
l[299] .ltoreq. -0.134 -0.138 .ltoreq. l[300] .ltoreq. -0.136
-0.139 .ltoreq. l[301] .ltoreq. -0.137 -0.141 .ltoreq. l[302]
.ltoreq. -0.139 -0.143 .ltoreq. l[303] .ltoreq. -0.141 -0.144
.ltoreq. l[304] .ltoreq. -0.142 -0.146 .ltoreq. l[305] .ltoreq.
-0.144 -0.147 .ltoreq. l[306] .ltoreq. -0.145 -0.148 .ltoreq.
l[307] .ltoreq. -0.146 -0.150 .ltoreq. l[308] .ltoreq. -0.148
-0.151 .ltoreq. l[309] .ltoreq. -0.149 -0.152 .ltoreq. l[310]
.ltoreq. -0.150 -0.153 .ltoreq. l[311] .ltoreq. -0.151 -0.154
.ltoreq. l[312] .ltoreq. -0.152 -0.155 .ltoreq. l[313] .ltoreq.
-0.153 -0.156 .ltoreq. l[314] .ltoreq. -0.154 -0.157 .ltoreq.
l[315] .ltoreq. -0.155 -0.157 .ltoreq. l[316] .ltoreq. -0.155
-0.158 .ltoreq. l[317] .ltoreq. -0.156 -0.159 .ltoreq. l[318]
.ltoreq. -0.157 -0.160 .ltoreq. l[319] .ltoreq. -0.158 -0.160
.ltoreq. l[320] .ltoreq. -0.158 -0.161 .ltoreq. l[321] .ltoreq.
-0.159 -0.161 .ltoreq. l[322] .ltoreq. -0.159 -0.161 .ltoreq.
l[323] .ltoreq. -0.159 -0.162 .ltoreq. l[324] .ltoreq. -0.160
-0.162 .ltoreq. l[325] .ltoreq. -0.160 -0.162 .ltoreq. l[326]
.ltoreq. -0.160 -0.163 .ltoreq. l[327] .ltoreq. -0.161 -0.163
.ltoreq. l[328] .ltoreq. -0.161 -0.163 .ltoreq. l[329] .ltoreq.
-0.161 -0.163 .ltoreq. l[330] .ltoreq. -0.161 -0.163 .ltoreq.
l[331] .ltoreq. -0.161 -0.163 .ltoreq. l[332] .ltoreq. -0.161
-0.163 .ltoreq. l[333] .ltoreq. -0.161 -0.163 .ltoreq. l[334]
.ltoreq. -0.161 -0.163 .ltoreq. l[335] .ltoreq. -0.161 -0.162
.ltoreq. l[336] .ltoreq. -0.160 -0.162 .ltoreq. l[337] .ltoreq.
-0.160 -0.162 .ltoreq. l[338] .ltoreq. -0.160 -0.161 .ltoreq.
l[339] .ltoreq. -0.159 -0.161 .ltoreq. l[340] .ltoreq. -0.159
-0.161 .ltoreq. l[341] .ltoreq. -0.159 -0.160 .ltoreq. l[342]
.ltoreq. -0.158 -0.160 .ltoreq. l[343] .ltoreq. -0.158 -0.159
.ltoreq. l[344] .ltoreq. -0.157 -0.159 .ltoreq. l[345] .ltoreq.
-0.157 -0.158 .ltoreq. l[346] .ltoreq. -0.156 -0.157 .ltoreq.
l[347] .ltoreq. -0.155 -0.157 .ltoreq. l[348] .ltoreq. -0.155
-0.156 .ltoreq. l[349] .ltoreq. -0.154 -0.155 .ltoreq. l[350]
.ltoreq. -0.153 -0.154 .ltoreq. l[351] .ltoreq. -0.152 -0.154
.ltoreq. l[352] .ltoreq. -0.152 -0.153 .ltoreq. l[353] .ltoreq.
-0.151 -0.152 .ltoreq. l[354] .ltoreq. -0.150 -0.151 .ltoreq.
l[355] .ltoreq. -0.149 -0.150 .ltoreq. l[356] .ltoreq. -0.148
-0.149 .ltoreq. l[357] .ltoreq. -0.147 -0.148 .ltoreq. l[358]
.ltoreq. -0.146 -0.147 .ltoreq. l[359] .ltoreq. -0.145 -0.146
.ltoreq. l[360] .ltoreq. -0.144 -0.145 .ltoreq. l[361] .ltoreq.
-0.143 -0.144 .ltoreq. l[362] .ltoreq. -0.142 -0.142 .ltoreq.
l[363] .ltoreq. -0.140 -0.141 .ltoreq. l[364] .ltoreq. -0.139
-0.140 .ltoreq. l[365] .ltoreq. -0.138 -0.139 .ltoreq. l[366]
.ltoreq. -0.137 -0.138 .ltoreq. l[367] .ltoreq. -0.136 -0.136
.ltoreq. l[368] .ltoreq. -0.134 -0.135 .ltoreq. l[369] .ltoreq.
-0.133 -0.134 .ltoreq. l[370] .ltoreq. -0.132 -0.132 .ltoreq.
l[371] .ltoreq. -0.130 -0.131 .ltoreq. l[372] .ltoreq. -0.129
-0.130 .ltoreq. l[373] .ltoreq. -0.128 -0.128 .ltoreq. l[374]
.ltoreq. -0.126 -0.127 .ltoreq. l[375] .ltoreq. -0.125 -0.125
.ltoreq. l[376] .ltoreq. -0.123 -0.124 .ltoreq. l[377] .ltoreq.
-0.122 -0.122 .ltoreq. l[378] .ltoreq. -0.120 -0.121 .ltoreq.
l[379] .ltoreq. -0.119 -0.119 .ltoreq. l[380] .ltoreq. -0.117
-0.118 .ltoreq. l[381] .ltoreq. -0.116 -0.116 .ltoreq. l[382]
.ltoreq. -0.114 -0.115 .ltoreq. l[383] .ltoreq. -0.113 -0.113
.ltoreq. l[384] .ltoreq. -0.111 -0.112 .ltoreq. l[385] .ltoreq.
-0.110 -0.110 .ltoreq. l[386] .ltoreq. -0.108 -0.109 .ltoreq.
l[387] .ltoreq. -0.107 -0.107 .ltoreq. l[388] .ltoreq. -0.105
-0.105 .ltoreq. l[389] .ltoreq. -0.103 -0.104 .ltoreq. l[390]
.ltoreq. -0.102 -0.102 .ltoreq. l[391] .ltoreq. -0.100 -0.100
.ltoreq. l[392] .ltoreq. -0.098 -0.099 .ltoreq. l[393] .ltoreq.
-0.097 -0.097 .ltoreq. l[394] .ltoreq. -0.095 -0.095 .ltoreq.
l[395] .ltoreq. -0.093 -0.094 .ltoreq. l[396] .ltoreq. -0.092
-0.092 .ltoreq. l[397] .ltoreq. -0.090 -0.090 .ltoreq. l[398]
.ltoreq. -0.088 -0.089 .ltoreq. l[399] .ltoreq. -0.087 -0.087
.ltoreq. l[400] .ltoreq. -0.085 -0.085 .ltoreq. l[401] .ltoreq.
-0.083 -0.084 .ltoreq. l[402] .ltoreq. -0.082 -0.082 .ltoreq.
l[403] .ltoreq. -0.080 -0.080 .ltoreq. l[404] .ltoreq. -0.078
-0.079 .ltoreq. l[405] .ltoreq. -0.077 -0.077 .ltoreq. l[406]
.ltoreq. -0.075 -0.075 .ltoreq. l[407] .ltoreq. -0.073 -0.074
.ltoreq. l[408] .ltoreq. -0.072 -0.072 .ltoreq. l[409] .ltoreq.
-0.070 -0.070 .ltoreq. l[410] .ltoreq. -0.068 -0.069 .ltoreq.
l[411] .ltoreq. -0.067 -0.067 .ltoreq. l[412] .ltoreq. -0.065
-0.065 .ltoreq. l[413] .ltoreq. -0.063 -0.064 .ltoreq. l[414]
.ltoreq. -0.062 -0.062 .ltoreq. l[415] .ltoreq. -0.060 -0.060
.ltoreq. l[416] .ltoreq. -0.058 -0.059 .ltoreq. l[417] .ltoreq.
-0.057 -0.057 .ltoreq. l[418] .ltoreq. -0.055 -0.056 .ltoreq.
l[419] .ltoreq. -0.054 -0.054 .ltoreq. l[420] .ltoreq. -0.052
-0.052 .ltoreq. l[421] .ltoreq. -0.050 -0.051 .ltoreq. l[422]
.ltoreq. -0.049 -0.049 .ltoreq. l[423] .ltoreq. -0.047 -0.048
.ltoreq. l[424] .ltoreq. -0.046 -0.046 .ltoreq. l[425] .ltoreq.
-0.044 -0.045 .ltoreq. l[426] .ltoreq. -0.043 -0.043 .ltoreq.
l[427] .ltoreq. -0.041 -0.042 .ltoreq. l[428] .ltoreq. -0.040
-0.040 .ltoreq. l[429] .ltoreq. -0.038 -0.039 .ltoreq. l[430]
.ltoreq. -0.037 -0.037 .ltoreq. l[431] .ltoreq. -0.035 -0.036
.ltoreq. l[432] .ltoreq. -0.034 -0.034 .ltoreq. l[433] .ltoreq.
-0.032 -0.033 .ltoreq. l[434] .ltoreq. -0.031 -0.032 .ltoreq.
l[435] .ltoreq. -0.030 -0.030 .ltoreq. l[436] .ltoreq. -0.028
-0.029 .ltoreq. l[437] .ltoreq. -0.027 -0.028 .ltoreq. l[438]
.ltoreq. -0.026 -0.026 .ltoreq. l[439] .ltoreq. -0.024 -0.025
.ltoreq. l[440] .ltoreq. -0.023 -0.024 .ltoreq. l[441] .ltoreq.
-0.022 -0.023 .ltoreq. l[442] .ltoreq. -0.021 -0.022 .ltoreq.
l[443] .ltoreq. -0.020 -0.020 .ltoreq. l[444] .ltoreq. -0.018
-0.019 .ltoreq. l[445] .ltoreq. -0.017 -0.018 .ltoreq. l[446]
.ltoreq. -0.016 -0.017 .ltoreq. l[447] .ltoreq. -0.015 -0.016
.ltoreq. l[448] .ltoreq. -0.014 -0.015 .ltoreq. l[449] .ltoreq.
-0.013 -0.014 .ltoreq. l[450] .ltoreq. -0.012 -0.013 .ltoreq.
l[451] .ltoreq. -0.011 -0.012 .ltoreq. l[452] .ltoreq. -0.010
-0.011 .ltoreq. l[453] .ltoreq. -0.009 -0.010 .ltoreq. l[454]
.ltoreq. -0.008 -0.010 .ltoreq. l[455] .ltoreq. -0.008 -0.009
.ltoreq. l[456] .ltoreq. -0.007 -0.008 .ltoreq. l[457] .ltoreq.
-0.006 -0.007 .ltoreq. l[458] .ltoreq. -0.005 -0.007 .ltoreq.
l[459] .ltoreq. -0.005 -0.006 .ltoreq. l[460] .ltoreq. -0.004
-0.005 .ltoreq. l[461] .ltoreq. -0.003 -0.005 .ltoreq. l[462]
.ltoreq. -0.003 -0.004 .ltoreq. l[463] .ltoreq. -0.002 -0.004
.ltoreq. l[464] .ltoreq. -0.002 -0.003 .ltoreq. l[465] .ltoreq.
-0.001 -0.003 .ltoreq. l[466] .ltoreq. -0.001 -0.002 .ltoreq.
l[467] .ltoreq. 0.000 -0.002 .ltoreq. l[468] .ltoreq. 0.000 -0.002
.ltoreq. l[469] .ltoreq. 0.000 -0.002 .ltoreq. l[470] .ltoreq.
0.000 -0.001 .ltoreq. l[471] .ltoreq. 0.001 -0.001 .ltoreq. l[472]
.ltoreq. 0.001 -0.001 .ltoreq. l[473] .ltoreq. 0.001 -0.001
.ltoreq. l[474] .ltoreq. 0.001 -0.001 .ltoreq. l[475] .ltoreq.
0.001 -0.001 .ltoreq. l[476] .ltoreq. 0.001 -0.001 .ltoreq. l[477]
.ltoreq. 0.001 -0.001 .ltoreq. l[478] .ltoreq. 0.001 -0.001
.ltoreq. l[479] .ltoreq. 0.001
TABLE-US-00011 TABLE 11 (window coefficients w(n); M = 480 w[0] =
-0.5808776056 w[1] = -0.5763146754 w[2] = -0.5717281871 w[3] =
-0.5671176153 w[4] = -0.5624825290 w[5] = -0.5578225921 w[6] =
-0.5531375665 w[7] = -0.5484273097 w[8] = -0.5436917768 w[9] =
-0.5389311317 w[10] = -0.5341466819 w[11] = -0.5293395465 w[12] =
-0.5245097463 w[13] = -0.5196580516 w[14] = -0.5147870784 w[15] =
-0.5098978959 w[16] = -0.5049903718 w[17] = -0.5000598589 w[18] =
-0.4950978110 w[19] = -0.4901024003 w[20] = -0.4850747970 w[21] =
-0.4800182654 w[22] = -0.4749363634 w[23] = -0.4698301577 w[24] =
-0.4647016655 w[25] = -0.4595619111 w[26] = -0.4544188154 w[27] =
-0.4492711729 w[28] = -0.4441139819 w[29] = -0.4389345239 w[30] =
-0.4337275264 w[31] = -0.4284948032 w[32] = -0.4232367025 w[33] =
-0.4179527735 w[34] = -0.4126438188 w[35] = -0.4073115490 w[36] =
-0.4019599335 w[37] = -0.3965931173 w[38] = -0.3912127586 w[39] =
-0.3858206901 w[40] = -0.3804206741 w[41] = -0.3750156660 w[42] =
-0.3696062960 w[43] = -0.3641950351 w[44] = -0.3587884331 w[45] =
-0.3533885718 w[46] = -0.3479934648 w[47] = -0.3425961155 w[48] =
-0.3371864064 w[49] = -0.3317629098 w[50] = -0.3263277178 w[51] =
-0.3208794245 w[52] = -0.3154166398 w[53] = -0.3099429225 w[54] =
-0.3044637885 w[55] = -0.2989897857 w[56] = -0.2935283219 w[57] =
-0.2880808589 w[58] = -0.2826496694 w[59] = -0.2772378518 w[60] =
-0.2718470270 w[61] = -0.2664774835 w[62] = -0.2611294160 w[63] =
-0.2558031168 w[64] = -0.2504992975 w[65] = -0.2452185940 w[66] =
-0.2399618912 w[67] = -0.2347299099 w[68] = -0.2295224957 w[69] =
-0.2243389896 w[70] = -0.2191776107 w[71] = -0.2140377492 w[72] =
-0.2089205534 w[73] = -0.2038264066 w[74] = -0.1987541259 w[75] =
-0.1937036815 w[76] = -0.1886766078 w[77] = -0.1836739407 w[78] =
-0.1786967929 w[79] = -0.1737483738 w[80] = -0.1688331013 w[81] =
-0.1639566302 w[82] = -0.1591239641 w[83] = -0.1543382839 w[84] =
-0.1496031509 w[85] = -0.1449234041 w[86] = -0.1403010649 w[87] =
-0.1357347609 w[88] = -0.1312238422 w[89] = -0.1267683433 w[90] =
-0.1223641005 w[91] = -0.1180035533 w[92] = -0.1136781916 w[93] =
-0.1093811039 w[94] = -0.1051089224 w[95] = -0.1008585989 w[96] =
-0.0966216329 w[97] = -0.0923878456 w[98] = -0.0881517744 w[99] =
-0.0839085661 w[100] = -0.0796520722 w[101] = -0.0753801387 w[102]
= -0.0710958240 w[103] = -0.0668046295 w[104] = -0.0625121446
w[105] = -0.0582150312 w[106] = -0.0539045359 w[107] =
-0.0495761975 w[108] = -0.0452283457 w[109] = -0.0408528996 w[110]
= -0.0364373845 w[111] = -0.0319813024 w[112] = -0.0275154064
w[113] = -0.0230898725 w[114] = -0.0187595379 w[115] =
-0.0145975714 w[116] = -0.0107213003 w[117] = -0.0071866945 w[118]
= -0.0044039657 w[119] = -0.0010119123 w[120] = 0.0000000000 w[121]
= 0.0000000000 w[122] = 0.0000000000 w[123] = 0.0000000000 w[124] =
0.0000000000 w[125] = 0.0000000000 w[126] = 0.0000000000 w[127] =
0.0000000000 w[128] = 0.0000000000 w[129] = 0.0000000000 w[130] =
0.0000000000 w[131] = 0.0000000000 w[132] = 0.0000000000 w[133] =
0.0000000000 w[134] = 0.0000000000 w[135] = 0.0000000000 w[136] =
0.0000000000 w[137] = 0.0000000000 w[138] = 0.0000000000 w[139] =
0.0000000000 w[140] = 0.0000000000 w[141] = 0.0000000000 w[142] =
0.0000000000 w[143] = 0.0000000000 w[144] = 0.0000000000 w[145] =
0.0000000000 w[146] = 0.0000000000 w[147] = 0.0000000000 w[148] =
0.0000000000 w[149] = 0.0000000000 w[150] = 0.0000000000 w[151] =
0.0000000000 w[152] = 0.0000000000 w[153] = 0.0000000000 w[154] =
0.0000000000 w[155] = 0.0000000000 w[156] = 0.0000000000 w[157] =
0.0000000000 w[158] = 0.0000000000 w[159] = 0.0000000000 w[160] =
0.0000000000 w[161] = 0.0000000000 w[162] = 0.0000000000 w[163] =
0.0000000000 w[164] = 0.0000000000 w[165] = 0.0000000000 w[166] =
0.0000000000 w[167] = 0.0000000000 w[168] = 0.0000000000 w[169] =
0.0000000000 w[170] = 0.0000000000 w[171] = 0.0000000000 w[172] =
0.0000000000 w[173] = 0.0000000000 w[174] = 0.0000000000 w[175] =
0.0000000000 w[176] = 0.0000000000 w[177] = 0.0000000000 w[178] =
0.0000000000 w[179] = 0.0000000000 w[180] = 0.0000000000 w[181] =
0.0000000000 w[182] = 0.0000000000 w[183] = 0.0000000000 w[184] =
0.0000000000 w[185] = 0.0000000000 w[186] = 0.0000000000 w[187] =
0.0000000000 w[188] = 0.0000000000 w[189] = 0.0000000000 w[190] =
0.0000000000 w[191] = 0.0000000000 w[192] = 0.0000000000 w[193] =
0.0000000000 w[194] = 0.0000000000 w[195] = 0.0000000000 w[196] =
0.0000000000 w[197] = 0.0000000000 w[198] = 0.0000000000 w[199] =
0.0000000000 w[200] = 0.0000000000 w[201] = 0.0000000000 w[202] =
0.0000000000 w[203] = 0.0000000000 w[204] = 0.0000000000 w[205] =
0.0000000000 w[206] = 0.0000000000 w[207] = 0.0000000000 w[208] =
0.0000000000 w[209] = 0.0000000000 w[210] = 0.0000000000 w[211] =
0.0000000000 w[212] = 0.0000000000 w[213] = 0.0000000000 w[214] =
0.0000000000 w[215] = 0.0000000000 w[216] = 0.0000000000 w[217] =
0.0000000000 w[218] = 0.0000000000 w[219] = 0.0000000000 w[220] =
0.0000000000 w[221] = 0.0000000000 w[222] = 0.0000000000 w[223] =
0.0000000000 w[224] = 0.0000000000 w[225] = 0.0000000000 w[226] =
0.0000000000 w[227] = 0.0000000000 w[228] = 0.0000000000 w[229] =
0.0000000000 w[230] = 0.0000000000 w[231] = 0.0000000000 w[232] =
0.0000000000 w[233] = 0.0000000000 w[234] = 0.0000000000 w[235] =
0.0000000000 w[236] = 0.0000000000 w[237] = 0.0000000000 w[238] =
0.0000000000 w[239] = 0.0000000000 w[240] = -1.0005813060 w[241] =
-1.0011800551 w[242] = -1.0017792965 w[243] = -1.0023789343 w[244]
= -1.0029788729
w[245] = -1.0035790165 w[246] = -1.0041792695 w[247] =
-1.0047795360 w[248] = -1.0053797202 w[249] = -1.0059797344 w[250]
= -1.0065795942 w[251] = -1.0071794018 w[252] = -1.0077792625
w[253] = -1.0083792488 w[254] = -1.0089792945 w[255] =
-1.0095792616 w[256] = -1.0101790123 w[257] = -1.0107784699 w[258]
= -1.0113776929 w[259] = -1.0119767783 w[260] = -1.0125758213
w[261] = -1.0131748221 w[262] = -1.0137736534 w[263] =
-1.0143721725 w[264] = -1.0149702477 w[265] = -1.0155678634 w[266]
= -1.0161651023 w[267] = -1.0167620501 w[268] = -1.0173587590
w[269] = -1.0179551401 w[270] = -1.0185510312 w[271] =
-1.0191462701 w[272] = -1.0197407596 w[273] = -1.0203345472 w[274]
= -1.0209277208 w[275] = -1.0215203671 w[276] = -1.0221124681
w[277] = -1.0227038667 w[278] = -1.0232943893 w[279] =
-1.0238838739 w[280] = -1.0244722897 w[281] = -1.0250597160 w[282]
= -1.0256462354 w[283] = -1.0262318960 w[284] = -1.0268165981
w[285] = -1.0274001663 w[286] = -1.0279824249 w[287] =
-1.0285632638 w[288] = -1.0291427184 w[289] = -1.0297208652 w[290]
= -1.0302977786 w[291] = -1.0308734354 w[292] = -1.0314476809
w[293] = -1.0320203450 w[294] = -1.0325912691 w[295] =
-1.0331604225 w[296] = -1.0337278825 w[297] = -1.0342937293 w[298]
= -1.0348580110 w[299] = -1.0354206394 w[300] = -1.0359814562
w[301] = -1.0365403023 w[302] = -1.0370970842 w[303] =
-1.0376518520 w[304] = -1.0382046968 w[305] = -1.0387557079 w[306]
= -1.0393048768 w[307] = -1.0398520647 w[308] = -1.0403971170
w[309] = -1.0409398906 w[310] = -1.0414803696 w[311] =
-1.0420186451 w[312] = -1.0425548108 w[313] = -1.0430889298 w[314]
= -1.0436209319 w[315] = -1.0441506792 w[316] = -1.0446780323
w[317] = -1.0452029207 w[318] = -1.0457254236 w[319] =
-1.0462456636 w[320] = -1.0467637608 w[321] = -1.0472797406 w[322]
= -1.0477935014 w[323] = -1.0483049265 w[324] = -1.0488139110
w[325] = -1.0493204809 w[326] = -1.0498247725 w[327] =
-1.0503269252 w[328] = -1.0508270454 w[329] = -1.0513250983 w[330]
= -1.0518209767 w[331] = -1.0523145736 w[332] = -1.0528058386
w[333] = -1.0532948468 w[334] = -1.0537817095 w[335] =
-1.0542665354 w[336] = -1.0547493712 w[337] = -1.0552301803 w[338]
= -1.0557089161 w[339] = -1.0561855368 w[340] = -1.0566600512
w[341] = -1.0571325116 w[342] = -1.0576029673 w[343] =
-1.0580714939 w[344] = -1.0585382760 w[345] = -1.0590035458 w[346]
= -1.0594675628 w[347] = -1.0599302428 w[348] = -1.0603907484
w[349] = -1.0608480578 w[350] = -1.0613011130 w[351] =
-1.0617509948 w[352] = -1.0622016350 w[353] = -1.0626573152 w[354]
= -1.0631214642 w[355] = -1.0635872621 w[356] = -1.0640392362
w[357] = -1.0644618603 w[358] = -1.0648404800 w[359] =
-1.0651643956 w[360] = -1.0654251664 w[361] = -1.0656136196 w[362]
= -1.0657265986 w[363] = -1.0657736665 w[364] = -1.0657681423
w[365] = -1.0657229990 w[366] = -1.0656483427 w[367] =
-1.0655503595 w[368] = -1.0654347872 w[369] = -1.0653068470 w[370]
= -1.0651649960 w[371] = -1.0650019838 w[372] = -1.0648105105
w[373] = -1.0645839879 w[374] = -1.0643190063 w[375] =
-1.0640139004 w[376] = -1.0636666522 w[377] = -1.0632775749 w[378]
= -1.0628518609 w[379] = -1.0623961339 w[380] = -1.0619169042
w[381] = -1.0614189147 w[382] = -1.0609045231 w[383] =
-1.0603758114 w[384] = -1.0598346656 w[385] = -1.0592803276 w[386]
= -1.0587097831 w[387] = -1.0581201040 w[388] = -1.0575077138
w[389] = -1.0568665583 w[390] = -1.0561892913 w[391] =
-1.0554685584 w[392] = -1.0546982085 w[393] = -1.0538747210 w[394]
= -1.0529953941 w[395] = -1.0520573811 w[396] = -1.0510596979
w[397] = -1.0500037838 w[398] = -1.0488913636 w[399] =
-1.0477242601 w[400] = -1.0465057544 w[401] = -1.0452403539 w[402]
= -1.0439325910 w[403] = -1.0425867179 w[404] = -1.0412057958
w[405] = -1.0397922342 w[406] = -1.0383485590 w[407] =
-1.0368765950 w[408] = -1.0353767209 w[409] = -1.0338488566 w[410]
= -1.0322930082 w[411] = -1.0307079512 w[412] = -1.0290908538
w[413] = -1.0274386932 w[414] = -1.0257484965 w[415] =
-1.0240177488 w[416] = -1.0222443202 w[417] = -1.0204260907 w[418]
= -1.0185608337 w[419] = -1.0166458598 w[420] = -1.0146782601
w[421] = -1.0126550645 w[422] = -1.0105741418 w[423] =
-1.0084351216 w[424] = -1.0062382570 w[425] = -1.0039835929 w[426]
= -1.0016761511 w[427] = -0.9993275072 w[428] = -0.9969500164
w[429] = -0.9945556640 w[430] = -0.9921525489 w[431] =
-0.9897454102 w[432] = -0.9873392945 w[433] = -0.9849366913 w[434]
= -0.9825299978 w[435] = -0.9801063092 w[436] = -0.9776528709
w[437] = -0.9751598885 w[438] = -0.9726241911 w[439] =
-0.9700446101 w[440] = -0.9674196943 w[441] = -0.9647499895 w[442]
= -0.9620385928 w[443] = -0.9592889018 w[444] = -0.9565045414
w[445] = -0.9536922062 w[446] = -0.9508611803 w[447] =
-0.9480207720 w[448] = -0.9451799557 w[449] = -0.9423462878 w[450]
= -0.9395263728 w[451] = -0.9367275150 w[452] = -0.9339502227
w[453] = -0.9311804869 w[454] = -0.9284001393 w[455] =
-0.9255912198 w[456] = -0.9227452652 w[457] = -0.9198665080 w[458]
= -0.9169606683 w[459] = -0.9140336581 w[460] = -0.9110950392
w[461] = -0.9081573914 w[462] = -0.9052335761 w[463] =
-0.9023338144 w[464] = -0.8994575281 w[465] = -0.8965984367 w[466]
= -0.8937505821 w[467] = -0.8909094294 w[468] = -0.8880738182
w[469] = -0.8852436029 w[470] = -0.8824184880 w[471] =
-0.8795994609 w[472] = -0.8767891632 w[473] = -0.8739904329 w[474]
= -0.8712060947 w[475] = -0.8684389740 w[476] = -0.8656918967
w[477] = -0.8629676883 w[478] = -0.8602691745 w[479] =
-0.8575991811 w[480] = -0.5871997587 w[481] = -0.5917306441 w[482]
= -0.5962364410 w[483] = -0.6007171911 w[484] = -0.6051729363
w[485] = -0.6096037182 w[486] = -0.6140095787 w[487] =
-0.6183905594 w[488] = -0.6227467020 w[489] = -0.6270780549 w[490]
= -0.6313847522 w[491] = -0.6356669994 w[492] = -0.6399250047
w[493] = -0.6441589531 w[494] = -0.6483689337 w[495] =
-0.6525549851
w[496] = -0.6567171490 w[497] = -0.6608554769 w[498] =
-0.6649700456 w[499] = -0.6690609382 w[500] = -0.6731282381 w[501]
= -0.6771719903 w[502] = -0.6811921889 w[503] = -0.6851888220
w[504] = -0.6891618747 w[505] = -0.6931112903 w[506] =
-0.6970369765 w[507] = -0.7009388417 w[508] = -0.7048167895 w[509]
= -0.7086707067 w[510] = -0.7125004708 w[511] = -0.7163059603
w[512] = -0.7200870494 w[513] = -0.7238436039 w[514] =
-0.7275754858 w[515] = -0.7312825592 w[516] = -0.7349646272 w[517]
= -0.7386214124 w[518] = -0.7422526279 w[519] = -0.7458579928
w[520] = -0.7494372963 w[521] = -0.7529903859 w[522] =
-0.7565171125 w[523] = -0.7600172946 w[524] = -0.7634906179 w[525]
= -0.7669366989 w[526] = -0.7703551556 w[527] = -0.7737456437
w[528] = -0.7771079020 w[529] = -0.7804416941 w[530] =
-0.7837467808 w[531] = -0.7870229064 w[532] = -0.7902697916 w[533]
= -0.7934871541 w[534] = -0.7966747102 w[535] = -0.7998321503
w[536] = -0.8029591434 w[537] = -0.8060553579 w[538] =
-0.8091204675 w[539] = -0.8121541668 w[540] = -0.8151561630 w[541]
= -0.8181261591 w[542] = -0.8210638890 w[543] = -0.8239691508
w[544] = -0.8268417620 w[545] = -0.8296815379 w[546] =
-0.8324882961 w[547] = -0.8352618558 w[548] = -0.8380020370 w[549]
= -0.8407086604 w[550] = -0.8433815590 w[551] = -0.8460205769
w[552] = -0.8486255557 w[553] = -0.8511963569 w[554] =
-0.8537329207 w[555] = -0.8562352295 w[556] = -0.8587032610 w[557]
= -0.8611370071 w[558] = -0.8635364863 w[559] = -0.8659017270
w[560] = -0.8682327539 w[561] = -0.8705296826 w[562] =
-0.8727927482 w[563] = -0.8750221998 w[564] = -0.8772182889 w[565]
= -0.8793813044 w[566] = -0.8815115693 w[567] = -0.8836093988
w[568] = -0.8856751740 w[569] = -0.8877095389 w[570] =
-0.8897132784 w[571] = -0.8916871642 w[572] = -0.8936319855 w[573]
= -0.8955485566 w[574] = -0.8974377072 w[575] = -0.8993002548
w[576] = -0.9011374022 w[577] = -0.9029508608 w[578] =
-0.9047424020 w[579] = -0.9065137953 w[580] = -0.9082668379 w[581]
= -0.9100033534 w[582] = -0.9117251524 w[583] = -0.9134341590
w[584] = -0.9151327603 w[585] = -0.9168235671 w[586] =
-0.9185092431 w[587] = -0.9201917021 w[588] = -0.9218712905 w[589]
= -0.9235477792 w[590] = -0.9252211580 w[591] = -0.9268859672
w[592] = -0.9285295974 w[593] = -0.9301386071 w[594] =
-0.9316989663 w[595] = -0.9331911424 w[596] = -0.9345850188 w[597]
= -0.9358762606 w[598] = -0.9369427584 w[599] = -0.9382556163
w[600] = -0.9388222177 w[601] = -0.9391077995 w[602] =
-0.9394418319 w[603] = -0.9398149674 w[604] = -0.9402143441 w[605]
= -0.9406262913 w[606] = -0.9410371393 w[607] = -0.9414408404
w[608] = -0.9418404173 w[609] = -0.9422396601 w[610] =
-0.9426420613 w[611] = -0.9430485899 w[612] = -0.9434583141 w[613]
= -0.9438703318 w[614] = -0.9442839016 w[615] = -0.9446989520
w[616] = -0.9451157183 w[617] = -0.9455344122 w[618] =
-0.9459552033 w[619] = -0.9463781648 w[620] = -0.9468033458 w[621]
= -0.9472307989 w[622] = -0.9476605376 w[623] = -0.9480925301
w[624] = -0.9485267401 w[625] = -0.9489631401 w[626] =
-0.9494017777 w[627] = -0.9498427567 w[628] = -0.9502861835 w[629]
= -0.9507321323 w[630] = -0.9511805640 w[631] = -0.9516313883
w[632] = -0.9520845139 w[633] = -0.9525399154 w[634] =
-0.9529976954 w[635] = -0.9534579867 w[636] = -0.9539209200 w[637]
= -0.9543865262 w[638] = -0.9548547167 w[639] = -0.9553253919
w[640] = -0.9557984656 w[641] = -0.9562739677 w[642] =
-0.9567520146 w[643] = -0.9572327253 w[644] = -0.9577161802 w[645]
= -0.9582023217 w[646] = -0.9586910295 w[647] = -0.9591821836
w[648] = -0.9596757263 w[649] = -0.9601717220 w[650] =
-0.9606702644 w[651] = -0.9611714447 w[652] = -0.9616752555 w[653]
= -0.9621815718 w[654] = -0.9626902576 w[655] = -0.9632011906
w[656] = -0.9637143692 w[657] = -0.9642298828 w[658] =
-0.9647478229 w[659] = -0.9652682430 w[660] = -0.9657910630 w[661]
= -0.9663161413 w[662] = -0.9668433363 w[663] = -0.9673725716
w[664] = -0.9679038978 w[665] = -0.9684373963 w[666] =
-0.9689731456 w[667] = -0.9695111236 w[668] = -0.9700511874 w[669]
= -0.9705931826 w[670] = -0.9711369691 w[671] = -0.9716825296
w[672] = -0.9722299397 w[673] = -0.9727792770 w[674] =
-0.9733305803 w[675] = -0.9738837508 w[676] = -0.9744386273 w[677]
= -0.9749950475 w[678] = -0.9755529209 w[679] = -0.9761122971
w[680] = -0.9766732590 w[681] = -0.9772358868 w[682] =
-0.9778001556 w[683] = -0.9783659150 w[684] = -0.9789330025 w[685]
= -0.9795012708 w[686] = -0.9800707060 w[687] = -0.9806413940
w[688] = -0.9812134228 w[689] = -0.9817868417 w[690] =
-0.9823615606 w[691] = -0.9829374261 w[692] = -0.9835142843 w[693]
= -0.9840920513 w[694] = -0.9846707798 w[695] = -0.9852505552
w[696] = -0.9858314602 w[697] = -0.9864134826 w[698] =
-0.9869964967 w[699] = -0.9875803658 w[700] = -0.9881649673 w[701]
= -0.9887503027 w[702] = -0.9893364667 w[703] = -0.9899235559
w[704] = -0.9905116300 w[705] = -0.9911006157 w[706] =
-0.9916903795 w[707] = -0.9922807873 w[708] = -0.9928717746 w[709]
= -0.9934634139 w[710] = -0.9940558103 w[711] = -0.9946490663
w[712] = -0.9952431993 w[713] = -0.9958381241 w[714] =
-0.9964337471 w[715] = -0.9970299744 w[716] = -0.9976267116 w[717]
= -0.9982238638 w[718] = -0.9988213358 w[719] = -0.9994190318
w[720] = 0.0810701994 w[721] = 0.0824861300 w[722] = 0.0839297462
w[723] = 0.0853993744 w[724] = 0.0868933411 w[725] = 0.0884099728
w[726] = 0.0899475958 w[727] = 0.0915045369 w[728] = 0.0930791233
w[729] = 0.0946696709 w[730] = 0.0962746643 w[731] = 0.0978940226
w[732] = 0.0995287425 w[733] = 0.1011798248 w[734] = 0.1028479679
w[735] = 0.1045327810 w[736] = 0.1062333866 w[737] = 0.1079488963
w[738] = 0.1096791223 w[739] = 0.1114252277 w[740] = 0.1131886910
w[741] = 0.1149709618 w[742] = 0.1167721943 w[743] = 0.1185910024
w[744] = 0.1204258726 w[745] = 0.1222753396 w[746] =
0.1241383352
w[747] = 0.1260140867 w[748] = 0.1279018229 w[749] = 0.1298006884
w[750] = 0.1317095161 w[751] = 0.1336270199 w[752] = 0.1355518539
w[753] = 0.1374835659 w[754] = 0.1394234079 w[755] = 0.1413730103
w[756] = 0.1433339769 w[757] = 0.1453049464 w[758] = 0.1472810434
w[759] = 0.1492571027 w[760] = 0.1512280448 w[761] = 0.1531894794
w[762] = 0.1551375357 w[763] = 0.1570683185 w[764] = 0.1589780277
w[765] = 0.1608631511 w[766] = 0.1627203099 w[767] = 0.1645461206
w[768] = 0.1663371079 w[769] = 0.1680896144 w[770] = 0.1697999439
w[771] = 0.1714644023 w[772] = 0.1730796805 w[773] = 0.1746429249
w[774] = 0.1761513119 w[775] = 0.1776021157 w[776] = 0.1789933580
w[777] = 0.1803238244 w[778] = 0.1815915348 w[779] = 0.1828010733
w[780] = 0.1839790443 w[781] = 0.1851620608 w[782] = 0.1863866932
w[783] = 0.1876784652 w[784] = 0.1890416079 w[785] = 0.1904750706
w[786] = 0.1919784037 w[787] = 0.1935507421 w[788] = 0.1951908997
w[789] = 0.1968976587 w[790] = 0.1986698073 w[791] = 0.2005061767
w[792] = 0.2024056322 w[793] = 0.2043670294 w[794] = 0.2063893042
w[795] = 0.2084716639 w[796] = 0.2106134320 w[797] = 0.2128139518
w[798] = 0.2150721814 w[799] = 0.2173863388 w[800] = 0.2197544827
w[801] = 0.2221746811 w[802] = 0.2246466062 w[803] = 0.2271718307
w[804] = 0.2297520768 w[805] = 0.2323891268 w[806] = 0.2350852998
w[807] = 0.2378433074 w[808] = 0.2406659139 w[809] = 0.2435553270
w[810] = 0.2465119133 w[811] = 0.2495350636 w[812] = 0.2526245761
w[813] = 0.2557762443 w[814] = 0.2589783568 w[815] = 0.2622174341
w[816] = 0.2654801596 w[817] = 0.2687600266 w[818] = 0.2720586286
w[819] = 0.2753781651 w[820] = 0.2787215443 w[821] = 0.2820978200
w[822] = 0.2855205797 w[823] = 0.2890037912 w[824] = 0.2925569483
w[825] = 0.2961742732 w[826] = 0.2998428848 w[827] = 0.3035504491
w[828] = 0.3072859394 w[829] = 0.3110411099 w[830] = 0.3148085534
w[831] = 0.3185807097 w[832] = 0.3223609254 w[833] = 0.3261654034
w[834] = 0.3300114272 w[835] = 0.3339157038 w[836] = 0.3378902579
w[837] = 0.3419434412 w[838] = 0.3460842560 w[839] = 0.3503168602
w[840] = 0.3546294696 w[841] = 0.3590027810 w[842] = 0.3634182708
w[843] = 0.3678563023 w[844] = 0.3722954735 w[845] = 0.3767141575
w[846] = 0.3810906675 w[847] = 0.3854187559 w[848] = 0.3897104181
w[849] = 0.3939790303 w[850] = 0.3982393811 w[851] = 0.4025185204
w[852] = 0.4068525817 w[853] = 0.4112783216 w[854] = 0.4158247716
w[855] = 0.4204946509 w[856] = 0.4252781027 w[857] = 0.4301671925
w[858] = 0.4351443629 w[859] = 0.4401746494 w[860] = 0.4452188692
w[861] = 0.4502382614 w[862] = 0.4552043331 w[863] = 0.4601008550
w[864] = 0.4649124185 w[865] = 0.4696260824 w[866] = 0.4742499397
w[867] = 0.4788080266 w[868] = 0.4833239677 w[869] = 0.4878210958
w[870] = 0.4923207926 w[871] = 0.4968434081 w[872] = 0.5014098794
w[873] = 0.5060349389 w[874] = 0.5107217655 w[875] = 0.5154705892
w[876] = 0.5202819994 w[877] = 0.5251522760 w[878] = 0.5300727035
w[879] = 0.5350341826 w[880] = 0.5400272699 w[881] = 0.5450395379
w[882] = 0.5500563259 w[883] = 0.5550629020 w[884] = 0.5600457135
w[885] = 0.5649952597 w[886] = 0.5699040243 w[887] = 0.5747640500
w[888] = 0.5795706117 w[889] = 0.5843249186 w[890] = 0.5890297009
w[891] = 0.5936875029 w[892] = 0.5983032314 w[893] = 0.6028845341
w[894] = 0.6074392951 w[895] = 0.6119752102 w[896] = 0.6164984134
w[897] = 0.6210138561 w[898] = 0.6255265365 w[899] = 0.6300413277
w[900] = 0.6345627840 w[901] = 0.6390952489 w[902] = 0.6436432435
w[903] = 0.6482093359 w[904] = 0.6527925051 w[905] = 0.6573906968
w[906] = 0.6620020224 w[907] = 0.6666156210 w[908] = 0.6712100685
w[909] = 0.6757630073 w[910] = 0.6802532089 w[911] = 0.6846688253
w[912] = 0.6890052495 w[913] = 0.6932571047 w[914] = 0.6974240444
w[915] = 0.7015221370 w[916] = 0.7055749949 w[917] = 0.7096060315
w[918] = 0.7136324139 w[919] = 0.7176591828 w[920] = 0.7216883278
w[921] = 0.7257222031 w[922] = 0.7297597540 w[923] = 0.7337959964
w[924] = 0.7378256565 w[925] = 0.7418430032 w[926] = 0.7458383726
w[927] = 0.7497991493 w[928] = 0.7537126749 w[929] = 0.7575673812
w[930] = 0.7613554260 w[931] = 0.7650709820 w[932] = 0.7687072609
w[933] = 0.7722672500 w[934] = 0.7757722581 w[935] = 0.7792479491
w[936] = 0.7827195694 w[937] = 0.7861982124 w[938] = 0.7896781155
w[939] = 0.7931521831 w[940] = 0.7966129079 w[941] = 0.8000490593
w[942] = 0.8034466798 w[943] = 0.8067914414 w[944] = 0.8100729764
w[945] = 0.8132943604 w[946] = 0.8164649031 w[947] = 0.8195935009
w[948] = 0.8226870326 w[949] = 0.8257482488 w[950] = 0.8287788638
w[951] = 0.8317807182 w[952] = 0.8347539423 w[953] = 0.8376966792
w[954] = 0.8406069098 w[955] = 0.8434826180 w[956] = 0.8463217902
w[957] = 0.8491224113 w[958] = 0.8518824667 w[959] =
0.8545999417
TABLE-US-00012 TABLE 12 (lifting coefficients l(n); M = 480 l[0] =
-0.1598148971 l[1] = -0.1575742671 l[2] = -0.1553568263 l[3] =
-0.1531612141 l[4] = -0.1509860698 l[5] = -0.1488300327 l[6] =
-0.1466917425 l[7] = -0.1445698381 l[8] = -0.1424629572 l[9] =
-0.1403698024 l[10] = -0.1382898802 l[11] = -0.1362233769 l[12] =
-0.1341704751 l[13] = -0.1321313605 l[14] = -0.1301061894 l[15] =
-0.1280951060 l[16] = -0.1260982528 l[17] = -0.1241157989 l[18] =
-0.1221479724 l[19] = -0.1201950169 l[20] = -0.1182571768 l[21] =
-0.1163346158 l[22] = -0.1144273912 l[23] = -0.1125355474 l[24] =
-0.1106591341 l[25] = -0.1087982545 l[26] = -0.1069530564 l[27] =
-0.1051236905 l[28] = -0.1033102801 l[29] = -0.1015128359 l[30] =
-0.0997313099 l[31] = -0.0979656549 l[32] = -0.0962158633 l[33] =
-0.0944820161 l[34] = -0.0927642188 l[35] = -0.0910625764 l[36] =
-0.0893771170 l[37] = -0.0877077667 l[38] = -0.0860544394 l[39] =
-0.0844170572 l[40] = -0.0827956330 l[41] = -0.0811902561 l[42] =
-0.0796010185 l[43] = -0.0780279844 l[44] = -0.0764710998 l[45] =
-0.0749302501 l[46] = -0.0734053209 l[47] = -0.0718962485 l[48] =
-0.0704030823 l[49] = -0.0689259036 l[50] = -0.0674647926 l[51] =
-0.0660197446 l[52] = -0.0645906422 l[53] = -0.0631773542 l[54] =
-0.0617797588 l[55] = -0.0603978345 l[56] = -0.0590316445 l[57] =
-0.0576812550 l[58] = -0.0563467014 l[59] = -0.0550278894 l[60] =
-0.0537246576 l[61] = -0.0524368449 l[62] = -0.0511643458 l[63] =
-0.0499071781 l[64] = -0.0486653945 l[65] = -0.0474390463 l[66] =
-0.0462281088 l[67] = -0.0450324566 l[68] = -0.0438519520 l[69] =
-0.0426864678 l[70] = -0.0415359993 l[71] = -0.0404006439 l[72] =
-0.0392805027 l[73] = -0.0381756423 l[74] = -0.0370859853 l[75] =
-0.0360113790 l[76] = -0.0349516738 l[77] = -0.0339067522 l[78] =
-0.0328765709 l[79] = -0.0318611062 l[80] = -0.0308603358 l[81] =
-0.0298740872 l[82] = -0.0289019881 l[83] = -0.0279436420 l[84] =
-0.0269986700 l[85] = -0.0260668844 l[86] = -0.0251482606 l[87] =
-0.0242427689 l[88] = -0.0233504184 l[89] = -0.0224713632 l[90] =
-0.0216058392 l[91] = -0.0207540629 l[92] = -0.0199163936 l[93] =
-0.0190934960 l[94] = -0.0182861133 l[95] = -0.0174949985 l[96] =
-0.0167202234 l[97] = -0.0159609574 l[98] = -0.0152162628 l[99] =
-0.0144852303 l[100] = -0.0137672085 l[101] = -0.0130617688 l[102]
= -0.0123684629 l[103] = -0.0116870070 l[104] = -0.0110177681
l[105] = -0.0103614489 l[106] = -0.0097187621 l[107] =
-0.0090900224 l[108] = -0.0084746720 l[109] = -0.0078719022 l[110]
= -0.0072809198 l[111] = -0.0067013924 l[112] = -0.0061336051
l[113] = -0.0055779155 l[114] = -0.0050346895 l[115] =
-0.0045044616 l[116] = -0.0039879015 l[117] = -0.0034857105 l[118]
= -0.0029983024 l[119] = -0.0025249308 l[120] = -0.0020642270
l[121] = -0.0016148850 l[122] = -0.0011754489 l[123] =
-0.0007441679 l[124] = -0.0003192310 l[125] = 0.0001012088 l[126] =
0.0005174658 l[127] = 0.0009278302 l[128] = 0.0013303544 l[129] =
0.0017230404 l[130] = 0.0021030588 l[131] = 0.0024668979 l[132] =
0.0028109593 l[133] = 0.0031324408 l[134] = 0.0034317682 l[135] =
0.0037111065 l[136] = 0.0039724193 l[137] = 0.0042183519 l[138] =
0.0044529075 l[139] = 0.0046804736 l[140] = 0.0049054343 l[141] =
0.0051307175 l[142] = 0.0053573176 l[143] = 0.0055860040 l[144] =
0.0058173896 l[145] = 0.0060499627 l[146] = 0.0062804178 l[147] =
0.0065054394 l[148] = 0.0067218866 l[149] = 0.0069274216 l[150] =
0.0071201476 l[151] = 0.0072980738 l[152] = 0.0074598511 l[153] =
0.0076054670 l[154] = 0.0077353227 l[155] = 0.0078497553 l[156] =
0.0079497152 l[157] = 0.0080369468 l[158] = 0.0081132889 l[159] =
0.0081805582 l[160] = 0.0082403765 l[161] = 0.0082941972 l[162] =
0.0083434886 l[163] = 0.0083895977 l[164] = 0.0084334010 l[165] =
0.0084755113 l[166] = 0.0085165997 l[167] = 0.0085569311 l[168] =
0.0085959207 l[169] = 0.0086327272 l[170] = 0.0086665401 l[171] =
0.0086964994 l[172] = 0.0087216896 l[173] = 0.0087411886 l[174] =
0.0087540800 l[175] = 0.0087595144 l[176] = 0.0087567031 l[177] =
0.0087448389 l[178] = 0.0087232763 l[179] = 0.0086920132 l[180] =
0.0086513980 l[181] = 0.0086017292 l[182] = 0.0085435416 l[183] =
0.0084778526 l[184] = 0.0084058264 l[185] = 0.0083286085 l[186] =
0.0082474165 l[187] = 0.0081635596 l[188] = 0.0080783592 l[189] =
0.0079930481 l[190] = 0.0079077741 l[191] = 0.0078217649 l[192] =
0.0077342598 l[193] = 0.0076444424 l[194] = 0.0075513279 l[195] =
0.0074538472 l[196] = 0.0073509104 l[197] = 0.0072417283 l[198] =
0.0071261555 l[199] = 0.0070042471 l[200] = 0.0068760236 l[201] =
0.0067419291 l[202] = 0.0066029600 l[203] = 0.0064601783 l[204] =
0.0063146109 l[205] = 0.0061669031 l[206] = 0.0060173749 l[207] =
0.0058663586 l[208] = 0.0057140927 l[209] = 0.0055604594 l[210] =
0.0054051481 l[211] = 0.0052478684 l[212] = 0.0050882785 l[213] =
0.0049259352 l[214] = 0.0047603726 l[215] = 0.0045911156 l[216] =
0.0044181288 l[217] = 0.0042419586 l[218] = 0.0040632209 l[219] =
0.0038825037 l[220] = 0.0037001115 l[221] = 0.0035161089 l[222] =
0.0033305623 l[223] = 0.0031435338 l[224] = 0.0029550848 l[225] =
0.0027652750 l[226] = 0.0025741650 l[227] = 0.0023818069 l[228] =
0.0021882343 l[229] = 0.0019934764 l[230] = 0.0017975612 l[231] =
0.0016005829 l[232] = 0.0014027231 l[233] = 0.0012041740 l[234] =
0.0010051268 l[235] = 0.0008057730 l[236] = 0.0006063039 l[237] =
0.0004069110 l[238] = 0.0002077857 l[239] = 0.0000091193 l[240] =
-0.0818101091 l[241] = -0.0826667764 l[242] = -0.0835169550 l[243]
= -0.0843608724 l[244] = -0.0851987562
l[245] = -0.0860308341 l[246] = -0.0868573332 l[247] =
-0.0876784815 l[248] = -0.0884945079 l[249] = -0.0893055909 l[250]
= -0.0901112837 l[251] = -0.0909106184 l[252] = -0.0917025959
l[253] = -0.0924865174 l[254] = -0.0932629294 l[255] =
-0.0940330188 l[256] = -0.0947979867 l[257] = -0.0955583264 l[258]
= -0.0963129719 l[259] = -0.0970604178 l[260] = -0.0977991730
l[261] = -0.0985290321 l[262] = -0.0992515051 l[263] =
-0.0999683044 l[264] = -0.1006810830 l[265] = -0.1013909223 l[266]
= -0.1020984234 l[267] = -0.1028041775 l[268] = -0.1035088838
l[269] = -0.1042137144 l[270] = -0.1049200652 l[271] =
-0.1056293947 l[272] = -0.1063422848 l[273] = -0.1070574106 l[274]
= -0.1077729340 l[275] = -0.1084869953 l[276] = -0.1092005928
l[277] = -0.1099185185 l[278] = -0.1106460126 l[279] =
-0.1113882209 l[280] = -0.1121494977 l[281] = -0.1129335269 l[282]
= -0.1137439975 l[283] = -0.1145845783 l[284] = -0.1154588961
l[285] = -0.1163705530 l[286] = -0.1173231524 l[287] =
-0.1183203124 l[288] = -0.1193656879 l[289] = -0.1204629392 l[290]
= -0.1216157337 l[291] = -0.1228274693 l[292] = -0.1241011905
l[293] = -0.1254399011 l[294] = -0.1268465303 l[295] =
-0.1283231123 l[296] = -0.1298707727 l[297] = -0.1314912723 l[298]
= -0.1331808167 l[299] = -0.1349132527 l[300] = -0.1366508132
l[301] = -0.1383557241 l[302] = -0.1400003264 l[303] =
-0.1415792473 l[304] = -0.1430937443 l[305] = -0.1445443185 l[306]
= -0.1459316441 l[307] = -0.1472563614 l[308] = -0.1485191168
l[309] = -0.1497205559 l[310] = -0.1508613239 l[311] =
-0.1519420653 l[312] = -0.1529634248 l[313] = -0.1539260471 l[314]
= -0.1548305773 l[315] = -0.1556776610 l[316] = -0.1564679435
l[317] = -0.1572020700 l[318] = -0.1578806850 l[319] =
-0.1585044331 l[320] = -0.1590739586 l[321] = -0.1595899063 l[322]
= -0.1600529215 l[323] = -0.1604636495 l[324] = -0.1608227355
l[325] = -0.1611308249 l[326] = -0.1613885625 l[327] =
-0.1615965934 l[328] = -0.1617555626 l[329] = -0.1618661154 l[330]
= -0.1619288972 l[331] = -0.1619445533 l[332] = -0.1619137287
l[333] = -0.1618370680 l[334] = -0.1617152155 l[335] =
-0.1615488155 l[336] = -0.1613385128 l[337] = -0.1610849534 l[338]
= -0.1607887829 l[339] = -0.1604506472 l[340] = -0.1600711912
l[341] = -0.1596510590 l[342] = -0.1591908950 l[343] =
-0.1586913434 l[344] = -0.1581530496 l[345] = -0.1575766595 l[346]
= -0.1569628190 l[347] = -0.1563121734 l[348] = -0.1556253675
l[349] = -0.1549030453 l[350] = -0.1541458514 l[351] =
-0.1533544304 l[352] = -0.1525294275 l[353] = -0.1516714882 l[354]
= -0.1507812576 l[355] = -0.1498593810 l[356] = -0.1489065035
l[357] = -0.1479232704 l[358] = -0.1469103267 l[359] =
-0.1458683173 l[360] = -0.1447978870 l[361] = -0.1436996806 l[362]
= -0.1425743430 l[363] = -0.1414225194 l[364] = -0.1402448551
l[365] = -0.1390419952 l[366] = -0.1378145850 l[367] =
-0.1365632693 l[368] = -0.1352886931 l[369] = -0.1339915012 l[370]
= -0.1326723384 l[371] = -0.1313318495 l[372] = -0.1299706792
l[373] = -0.1285894724 l[374] = -0.1271888745 l[375] =
-0.1257695312 l[376] = -0.1243320883 l[377] = -0.1228771910 l[378]
= -0.1214054840 l[379] = -0.1199176115 l[380] = -0.1184142179
l[381] = -0.1168959479 l[382] = -0.1153634470 l[383] =
-0.1138173604 l[384] = -0.1122583337 l[385] = -0.1106870119 l[386]
= -0.1091040395 l[387] = -0.1075100614 l[388] = -0.1059057222
l[389] = -0.1042916673 l[390] = -0.1026685419 l[391] =
-0.1010369917 l[392] = -0.0993976618 l[393] = -0.0977511971 l[394]
= -0.0960982423 l[395] = -0.0944394423 l[396] = -0.0927754420
l[397] = -0.0911068863 l[398] = -0.0894344204 l[399] =
-0.0877586894 l[400] = -0.0860803382 l[401] = -0.0844000121 l[402]
= -0.0827183560 l[403] = -0.0810360150 l[404] = -0.0793536341
l[405] = -0.0776718582 l[406] = -0.0759913322 l[407] =
-0.0743127011 l[408] = -0.0726366100 l[409] = -0.0709637041 l[410]
= -0.0692946285 l[411] = -0.0676300282 l[412] = -0.0659705481
l[413] = -0.0643168332 l[414] = -0.0626695282 l[415] =
-0.0610292783 l[416] = -0.0593967286 l[417] = -0.0577725242 l[418]
= -0.0561573102 l[419] = -0.0545517317 l[420] = -0.0529564335
l[421] = -0.0513720606 l[422] = -0.0497992578 l[423] =
-0.0482386703 l[424] = -0.0466909433 l[425] = -0.0451567219 l[426]
= -0.0436366511 l[427] = -0.0421313759 l[428] = -0.0406415411
l[429] = -0.0391677918 l[430] = -0.0377107729 l[431] =
-0.0362711296 l[432] = -0.0348495068 l[433] = -0.0334465498 l[434]
= -0.0320629035 l[435] = -0.0306992128 l[436] = -0.0293561228
l[437] = -0.0280342785 l[438] = -0.0267343248 l[439] =
-0.0254569069 l[440] = -0.0242026698 l[441] = -0.0229722584 l[442]
= -0.0217663179 l[443] = -0.0205854931 l[444] = -0.0194304291
l[445] = -0.0183017708 l[446] = -0.0172001635 l[447] =
-0.0161262520 l[448] = -0.0150806814 l[449] = -0.0140640969 l[450]
= -0.0130771434 l[451] = -0.0121204660 l[452] = -0.0111947097
l[453] = -0.0103005195 l[454] = -0.0094385404 l[455] =
-0.0086094172 l[456] = -0.0078137951 l[457] = -0.0070523191 l[458]
= -0.0063256342 l[459] = -0.0056343854 l[460] = -0.0049792179
l[461] = -0.0043607767 l[462] = -0.0037797066 l[463] =
-0.0032366528 l[464] = -0.0027322602 l[465] = -0.0022671739 l[466]
= -0.0018420390 l[467] = -0.0014575004 l[468] = -0.0011142031
l[469] = -0.0008127923 l[470] = -0.0005539128 l[471] =
-0.0003382098 l[472] = -0.0001663282 l[473] = -0.0000389130 l[474]
= 0.0000433906 l[475] = 0.0000799378 l[476] = 0.0000700834 l[477] =
0.0000131825 l[478] = -0.0000914101 l[479] = -0.0002443392
* * * * *