Data processing method, apparatus and device

Abstract

Embodiments of the present application provide a data processing method, device and equipment, the method comprising: obtaining a sequence set, the sequence set comprising a plurality of sequences, there being at least one first sequence among the plurality of sequences, the self ambiguity function of each first sequence being a thumbtack shape, the sidelobe energy of the cross ambiguity function between each first sequence and other sequences in the sequence set being less than a first threshold; transmitting a signal according to the sequences in the sequence set, the signal being used for speed measurement and / or distance measurement. The accuracy of radar measurement is improved.

Description

Technical Field

[0001] This application relates to the field of communication technology, and in particular to a data processing method, apparatus and device. Background Technology

[0002] When measuring speed or distance using radar, the radar can typically send signals in a pre-designed sequence to achieve the measurement.

[0003] In related technologies, the phase of each element in the sequence can be initialized first, and the phase derivative vector of the sequence can be obtained by taking the sidelobe energy of its ambiguity function and differentiating it with respect to the phase of each element. This vector is then used to select an appropriate step size factor to update the sequence, resulting in an updated sequence. The radar then transmits signals according to this updated sequence. However, in this process, only one sequence can be generated at a time, and each generated sequence is independent of the others, leading to low accuracy in radar measurements based on the sequence (e.g., velocity measurement, ranging, etc.). Summary of the Invention

[0004] This application provides a data processing method, apparatus, and device that improves the accuracy of radar measurements.

[0005] In a first aspect, embodiments of this application provide a data processing method, the method comprising: acquiring a sequence set, the sequence set including multiple sequences, at least one first sequence among the multiple sequences, each first sequence having a self-fuzziness function that is thumbtack shaped, and the sidelobe energy of the mutual fuzziness function between each first sequence and other sequences in the sequence set being less than a first threshold; and sending a signal according to the sequences in the sequence set, the signal being used for speed measurement and / or distance measurement.

[0006] In the above process, because the self-ambiguity function of the first sequence in the sequence set is thumbtack-shaped, the following situation can occur when the radar performs measurements (e.g., velocity measurement, ranging, etc.) based on the first sequence: When the time delay added to the transmitted signal is the same as the time delay experienced by the reflected signal, and the Doppler frequency domain added to the transmitted signal is the same as the Doppler frequency shift experienced by the reflected signal, the correlation (amplitude of the autocorrelation function) between the transmitted signal and the reflected signal with added time delay and Doppler frequency shift is the largest (peak value in the thumbtack shape). When the time delay added to the transmitted signal differs from the time delay experienced by the reflected signal, or when the Doppler frequency domain added to the transmitted signal differs from the Doppler frequency shift experienced by the reflected signal, the correlation (amplitude of the autocorrelation function) between the transmitted signal and the reflected signal with added time delay and Doppler frequency shift is significantly reduced (bottom value in the thumbtack shape). In this way, during radar measurements (e.g., speed measurement, ranging), accurate time delays and Doppler shifts can be determined, resulting in higher accuracy of radar measurements. Since the sidelobe energy of the mutual ambiguity function between the first sequence in the sequence set and other sequences in the sequence set is less than a first threshold, interference between signals is reduced when the radar simultaneously transmits signals based on multiple sequences in the transmission sequence set, thereby improving the accuracy of radar measurements (e.g., speed measurement, ranging).

[0007] In one possible implementation, when the time delay is within a first preset range and the Doppler frequency shift is within a second preset range, the self-ambiguity function of the first sequence is thumbtack shaped, and the sidelobe energy of the mutual ambiguity function between the first sequence and other sequences in the sequence set is less than a first threshold.

[0008] In the above process, as long as the self-ambiguity function of the first sequence is thumbtack shaped within a local range (time delay within the first preset range and Doppler frequency shift within the second preset range), and the sidelobe energy of the mutual ambiguity function between the first sequence and other sequences in the sequence set is less than the first threshold, the difficulty of designing the first sequence can be reduced.

[0009] In one possible implementation, the thumbtack shape of the self-ambiguity function of the first sequence can mean that when the time delay is not equal to 0 or the Doppler frequency shift is not equal to 0, the amplitude of the self-ambiguity function of the first sequence is smaller than the amplitude of the self-ambiguity function of the sequence when the time delay is 0 and the Doppler frequency shift is 0.

[0010] In the above process, when the self-ambiguity function and mutual ambiguity function of the first sequence satisfy the above conditions, during radar measurement (e.g., speed measurement, ranging, etc.), the correlation between the transmitted signal and the reflected signal is greatest when the time delay added to the transmitted signal is exactly the same as the time delay experienced by the reflected signal, and the Doppler frequency shift added to the transmitted signal is exactly the same as the Doppler frequency shift experienced by the reflected signal. If there is even a slight difference between the time delay added to the transmitted signal and the time delay experienced by the reflected signal, or a slight difference between the Doppler frequency shift added to the transmitted signal and the Doppler frequency shift experienced by the reflected signal, the correlation between the transmitted signal and the reflected signal will be significantly reduced. Thus, during radar measurement (e.g., speed measurement, ranging, etc.), accurate time delays and Doppler frequency shifts can be determined, resulting in higher accuracy of radar measurements (e.g., speed measurement, ranging, etc.).

[0011] In one possible implementation, the number of the first sequence is the same as the number of sequences included in the sequence set.

[0012] In the above process, each sequence in the sequence set is the first sequence. That is, for any sequence in the sequence set, the self-ambiguity function of the sequence is thumbtack-shaped, and the sidelobe energy of the mutual ambiguity function between the sequence and other sequences in the sequence set is less than a first threshold. In this way, the radar can achieve high accuracy in measuring any sequence in the sequence set.

[0013] In one possible implementation, all elements in any sequence within the sequence set have the same amplitude. This not only simplifies sequence design but also makes it more convenient for radar to perform measurements using the sequences.

[0014] In one possible implementation, the first threshold is located between 35 and 45 dB.

[0015] In one possible implementation, the first threshold is 40 dB.

[0016] In the above process, when the first threshold is between 35 and 45 dB, interference between different sequences is reduced, allowing the radar to distinguish between different sequences more accurately. When the first threshold is between 35 and 45 dB, the design difficulty of multiple sequences is also reduced.

[0017] In one possible implementation, the length of the sequence is any of the following: 128, 256, 512, 1024, or 2048.

[0018] In one possible implementation, the sequence set includes two, three, or four sequences.

[0019] Secondly, embodiments of this application provide a sequence generation method, the method comprising: obtaining a sequence set, the sequence set including M sequences, wherein M is an integer greater than 1; updating the m-th sequence in the sequence set according to the sequence set, and updating the sequence set with the updated m-th sequence; wherein m takes the values ​​1, 2, ..., M in sequence, and the sidelobe energy of the updated m-th sequence is less than or equal to the sidelobe energy of the m-th sequence before the update.

[0020] In the above process, each sequence in the initial sequence set is updated iteratively multiple times to obtain the updated sequence set. In each update iteration, the update of any sequence depends on the other sequences in the sequence set. Multiple sequences from the sequence set can be generated simultaneously during a single sequence generation process, resulting in high efficiency in sequence generation.

[0021] In one possible implementation, at least one first sequence exists among the multiple sequences in the updated sequence set, and the self-ambiguity function of each first sequence is pin-shaped, with the sidelobe energy of the mutual ambiguity function between each first sequence and other sequences in the sequence set being less than a first threshold. This allows for higher measurement accuracy when the radar uses the sequences in the sequence set for measurements (e.g., velocity measurement, ranging, etc.).

[0022] In one possible implementation, the sidelobe energy of the m-th sequence includes: the sidelobe energy of the self-fuzzy function of the m-th sequence, and the sidelobe energy of the mutual fuzzy function between the m-th sequence and other sequences in the sequence set.

[0023] In one possible implementation, updating the m-th sequence in the sequence set according to the sequence set includes:

[0024] Based on the M-1 sequences in the sequence set, first information is obtained, wherein the M-1 sequences are sequences in the sequence set other than the m-th sequence;

[0025] Based on the m-th sequence, the second information is obtained;

[0026] Based on the first information and the second information, the updated m-th sequence is determined.

[0027] In one possible implementation, the first information satisfies the following:

[0028]

[0029] Among them, the The first information refers to |P|, which is the number of Doppler frequency shifts included in the Doppler frequency shift set, and M is the number of sequences included in the sequence set. Let m be the m-th sequence in the t-th iteration. (*) H w is the conjugate transpose of (*). c (k,p) are the weight values ​​of the mutual ambiguity function, and the U k,p =J k Λ p , N is the number of elements in the sequence, J k It is a shift matrix of the identity matrix.

[0030] In one possible implementation, the second information satisfies the following formula:

[0031]

[0032] Among them, the For the second information, The |P| mentioned above represents the number of Doppler frequency shifts included in the Doppler frequency shift set. Let m be the m-th sequence in the t-th iteration. (*) H w is the conjugate transpose of (*). a (k,p) are the weight values ​​of the self-fuzzy function, U k,p =J k Λ p , N is the number of elements in the sequence, J k λ is the shift matrix of the identity matrix. u For eigenvalues ​​greater than or equal to matrix U, matrix U is a matrix that ... vec() represents column vectorization operation.

[0033] In one possible implementation, determining the updated m-th sequence based on the first information and the second information includes:

[0034] Based on the first information, the second information, and the m-th sequence, determine the first reference sequence and the second reference sequence;

[0035] The updated m-th sequence is determined based on the first reference sequence, the second reference sequence, and the m-th sequence.

[0036] In one possible implementation, the first reference sequence satisfies the following formula:

[0037]

[0038] Wherein, the S ac1The first reference sequence, Greater than or equal to The largest eigenvalue, the I N The identity matrix, the For the second information, the The formula obtained based on the first information is... Let m be the sequence in the t-th iteration.

[0039] In one possible implementation, the second reference sequence satisfies the following formula:

[0040]

[0041] Wherein, the S ac2 The second reference sequence, the S ac1 For the first reference sequence, the λ ac1 for The largest eigenvalue, the I N The identity matrix, the The formula obtained based on the second information is... The formula obtained based on the first information is... Let m' be the sequence in the t-th iteration.

[0042] In one possible implementation, the updated m-th sequence satisfies the following formula:

[0043]

[0044] Wherein, the S ac For the updated m-th sequence, the For the m-th sequence in the t-th iteration, the... The v = s ac2 -s ac1 -r, the S ac2 The second reference sequence, the S ac1 For the first reference sequence, α = -||r|| / ||v||.

[0045] In one possible implementation, the sidelobe energy of the m-th sequence before the update satisfies the following formula:

[0046]

[0047] Wherein, P is, and w a (k,p) are the weight values ​​of the self-fuzzy function, the... For the m-th sequence in the t-th iteration, the Uk,p =J k Λ p , N is the number of elements in the sequence, J k The shift matrix of the identity matrix, the For the first information, the (*) H It is the conjugate transpose of (*).

[0048] In one possible implementation, the sidelobe energy of the updated m-th sequence satisfies the following formula:

[0049]

[0050] Wherein, |P| is the number of Doppler frequency shifts included in the Doppler frequency shift set, and w a (k,p) are the weight values ​​of the self-fuzzy function, and the S ac For the updated m-th sequence, the U k,p =J k Λ p , N is the number of elements in the sequence, J k The shift matrix of the identity matrix, the The formula obtained based on the first information is (*). H It is the conjugate transpose of (*).

[0051] Thirdly, embodiments of this application provide a data processing apparatus, including a processing unit and a transmitting unit, wherein...

[0052] The processing unit is used to obtain a sequence set, which includes multiple sequences, at least one first sequence in the multiple sequences, the self-fuzziness function of each first sequence is thumbtack shaped, and the sidelobe energy of the mutual fuzziness function between each first sequence and other sequences in the sequence set is less than a first threshold.

[0053] The transmitting unit is used to transmit signals according to a sequence in the sequence set, the signals being used for speed measurement and / or distance measurement.

[0054] In one possible implementation, when the time delay is within a first preset range and the Doppler shift is within a second preset range, the self-ambiguity function of the first sequence is thumbtack shaped, and the sidelobe energy of the mutual ambiguity function between the first sequence and other sequences in the sequence set is less than a first threshold.

[0055] In one possible implementation, when the time delay is not equal to 0, or the Doppler frequency shift is not equal to 0, the amplitude of the self-ambiguity function of the first sequence is smaller than the amplitude of the self-ambiguity function of the sequence when the time delay is 0 and the Doppler frequency shift is 0.

[0056] In one possible implementation, the amplitudes of all elements in any sequence in the sequence set are the same.

[0057] In one possible implementation, the number of the first sequences is the same as the number of sequences included in the sequence set.

[0058] The data processing apparatus provided in the third aspect is used to execute the first aspect or any possible implementation of the first aspect. For details, please refer to the first aspect or any possible implementation of the first aspect, which will not be repeated here.

[0059] Fourthly, embodiments of this application provide a data processing apparatus, including a processor and a transceiver internally connected and communicating with the processor, wherein...

[0060] The processor is configured to acquire a sequence set, the sequence set including multiple sequences, at least one first sequence among the multiple sequences, the self-fuzziness function of each first sequence being thumbtack shaped, and the sidelobe energy of the mutual fuzziness function between each first sequence and other sequences in the sequence set being less than a first threshold.

[0061] The transmitter is used to send signals according to a sequence in the sequence set, the signals being used for speed measurement and / or distance measurement.

[0062] In one possible implementation, when the time delay is within a first preset range and the Doppler shift is within a second preset range, the self-ambiguity function of the first sequence is thumbtack shaped, and the sidelobe energy of the mutual ambiguity function between the first sequence and other sequences in the sequence set is less than a first threshold.

[0063] In one possible implementation, when the time delay is not equal to 0, or the Doppler frequency shift is not equal to 0, the amplitude of the self-ambiguity function of the first sequence is smaller than the amplitude of the self-ambiguity function of the sequence when the time delay is 0 and the Doppler frequency shift is 0.

[0064] In one possible implementation, the amplitudes of all elements in any sequence in the sequence set are the same.

[0065] In one possible implementation, the number of the first sequences is the same as the number of sequences included in the sequence set.

[0066] The data processing apparatus provided in the fourth aspect is used to execute the first aspect or any possible implementation of the first aspect. For details, please refer to the first aspect or any possible implementation of the first aspect, which will not be repeated here.

[0067] Fifthly, embodiments of this application provide a data processing apparatus, the apparatus including a processing circuit and an output interface internally connected and communicating with the processing circuit. The processing circuit is used to acquire a sequence set, the sequence set including multiple sequences, at least one first sequence among the multiple sequences, the self-ambiguity function of each first sequence being thumbtack-shaped, and the sidelobe energy of the mutual ambiguity function between each first sequence and other sequences in the sequence set being less than a first threshold; the output interface is used to send signals according to the sequences in the sequence set, the signals being used for speed measurement and / or distance measurement.

[0068] The data processing apparatus provided in the fifth aspect is used to execute the first aspect or any possible implementation of the first aspect. For details, please refer to the first aspect or any possible implementation of the first aspect, which will not be repeated here.

[0069] In a sixth aspect, embodiments of this application provide a computer-readable storage medium for storing a computer program, the computer program including instructions for executing the first aspect or any possible implementation thereof.

[0070] In a seventh aspect, embodiments of this application provide a computer program, the computer program including instructions for executing the first aspect or any possible implementation thereof.

[0071] Eighthly, embodiments of this application provide a sequence generation apparatus, the sequence generation apparatus including a unit for performing the second aspect or any possible implementation thereof.

[0072] The sequence generation apparatus provided in the eighth aspect is used to execute the second aspect or any possible implementation of the second aspect described above. For details, please refer to the second aspect or any possible implementation of the second aspect described above, which will not be repeated here.

[0073] Ninthly, embodiments of this application provide a sequence generation apparatus, including a processor, the processor being configured to execute the second aspect or any possible implementation thereof.

[0074] The sequence generation apparatus provided in the ninth aspect is used to execute the second aspect or any possible implementation of the second aspect described above. For details, please refer to the second aspect or any possible implementation of the second aspect described above, which will not be repeated here.

[0075] In a tenth aspect, embodiments of this application provide a sequence generation apparatus, the apparatus including a processing circuit and an output interface internally connected and communicating with the processing circuit, the processing circuit being used to generate a sequence set according to the second aspect or any possible implementation thereof; the output interface being used to output the sequence set.

[0076] The sequence generation apparatus provided in the tenth aspect is used to execute the second aspect or any possible implementation of the second aspect described above. For details, please refer to the second aspect or any possible implementation of the second aspect described above, which will not be repeated here.

[0077] Eleventhly, embodiments of this application provide a computer-readable storage medium for storing a computer program, the computer program including instructions for executing the second aspect or any possible implementation thereof.

[0078] In a twelfth aspect, embodiments of this application provide a computer program comprising instructions for executing the second aspect or any possible implementation thereof.

[0079] This application provides a data processing method, apparatus, and device to acquire a sequence set, which includes multiple sequences, at least one of which is a first sequence. The self-ambiguity function of each first sequence is thumbtack-shaped, and the sidelobe energy of the mutual ambiguity function between each first sequence and other sequences in the sequence set is less than a first threshold. Signals are transmitted based on the sequences in the sequence set, and these signals are used for velocity and / or ranging. Because the self-ambiguity function of the first sequence in the sequence set is thumbtack-shaped, the following situation can occur during radar measurements (e.g., velocity, ranging, etc.) based on the first sequence: when the time delay added to the transmitted signal is the same as the time delay experienced by the reflected signal, and the Doppler frequency domain added to the transmitted signal is the same as the Doppler frequency shift experienced by the reflected signal, the correlation (amplitude of the autocorrelation function) between the transmitted signal with added time delay and Doppler frequency shift and the reflected signal is maximized (the peak value in the thumbtack shape). When the time delay added to the transmitted signal differs from the time delay experienced by the reflected signal, or when the Doppler frequency shift added to the transmitted signal differs from the Doppler frequency shift experienced by the reflected signal, the correlation (amplitude of the autocorrelation function) between the transmitted and reflected signals with added time delay and Doppler frequency shift is significantly reduced (bottom of the thumbtack). Thus, during radar measurements (e.g., velocity measurement, ranging), accurate time delay and Doppler frequency shift can be determined, leading to higher accuracy in radar measurements (e.g., velocity measurement, ranging). Since the sidelobe energy of the mutual ambiguity function between the first sequence in the sequence set and other sequences in the sequence set is less than a first threshold, when the radar simultaneously transmits signals based on multiple sequences in the transmission sequence set, interference between signals is reduced, thereby improving the accuracy of radar measurements (e.g., velocity measurement, ranging). Attached Figure Description

[0080] Figure 1 This is a schematic diagram of the radar operation process provided in the embodiments of this application;

[0081] Figure 2 A flowchart illustrating the sequence generation method provided in this application embodiment;

[0082] Figure 3 A schematic diagram of the self-fuzzy function of the sequence provided in the embodiments of this application;

[0083] Figure 4 A schematic diagram of the mutual ambiguity function of the sequence provided in the embodiments of this application;

[0084] Figure 5A A schematic diagram of the self-AF of sequence 1 provided in the embodiments of this application;

[0085] Figure 5B A schematic diagram illustrating the mutual AF of sequence 1 and sequence 2 provided in an embodiment of this application;

[0086] Figure 5C A schematic diagram illustrating the mutual AF between sequence 1 and sequence 3 provided in an embodiment of this application;

[0087] Figure 6A A schematic diagram illustrating the mutual AF between sequence 2 and sequence 1 provided in an embodiment of this application;

[0088] Figure 6B A schematic diagram of the self-AF of sequence 2 provided in an embodiment of this application;

[0089] Figure 6C A schematic diagram illustrating the mutual AF of sequence 2 and sequence 3 provided in an embodiment of this application;

[0090] Figure 7A A schematic diagram illustrating the mutual AF between sequence 3 and sequence 1 provided in an embodiment of this application;

[0091] Figure 7B A schematic diagram illustrating the mutual AF between sequence 3 and sequence 2 provided in an embodiment of this application;

[0092] Figure 7C A schematic diagram of the self-AF of sequence 3 provided in an embodiment of this application;

[0093] Figure 8 A flowchart illustrating the data processing method provided in an embodiment of this application;

[0094] Figure 9 This is a schematic diagram of the structure of a data processing device provided in an embodiment of this application. Detailed Implementation

[0095] To facilitate understanding, the concepts involved in this application will be explained first.

[0096] Radar: An electronic device that uses electromagnetic waves to detect targets. Radar can measure speed and / or distance. For example, targets can be people, vehicles, aircraft, etc. Below, we will discuss... Figure 1 The working process of the radar will be explained.

[0097] Figure 1 This is a schematic diagram illustrating the operation of the radar provided in an embodiment of this application. Please refer to... Figure 1 This includes radar 101 and target object 102. Figure 1In this example, a vehicle is used as the target object 102. A sequence can be input into radar 101. When the radar measures the speed and / or distance of the target object 102, it can generate and transmit (or send) a signal based on the sequence. After the signal reaches the target object 102, it is reflected back to radar 101. Radar 101 can then measure the distance between itself and the target object 102, or measure the speed of the target object 102, based on the transmitted signal and the received reflected signal.

[0098] Radar can measure distance and / or velocity based on the transmitted and reflected signals in the following ways: After receiving the reflected signal from the target object, the radar can add a time delay and Doppler shift to the transmitted signal and obtain the correlation between the signal with the added time delay and Doppler shift and the reflected signal. For example, when adding time delay and Doppler shift to the transmitted signal, all time delays and Doppler shifts can be iterated until the correlation between the signal with the added time delay and Doppler shift and the reflected signal is greater than a preset threshold. If this is the case, the added time delay and Doppler shift are determined to be correct, and the velocity and / or distance of the target object can then be determined based on this time delay and Doppler shift.

[0099] Sequence: A sequence consists of multiple elements, each of which can have an amplitude and a phase. The length of a sequence refers to the number of elements it contains. For example, the length of a sequence can be 128, 256, 512, 1024, 2048, etc. For instance, assuming a sequence has a length of 128, it can contain 128 elements, each with an amplitude of 1. The phases of these 128 elements can be: 2.3873, 0.0816, ..., -1.3634, -0.3147, -2.45, 2.2638.

[0100] The self-ambiguity function (AF) refers to the correlation between a first signal and a second signal, where the second signal is the first signal after time delay and Doppler frequency shift.

[0101] Mutual ambiguity function: the correlation between the first signal and the second signal, where the first signal is the third signal after time delay and Doppler frequency shift, and the third signal and the second signal are located in the same sequence set.

[0102] Sidelobe energy: refers to the weighted average of the amplitudes of the ambiguity function within a preset region (the region where the time delay and Doppler shift are within a preset range).

[0103] In practical applications, the accuracy of radar velocity and / or ranging is related to the sequence upon which the radar transmits signals. Therefore, to improve the accuracy of radar testing and / or ranging, the sequence can be optimized. The process of generating the sequence set in this application is described below.

[0104] Figure 2 This is a flowchart illustrating the sequence generation method provided in an embodiment of this application. Please refer to... Figure 2 The method may include:

[0105] S201, Obtain the sequence set.

[0106] This set of sequences can also be called the initial set of sequences, or the set of sequences that have been initialized.

[0107] This set of sequences can be denoted as: S = {S m :m=1,2,...,M}, where,

[0108] Where M is the number of sequences included in the sequence set, and S m Let m be the m-th sequence in the sequence set.

[0109] Each sequence contains N elements, that is, the length of the sequence is N, S m (n) refers to the nth element in the mth sequence.

[0110] It refers to the nth element in the mth sequence after the tth iteration. It refers to the nth element in the mth sequence at the beginning. It means The amplitude.

[0111] S202, Initialize the number of iterations and m.

[0112] The number of iterations can be denoted as t, which is initialized to 0 and m to 1.

[0113] S203, Define matrix Λ p Sum matrix U k,p .

[0114] Let K be the set of time delays, which includes multiple time delays. For example, the set of time delays could be K = {-10, -9, ..., 9, 10}.

[0115] Let P be the set of Doppler frequency shifts, which includes multiple Doppler frequency shifts. For example, the set of Doppler frequency shifts could be P = {-4, -3, ..., 3, 4}.

[0116] For any p∈P, define a matrix Matrix Λ p It is an N*N diagonal matrix, where N is the length of the sequence in the sequence set.

[0117] Define matrix U k,p =J k Λ p Among them, J k J is a shift matrix of the identity matrix. k For an N*N matrix, U k,p It is an N*N matrix.

[0118] S204. Define matrix U and determine the real number λ. U .

[0119] matrix Where |P| is the number of Doppler frequency shifts included in the Doppler frequency shift set P, w a (k,p) represents the weights of the self-fuzzy function, vec() represents the column vectorization operation, (*) H It is the conjugate transpose of (*).

[0120] real number λ U The largest eigenvalue of matrix U is greater than or equal to the largest eigenvalue of matrix U.

[0121] S205, Calculate the matrix matrix

[0122] Among them, matrix It can also be called the first information, the matrix. It can also be called second information.

[0123]

[0124] Where |P| is the number of Doppler shifts included in the Doppler shift set P, M is the number of sequences included in the sequence set, and w c (k,p) are the weight values ​​of the mutual ambiguity function; initially, for Let m be the m-th sequence in the sequence set.

[0125]

[0126] in,

[0127] S206. Determine the real number

[0128] Among them, real numbers Greater than or equal to The largest eigenvalue.

[0129] S207, Calculate the first reference sequence Sac1 .

[0130] in,

[0131] I N It is the identity matrix. The method of determination and The determination method is similar, and the determination will be made In the formula Modified to That's all.

[0132] S208, Calculate the second reference sequence S ac2 .

[0133] in,

[0134] I N Let λ be the identity matrix. ac1 For matrix The largest eigenvalue. The method of determination and The determination method is similar, and the determination will be made In the formula Change to S ac1 That's all.

[0135] S209, Calculate the sequence pair Updated sequence S ac .

[0136]

[0137] in,

[0138] S210. Determine the updated sequence S. ac Is the sidelobe energy greater than the sequence? The energy of the side lobes.

[0139] Sequence S ac The sidelobe energy is: in, The method of determination and The determination method is similar, and the determination will be made In the formula Change to S ac That's all.

[0140] sequence The sidelobe energy is:

[0141] If so, then execute S211.

[0142] If not, then execute S212.

[0143] S211, Update sequence S ac .

[0144] Where α = -||r|| / ||v||.

[0145] Optionally, α can be updated first. Then update the sequence S according to the updated α. ac This allows for the rapid determination of the sequence S that meets the S210 condition. ac .

[0146] After S211 is executed, S210 is executed.

[0147] S212, the sequence and sequence Update to sequence S respectively ac .

[0148] S213, increment m by 1, and determine whether m is less than or equal to M.

[0149] If so, then execute S203.

[0150] If not, then execute S214.

[0151] S214. Increase t by 1 and determine whether t is greater than the preset threshold.

[0152] If so, then execute S215.

[0153] If not, then execute S203.

[0154] S215. Output the updated set of sequences.

[0155] The updated sequence set is the same as the generated sequence set.

[0156] In the above process, each sequence in the initial sequence set is updated iteratively multiple times to obtain the updated sequence set. In each update iteration, the update of any sequence depends on the other sequences in the sequence set.

[0157] For example, suppose the sequence combination includes three sequences, denoted as Sequence 1, Sequence 2, and Sequence 3. For any given update iteration: updating Sequence 1 depends on the unupdated Sequence 1, Sequence 2, and Sequence 3. Updating Sequence 2 depends on the updated Sequence 1, the unupdated Sequence 2, and Sequence 3. Updating Sequence 3 depends on the updated Sequence 1, the updated Sequence 2, and Sequence 3.

[0158] according to Figure 2The method shown generates a sequence set containing multiple sequences, at least one of which is a first sequence. The self-blurring function of each first sequence is pin-shaped, and the sidelobe energy of the mutual-blurring function between each first sequence and other sequences in the sequence set is less than a first threshold. Optionally, the sidelobe energy of the mutual-blurring function between each first sequence and other first sequences in the sequence set may also be less than the first threshold.

[0159] The number of first sequences can be less than the total number of sequences in the sequence set, or the number of first sequences can be equal to the total number of sequences in the sequence set. For example, if the sequence set contains 4 sequences, the number of first sequences can be 1, 2, 3, or 4.

[0160] exist Figure 2 In the illustrated embodiment, multiple sequences in the sequence set can be generated simultaneously during a sequence generation process, resulting in high efficiency in sequence generation.

[0161] Optionally, the first threshold can be between 35 dB and 45 dB, for example, the first threshold can be 40 dB.

[0162] Below, in conjunction with Figures 3-4 The first sequence in the sequence set is described.

[0163] Figure 3 This is a schematic diagram of the self-fuzzy function of the sequence provided in an embodiment of this application. Please refer to... Figure 3 The three coordinate axes represent the Doppler frequency shift, time delay, and amplitude of the self-ambiguity function, respectively. The self-ambiguity function of the first sequence designed in this application is pin-shaped.

[0164] Optionally, when the time delay is within a first preset range and the Doppler frequency shift is within a second preset range, the self-ambiguity function of the first sequence is thumbtack-shaped. For example, see [link to example]. Figure 3 When the time delay is in the range of -10 to 10 (first preset range) and the Doppler frequency shift is in the range of -5 to 5 (second preset range), the self-ambiguity function of the first sequence is thumbtack-shaped. Of course, the first and second preset ranges can also be other values; for example, the first preset range can be {-16, -15, ..., 15, 16}, and the second preset range can be {-4, -3, ..., 3, 4}. This application does not specifically limit the first and second preset ranges in its embodiments.

[0165] Optionally, the self-ambiguity function being "thumbtack-shaped" means that the amplitude of the self-ambiguity function of the first sequence is largest when the time delay is 0 and the Doppler frequency shift is 0. When the time delay is not equal to 0 or the Doppler frequency shift is not equal to 0, the amplitude of the self-ambiguity function of the first sequence is smaller than the amplitude of the first sequence when the time delay is 0 and the Doppler frequency shift is 0. In other words, the amplitude of the self-ambiguity function of the first sequence is largest when the time delay is 0 and the Doppler frequency shift is 0, and the amplitude of the first sequence at other positions (when the time delay is not equal to 0 or the Doppler frequency shift is not equal to 0) is smaller than the amplitude of the first sequence when the time delay is 0 and the Doppler frequency shift is 0. Optionally, the amplitude of the first sequence at other positions is much smaller than the amplitude of the first sequence when the time delay is 0 and the Doppler frequency shift is 0. For example, after normalizing the amplitude of the first sequence, the amplitude of the first sequence at the time delay is 0 and the Doppler frequency shift is 1, and the amplitude at other positions is 0.

[0166] For example, see Figure 3 At (0,0) (time delay 0, Doppler shift 0), the amplitude of the self-ambiguity function of the first sequence is the largest. Within the local range (time delay -10 to 10, Doppler shift -5 to 5), except at (0,0), the amplitude of the self-ambiguity function of the first sequence is much smaller than the amplitude at (0,0). If the amplitude of the first sequence is normalized, then at time delay 0 and Doppler shift 0, the amplitude of the self-ambiguity function of the first sequence is 1; within the local range, except at (0,0), the amplitude of the self-ambiguity function of the first sequence is 0.

[0167] Figure 4 This is a schematic diagram of the mutual ambiguity function of the sequence provided in an embodiment of this application. Please refer to... Figure 4 The three coordinate axes represent the Doppler frequency shift, time delay, and amplitude of the self-blurring function, respectively. The sidelobe energy of the mutual blurring function between the first sequence and other sequences in the sequence set is less than the first threshold.

[0168] Optionally, when the time delay is within a first preset range and the Doppler shift is within a second preset range, the sidelobe energy of the mutual ambiguity function between the first sequence and other sequences in the sequence set is less than a first threshold. For example, please refer to... Figure 3 When the time delay is in the range of -10 to 10 (first preset range) and the Doppler frequency shift is in the range of -5 to 5 (second preset range), the sidelobe energy of the mutual ambiguity function between the first sequence and other sequences in the sequence set is 0 (less than the first threshold).

[0169] Below, we will use specific examples to illustrate... Figure 2 The sequence generation method shown in the embodiments will be described.

[0170] For example, assume the sequence length N is 12, the number of sequences M in the sequence set is 3, the time delay range is K = {-10, -9, ..., 9, 10}, and the Doppler shift range is P = {-4, -3, ..., 3, 4}. For ease of description, these time delay ranges and Doppler shift ranges will be referred to as local ranges below.

[0171] The weight value w of the self-fuzzy function a (k,p) is defined as: when (p,k)∈P×K and k≠0, w a (k,p)=1, otherwise, w a (k,p)=0.

[0172] The weight value w of the mutual ambiguity function c (k,p) is: when p∈P, k∈K, w c (k,p)=1, otherwise, w c (k,p)=0.

[0173] Assuming the loop exit condition is t greater than 100, then based on the parameters mentioned above, for... Figure 2 The method shown in the embodiment iterates 100 times to generate a sequence set, which includes three sequences, denoted as Sequence 1, Sequence 2, and Sequence 3, each with a length of 512. During each iteration, the three initialized sequences are updated sequentially until, after 100 iterations, Sequence 1, Sequence 2, and Sequence 3 are obtained and designated as the three sequences in the sequence set.

[0174] The following description, with reference to the accompanying diagram, explains three sequences in this sequence set.

[0175] Figure 5A This is a schematic diagram of the self-AF of sequence 1 provided in an embodiment of this application. Please refer to... Figure 5A Within a local range, the amplitude of the self-AF of sequence 1 is larger at (0,0), and smaller in the region outside (0,0).

[0176] Figure 5B This is a schematic diagram illustrating the mutual AF (autocorrelation) between sequence 1 and sequence 2 provided in an embodiment of this application. Please refer to... Figure 5B Within a local range, the amplitude of the mutual AF between sequence 1 and sequence 2 is relatively small.

[0177] Figure 5C This is a schematic diagram illustrating the mutual AF (autocorrelation) between sequence 1 and sequence 3 provided in an embodiment of this application. Please refer to... Figure 5C Within a local range, the amplitude of the mutual AF between sequence 1 and sequence 3 is relatively small.

[0178] Figure 6AThis is a schematic diagram illustrating the mutual AF (autocorrelation) between sequence 2 and sequence 1 provided in an embodiment of this application. Please refer to... Figure 6A Within a local range, the amplitude of the mutual AF between sequence 2 and sequence 1 is relatively small.

[0179] Figure 6B This is a schematic diagram of the self-AF of sequence 2 provided in an embodiment of this application. Please refer to... Figure 6B Within a local range, the amplitude of the self-AF of sequence 2 is larger at (0,0), while the amplitude of the sequence is smaller in the region outside (0,0).

[0180] Figure 6C This is a schematic diagram illustrating the mutual AF (autocorrelation) between sequence 2 and sequence 3 provided in an embodiment of this application. Please refer to... Figure 6C Within a local range, the amplitude of the mutual AF between sequence 2 and sequence 3 is relatively small.

[0181] Figure 7A This is a schematic diagram illustrating the mutual AF (autocorrelation) between sequence 3 and sequence 1 provided in an embodiment of this application. Please refer to... Figure 7A Within a local range, the amplitude of the mutual AF between sequence 3 and sequence 1 is relatively small.

[0182] Figure 7B This is a schematic diagram illustrating the mutual AF (autocorrelation) between sequence 3 and sequence 2 provided in an embodiment of this application. Please refer to... Figure 7B Within a local range, the amplitude of the mutual AF between sequence 3 and sequence 2 is relatively small.

[0183] Figure 7C This is a schematic diagram of the self-AF of sequence 3 provided in an embodiment of this application. Please refer to... Figure 7C Within a local range, the amplitude of the self-AF of sequence 3 is larger at (0,0), while the amplitude of the sequence is smaller in the region outside (0,0).

[0184] From the above Figures 5A-5C , Figures 6A-5C , Figures 7A-7C It is evident that, within a local region, the sidelobe energies of the self-AF and mutual-AF of the sequences in the sequence set show a significant decrease compared to other regions (excluding other regions within the local region). For example, within a local region, the sidelobe energy of the self-AF of each sequence in the sequence set decreases to -59 dB, and the sidelobe energy of the mutual-AF of each sequence in the sequence set decreases to -54 dB. Therefore, using the sequence generation method shown in this application, a sequence set with good local AF can be designed.

[0185] Based on any of the above embodiments, the following, in conjunction with Figure 8 The speed and distance measurement methods of radar are explained.

[0186] Figure 8 This is a schematic flowchart illustrating the data processing method provided in an embodiment of this application. Please refer to [link / reference]. Figure 8 The method may include:

[0187] S801, Obtain the sequence set.

[0188] Figure 8 The implementing entity of the embodiment can be a speed / distance measuring device, for example, a radar.

[0189] The sequence set includes multiple sequences, among which there is at least one first sequence. The self-fuzzing function of each first sequence is thumbtack shaped, and the sidelobe energy of the mutual fuzzing function between each first sequence and other sequences in the sequence set is less than a first threshold.

[0190] Optionally, the sequence set can be obtained in the following way:

[0191] One approach: Radar generates a set of sequences.

[0192] It should be noted that radar can... Figure 2 The method shown in the embodiment generates this sequence set, and will not be described in detail here.

[0193] Another way:

[0194] Other devices (such as terminal devices, servers, etc.) generate sequence sets, which the radar then retrieves. For example, other devices can send sequence sets to the radar, or the radar can request sequence sets from other devices. Alternatively, the sequence sets can be manually copied from other devices and stored in the radar.

[0195] It should be noted that other devices can be accessed through... Figure 2 The method shown in the embodiment generates this sequence set, and will not be described in detail here.

[0196] The self-ambiguity function of the first sequence in this sequence set satisfies Figure 3 The diagram illustrates the self-ambiguity function. The mutual ambiguity function between the first sequence in the sequence set and the other sequences in the sequence set satisfies... Figure 4 The diagram shows a mutual ambiguity function.

[0197] S802, Send a signal according to the sequence in the sequence set.

[0198] The signal is used for speed measurement and / or distance measurement.

[0199] For example, a radar can generate and transmit signals based on sequences in a sequence set. The process by which a radar operates based on sequences in a sequence set can be found in [reference needed]. Figure 1 This will not be elaborated upon here.

[0200] Optionally, the radar can transmit signals according to a sequence in the following manner.

[0201] One approach: A radar transmits signals simultaneously through multiple sequences in a sequence set.

[0202] In this method, the radar can generate multiple signals based on multiple sequences in the sequence set and transmit these multiple signals simultaneously.

[0203] For example, assuming the sequence set includes sequence 1, sequence 2 and sequence 3, the radar can generate signal 1 based on sequence 1, signal 2 based on sequence 2 and signal 3 based on sequence 3, and transmit signal 1, signal 2 and signal 3 simultaneously.

[0204] In this approach, when a radar detects the same target object through multiple sequences in a sequence set, the radar can include multiple reflected signal receiving points. These multiple reflected signal receiving points can be set at different locations. After receiving the reflected signal, the receiving points at different locations can determine the speed and / or distance of the target object based on the transmitted signal and the received signal, respectively, so that the accuracy and reliability of speed measurement and / or distance measurement of the target object are high.

[0205] Another approach: multiple radars simultaneously transmit signals through multiple sequences in a sequence set.

[0206] In this approach, there can be a correspondence between multiple radars and multiple sequences. For example, there can be a one-to-one correspondence between radars and sequences. Each radar generates a signal according to its corresponding sequence, and the multiple radars simultaneously transmit their respective generated signals.

[0207] For example, suppose the sequence set includes sequence 1, sequence 2, and sequence 3, and multiple radars include radar 1, radar 2, and radar 3. Radar 1 generates signal 1 based on sequence 1, radar 2 generates signal 2 based on sequence 2, and radar 3 generates signal 3 based on sequence 3. At the same time, radar 1 transmits signal 1, radar 2 transmits signal 2, and radar 3 transmits signal 3.

[0208] Another method of transmission: The radar selects a sequence from the sequence set, generates a signal, and then transmits the signal.

[0209] In this method, the radar can select one or more sequences from a sequence set, generate a signal based on the selected sequence, and then transmit the signal.

[0210] For example, assuming the sequence set includes sequence 1, sequence 2, and sequence 3, the radar can select sequence 1 from the sequence set, generate signal 1 based on sequence 1, and transmit signal 1. Alternatively, the radar can select both sequence 1 and sequence 2 from the sequence set, generate signal 1 based on sequence 1, generate signal 2 based on sequence 2, and transmit both signal 1 and signal 2 simultaneously.

[0211] exist Figure 8 In the illustrated embodiment, because the self-ambiguity function of the first sequence in the sequence set is pin-shaped, the following situation can occur during radar measurement (e.g., velocity measurement, ranging, etc.) based on the first sequence: when the time delay added to the transmitted signal is the same as the time delay experienced by the reflected signal, and the Doppler frequency domain added to the transmitted signal is the same as the Doppler frequency shift experienced by the reflected signal, the correlation (amplitude of the autocorrelation function) between the transmitted signal and the reflected signal with added time delay and Doppler frequency shift is the largest (peak value in the pin shape). When the time delay added to the transmitted signal differs from the time delay experienced by the reflected signal, or when the Doppler frequency domain added to the transmitted signal differs from the Doppler frequency shift experienced by the reflected signal, the correlation (amplitude of the autocorrelation function) between the transmitted signal and the reflected signal with added time delay and Doppler frequency shift is significantly reduced (bottom value in the pin shape). In this way, during radar measurements (e.g., speed measurement, ranging), accurate time delays and Doppler shifts can be determined, resulting in higher accuracy of radar measurements. Since the sidelobe energy of the mutual ambiguity function between the first sequence in the sequence set and other sequences in the sequence set is less than a first threshold, interference between signals can be reduced when the radar simultaneously transmits signals based on multiple sequences in the transmission sequence set, thus improving the accuracy of radar measurements (e.g., speed measurement, ranging).

[0212] The sequence set designed using the method shown in this application will now be described.

[0213] Sequence Set 1: This sequence set 1 contains two sequences (denoted as Sequence 1 and Sequence 2), and each sequence in Sequence Set 1 has a length of 128. For any sequence in this set, the amplitudes of all elements in the sequence are the same. The phases of the elements in each sequence can be as follows:

[0214] The phases of the elements in the first sequence are as follows: 2.3873, 0.0816, 1.8635, -0.0235, 0.0868, -2.3412, 2.0814, 0.2396, -0.2053, 1.9471, -2.6137, -0.0639, 2.4228, -3.1037, -2.5762, -2.6993, -0.9626, -1.1392, 0.9509, -0.7416, 1.0935, -1.3837, -0.9203, -2.0987, -1.8713, -2.753, 1.5391, -0.2627, -2.3035, -1.5171 , 2.3833, -0.7585, 1.3907, 2.9377, -1.349, 0.6141, 0.8717, 2.52, 1.5914, 2.8534, -1.1418, -2.572, -2.1467, -2.8806, 3.0351, 2.4134, 0.8385, -2.1979, 2.0314, 3.0778, 0.355, 2.2942, -2.9186, -1.6958, 0.4176, 1.0953, -2.4997, 1.4265, -1.6996, -0.2216, -1.1873, -2.0375, 1.8242, 1. 4092, 1.0029, 1.7527, 1.3267, 1.1808, -3.1196, 1.2082, 0.6754, -2.4266, -0.2065, 0.9443, 1.2392, 3.1058, -0.0621, -2.9504, -0.1755, -2.2723, -2.9906, 2.108, 2.3437, 0.7613, -1.3072, -1.0387, 0.5346, -0.4351, -0.4324, 1.1408, -0.2471, -0.1877, 2.4562, 0.9984, -2.2513, -0.920 1, -0.8611, 1.054, -2.5941, 0.5056, 2.3793, 1.6555, -0.1646, -0.0456, 0.0604, -1.8474, 1.4809, -1.9097, -2.2373, 1.993, -0.7749, -1.9398, -2.6231, -1.9393, -0.3896, -1.6185, 0.5517, -2.4341, -0.2909, 1.2621, 1.6085, -1.9244, -0.3264, -1.0045, -1.3634, -0.3147, -2.45, 2.2638.

[0215] The phases of the elements in the second sequence are as follows: -2.6253, 2.8909, -2.4234, 2.4561, 1.2224, 0.5916, -1.4116, 1.1482, 2.0136, 0.122, 1.7008, 1.2534, -2.6853, 1.7259, -1.8306, -1.0569, 0.7361, 2.6653, 1.934, -2.7728, 1.1618, 1.3645, -0.0881, -1.7235, 1.3864, 0.491, -2.035, -1.4547, 0.8764, -2.0916, 0.0601 -1.1592, -1.0875, -0.5178, 0.8298, 1.7049, 2.1631, 1.8151, -1.0542, 0.8773, -1.1502, 0.8856, -0.8104, -2.4166, 1.5366, -0.4888, -1.7116, -3.0884, -0.102, 1.6704, -2.2807, -0.5855, 1.6433, 2.4764, 3.0524, -2.0643, -2.7529, -1.2886, 0.9288, -0.9277, 0.1086, -1.3431, -1.40 84, -1.5509, -2.8654, 0.506, -1.5521, 3.1306, 1.3422, -1.8922, -0.9268, 1.972, -3.0557, -0.9195, -0.5987, 0.9321, 2.5838, 1.2025, 2.222, -0.4807, -2.2291, -1.599, -2.2578, 2.9121, -2.7308, 3.027, -1.4072, -2.3621, 1.324, -0.7613, -2.6587, 2.4921, 0.0949, 1.6385, -2.1863, 2 0.8792, -1.8444, 0.1876, 0.1568, -2.0176, -0.6081, 2.3328, 2.7068, -2.8028, 0.9357, 1.0611, 1.5946, 1.3697, 2.1281, -0.6764, 3.1046, 2.243, 0.7589, -1.9738, -0.5057, -1.0695, 1.9417, 0.312, 1.4885, -1.8582, 1.5842, -2.6845, -1.8207, 0.5137, 1.8441, 2.2397, -2.2078, 1.5072.

[0216] Sequence Set 2: This sequence set 2 includes three sequences (denoted as Sequence 1, Sequence 2, and Sequence 3), and each sequence in Sequence Set 2 has a length of 128. For any sequence in this set, the amplitudes of all elements in the sequence are the same. The phases of the elements in each sequence can be as follows:

[0217] The phases of the elements in the first sequence are as follows: -2.4998, 0.8748, -1.28, 2.5805, 2.0152, -0.5473, 0.2488, 2.6259, -0.6086, 0.2868, -0.236, -1.4451, -1.3513, -0.6924, 0.6061, 1.0574, 0.9621, 2.8246, -0.935, 2.9272, 0.1157, -2.6748, 1.7923, -0.4287, -0.7117, 2.2964, -1.9265, -0.3537, 2.8156, -2.0986, -2. 8818, 2.2879, 1.991, 2.6967, -2.5748, -2.5305, -1.7646, -0.5262, 2.5925, 0.0632, 2.8072, -0.4566, -2.4514, 1.1743, -2.2886, -1.9928, 1.3382, -2.149, 1.9809, 2.0096, -0.0367, 0.9882, 0.7585, 0.0299, 1.4543, 1.9342, 2.864, -2.0535, 0.532, 2.4912, -0.5772, -2.8553, 1.0324, -2 0.4123, 0.5735, -2.5362, -2.2237, 1.5022, -2.4101, 2.0389, 1.4575, -0.675, 1.0255, 0.8849, 0.644, 1.7986, 2.0286, 2.9075, -1.9437, 0.4665, 2.3605, -1.9563, -2.1783, 0.6134, -2.7804, -0.5782, 2.817, -1.5306, 1.6081, -1.3375, -2.8215, 1.2996, -1.5335, 2.5846, 2.8654, 2.9793 , 2.9598, -1.9568, -1.2903, -1.0954, 1.2552, 2.4294, -0.5827, -0.0552, 0.3193, -2.8038, -0.6546, 2.2813, -1.2528, 1.8416, 0.1423, -1.4624, 1.6562, -0.3468, -0.8641, -1.6022, -1.1956, 0.3648, 0.073, 0.6643, 2.7928, -2.3768, 2.7979, 1.1029, 2.3249, -0.8025, 1.7906, -1.0178.

[0218] The phases of the elements in the first sequence are as follows: -3.1097, 0.0049, -1.9256, 1.7381, -0.3864, 2.6966, -1.887, 0.4667, 1.7824, -2.0849, -1.7819, -2.8397, 2.4928, 2.5452, 1.8332, 1.7676, -2.8609, -2.0079, -2.7451, -0.3607, 0.0742, -2.3613, 1.8619, -1.4886, 2.3154, -0.3334, 2.1232, -2.5934, -0.5127, 1.732 5, 2.8774, 1.1879, 0.4052, 0.1746, -0.7824, -0.5763, 0.333, 1.8662, 1.1779, 2.22, -1.6465, 3.0574, 1.259, 0.5352, -1.6231, 2.5947, -1.1029, 1.559, 1.6244, -0.8556, 0.7382, -0.7461, -0.2676, -2.2905, -2.145, -0.9949, -0.9939, -0.7604, -0.9245, 0.5209, 2.279, 2.7566, -0.50 93, 0.3435, -2.6145, 2.2669, 0.65, -0.8947, -1.8215, 1.8906, -1.506, 1.3788, 0.0519, 0.098, 0.6094, -0.8718, -1.3247, -1.4622, -1.9018, -0.3473, 0.5227, 1.7095, -2.8704, -1.6367, 1.5108, 2.6595, 0.8492, -0.2285, -1.2898, -3.0284, 1.3115, -1.1149, 2.5409, 1.383, 1.4673, 0 0.9528, -0.2041, -0.4887, -0.28, 0.8328, 1.1429, 1.7167, -2.4088, -1.1395, -1.776, 2.0866, -2.7817, 0.3588, 2.2528, -0.0113, -1.853, 2.4143, -0.0587, -2.4297, -2.87, 2.4967, 1.7852, 0.8346, 1.8972, 2.7496, 2.7145, -2.84, -0.2736, 0.4693, 0.5768, -2.2012, -0.8597, 2.4804.

[0219] The phases of the elements in the third sequence are as follows: -0.8559, 2.4187, 0.1827, -1.4543, -2.1016, 2.9257, -0.0475, 1.5806, -1.9916, -0.8482, 2.88, -2.3022, -3.1262, 2.6153, 2.2122, 2.7908, -2.1137, -2.0277, -1.0841, -0.8724, 2.0506, -0.0731, -2.4044, -2.7269, 1.4821, 0.3854, -2.8187, -1.3756, 1.4649, 2.3635. 0.1193, 0.969, -0.007, 0.119, -0.3422, -0.2761, 1.3545, 1.5486, 2.2833, 2.9399, -1.0111, 2.1144, -0.3586, 2.6767, 0.8527, -1.2236, -1.2192, 1.9997, 0.119, -0.827, -2.2135, -1.7354, 2.8008, -2.4279, -1.3032, -0.3939, -0.6312, -0.146, -0.335, 2.0842, -3.0575, -1.1357, 1.201 1, 0.6409, -2.7648, 0.3833, -2.6429, 0.4863, 0.4761, -1.1466, -2.3956, 1.634, -0.9867, -2.6724, -2.4262, -1.8069, -0.6301, -0.4469, -0.4137, -0.2619, 1.8703, 2.9299, -1.5599, 0.5616, 1.449, -2.9192, 0.0681, 2.6592, -0.4327, 1.8022, -1.2907, 2.8752, 0.9589, -1.4785, 2.5323 , 1.1048, 0.5179, 0.3496, 0.857, 1.4502, 1.6796, 2.5448, -2.3706, -0.9859, 1.1211, 2.6749, -2.166, -0.2877, 2.4439, -1.3685, 1.8612, -0.7848, -2.1685, 2.2286, -1.1042, -2.8216, 3.0677, 2.5123, 2.4957, -2.5988, -2.568, -2.4033, -0.979, -0.0562, 1.101, 2.989, -1.0835, 1.2017.

[0220] Sequence Set 3: This sequence set 3 includes four sequences (denoted as Sequence 1, Sequence 2, Sequence 3, and Sequence 4), and each sequence in Sequence Set 3 has a length of 128. For any sequence in this set, the amplitudes of all elements in the sequence are the same. The phases of the elements in each sequence can be as follows:

[0221] The phases of the elements in the first sequence are as follows: -0.2086, 2.1081, 2.1482, 0.8656, -0.61, 3.045, 2.898, 1.1222, 1.1879, 0.5804, 0.6438, -3.0215, 0.3774, -1.8598, 2.7695, -1.2773, -2.6887, -2.9484, -1.8756, -0.725, 0.1529, 2.3434, -1.6211, -1.235, 2.6894, 2.9848, 0.3868, -1.9321, -1.5415, -2.9873, 2.2 771, 2.7538, 0.415, -2.3468, 1.6111, -0.4209, -1.5824, -0.2422, -0.8507, -0.9651, -0.3565, 1.0283, 1.7645, -2.4936, -0.9618, 0.6719, -2.2193, -0.9702, 2.3107, -1.186, 0.8333, -1.2268, 3.0552, -1.5163, 2.7658, 0.2321, -2.036, 2.4699, 0.7279, 0.1194, 0.721, 0.4138, 0.37 3, 1.085, 1.9972, 3.0185, -1.3842, 0.2793, 2.5196, -0.7815, 0.582, -2.7374, -0.1812, 2.8342, 0.1484, -2.6718, 0.1912, -2.0149, 1.4633, -0.299, -2.1553, 2.8887, 1.2121, 0.7293, 1.2763, 1.3788, 1.3307, 1.696, 2.5242, -2.5403, -0.8576, 0.7646, -3.0494, -0.1644, 1.4063, -2 .3867, 0.2186, -2.641, 0.6561, -2.4937, 1.1286, -1.1278, 1.4233, 0.1648, -1.7516, -2.6612, 1.1526, 1.2222, 2.6365, 2.7819, 1.838, 2.4373, -2.0296, 0.3157, 2.2371, 0.0069, 1.3926, -3.1377, 0.4076, -2.7628, 0.0713, -1.6156, 0.7901, -2.2927, 3.043, 0.026, 0.2385, 2.6534.

[0222] The phases of the elements in the second sequence are as follows: -2.1184, -0.3074, 0.3392, 0.7288, -3.0822, -0.7587, 0.7298, -1.9488, 0.5197, -1.0968, -0.8435, -1.4314, -1.8163, -2.4849, 1.8107, -1.2383, -3.0154, 0.862, -0.0999, 0.6784, 0.9927, 1.3757, 2.8284, -2.9328, 2.8222, 0.2739, 2.0057, -1.6312, 1.3286, -2.6205, 1.44 87, 1.142, 1.0111, 0.0405, -0.0326, -1.3016, 2.9055, 0.015, -1.4409, 2.4889, 1.995, 2.6281, 2.7309, -2.9037, -2.3171, -1.5872, -1.3737, 2.1 488, -2.5711, 0.4378, -3.0688, -0.4587, -2.6866, 2.2286, -3.1389, 1.5796, 0.8037, 1.0917, -0.7288, -2.3046, 1.0027, -0.383, -2.5906, -3.118 9, -2.2593, -2.3192, -1.647, -1.3402, -0.9266, 0.1554, -2.5236, -0.9932, 2.0143, -1.6634, 1.2828, -0.9593, -3.0793, -1.7177, 3.0063, 1.5503, 1.7925, 1.0885, -0.8792, -1.9852, 0.9919, 0.0464, -2.3094, -2.2976, -1.3437, -1.5938, -0.8684, -0.8964, -0.4628, 0.8033, -1.8953, -0.06 32, 2.7596, -0.793, 1.9754, -0.3048, -2.3346, -0.9563, -2.4485, 2.2228, 2.0849, 1.5095, -0.6569, -1.3995, 1.3794, 0.9591, -1.9789, -1.6049 , -0.1971, -1.6146, -0.7422, -0.0658, -1.1676, 0.6645, -1.6487, -0.8426, 2.5522, -1.9052, 2.7208, 0.7035, 0.1637, -0.2089, -2.9197, 2.4097.

[0223] The phases of the elements in the third sequence are as follows: 0.8145, 1.5554, -2.3066, -0.993, 1.6985, -1.4901, -2.7426, 3.0545, 1.3141, -1.9577, 2.0348, -1.7108, 2.2461, 1.114, -3.1111, 2.4791, -2.9654, -2.4073, -1.2353, -0.1289, 0.3094, -2.4678, -1.7456, 0.1712, 2.2527, -1.3442, 1.3125, -1.386, -0.3428, -2.2719. 2.283, -1.9719, 1.4857, -0.1224, -2.4187, 2.2263, -0.6745, -1.7084, -1.9105, -0.7066, 0.1239, 1.2791, 1.5805, 0.0719, -0.0064, 1.1276, -2.951, -0.0961, 2.3769, -0.7708, 1.0587, -0.6568, -2.52, -1.589, 3.0206, 1.7442, 1.399, -0.2884, -2.3375, 1.6724, -0.4376, -1.3123, 0.6 885, 1.1395, 2.2568, 2.0402, 1.6369, 1.4783, 2.2877, -1.6886, 1.0762, -2.7441, 0.1199, 2.0583, 0.6137, -1.7734, -0.7707, -1.9505, 2.6076, 2.7964, 1.722, -0.3664, -2.3914, 1.9383, -0.3244, -1.0738, 1.3161, 1.837, 2.9079, 2.2934, 2.5925, 2.268, 2.8732, -1.395, 1.5109, -2.20 72, 0.7591, 2.6553, 1.1204, -1.3082, -0.3187, -1.1437, 3.0461, 3.0825, 2.6064, 0.0681, -0.9283, 2.3402, 0.6893, -0.4134, 2.0382, 2.4116, -2.5157, 2.4972, 2.9167, -2.4735, 1.8015, -2.3113, 0.8168, -2.8457, 1.349, 2.9492, 2.0969, -0.6025, -0.0679, -0.3127, -2.6678, 2.9703.

[0224] The phases of the elements in the fourth sequence are as follows: 0.5113, 0.5902, -2.5435, -2.5382, 1.0707, 1.0167, -1.7645, 0.2861, 2.7952, -0.5344, 2.3203, -0.7813, 2.9489, 0.9564, -2.0641, -2.9841, -1.7542, -1.6676, -0.8373, -0.0491, 1.0882, -2.986, -2.1538, -0.0686, 0.5454, -2.4408, -1.6368, 1.3377, -2.1569, -0.253. -2.9784, -1.6816, 2.7524, 0.7044, -1.86, 2.5134, 0.1776, -0.5405, -0.4307, -0.073, 0.702, 1.5557, 3.1013, -1.9165, -0.6148, 0.1516, 2.321, -1.2724, 0.8038, -2.5736, 0.1461, 0.7173, -1.536, -0.9326, -1.8968, 2.8812, 1.9105, -0.3955, -2.1221, 1.7304, 0.4778, 0.0288, 1.0187, 1 0.8987, 3.0336, -1.7685, -1.1583, 0.2027, 1.1804, -2.1249, 0.2355, 3.0641, -0.4694, 1.6585, 1.4348, -0.5963, -0.1918, -0.7779, -2.5743, -2.8527, 1.5778, -0.0224, -2.5177, 2.3867, 0.3815, 0.6442, 2.1009, -2.5148, -1.6037, -0.3886, -1.308, -0.002, 1.1224, -1.7701, 0.68, -2.08 73, 0.9294, 2.8738, 1.6858, -0.0717, 0.318, -0.2995, -2.3902, -2.2514, 0.7632, 0.9103, -2.4421, 3.1142, 1.1954, -1.3641, -1.6569, 0.0727, -1.1957, -0.2586, 0.8734, -1.4523, 1.0969, -1.5568, 0.7163, -1.7279, 2.0799, -2.9464, 3.0767, -0.1822, 0.7881, 1.0184, -1.3456, -1.9321.

[0225] Sequence set 4: This sequence set 4 includes two sequences (denoted as the first sequence and the second sequence), and the length of each sequence in sequence set 4 is 256. For any sequence in this set, the amplitudes of all elements in the sequence are the same. The phases of the elements in each sequence can be as follows:

[0226] The phases of the elements in the first sequence are as follows: 1.9995, -1.1199, -2.9566, -1.8418, 2.6294, -1.8669, 0.4995, 2.4185, -0.5441, -0.8002, -1.0797, -1.5115, 1.4232, -2.375, 3.0049, 1.0339, 1.8543, 2.9203, 2.89, -0.678, 1.9754, 1.0846, 2.352, 2.8378, 0.9962, -2.8062, -1.1687, 1.5247, 1.7846, 0.389, -1.1929, 2.7502, -1. 8751, 1.9602, 2.7993, 2.9744, 0.042, -1.4141, 2.7439, 0.4626, -0.1071, 0.7812, 2.5929, 0.9423, 3.1211, 0.3403, -2.2227, -1.3026, 0.8312, -2.28 48, -1.4261, 2.7756, 3.0687, 1.0211, -0.0032, 1.3498, -0.5089, -1.0468, -0.3862, 0.687, 1.6998, 0.3212, -1.2645, 1.1897, 1.0795, -2.6083, -0.6 949, 1.5842, -1.0877, -2.8181, -1.1586, -1.6637, -1.3735, 0.8213, -2.9168, 2.6031, 2.3785, -1.0393, -1.5228, 0.2441, -2.2795, 0.0685, -1.7963 , 1.3735, 0.1154, -1.0814, 0.5163, 2.9423, -1.8148, 2.4038, 2.9888, -0.2614, -1.635, 3.0632, 1.8948, 2.4437, 0.9285, -2.0593, 2.7572, -2.1314, -0.3797, -2.8054, -3.0498, -2.2867, 0.0816, 1.2661, 1.5822, 0.5768, -0.5122, 1.411, 1.4443, -2.4957, 2.6901, -1.7005, -0.1135, 2.9961, 1.5063 , -2.4791, 2.7744, -2.6769, -2.2877, 2.0849, 1.478, -2.6037, -0.6916, 2.9504, -1.7354, 1.25, 2.908, 1.4553, 1.3381, 2.9303, -0.8473, 2.8298, 0.4364，-1.9708，1.0026，-0.8551，-2.6802，-3.0203，1.5556，0.1537，-2.2557，-2.0212，1.975，2.738，-2.6575，-1.7557，1.9303，2.6255，-2.1555，-2.1756，-0.578，-0.4713，1.3179，-0.1176，1.292，-0.4679，1.3504，-2.4821，-1.3779，3.0634，0.9599，-0.2122，0.274，1.1139，-1.3387，-1.4728，-0.4189，0.0397，-1.9384，2.2282，-1.6565，-2.2744，0.1582，-2.6453，-0.7312，1.4871，-2.5743，1.027，0.6685，-1.1983，-0.241，-2.0258，1.9631，0.5519，0.9901，-0.4893，2.2285，0.4606，-1.4372，-0.0822，0.9237，1.5841，-2.9786，-1.7045，1.6623，-1.905，-2.0591，-1.8698，-0.0231，-1.6303，-0.8871，2.3828，1.9217，1.542，1.6386，-0.4412，-2.0966，0.3085，0.1258，-1.8822，2.7733，-1.0866，-1.1813，0.8493，-2.2818，-1.0716，1.4437，-1.7359，0.165，-1.3989，-1.5455，-1.1285，1.7889，0.0374，1.6377，-0.024，-2.2681，-1.1251，-1.4485，1.4952，1.9557，-2.5938，2.2315，2.7051，1.4819，3.0794，-2.1086，2.0755，-0.1298，-2.7013，-1.0975，1.5628，0.9153，-0.7702，1.409，2.945，-2.5671，2.9791，0.9623，-1.6634，-2.5828，1.1426，1.6526，1.9671。.

[0227] The phases of the elements in the second sequence are as follows: 1.5836, -1.0057, 3.0082, 1.8854, 2.2241, -0.753, 2.2226, -2.4816, 0.3346, 1.2799, 1.5747, 0.3795, -0.0245, 1.5571, -2.785, 2.7955, -1.126, 2.785, -0.0536, -2.0918, 2.2109, 2.1665, -0.9085, -3.0499, -2.0067, 1.4018, 2.8607, -0.7833, -1.7369, -2.5334, -1.5695, -2.051 1, -2.9758, 2.5324, 0.8267, 1.4114, 1.0211, 2.8909, 0.5953, 3.007, 2.3407, -1.1272, -1.7464, 1.053, 1.271, -2.9864, -2.1806, -0.9345, 1.3757, - 1.5218, 0.4813, -2.2773, -1.7802, -1.7248, -2.4863, 2.9006, -0.1263, -1.0612, -1.4754, 0.8057, -0.3779, 2.6674, -0.4921, 2.6157, -0.3076, -2. 6215, -2.3831, -0.1695, 2.896, -1.1342, -0.1206, -2.2795, 2.3527, 1.5252, 0.8011, -0.5216, 0.583, 0.6095, 0.8618, -0.2494, 2.466, 2.6255, 3.09 76, -0.7954, 0.3086, 1.6013, -0.7404, -1.1553, 0.5507, 0.4482, 3.1202, 0.8297, -2.0574, -1.1065, 1.7803, 0.8257, 3.0472, 2.5596, 2.5205, -2.47 96, 0.8118, 2.3863, 1.0652, -0.0941, 2.0913, -1.4231, 1.3911, 2.9999, 1.2193, 2.329, 0.2102, -1.5641, -3.1265, -0.6111, 2.8779, 1.1224, -1.500 4, -1.2548, 2.978, 1.7677, -0.6631, -0.1486, 1.1632, 2.3236, -1.2712, -0.6577, -2.1426, -2.0459, -1.9748, -1.0937, -1.0042, 0.7589, 1.0753, 2.6879，-1.6806，2.0949，-0.9458，2.7622，1.9004，1.0115，-2.8291，-0.1031，-1.7476，-1.9968，2.4859，-2.741，-2.6617，1.8734，2.7703，-0.88，1.867，-2.5843，1.7266，0.0847，-2.1047，0.5987，-2.2648，1.9345，2.7708，1.898，-1.0428，-1.7279，-3.0088，-2.6849，-0.2859，2.0687，-2.7558，-3.0228，-0.1924，0.2456，-2.6042，0.8889，-0.6371，1.0654，0.3193，1.27，2.9194，2.2949，1.7076，-0.3495，-2.2107，-1.4287，0.0226，2.8627，1.5454，2.4025，2.1786，1.2828，-0.6341，1.4588，1.2945，-0.269，-2.4841，-1.0408，-0.3363，1.897，-1.165，-0.2449，-2.8105，-1.595，2.2636，0.1991，-0.9732，0.0756，-1.1884，0.8281，-1.8269，2.5264，-1.0212，0.12，-0.0012，1.9083，2.5939，-0.6726，2.7928，2.6308，-2.6442，-1.7157，2.2064，-2.0172，-0.2868，-1.5727，2.2615，1.5423，2.3468，1.6831，-1.3159，-1.4755，1.3966，0.1911，-1.7578，-2.2276，-1.4885，2.7143，-1.9553，-0.4604，-2.9917，-0.2841，2.7092，-2.731，-2.9344，0.5227，-2.543，-1.3774，-1.7012，-2.8516，-1.6156，-2.699，1.1786，1.0225，2.6583，-0.0855，-0.5195，-0.1207，1.3076，2.1568。.

[0228] Sequence Set 5: This sequence set 5 includes three sequences (denoted as Sequence 1, Sequence 2, and Sequence 3), and each sequence in Sequence Set 5 has a length of 256. For any sequence in this set, all elements in the sequence have the same amplitude. The phase of each element in the sequence can be as follows:

[0229] The phases of the elements in the first sequence are as follows: -1.1925, 1.7847, -1.3939, -2.5362, -0.8149, 2.0365, -0.2757, -0.2024, -3.1112, 2.8368, -1.1487, -2.5316, 0.4998, 2.2226, -0.581, 1.8622, -0.0059, -0.676, 2.5127, -0.5601, -1.9251, 2.1591, -2.0519, -0.4754, 2.189, -2.7229, -1.7889, -0.5016, -1.5934, -2.296, -3.046 8, -2.7181, 0.743, -1.9817, -1.4051, 2.9176, 0.4362, 0.4801, 1.9479, 0.6464, 2.8688, -0.934, -2.0932, -2.6685, -1.2864, -0.7175, 1.14, -0.629 3, -0.8996, -0.0976, -3.0291, -0.3125, -1.304, -0.5683, 2.0525, -3.0083, 1.8889, -1.1268, -2.5824, 0.9301, 1.8244, -0.8833, 2.1508, 0.1717, -1 0.4381, 1.1371, 1.5889, 2.5222, 0.3386, 1.1545, 1.1925, -1.615, -0.6682, 2.5414, -0.7159, 2.3006, -0.1513, 0.039, 2.6652, -2.4053, -2.4627, -1 .9405, -1.3043, -1.0674, 2.3152, 2.1185, -0.4746, -3.1229, 2.7572, 2.3543, -0.4235, 0.0627, -2.6562, -2.7183, -1.9416, 2.9599, -1.0732, 2.504 7, -0.9684, -1.8972, 0.1957, 0.3052, -0.5142, 0.4933, -1.0048, -1.5451, -1.6763, 0.9321, 2.9617, -1.7743, -3.1127, -1.1536, 0.0297, -2.471, - 3.0673, 0.922, 2.5036, 1.5309, -2.6875, -0.033, -1.9873, 1.9655, -0.7858, 1.3354, 1.3946, -1.2379, -2.8677, 1.5465, -0.218, -0.339, 2.271, -2.5847，0.0188，-1.259，-0.8448，2.3586，2.7479，0.0946，1.6074，0.4477，-1.4115，-0.8425，-0.1515，-0.8329，0.3449，0.5044，1.3132，2.6717，1.5844，3.0974，0.5005，1.5794，1.9799，1.0026，-1.1866，-1.2772，0.435，3.0214，-0.0019，-0.5254，0.3715，-1.6978，-2.8423，-1.0949，3.049，-1.739，2.4633，0.4782，-2.9256，-2.6678，0.4506，-1.089，-1.9343，2.0148，2.7567，-0.7955，0.8484，2.8344，3.0562，2.1246，-1.212，-2.3085，-2.2276，-1.2284，2.7027，1.9044，-2.5408，2.5406，2.8903，-1.539，-1.5195，-0.5648，-1.4829，0.4636，-2.1433，-1.8409，-0.1332，3.0443，1.3531，-3.1246，-1.3675，2.5215，2.8293，1.7739，3.084，1.3579，-0.0773，0.2212，-1.9567，2.7132，0.607，1.1996，-1.6018，0.6818，1.2763，1.8533，-1.947，2.4382，-1.639，-3.0981，-3.1032，-0.3389，1.5811，3.0544，0.2994，-2.2885，2.2162，-0.2345，-2.8953，-2.6254，-1.5541，-0.0233，1.5221，-2.4497，1.6059，-2.7102，-2.8473，-1.762，-2.0579，2.5912，2.1996，1.9222，-0.8686，0.7524，-2.5471，1.2948，0.7054，-0.8568，0.9159，1.431，-2.7652，-2.689，-2.9693，1.9407，-2.5229，-1.8486。.

[0230] The phases of the elements in the second sequence are as follows: -1.9167, -2.4287, -0.2442, 0.1453, -2.8349, -2.2425, 0.6963, -1.0121, -1.5787, -2.1124, -2.6662, 1.8415, 2.318, 2.0579, -1.6281, -0.772, -0.1664, -0.1967, 0.7594, -2.1742, 0.298, 0.0764, 2.6617, -1.8209, 1.6422, 2.617, -1.2426, -2.1377, 2.7227, 2.6543, -3.0423, -0 0.8817, 1.6952, -1.538, 2.8198, 2.6778, 0.263, -2.7974, 1.5141, -2.6888, -2.4389, -2.2731, -1.7359, -2.1412, 0.395, 2.4305, 2.3212, 0.4442, 0. 7775, -0.3278, -2.1449, 0.2564, 2.0591, 0.6346, -1.5999, -2.8721, 0.4857, 1.2427, 2.8974, 3.0841, 2.0025, -1.4853, 0.5677, 0.5605, -1.1399, -0 0.4264, 0.7047, 2.5146, -1.5955, 0.8614, -0.322, 0.0391, -2.3447, 1.0847, 1.2145, -2.0167, -0.7453, 2.1708, -2.2284, 1.5092, -0.8422, -0.0178 , 0.2262, 1.3959, 2.4173, 1.0706, 0.9705, 1.4718, 0.3721, -0.6064, 3.1269, -2.2554, -1.4205, -2.6004, 0.6785, -3.0779, -0.3003, -2.4353, 0.851 4, -1.5762, 2.8474, -1.8363, -2.1162, 1.822, 0.2394, -1.7318, -2.8598, 2.2332, -0.0022, 1.2624, -1.6144, 0.1877, 1.6817, -2.7274, 2.5884, -2. 0753, 0.1998, 1.6529, 2.5094, 0.3824, 1.9439, 2.1099, -0.8667, -0.7273, -2.2422, -2.2818, -1.5407, 1.0156, 2.7716, 1.3205, 1.8004, -1.9289, 2.7272，1.6761，3.1285，2.0036，-2.2543，0.817，-1.2868，1.2667，-0.7672，-1.0506，-1.5835，-0.4676，-3.0413，0.9268，-0.1702，-1.4375，2.5111，-1.0093，0.9481，-0.8538，-2.1269，2.4865，-1.7094，0.08，2.013，2.2727，-0.6591，-2.209，-0.5106，-1.2238，-1.8753，0.5023，0.9877，-2.4939，-2.6995，3.0885，2.5724，-1.3885，0.3221，0.3681，-0.9481，-1.3515，-0.2733，-1.5634，0.1126，0.7569，-2.5985，-0.8195，2.6432，-0.3321，2.4935，-2.4664，2.5471，2.5106，1.5623，-3.1159，1.292，-0.987，-2.0373，-2.4968，0.6402，1.9922，0.9471，-2.251，1.8491，0.2208，1.4108，-1.9591，-2.7505，-2.2893，-2.8762，1.3138，-1.3645，2.349，1.5196，-2.3567，-2.0147，1.9382，-1.6428，-1.088，-0.5289，2.3592，-2.9564，-3.0122，2.7947，-0.2708，2.9689，-3.0182，2.0588，2.1655，0.1833，2.4337，-0.5178，-0.634，-1.2262，-2.2921，0.6478，2.5636，-0.6628，-0.1426，1.0883，2.1111，-1.9308，1.7537，-2.134，-3.1058，2.3778，2.1977，0.8532，-2.4844，0.0524，-3.0914，2.0952，1.4451，-1.7285，2.9965，1.0778，-2.9342，3.114，1.1209，-2.7213，0.1055，-1.137，0.588。.

[0231] The phases of the elements in the third sequence are as follows: 1.5422, -1.4767, -1.4853, 1.0825, -1.5743, -0.9075, -0.453, 3.1004, 0.944, 0.1953, -1.0513, -0.2645, -1.3009, -0.3568, 1.273, 0.9015, 1.2224, -2.4254, -1.8345, 2.5916, -0.2863, 2.9234, -0.9671, -2.0348, 0.0606, -0.6255, -1.2115, 2.5622, -2.5953, 2.4578, 1.6678, -2. 8659, -0.1258, 0.6143, 0.9623, 3.0868, 2.4973, -0.1387, -1.8318, 1.8878, 2.9884, -1.2715, 2.9969, 2.436, -1.2514, 1.5157, -2.8758, -2.2929, 0 0.8657, 1.6858, 0.7841, 0.0302, -1.4956, 1.843, 2.4913, -0.5501, 1.7608, -0.9911, 0.3461, -0.706, 0.2047, 1.0421, 1.9019, 2.4363, 2.9746, 2.023 3, 1.4184, 0.1099, 2.6834, 0.6425, -1.871, -0.7354, -1.2532, -2.2615, 1.3311, -0.6946, -2.8972, -0.6834, 2.104, -1.1305, -2.9203, 0.152, -0.7 227, 0.7827, 0.658, -1.6224, -1.2858, 0.5575, 1.0772, -2.3673, -0.239, -3.1343, -1.3493, -2.1074, -2.4055, 0.0951, 2.7049, -2.7522, 1.4435, -2 .9217, -2.7644, -0.8338, -0.0406, -1.6828, -1.1676, 2.4736, 1.8773, 0.2245, -0.9211, 2.4124, -3.0587, -1.9017, -3.1086, -1.0385, 1.9407, 0.63 29, 2.9327, 0.3879, -1.294, -0.12, 0.0104, -0.4066, 2.0508, 0.3443, 1.9983, 1.1543, 1.164, -1.8606, 2.3082, 1.9513, 1.1236, -2.2854, -0.767, 1.0311，1.6809，0.8848，-2.9534，-0.5042，-0.3721，1.2892，-1.5411，1.4111，-0.4527，-3.0161，-1.7934，-1.1397，-2.658，3.1384，0.5838，0.2661，2.7425，-2.4127，0.0627，2.8444，-2.8821，2.3084，-2.6724，-0.5319，1.0577，-2.7325，2.1937，-1.776，-2.5842，-2.0208，-0.838，-2.2632，0.2978，-1.3384，0.1282，-1.5526，-1.7793，1.6752，0.9931，2.9565，-1.028，-2.2882，0.6455，-3.07，-2.6211，-1.5704，2.9197，0.4956，1.3433，-1.0401，2.5045，1.3533，-1.0857，1.6081，0.3243，-0.4627，-1.0673，2.2613，3.0713，-0.9891，-0.2695，0.9829，-1.0983，-0.1865，0.1833，-1.6516，1.0836，3.0853，-0.95，2.4254，-1.3774，-1.6721，1.6755，1.5436，1.137，1.1348，-2.53，3.0277，-0.7706，2.0355，2.9624，-2.3652，-2.9992，0.3751，-1.1451，-0.5739，-1.3349，-1.3111，-0.8828，2.6288，-0.3677，2.6024，-1.0845，-1.877，-2.877，1.0221，-0.6459，-2.0811，-2.2745，-1.3023，-1.5401，-0.579，2.8634，0.8907，2.6675，2.5107，-0.2835，2.5054，-1.3002，1.3457，0.3866，0.8156，0.99，-2.1348，-1.2879，1.6522，1.7998，-2.9607，-0.878，1.3589，-0.7191，0.0172。.

[0232] Sequence set 6: This sequence set 6 includes four sequences (denoted as the first sequence, the second sequence, the third sequence, and the fourth sequence), and the length of each sequence in sequence set 6 is 256. For any sequence in this sequence set, the amplitude of each element in the sequence is the same. The phase of the elements in each sequence can be found in claim 6, and will not be repeated here.

[0233] Sequence Set 7: This sequence set 7 includes two sequences (denoted as Sequence 1 and Sequence 2), and each sequence in Sequence Set 7 has a length of 512. For any sequence in this set, the amplitudes of all elements in the sequence are the same. The phases of the elements in each sequence can be as follows:

[0234] The phases of the elements in the first sequence are as follows: -1.741, -0.0679, 0.4991, 2.9167, 2.7786, 2.8718, -1.1279, 2.2911, 1.5469, -1.6307, -3.0562, -1.6512, -2.1327, 0.8723, 0.2832, -1.2522, 2.1328, -3.1322, 2.105, -0.3128, 1.8809, -1.6268, 0.9177, -2.1347, -2.764, -2.6262, -2.2445, -2.6948, 2.48, 2.8316, -0.5097, 2.8639 -3.0232, -2.6367, 2.1477, 0.3311, 2.3892, -1.8721, 0.8365, -2.7929, -1.5536, 0.7171, 0.7839, -1.3401, 1.3305, 0.7389, -1.799, 1.9236, 0.1875 , 1.094, 1.0869, 1.0544, -0.7868, -0.779, 2.8939, 2.5652, -2.9421, -2.9294, -2.9255, 1.0142, -0.9273, 2.8466, -0.6989, 1.0683, 0.171, 1.8506, - 2.1913, 2.412, -0.4572, -2.2011, 1.9112, -1.0232, 0.2698, 0.3349, 2.4228, 2.0004, -1.096, -0.1501, -1.6226, -1.2548, 1.9574, 1.5257, 1.9924, - 1.4896, 2.5885, 1.8958, 2.6029, 1.8089, -2.9991, -2.7198, 2.8347, 0.6438, 1.7634, -1.6702, 0.1805, 2.5475, -1.2121, 1.6204, 2.0198, 1.3554, -1 .7709, -2.5712, -1.2647, 1.2157, 2.4604, -2.6991, 1.5207, 0.1496, 2.5281, -0.1998, -0.6282, -0.2162, 1.4076, -1.8296, 2.2646, 2.5439, -1.0578 , -2.3879, -1.9917, 0.8803, 1.3803, -0.5061, -0.434, -0.5161, -0.6603, -0.5898, 2.1759, -2.5669, 0.7926, -0.7691, 2.5209, -1.304, -2.4882, -1.9464，1.9586，-1.2323，2.7031，2.0131，-0.9579，-3.0937，0.9945，-1.4609，-1.362，-0.8925，1.8114，-0.8371，-0.4796，-2.9168，-1.5735，-1.8213，-1.0264，-0.5661，2.1074，-0.8249，-2.8467，0.1319，-0.9763，-0.1674，-2.9287，2.2369，-3.0987，1.5246，1.1173，-2.8334，-2.3955，2.5169，2.9507，-0.1105，2.404，2.7174，0.1856，-0.1068，2.8199，-2.623，-1.5034，-1.661，-0.9155，-2.2626，1.5044，0.6481，0.6656，1.5496，-2.2665，0.0112，1.5967，-1.1874，2.197，-1.7232，-1.9885，-1.2971，-0.2049，1.1638，0.6585，3.0984，-0.1819，1.0435，-1.1303，-1.8371，0.4765，0.2426，0.2734，-2.3368，0.3567，3.0776，1.9494，-0.6129，-2.2113，-0.4358，-2.7074，3.1144，1.7166，0.0386，0.4455，-1.9986，0.6636，-0.9048，-2.3021，-2.4697，1.2808，-2.9983，2.7538，-2.8503，-1.7846，-2.949，1.1656，2.2287，2.5153，1.2675，-1.6416，1.4237，3.0436，-1.0214，0.1101，-2.8155，-1.678，1.1138，1.79，0.1139，-0.1183，0.1646，2.3702，1.2683，-1.492，2.1702，0.5106，1.3497，2.5075，-2.5169，-2.2559，0.7772，-1.2503，2.28，-2.1691，0.8437，-3.0307，2.4994，-1.8138，3.0016，1.8683，-2.5554，1.2886，-2.2151，-1.7288，-2.3472，-2.4369，0.1582，-3.0983，2.9143，1.0087，-0.2757，-0.7618，1.0559，1.9085，2.2179，3.0333，2.0688，-0.7483，-2.3725，1.2624，0.8959，1.2716，0.2325，0.6172，2.911，-0.4193，-1.8931，-1.6815，-2.7458，1.5009，-2.1923，-0.3739，1.6171，2.0473，-2.7291，-1.7748，1.7078，2.6632，-0.7426，-2.2914，-0.9982，-2.7714，0.2924，0.6705，-0.7324，-0.6814，-1.8098，-1.53，0.9356，-2.5669，-1.3387，2.8125，2.4756，1.5634，-1.6627，2.9838，-1.1121，-0.8247，1.9818，0.7833，-2.5011，-1.0506，-2.8797，-1.0696，2.8371，1.0488，-0.7623，1.5124，-1.9269，-1.699，1.1916，-0.9622，2.5004，1.539，0.2526，0.7634，-2.8672，0.5439，1.8231，2.6006，2.5633，1.6138，1.8184，2.7999，-0.0429，-2.6998，0.3321，-0.1301，0.9965，2.6225，2.9593，-1.4594，0.7924，2.0699，1.2331，-0.9441，-0.8609，-1.4778，1.488，-0.7581，0.633，0.4624，-1.3467，1.9377，-1.171，-1.7073，-3.0309，2.7625，-2.0434，0.7505，2.6039，-0.5111，-0.281，1.3848，0.9783，-0.0273，-2.2428，-0.0022，0.3292，0.2785，1.5735，2.2351，1.2199，-3.0746，-2.3177，2.7391，2.1026，-0.1854，0.1275，1.3596，-1.2651，2.7494，1.0137，-2.2422，-0.0271，-1.803，-1.4079，-2.9009，0.7773，-1.0363，-2.8788，-0.8346，1.0229，-0.7102，-0.2369，2.9971，-0.5389，-2.6916，-2.2152，2.2523，-3.0921，1.6674，-1.6519，-0.5359，-1.6311，2.2476，1.8839，-1.8032，-0.2595，1.8003，2.2334，-1.8066，-0.1179，-1.8227，-1.8651，-1.0244，2.4249，2.9894，2.7509，-2.5877，-0.3874，2.7961，-1.9648，-3.1012，0.8617，-2.034，2.0919，-1.563，-1.5142，1.0323，0.3945，2.7817，2.771，-1.2856，-1.7665，-2.4086，-2.0391，2.4651，-2.8059，-0.0702，-0.668，1.857，-0.2084，0.6809，2.4268，1.3162，1.4764，-0.751，-2.6625，0.798，0.577，1.5771，2.3846，0.0649，-3.0431，-1.5212，1.9441，3.0372，-2.1989，2.0019，2.6203，0.947，-0.6007，0.583，-1.3552，0.4247，-0.0207，0.1764，2.1817，0.3368，-0.9942，1.4778，-0.4001，-2.0479，0.1589，1.9823，-0.1229，-1.1531，2.8368，2.543，1.2518，0.4257，-1.7667，-0.7899，-2.7159，0.3286，-2.819，1.5021，1.6614，3.0022，1.7035，3.0247，-1.984，-0.6173，-0.3769，0.7493，-2.9033，-1.2，0.3518，-2.0777，2.9568，-2.5095，0.544。.

[0235] The phases of the elements in the second sequence are as follows: 1.8002, 1.4434, 1.236, -2.9632, -2.9574, 0.256, -2.9466, -2.0824, -2.9655, -0.1222, 2.3594, 2.8964, -0.203, 2.7229, -1.2275, -1.6995, 2.7215, 0.8422, 2.8669, 1.9509, 0.425, -1.2157, -0.878, -1.8948, 0.142, -0.8557, 0.7323, 2.5577, -2.3259, -3.1237, 0.62, 0.9117, 3.0 584, 2.9672, 0.4344, -0.0949, 2.4183, -2.6405, 1.9353, -0.2975, -1.8502, -0.9587, 2.7372, 0.8463, 2.3467, 0.0973, -2.568, -0.4989, -2.5898, -2 0.7769, 0.5475, -3.1289, 0.5844, -1.6373, 2.0239, 1.1767, 2.1946, -2.415, -0.3892, -2.2733, -1.6726, -0.4879, -0.1121, -1.7323, -0.9612, -1.05 47, -0.5993, -0.989, -1.6452, 1.652, -2.8273, -0.3094, 2.5016, -1.6174, -0.9739, -2.3495, 2.6822, -0.6495, 1.5433, 1.8935, -0.0878, -1.7249 -1.0453, -0.1307, 2.8001, -1.6076, -1.9074, -2.2152, 2.1527, -0.3239, 1.4144, 1.6884, 1.3862, 0.0598, 2.9189, 2.9906, -2.4552, -3.0924, 1.770 3, 0.4374, -2.7636, -2.2252, 2.3042, -0.8894, 0.8429, 1.872, -2.9095, 1.192, -1.1769, -2.049, 0.3159, -0.6035, 0.705, -1.5633, 0.075, 2.5616, - 1.4301, -1.8463, 0.3269, -0.4952, 2.6572, -1.3576, -0.1583, 0.5015, 2.3601, 1.4869, -0.6722, -2.5597, 2.0242, 2.732, 2.225, 0.902, -2.8354, 0.7164，2.7673，0.729，2.8795，-0.4248，-2.2299，0.3737，1.0008，2.3769，-0.4127，-2.3815，-2.926，3.0745，0.5187，0.9608，1.1687，1.2186，1.3964，-2.3031，-1.3557，2.0305，-2.8288，-0.1143，-1.291，-1.8637，1.1704，0.2908，0.6352，-1.0851，1.4149，-1.8014，-3.1137，2.5061，1.0083，2.5023，2.2854，-0.1463，1.0209，2.3079，-0.8362，2.4886，0.594，-1.3185，-0.1088，1.1297，0.7903，-2.2493，-2.1665，1.0868，-0.1771，-1.7781，0.136，-2.8151，-0.5225，1.5295，0.7413，-0.5562，0.1552，0.2284，1.3707，0.6494，0.6738，2.3295，0.462，-1.3466，-2.4232，-1.057，2.6345，-2.7126，0.2539，2.5781，-3.0096，1.1495，-0.0387，0.5756，2.7575，-2.0642，-3.0429，-0.303，0.8518，0.3714，1.439，2.4022，-0.4227，-0.4611，0.5958，-2.4147，0.7688，-0.2442，2.3916，1.5788，2.8499，-1.1642，2.0469，-1.4917，-3.1408，-0.7262，-0.9954，2.2745，-1.249，2.442，0.3021，0.2129，0.6223，-2.4906，-1.8738，-2.3952，-2.5484，0.1834，-0.2804，-1.771，2.416，-0.7976，-2.9151，-2.3314，2.7384，-0.6627，-1.7058，-2.5765，1.1435，0.935，0.7133，0.6213，2.6156，-1.5025，0.6843，0.4011，-2.9797，-1.9745，1.5807，-2.9988，-2.1757，-2.1144，2.5182，2.8273，0.6244，2.9515，0.709，0.5219，-1.5051，2.4621，1.6998，-2.6764，0.3249，1.4697，-3.1063，3.1315，1.5021，-1.4112，1.6392，-1.44，2.6651，2.4731，-0.0595，2.7343，-1.4125，-2.6858，-1.8668，-2.1305，2.8167，-2.2243，1.7714，2.8102，-1.7147，-1.1112，-0.3255，-0.7205，1.7968，3.0833，1.9669，-3.1265，1.5881，0.6865，2.409，-2.5782，-3.1409，0.8443，-0.424，1.9978，0.3178，-0.3913，1.0528，2.1225，-1.1609，1.2089，2.3644，-2.4103，3.0107，-1.3973，1.594，0.0146，2.5127，-2.3005，-2.2119，2.7886，2.522，-0.252，-0.9731，-0.605，1.5369，0.1204，-1.8913，-2.9909，-0.6097，2.7614，-1.1703，-2.8879，3.0222，1.2963，0.869，2.6022，-2.3225，-0.0819，-2.9912，-0.2249，-0.0869，0.1627，-2.955，2.5，0.4809，-0.9359，-2.4281，0.2438，-0.8564，-2.2925，-0.9384，-1.5863，-0.652，0.0897，-2.4048，-0.0527，2.7168，0.5559，-2.8469，0.5301，-0.2628，3.0263，-1.6245，1.4128，1.9356，0.8664，-1.0171，2.282，-2.5059，1.6132，2.3928，1.1173，3.1037，-1.4472，0.0672，-0.8602，-2.4708，-1.7421，-3.1172，1.3091，2.0007，2.2808，2.611，1.8937，2.0843，-2.8949，-0.5845，1.7226，-3.0125，2.9442，2.8144，-0.7276，0.699，1.0263，-1.9806，2.5371，-2.5581，-0.5979, -0.1837, 2.0134, 0.8587, -0.2034, 2.0986, 2.1606, -2.8452, 1.4042, -0.5112, -0.9199, 1.8568, -0.1209, -2.9323, 0.494, 0.8826, -2.0898, -2.117, 2.7922, -1.9662, -2.5444, -2.9865, -2.5081, -0.5057, -3.0821, 0.5241, -0.763 3, -2.2824, 0.7962, 2.3666, -0.0427, 2.9068, -2.2608, 1.5426, -0.2476, 1.7192, 2.5419, 1.9227, 1.7152, -2.9317, 0.0146, 1.1253, 0.3997, -1.7835, -0.0422, -3.0073, 2.212, -2.2407, 2.692, 0.6505, 2.5368, -1.1936, -0.9419, 2.2984 , 1.8367, -2.4902, -0.126, -1.1198, 2.7167, 2.3464, 1.3056, -1.9952, -1.9998, -3.0121, -3.0287, 2.9777, -0.2317, 1.5936, -0.7782, 0.617, -1.902, 2.5637, -1.6269, -2.0269, 0.2739, -0.2465, -2.3482, 1.9396, -1.686, -0.8256, 1.68 53, 1.4108, 0.5311, 0.6493, 2.933, -0.7312, 1.9773, -2.2483, -0.9665, -1.8329, -1.5682, 0.0421, -1.0333, -0.2992, -0.9215, -1.5176, -1.9488, -1.3363, 2.7999, 0.8602, -2.1618, 2.6164, -2.5716, -0.7148, -0.1889, 1.9906, -1.0272.

[0236] Sequence set 8: This sequence set 8 includes three sequences (denoted as sequence 1, sequence 2, and sequence 3), and each sequence in sequence set 8 has a length of 512. For any sequence in this set, all elements in the sequence have the same amplitude. The phase of the elements in each sequence can be as follows:

[0237] The phases of the elements in the first sequence are as follows: -1.3142, 0.1446, 0.4919, -1.2402, -2.2676, -0.954, -0.9422, -2.8837, -0.2102, -0.4015, -1.3747, -0.4533, 2.3904, -2.4297, -2.4594, 2.5462, -2.8364, -0.2681, -0.4047, 0.1586, 2.4344, 0.7449, -1.7454, 0.1275, -2.8004, -1.1177, -1.043, 0.3221, -0.7161, 2.8351, -1.468 3, 0.3569, 0.2656, 0.0472, 1.3402, -1.1396, 3.0849, -2.8861, 1.5561, -0.0874, 2.8281, 2.8235, 0.0347, -2.399, 0.9294, -1.1641, 0.9507, -2.564 5, -1.1373, 0.3996, 2.703, -1.3056, -2.2363, 2.3126, 1.3375, 1.5508, 0.8969, 3.0475, -2.1296, 1.5462, -1.8571, 2.4545, -2.0732, -0.7483, -1.45 22, -0.1329, -2.2109, 1.8043, 2.2902, 3.0941, 0.1089, -1.9229, 2.092, 0.7008, -0.694, 2.6766, 1.7349, 2.1715, 2.5643, 0.68, 1.7882, 0.4591, 2. 3151, 2.6022, -0.8805, 1.1427, -1.0401, -1.4283, 2.1195, -2.0869, 1.0178, 2.0115, -1.6816, -0.5271, 0.2703, 2.3474, -2.8043, -2.7263, 1.2288 -2.9595, 2.5632, 1.6678, 0.7003, -2.1324, 2.8032, -2.5441, 1.0623, -1.8364, -2.5349, -2.0554, 1.9612, 1.5798, 1.2545, 1.2623, 1.2228, 3.1115 -0.6316, 2.6867, -1.3457, -3.0751, 0.2551, -0.9278, -1.8798, -1.763, -0.2225, -0.9241, 2.2623, 2.6166, -2.0651, -1.3654, -0.8239, -1.2993, 1.0775，2.817，0.4721，1.5318，0.2259，-3.0012，-2.4642，1.9529，-1.7655，-2.6176，2.5152，-1.9971，2.5287，0.2978，2.7794，2.3266，3.1301，-2.3293，-0.4721，1.043，-1.7556，-0.0237，-2.7355，2.9739，0.8444，-1.1452，2.2002，0.8853，-0.781，1.5747，2.7961，1.1867，0.1223，-0.6694，0.0018，-0.9383，2.5981，-0.596，1.4418，3.0011，-1.1054，-0.0323，0.9184，1.659，-2.1469，-1.0239，-2.6617，2.0283，-2.4812，2.3435，-1.4027，2.5583，-2.5793，0.7898，1.7523，-0.5641，-0.8163，1.473，-2.2642，0.0881，2.5248，-2.9767，2.5125，2.3384，-1.035，-2.7719，-0.8117，-1.9887，-2.461，-2.996，-0.2272，-2.2263，1.5089，-0.9903，-1.1193，3.092，2.0654，1.7522，0.1925，2.496，3.0017，1.3321，-0.1273，-0.3488，0.1462，0.87，2.2014，-2.5122，3.138，0.2086，2.8724，1.6231，-1.016，-2.9388，1.033，1.4434，2.1284，2.017，2.7684，1.6901，3.0802，-0.4822，1.8846，1.6913，0.8732，2.4389，-1.9901，-2.9954，-1.2842，2.4424，0.6093，0.1262，0.2149，-1.9419，-0.9713，2.3884，1.0799，3.0068，-1.83，1.7309，-2.8488，2.4299，3.1174，-1.4873，-0.3266，1.1231，2.6132，-0.0103，-0.2398，-2.5907，0.7033，-1.1896，0.449，2.0085，-0.8713，-2.0388，2.1608，-2.754，1.5793，-2.53，1.9219，-0.6595，-1.8914，-0.2131，-0.5826，2.0129，-1.1745，0.5901，2.4775，-0.2776，-0.0179，-1.6225，-1.3349，-0.2085，-2.6515，1.8167，-1.8317，-1.212，1.3829，1.8211，0.379，-1.1763，2.5194，0.2099，0.5218，-2.0381，-2.5029，-2.8368，1.9326，0.1221，0.0348，2.052，-1.0421，-2.9422，-2.4101，-1.4681，-1.3255，-0.1222，-1.907，-2.4147，0.5844，-2.1743，-1.1453，-1.2673，-0.1393，3.1191，-0.6823，-0.3941，-0.181，2.354，-0.1494，-2.12，-0.9935，2.7915，2.6606，-2.5777，-3.0404，-1.6235，2.8277，1.0261，-0.6131，1.813，0.5428，0.8142，1.0679，1.8387，1.6822，2.4764，-1.2277，-1.6763，-0.3309，1.9051，2.7331，1.2164，1.504，-0.9824，-2.5399，-2.4801，1.0924，-2.3901，1.2047，2.1853，-0.5811，2.0795，-0.8003，-0.5947，0.3255，-2.767，0.6494，2.3878，-1.0101，-0.5589，1.5912，-2.6877，2.9082，0.9938，1.8756，-1.1318，-2.1431，0.357，0.5464，-2.1371，-2.64，0.5445，-1.6955，1.3401，1.427，2.909，0.7439，0.0626，0.4995，0.9853，3.1349，-1.0922，-2.6367，1.8753，-1.6855，1.1772，-0.6186，-2.8723，-2.5074，0.1556，-2.6319，-0.8205，-2.8104，1.3694，0.5363，-0.1869，2.2328，-0.3933，1.6672，2.6945，-1.2566，-2.1392，-2.6527，-2.1578，-1.2841，2.5053，2.4796，-2.3126，-2.5585，-2.6769，2.5662，-1.2811，-1.6735，-2.1195，-0.3221，-2.9201，-2.7164，2.6269，1.8043，0.6668，-0.3432，-2.7983，2.313，2.7745，-2.4594，-0.8113，-0.102，-0.955，1.1868，-0.8808，0.3378，-2.0793，3.0111，-1.6413，-2.5313，0.5719，2.793，1.9219，-2.2171，-0.2111，1.4927，-2.8948，2.2321，3.0266，-2.0412，1.5572，-0.4691，-1.0739，-2.823，-2.1119，0.5387，-1.8443，1.6201，-1.3458，-1.8848，-0.7588，1.7684，-1.9337，-0.1699，2.2588，3.0759，-2.2981，-0.2907，-2.9186，0.5934，-0.3902，1.7812，-0.0439，-1.0548，-2.8582，-0.7699，-2.6195，2.7952，2.2695，-2.1635，3.0143，-1.7606，2.0022，3.0109，-1.5122，-0.6235，-1.7626，2.4212，-0.5326，2.5754，-2.0008，1.8667，-0.5235，0.2845，2.6202，0.1667，0.9439，-2.2619，-2.0529，1.444，-0.5973，-2.5358，-1.3801，-2.215，1.1275，0.3646，-0.5104，-1.4527，-0.9958，2.5916，1.3213，2.5656，2.6679。.

[0238] The phases of the elements in the second sequence are as follows: -2.5097, 0.4737, -2.4653, -0.3343, 1.9283, 0.9214, -2.0408, -1.9515, -1.8683, 1.8888, 0.1445, -0.7521, 1.2086, 0.4549, 1.7156, -0.6083, -0.0394, 1.2743, 2.7354, 0.0339, -2.6096, 2.3731, -1.2976, 3.0958, 2.0361, -1.5691, -0.8524, 2.0849, -2.771, 0.3437, 3.1164, 2.547 2, 0.6285, -3.0328, -2.4986, -2.0429, -2.5712, 1.4325, -2.6149, -2.6723, -1.2297, 0.5316, 2.5552, 0.5255, 2.1036, 0.718, 1.3924, -0.2757, -0.8 176, -2.8213, -2.0304, -2.5001, -2.4003, 1.3714, 0.0119, -1.2361, 2.321, -2.8855, -1.9555, -0.4713, -2.3997, -1.9612, 2.8409, -3.0851, -2.791 9, -0.1579, -2.509, -0.2558, 2.1098, 0.0107, -1.3001, 1.5513, 0.7034, 2.0813, -2.0043, -0.5739, -0.1571, -0.1205, 2.294, 0.7224, 0.6991, 0.565 4, -2.7424, 2.9757, 1.7266, 2.2836, -0.0295, 0.4291, -0.0028, 2.7167, -0.2558, -2.007, -1.9432, 0.2782, -1.7842, 0.7158, 0.0316, -2.338, 2.385 1, -0.5064, -2.0636, -1.5719, 2.6594, 0.8633, -2.4704, -0.5252, 2.7871, -1.5739, -0.9885, 1.2608, 1.1844, 2.5026, -1.0703, -1.185, -1.9481, -1 .4377, -2.476, -1.2643, -0.9618, 2.1559, 0.4432, -1.6786, 0.2055, 1.7678, 0.6448, 2.5279, -0.3915, 1.3464, 2.3352, -1.2914, 1.4378, 2.7926, -1.4223，0.3163，-1.3083，1.3047，-0.369，2.683，0.9932，-0.2651，-0.4472，3.0541，2.843，-2.0738，-2.0651，2.841，1.8036，2.936，0.9144，-2.8205，-0.9711，1.213，-0.1036，2.1266，-0.3232，-1.1039，-2.8816，1.5101，1.2958，-0.9851，-0.4324，-0.9787，-1.2001，-0.6136，1.6119，-0.9679，0.93，2.6468，-2.0923，-0.2141，-0.9455，0.1404，-0.5089，-0.0594，-0.272，-2.7852，1.2423，2.8561，1.6126，-0.6295，-0.4884，1.1867，0.7735，-2.4539，-2.4995，-2.7528，0.9083，-1.0403，-1.4345，-2.2509，-3.0769，-2.4565，-1.3704，-0.1523，2.7932，2.0582，-0.9845，1.9822，0.5713，-1.461，-1.347，-0.8803，-0.014，1.1947，-2.2052，-2.0338，0.5105，-1.7849，-0.4727，2.6498，-1.1429，2.746，2.3403，0.421，-3.0381，-0.2404，3.0412，-2.5354，-2.7486，0.2201，-2.3906，-1.9604，-1.5912，-0.0978，-2.8996，0.7736，1.6309，0.8524，-2.6088，2.0093，1.3955，-1.627，1.8406，-1.5953，-0.2147，1.2044，-0.5234，-0.3385，1.8307，-1.3707，-0.1307，1.6333，2.3303，-0.8955，3.0353，0.7232，1.7617，-0.1313，-3.1074，2.0917，-0.0533，-0.9532，-0.0583，-2.2451，2.1302，-2.8568，-2.9681，2.6432，-2.3601，0.1378，-0.5464，-1.2555，-1.8646，-2.7447，2.546，-3.0047，-1.3133，1.7156，-3.0864，-2.0814，1.3329，0.4831，0.7547，-2.6251，-1.8695，-1.6313，0.4202，0.9096，-1.1718，-1.9356，-1.3809，0.3735，-0.5829，0.6987，-0.0973，1.3413，-1.0745，-1.2766，-0.7611，1.0646，-1.1926，1.9922，0.9849，-1.7472，2.9321，-2.2559，-2.2236，-2.1873，0.2952，2.9927，0.0353，1.0756，-0.1889，2.1716，0.649，1.7272，0.9959，-1.958，0.2553，-2.6154，1.439，-0.1696，-1.9679，1.2356，2.0772，-1.5215，-0.9841，2.3347，2.222，0.7629，3.0618，1.0873，-1.4695，-2.7422，-3.0128，0.2687，1.724，-0.1468，1.4651，-1.9842，0.1625，-1.9759，-0.3811，1.9245，-2.8176，-0.9103，1.6452，1.8128，-1.5083，0.489，-0.0527，2.5498，-0.4687，-2.2767，-1.9638，-3.0999，2.2394，1.6122，-2.3989，2.7039，2.8861，-0.3378，-0.9561，2.6132，-0.3931，-1.5741，1.1243，0.1542，0.741，1.4447，2.7714，-2.4539，-0.1389，1.0941，0.8071，1.682，0.6235，0.8349，-0.0233，1.8132，0.7083，1.176，-2.2884，0.6937，3.1272，-3.0214，-0.7531，-1.4023，-1.3399，1.8844，0.9787，1.258，-1.2727，-2.2873，-2.1207，3.0898，1.1536，1.8288，0.3797，0.4656，0.5167，2.6091，0.5052，-1.7582，1.993，0.5826，-2.684，-0.9569，1.5092，1.8926，1.7718，-1.3687，0.4963，1.6209，-0.526，2.6255，-2.2517，1.1367，-0.9387，-2.072，0.0622，-1.921，-2.8507，1.4984，-2.8631，-1.3688，1.3642，1.8797，0.5849，-0.039，1.9897，2.8228，3.0017，-1.8722，1.0024，-1.9442，1.1609，-1.4615，0.0194，-1.6882，-1.0299，0.9646，-1.8952，-2.0014，0.3889，-0.0305，-0.7402，1.9282，1.0253，-2.0377，-0.0072，-1.224，3.002，0.2188，-0.1187，-2.8835，-1.569，0.0014，-0.3599，-1.9589，0.8236，-2.5036，1.6049，2.4783，2.4182，2.5969，-2.826，0.7162，0.3346，-0.1914，-2.7742，-0.1601，1.5421，0.0123，0.2855，2.6384，2.8958，-2.5484，2.2922，0.9698，2.2656，-1.3985，-0.981，-2.6895，-2.7313，2.7753，2.1642，-1.9749，2.7286，-2.3581，-0.193，0.9118，2.857，-2.2428，-2.3835，-2.756，1.6585，-0.9873，-2.6315，0.8586，-0.7158，2.937，2.7077，1.9114，1.2841，1.1323，0.2218，2.3191，-0.4162，0.9846，2.04，-1.8282，-1.4478，-1.5069，1.7866，-0.3156，1.6374，-2.5609，2.0726，-2.2986，-0.4688，-2.5324。.

[0239] The phases of the elements in the third sequence are as follows: 1.4677, 0.0567, -2.6938, 1.7533, -1.9012, 1.7948, 1.9739, 1.2871, -1.7233, -0.6612, -1.614, -0.8769, -2.9853, 2.8724, 0.2162, -1.4607, 0.5495, 2.2194, 1.1269, 1.7761, -1.3658, 0.7258, -0.9327, -2.9211, 2.0509, -1.2499, 0.2241, -1.079, -0.8764, 0.6541, -1.7602, -1. 5366, 2.8332, -3.0493, -0.9791, 0.3329, 0.0095, 2.8457, 0.829, 0.4291, 1.005, 3.0304, -1.9546, -1.9661, 1.2518, -0.2567, -0.4242, -2.6036, 2. 4494, -1.7247, -2.9224, -2.0077, 2.0045, 2.0481, -1.4557, 2.4657, 3.1235, -3.0755, -2.3837, -1.3145, 2.1812, -2.7019, -2.6178, -0.1224, 3.036 2, -0.2983, -0.3598, -1.7105, 2.594, 0.6284, 2.5496, -3.0581, 0.5744, 0.5968, 1.9047, -1.8548, -1.6451, -3.141, -0.3333, -1.9324, -1.8821, -2 0.4352, 0.1782, -2.3019, 0.0407, 2.8754, 0.7991, 2.9432, 2.2278, 0.941, -2.5485, -0.4187, 0.9029, -1.1121, -0.477, -1.4584, -0.0191, 1.5713, 0. 8082, 2.1163, -0.0704, -1.6527, -0.8304, 0.7828, 2.1387, -0.6216, 1.9329, -0.0997, -1.4243, 1.7699, -3.014, -2.2994, 1.0006, -1.2649, 1.2296 , 0.1884, -2.8944, 1.7579, -0.1429, -1.0238, -1.3478, -0.5996, 1.4119, -2.5074, -0.1638, -1.4247, -2.6886, 3.1008, -2.463, 0.1563, 0.8649, -0.3664，-0.3672，3.0539，-2.4159，-0.3678，-1.9016，2.7528，2.6987，0.8587，-2.2522，2.8683，-2.2237，-1.5412，-1.0161，2.5195，2.846，-3.0708，0.0541，-0.7708，-2.4907，-1.463，-0.1274，-0.2946，2.053，-0.3549，0.71，0.2476，-2.5694，-1.3471，3.0244，-0.9832，2.9248，-2.8727，-2.7095，2.6975，-0.8354，-0.7975，2.8142，-1.2827，0.5713，0.7461，1.0451，-0.9701，1.2473，-1.2756，-1.6625，1.607，-0.6053，-2.4932，-0.1533，0.2198，-0.6726，1.6919，0.9911，-0.2299，-2.0714，-0.5678，1.3308，-2.3324，0.2059，-2.9555，-0.8221，-1.0295，-1.3969，1.784，0.204，2.1266，0.0188，-2.8658，1.7172，2.5331，2.5957，0.3481，-2.0349，0.4985，0.821，2.0502，0.8392，2.6972，-1.5331，-1.3492，2.1346，3.1092，0.357，2.1468，0.7317，-0.3018，-0.0244，-2.4709，-1.4568，-0.761，1.7377，1.1867，-2.6411，-2.4321，0.4813，1.5592，-0.2388，-2.7941，2.6107，1.9337，2.3425，-1.7184，-0.2253，-1.897，2.5605，3.0939，2.8762，0.3214，3.0749，0.0693，-0.442，-1.2027，-2.2855，-0.0722，-0.6075，-1.7364，2.9177，-0.4923，1.807，1.7517，-2.649，-2.3766，1.8029，-2.86，-2.578，2.4583，-1.6905，-1.7513，1.1373，-2.8818，-3.0908，-2.9443，2.506，-2.4437，0.5702，-1.6879，2.0008，3.005，-0.3669，-0.3692，-1.5416，0.759，0.0529，0.3148，-2.7388，2.4928，2.1165，-2.6774，-3.1402，-0.6113，2.905，-0.0008，1.6126，-2.1091，0.8004，1.6399，-2.9455，0.5907，-1.7775，0.1778，-2.3494，3.0314，1.6737，-1.5757，1.1056，-1.1072，-1.89，-1.9277，2.9692，-2.923，-1.2832，-2.6196，1.3448，2.2549，2.5226，-1.9404，0.7284，-0.8875，-2.5666，1.7931，-1.9305，-0.7469，0.2958，2.5333，-2.9109，1.3662，2.6856，-1.1189，0.1007，-0.5271，1.1451，-1.5374，-3.1314，2.7713，3.0837，-2.4512，2.6546，0.2447，2.8823，-2.6797，-2.5678，-2.2075，-2.8545，0.2096，2.6177，-1.8448，-0.5944，-1.376，-2.6723，2.2322，1.2463，0.8967，-1.7047，2.105，1.5162，2.9621，-0.174，-2.3688，0.6827，-2.0212，-1.2047，-0.0338，0.3007，-2.8351，-0.3075，-1.3636，3.0528，1.9058，-2.34，0.9895，1.0375，0.8124，1.081，2.2857，-0.1641，-2.6581，-2.7065，0.0868，-0.4273，0.0525，-2.1267，1.1957，0.6488，-1.4348，-3.1084，-0.7108，1.4599，3.119，1.1064，-2.0832，1.7418，-2.1583，-1.4787，2.4075，-2.3394，-0.3615，-2.6409，-1.6051，-0.1725，2.2079，-2.9641，2.5749，-1.1973，-2.064，-3.109，-2.3338，-1.4235，-1.6689，-1.7947, 2.1812, 3.0726, 2.0605, -0.4193, 0.4176, -0.575, 2.3943, 2.6466, -2.4948, -0.3653, 0.9071, -1.2002, 0.8924, 0.0901, 1.6672, -1.2328, 2.8896, 0.3786, -1.3758, 1.8909, -2.784, -2.5066, 1.6419, 1.7162, 0.4659, 1.7546, 1.7347, -1.583 4, -1.0189, 2.1921, -0.2662, -2.1179, -0.9449, 0.8922, -2.999, -0.6374, -2.4031, 1.2157, -0.4141, -0.2569, 0.083, 0.2457, -1.7298, -2.7679, -2.9216, 1.7236, 0.8288, -1.5581, 0.6446, -3.1396, -2.8644, 0.8195, -0.8442, -2.0836, 1.8887, - 1.2495, -1.1852, -1.5229, -1.1458, -2.1977, -0.0983, -1.8617, 0.5798, 2.8186, -1.1513, -0.6684, -3.1102, -0.0078, -2.7167, -1.9439, 3.0374, 0.4149, 1.2016, 2.7994, -2.8943, 1.966, 2.2439, -1.7784, -2.1577, 0.0809, -0.1975, 0.6548, 0.3 416, 1.5628, -1.9651, 0.9062, 0.2573, 0.1525, -3.0269, -2.7002, -3.1314, 1.3653, 2.9265, 1.3931, -3.1051, 0.9148, 1.9785, 3.112, -0.3537, 0.8152, 2.4529, -2.4019, 1.7403, 3.032, 2.585, -0.5099, 3.0538, -0.0305, 0.1882, -2.9918, 1.6339.

[0240] Sequence set 9: This sequence set 9 includes four sequences (denoted as the first sequence, the second sequence, the third sequence, and the fourth sequence), and the length of each sequence in sequence set 9 is 512. For any sequence in this sequence set, the amplitude of each element in the sequence is the same. The phase of the elements in each sequence can be found in claim 7, and will not be repeated here.

[0241] Sequence set 10: This sequence set 10 includes two sequences (denoted as the first sequence and the second sequence), and the length of each sequence in sequence set 10 is 1024. For any sequence in this set, the amplitudes of all elements in the sequence are the same. The phases of the elements in each sequence can be as follows:

[0242] The phases of the elements in the first sequence are as follows: 1.2726, 2.9035, 2.0645, -2.3328, -0.9755, 1.8117, -2.3078, -0.9297, -0.3254, 0.1607, 0.1843, -0.5996, 3.0383, -1.5068, 0.1987, -1.9284, 3.1183, 0.2184, 1.4256, 2.0289, 0.1176, 0.2222, 2.6276, -0.2525, -3.0487, -2.646, 2.6406, -1.5729, -1.6187, 2.4969, -2.884, -2.80 03, 1.7167, -2.4541, 0.9434, 0.3019, -0.5692, 2.9083, 2.9546, 2.4118, 1.1555, -2.98, -2.9279, 1.7555, -1.5108, 0.2682, -1.2592, 2.9789, 2.931 3, -2.4749, -0.635, -2.0221, 1.9723, -2.2904, -0.0347, 2.4434, 0.6128, -1.5742, -0.2142, 0.9708, 1.8081, -1.4529, 3.1258, -2.0796, -2.4848, 0. 2266, -0.9474, -0.5256, 0.9802, -1.4007, 0.3939, 0.6012, -2.1634, -1.7885, 1.7914, -1.4572, -2.1032, -1.9728, -3.0058, 2.3872, -0.4126, 2.56 96, -2.127, -1.2194, 1.9284, 2.8468, 2.3425, 2.676, -0.1426, -0.8257, 0.3626, -2.7826, 0.3457, -1.2779, 2.5998, -0.9122, 2.6017, -2.1806, 1.21 76, -0.3294, -0.4103, 2.8624, -2.553, -2.8583, -0.1843, 1.581, 0.8707, -0.5142, 1.7665, 1.3131, 2.3427, 2.3374, -0.2439, -0.1733, -0.5409, 1.6 485, -2.0624, 2.0194, -0.4759, -2.3302, 0.4871, 1.3225, -0.8808, 1.6252, 1.9547, -1.8576, 3.1169, 1.0834, 1.4582, -2.6332, 2.7907, 2.7153, -1.9453，-2.2476，2.8847，2.0913，2.1252，-0.9326，1.5803，0.5905，1.9628，-2.8878，-1.4529，-2.6369，0.0289，-2.1732，1.5124，-0.0777，-0.5166，2.9359，-1.9921，1.471，0.7458，-1.7591，-1.3136，-1.3413，1.819，2.711，-0.2583，1.4939，2.0633，2.3889，-2.9024，-1.5596，3.0651，-3.0782，0.4646，-1.8051，-1.9342，-1.6189，0.7044，-2.7917，1.9795，1.1527，-1.2316，1.3702，-0.2617，0.2013，-0.3785，-0.9336，-0.4207，0.2597，-2.6376，-0.7835，2.3709，0.537，0.1084，1.0627，0.4207，-1.3611，0.6448，-1.8191，-2.6822，-2.7331，0.4661，-2.8943，-2.4181，-0.9759，2.6845，-1.197，1.3728，2.6919，2.9953，1.6572，-0.7842，-2.2228，1.0378，2.6273，-0.9955，-2.8887，-0.2292，-0.9595，-0.8329，1.2692，1.0033，0.4173，0.2211，-0.6595，2.725，-2.7095，0.1267，-0.2327，1.014，-2.971，1.6392，-1.1676，1.1653，-0.6244，-0.8091，-0.1761，1.9859，-1.6833，-2.9485，0.448，-1.7001，3.0093，1.0261，-0.7073，0.3477，1.7191，2.9717，0.9853，1.828，-2.0804，1.8574，3.0246，2.5385，2.7011，-0.7837，1.0026，-0.4672，0.3454，2.4177，-2.9615，-2.9593，0.8873，-0.5358，2.3679，-1.5717，2.0966，0.6054，-2.8132，2.9404，0.446，0.9819，-1.4549，0.6665，2.5771，-2.0128，0.6417，2.3952，-0.7347，-1.5857，-1.4528，-2.0269，0.0672，-3.0486，2.724，-3.0489，1.1442，1.5584，2.4983，-3.0966，2.5589，2.6586，-0.0478，3.1283，-1.164，0.9825，0.5576，2.218，-2.1323，-2.0471，-0.0117，-0.4708，1.2966，-1.1047，0.8847，-1.7179，-2.712，2.1946，-0.0103，3.0764，-0.6631，0.204，2.3197，1.0694，0.7826，0.4322，-2.2966，-0.7283，-1.4506，1.902，-2.7158，-2.6967，1.4562，-0.3473，0.2373，0.1506，-0.493，-2.3542，0.4449，0.1459，0.1892，1.6505，0.8325，1.4034，0.7509，-2.6174，1.7253，-1.8357，-1.3435，2.3037，-0.8336，-1.3999，-1.9424，1.6621，0.8487，-3.0042，-2.6263，0.0149，-0.7506，-2.4559，-0.674，-1.6244，-0.3199，-1.5568，-0.9261，-2.5507，1.1411，1.482，-1.4652，0.0862，-2.7064，2.8368，-0.4314，1.352，-0.7969，-2.0556，1.3936，0.0917，0.743，-2.3061，-0.6803，-1.1828，-1.5316，-2.0059，0.2006，-0.3863，0.2994，-1.782，-1.651，0.8513，-1.767，2.1491，-2.5091，1.4626，0.704，1.5721，0.0295，2.963，2.3293，-0.6076，-1.2054，0.6493，-1.0577，-1.3269，2.3978，-2.8882，2.2725，0.1134，-0.0691，1.1218，-1.087，1.9865，-2.3745，-0.8684，1.4992，1.3116，-1.5258，1.8576，-2.0523，0.1394，0.1588，0.4698，-1.2153，1.8722，2.4166，-2.1514，-1.324，-1.0561，2.8261，0.852，-2.0726，-0.5068，1.7389，3.0928，-1.8735，-2.806，-0.2567，0.7133，-1.4387，1.8905，2.8289，-0.7251，1.7831，1.748，2.6764，0.992，0.347，-2.0697，2.3113，2.0439，1.0859，2.7707，0.1508，0.8405，0.1086，3.0616，1.0079，-2.7283，-2.3718，2.7104，-2.1874，-0.2532，2.9517，-0.9987，0.0024，0.5269，0.9595，-0.5581，1.0864，-0.4665，-1.1701，1.4404，-0.5881，-1.3471，-0.8646，1.5486，2.1195，-2.3772，-0.8916，-2.2753，-0.0453，3.0483，-0.3854，-3.103，2.6664，-1.5353，1.7506，-2.5453，1.2705，-2.4024，-2.9001，-1.145，-1.6677，2.1544，-0.8646，-0.2709，0.7819，-1.4，1.4643，1.9208，0.2596，-2.3897，-3.0934，-1.7685，1.9458，1.8476，2.1911，-2.6997，-0.6935，1.0036，0.5991，-1.8606，0.5731，1.0339，-1.9868，-1.8661，-2.8726，-1.311，-1.9986，2.6828，0.9343，0.1414，-0.2344，-0.3835，-0.8831，-1.5937，0.0913，0.506，1.1444，-0.3145，-1.246，1.6771，-1.1846，-0.5818，-2.05，2.9845，-0.6549，1.0745，1.1914，-0.8526，-2.9499，1.6187，-2.138，0.6336，-1.0202，1.1325，1.2365，-0.5643，-1.5284，-1.9567，-2.2196，-2.032，-0.4044，-2.8338，-0.5937，2.3086，0.0015，0.44，-0.3505，2.2817，1.6605，-2.0587，2.0757，1.0254，-1.8592，-2.2757，-1.5143，2.106，1.3517，2.246，1.4212，-0.7107，-1.4576，2.0651，-2.8586，-0.8801，-1.4067，-0.2251，-2.2918，1.4202，1.9728，-0.2024，3.031，-1.2456，-0.3351，1.3495，-3.0721，2.621，-0.7783，-1.5744，-0.0409，2.6267，0.3935，1.377，-2.6248，-0.2276，0.2443，-1.2245，-1.5728，0.5338，0.2302，-0.0951，-2.5767，-0.1276，-2.7266，-0.3368，-1.1227，-1.2221，0.0113，3.0295，-2.8545，-0.4201，0.7779，-1.4762，-3.126，-1.1252，0.2167，-2.7539，2.1024，1.3033，2.8431，1.0296，-2.8187，1.973，2.4237，-0.2682，-2.9008，2.7426，1.7697，-2.0339，1.7861，2.9118，-1.2928，-0.9279，-2.3304，-0.6949，2.8157，-2.6073，-1.8532，0.2099，1.3778，-2.603，0.984，-2.2805，1.7446，-0.5829，1.966，2.7595，-0.5734，-2.2545，-1.1997，-1.3897，3.0071，-0.7444，2.734，2.4273，1.3248，-1.5891，-2.8585，2.0143，-1.5641，1.342，0.6794，-2.8438，-1.8388，-2.1137，-0.0926，-2.8904，-2.869，1.7948，1.5687，-0.2758，0.5329，2.1884，2.3485，2.3742，2.6154，-1.6263，-2.5136，-0.6007，0.1876，0.2268，-0.3461，-0.0451，1.64，-0.7786，-1.962，0.2418，-2.0722，0.6921，2.7702，-2.8641，0.7935，1.376，-2.2892，-2.4485，1.8216，1.805，2.8473，-2.7531，-0.0254，-3.0092，0.3929，0.5873，-1.7356，-0.9983，-1.2014，-2.6122，2.1944，2.5753，1.3208，2.1884，1.672，1.5814，0.1205，2.5353，-3.0551，-0.9616，1.8276，1.1248，0.366，-1.3945，2.821，-0.4599，2.5164，1.2563，2.275，-0.419，-1.8231，2.2646，1.3411，-0.5298，0.7481，2.9535，0.9237，0.9433，-2.7507，1.1481，2.3943，1.8532，2.9358，1.7761，3.1147，1.4146，0.2057，-1.8822，0.9679，-2.4452，2.2156，2.9533，-1.1416，-1.4345，-0.3016，1.7189，1.7053，3.0545，-1.0234，3.0948，1.0316，-1.6493，-0.5654，1.0733，-0.0754，1.3151，-0.7958，-0.4813，2.5318，3.0086，-0.2276，1.118，2.5706，2.7506，-1.8213，1.2234，-0.659，1.3681，-1.9275，-0.75，2.5358，0.461，1.4855，1.1891，2.6339，-2.8325，-1.2837，3.0197，2.5639，0.1027，0.3562，1.1143，-1.0041，2.4857，-0.3152，3.0422，0.3389，-0.9465，-2.4746，-1.8006，1.0648，-1.4563，-2.4472，-2.8077，1.8717，-1.7106，0.0965，-2.9024，-2.3551，-2.7277，-2.1084，2.7388，2.5878，1.2173，-0.9406，-2.0207，0.3352，-3.1156，3.0716，-2.0322，-1.5769，-0.5306，2.0477，0.5998，-0.1046，2.6008，-0.3865，-0.1047，-2.4572，2.4222，1.1052，3.004，-1.4616，2.8505，0.4954，3.0516，1.5792，0.2781，-2.9717，-0.7757，1.5682，2.4919，0.7998，-1.7444，-1.4895，0.0767，-2.1335，-2.0429，-1.4346，-2.9165，2.754，-1.9349，-2.0683，2.5714，0.6474，-0.7498，1.8768，1.8372，-2.8238，-0.1768，2.8352，-2.2794，0.6669，1.1373，0.9859，2.1812，2.9988，-2.0154，1.794，-1.5322，-1.748，2.2664，-1.3862，-0.4449，-0.1085，0.0212，-1.076，1.5816，0.3814，0.7196，0.9443，0.4694，-0.4048，0.7668，-1.4364，-2.4933，-1.0643，1.6339，1.048，1.7293，-2.0486，0.6128，2.9881，0.9332，-1.9189，-1.2162，-0.8813，-0.2794，-1.5512，2.1069，0.4299，2.9304，-3.0956，-2.9657，0.2885，1.9983，-3.0445，0.5577，2.4716，-1.3916，-0.1438，-1.5657，2.2412，2.6895，0.661，2.3028，-0.3102，2.3578，2.1964，2.1208，0.9025，2.047，-1.8697，-3.1233，-0.1246，2.3665，2.5912，-1.0614，2.6039，-1.5891，-2.7793，0.3316，2.1507，-2.8635，2.2684，1.0872，1.4877，-0.9406，-1.9919，0.2872，-2.2931，1.6776，3.0577，-2.1104，2.0149，0.9524，-0.3957，-2.3431，2.8466，0.7442，1.5412，1.936，-2.459，0.9348，-0.3075，-2.1136，-1.9476，-2.2386，-0.4838，0.9343，1.4286，-1.7875，0.7953，-2.3466，-2.4866，1.2627，-1.9031，-0.7242，-1.7079，1.6467，2.0938，1.7692，-3.11，-1.2263，-1.0178，0.2877，-1.667，0.2795，-0.7399，-1.0736，-1.4647，0.2462，0.9134，-2.9924，1.9866，-1.0438，-1.826，2.3919，-2.7119，0.7897，-3.1404，-3.0775，-2.6551，2.6754，1.0928，0.4275，-3.1044，0.9457，-3.0689，1.8788，0.1681，-1.082，3.1039，0.0983，-1.367，2.5231，1.7566，1.7351，0.6661，-2.0219，2.1144，-1.9273，-3.0836，1.8736，1.4441，1.4779，-3.1064，2.2276，-0.9401，0.0839，2.3232，-2.1838，0.4051，3.0441，-0.1356，1.6262，0.8306，1.0159，-2.7257，1.093，0.8725，1.5487，-2.3404，1.0867，-3.049，1.2652，-2.3324，0.0757，-0.1225，-3.0271，3.1405，-2.5086，-2.5887。.

[0243] The phases of the elements in the second sequence are as follows: 2.3442, 1.9237, 1.4871, -0.5348, 2.7141, 1.7762, -3.1329, -1.0211, -2.4307, -0.3319, 0.4987, 0.648, 0.3518, 1.3648, -1.3756, -2.0364, 1.665, 1.7136, -0.1122, 2.0155, 0.4862, 1.7138, 1.4926, -0.4459, -0.5191, 0.683, -1.813, 0.5762, -2.0679, -1.6796, 1.2089, 0.2292. 0.4004, -1.5387, 1.7681, -2.9889, 3.1406, -2.1508, 2.4019, 3.0763, 2.564, -0.3636, 0.2642, 1.8812, -1.321, -2.0161, 1.8703, -1.3969, 1.1942 2.676, -0.6926, -2.0423, -2.7551, 2.5275, 0.6121, -0.2214, -0.5402, -2.5185, -0.3346, 1.9797, 2.0791, -1.866, -0.3781, 0.0857, -0.2762, 1.387 6, 0.3586, 3.131, -1.908, -0.7755, 3.0695, -1.3368, 2.686, -0.8643, -0.5527, 2.3228, 1.9712, 1.739, -0.724, 1.3626, -2.9632, 0.9288, -2.9515 0.1966, -0.2084, -0.2805, 1.108, 0.6384, -2.3619, 1.0905, 0.629, -2.884, 0.666, 0.5236, -2.3765, 3.034, -2.7133, -0.2118, 2.1838, -1.5336, -2 .7419, -0.7081, -2.2803, 3.1341, -1.2707, 1.6886, -0.7242, 0.5762, 1.0185, -1.7776, -1.6444, 2.4637, -2.8455, 0.7707, 0.24, -2.4936, 1.5399, 0.0778, -3.0846, -2.3727, 3.054, -0.6697, -2.8858, 3.0495, 1.6373, 1.2896, 1.6973, 1.4549, 2.6318, 0.2212, 1.5714, 0.3622, -2.1185, 3.1153, 0.3554，-2.1905，-0.822，-1.5028，1.3631，2.3124，0.9378，2.1949，1.51，0.8253，-2.0397，1.8011，2.7495，-2.7299，1.0529，1.9583，-2.0895，-3.1187，1.9798，-0.8634，-2.8182，-2.8338，-2.4203，1.6819，0.8691，2.6161，-0.9304，-2.9152，-1.6641，-2.5116，-0.334，-2.4274，1.0491，-2.93，-2.7896，-2.2131，0.1041，-0.0736，2.785，2.5815，2.5172，-2.9815，1.7466，3.0083，2.2778，-2.3045，-2.3868，0.2976，0.3007，1.8811，0.9754，-0.7191，2.7499，2.8178，-0.325，0.2404，1.9398，-2.7753，-2.7269，-0.3753，2.2193，-0.0043，2.6825，-2.2351，-2.7914，2.1414，2.8682，-1.8716，-0.0901，-0.5295，0.9689，1.5025，-0.9947，-2.6038，0.2336，-2.4146，-0.5613，2.3094，2.7209，1.0885，1.0619，2.4257，-1.9211，1.3725，2.9132，-0.8813，0.5006，-1.3136，-2.7752，2.5707，-0.6843，0.5041，-2.5882，1.9254，0.8179，-1.9997，-1.501，-2.577，-1.161，1.8752，-1.847，0.5004，2.1499，0.1342，-1.7676，-0.1757，-2.596，-2.7173，2.9662，2.1398，1.7736，1.1997，0.3767，1.454，-2.5353，1.0291，2.7274，0.0314，2.0986，-1.2842，-1.4331，-1.0681，2.8501，-0.5734，-1.4343，0.5065，0.0286，1.9098，2.1204，1.1101，2.1904，1.3775，-0.7076，1.7409，1.7825，-2.9897，0.7154，-1.4414，2.5632，1.3361，-2.1443，2.4849，2.2111，-0.0375，-0.0808，2.5807，0.2508，-0.5303，1.04，-2.7813，-2.2031，1.4113，-0.6404，-2.1374，-1.5592，-0.2893，-2.8026，-0.1926，2.5463，-0.9864，-2.1415，2.7872，-0.6579，-1.21，3.0882，-2.4922，-1.4889，-0.4898，-0.0238，-1.3758，-2.3109，1.5569，2.5662，1.5775，-2.4038，-2.9232，-0.0199，0.3666，1.4875，1.3235，1.5452，0.7529，-3.1168，1.236，1.7713，0.4282，-0.7279，1.3488，-1.9671，1.3965，-0.9891，2.8509，1.3216，2.7614，-1.7747，-2.4354，0.8746，1.653，2.8569，0.1198，-1.5184，-2.1719，0.8549，-0.076，-0.8106，2.9212，-2.519，2.7682，2.1872，1.7636，2.7721，-0.8133，-0.2706，-2.3675，1.825，-2.5737，3.1301，-0.6979，1.0305，-3.1051，2.3262，-2.3081，-2.4194，1.2982，0.5906，-0.2104，0.1873，1.9739，-2.3552，1.8797，-2.1984，0.9972，2.9528，-2.9637，0.9841，-1.6867，-0.6576，-1.5399，3.0586，-1.6734，0.1281，2.3809，-3.0513，-1.7694，1.2098，-2.5622，0.1969，-0.7863，1.9253，-2.0427，2.0312，-1.3645，0.7031，1.0263，0.3472，0.3711，2.2633，-3.0371，0.9737，-2.3683，-1.4817，2.9797，-0.7467，0.2907，3.0498，1.4331，-2.2823，1.0496，1.3388，1.9314，1.3004，1.4825，1.9525，0.3551，-1.9862，-2.5275，1.9044，1.0239，2.6099，-2.7208，1.3689，-1.7005，-2.5456，-0.6767，-0.6149，2.6414，-0.3435，0.1038，0.628，-1.1557，-3.0939，0.8888，2.6834，-2.8086，0.2709，2.7299，1.7442，2.4352，2.663，0.78，0.6262，1.418，2.9933，3.1388，1.6733，-0.2821，-0.7281，2.631，0.8529，3.091，0.8114，-1.3949，1.5547，1.4894，0.3726，0.262，-2.8134，-1.1317，-1.8051，-2.6318，2.2145，-2.821，0.2061，2.6713，2.018，2.8293，1.3264，3.0035，-2.2284，-3.0042，2.9446，-0.7984，1.556，2.4675，-2.3382，0.2098，1.5916，1.1185，0.9838，-1.0953，0.0814，-0.9252，-2.9829，1.951，-2.8886，-2.1738，0.6743，-0.0375，-2.3414，-3.108，-0.8802，1.6127，-0.6196，1.553，-0.1366，1.0391，0.2501，-3.0528，-2.8092，0.4249，-1.8029，1.9136，0.442，0.4581，-0.8298，2.1642，1.6884，2.9455，-0.8498，2.7393，-2.0219，-0.4197，1.8813，1.0485，2.0094，2.9183，1.6159，1.2011，-2.2314，-0.7654，1.5932，-0.678，-0.8389，-2.6867，0.3176，-3.0287，0.4781，-1.6954，-1.2603，1.7111，1.979，-1.3891，2.9331，0.4177，-1.7326，2.8816，2.6489，2.5016，2.452，-1.3162，0.0293，-1.0423，-1.6867，2.5133，-1.5023，1.3047，-1.9398，-0.1092，0.3114，2.5227，2.8384，1.0808，-0.5707，-3.1316，-0.3856，2.5192，-0.2247，-0.9728，2.2106，-2.9103，1.3595，-0.7546，-1.1359，-1.4153，-1.9162，2.9971，-1.7927，-2.4575，-1.8867，-3.1019，-1.5005，0.4757，-0.1136，-2.694，-1.9438，-3.0761，-2.2076，-1.2323，-0.5563，-0.4717，-2.142，-0.4737，0.0283，1.8261，0.6192，-2.7055，-2.7844，0.692，2.5004，0.8639，2.0794，-1.5017，-2.6215，-0.3877，-2.6961，-1.21，0.2443，1.2399，2.8516，-0.6272，-0.6，0.7934，1.1245，2.4594，-1.2616，-2.0815，-2.0212，0.632，-2.1448，-2.6997，0.6831，-2.6031，-1.1514，1.0724，2.1691，0.3649，-1.4456，1.4627，0.3154，-0.7579，0.0654，-0.8839，-0.5802，-2.7941，-1.9454，-1.9482，-2.1169，0.943，-2.4757，0.7927，-0.4439，2.6075，-2.8148，-0.7457，-2.23，-2.8613，-2.5251，-1.1643，-2.0227，2.5983，1.7245，-0.6231，2.3954，-2.4792，-1.5524，2.0856，-0.7759，-2.3606，-0.1073，1.6217，-0.5826，-0.0942，-2.3177，0.9931，1.4075，2.3055，1.3696，0.7182，1.2196，-0.4276，2.489，-3.1129，2.2338，-0.7291，0.0978，0.2486，-2.2369，-1.5017，2.8135，-2.2687，1.5841，-1.8948，-2.6192，0.8997，1.3926，-0.2773，-2.3235，-1.6581，-1.4424，-0.0359，1.1401，-1.5434，1.9276，2.8717，0.1463，-1.3416，2.2666，-1.7805，-2.2421，0.2208，2.5397，-0.3489，-0.9267，2.0244，-2.0235，-2.2756，-1.1904，-1.1706，0.5736，-0.942，-2.2182，1.2643，1.0687，-2.0508，-2.7422，-3.0684，-0.2598，3.0348，1.2789，0.512，0.3538，1.4218，-0.7991，-2.9542，1.9958，0.7197，2.3716，-0.5732，2.3634，-2.31，2.1329，-1.9884，-0.8158，1.4282，-2.9471，-0.0725，0.3672，0.1861，0.3463，-2.2363，2.2837，-2.1761，-0.7075，-2.0278，0.5238，-1.3018，-0.6164，-1.1512，1.5634，-2.3699，-1.4528，-0.9737，-2.2874，1.8686，2.9709，-1.4239，2.9182，0.2479，0.2565，0.3486，-1.7965，2.4074，-1.9294，-2.8901，1.0364，-1.8035，-0.5581，2.9189，-2.9777，1.2683，1.955，0.8372，0.2301，1.1496，1.2899，-3.0976，0.1809，0.7294，-3.0721，1.7321，1.6247，2.7924，2.6521，-0.3128，3.1075，2.977，0.3795，-3.1112，-0.9767，-1.7939，-2.5979，0.5209，0.0461，2.1801，-1.6701，2.3265，0.3177，0.2692，2.6123，2.4317，0.2188，0.0194，2.2565，-2.2874，-2.5462，-2.3565，3.1257，-0.5675，0.4619，-0.5315，2.601，-0.0392，2.6653，-2.8095，-2.2878，-0.7848，1.5435，-2.7398，2.7456，-2.4827，-3.1013，1.9868，1.4547，0.0745，2.1157，2.4154，-2.3693，0.1779，-0.1364，-1.5992，-0.0333，-0.9771，1.083，-0.5678，1.483，0.1889，-1.0661，1.0171，-1.8656，-1.2259，-0.5811，-0.0282，2.7699，1.3075，0.8008，-1.0475，1.4391，-0.5178，0.8386，-2.4579，-1.0353，-2.0265，0.8081，2.3998，1.9237，1.758，1.9215，0.3555，2.3939，-2.9429，-0.1844，2.9669，-0.0669，1.1547，-1.8587，-2.6167，-0.0437，2.2111，2.7193，1.0939，-0.0699，-2.626，1.6482，-0.6858，-1.7464，-1.8848，1.9599，0.8086，-0.2072，-0.0846，2.1252，-1.4492，0.3339，2.3048，-2.6028，1.982，2.7928，1.5459，3.0174，-0.1001，-1.3211，2.2084，-2.1176，1.5122，-1.1082，-1.2184，1.5911，0.6495，-2.8683，2.2232，0.0697，0.3752，0.7055，-1.7504，-0.5362，-2.118，1.635，-0.7661，-2.4406，-0.1611，1.6834，-2.7207，-2.3167，-2.4457，-1.6991，0.7662，0.4067，-0.6281，2.7328，-2.7807，2.364，0.0618，-2.751，-0.6804，-0.8467，-0.3691，1.1028，2.2056，0.4337，1.6443，-3.0666，2.6381，1.0165，0.4267，2.0231，-1.298，1.9319，-1.8999，0.2173，-1.5205，-0.9842，-1.1892，2.5993，-2.7168，-1.0469，-1.5256，-2.4425，-2.7823，-0.6205，-2.4005，-0.9161，-1.5169，2.5947，1.1355，-2.3633，0.184，1.0628，-0.7631，0.8903，-2.6061，2.9714, -2.7942, -1.1572, 2.366, -0.2013, -0.8942, 2.5518, -1.8857, -1.0741, 1.8054, 0.0555, -1.1602, -1.3885, -1.7309, -2.6245, 2.3395, -0.8174, -1.5724, -1.9442, -1.48 -0.5899, -1.833, 2.6574, 0.2966, 2.0616, 1.6647, 3.0274, 0.4006, -1.541, 1.1972, -2.3321, -0.6821, -1.3912, -2.4131, 1.6384, 2.5841, -1.9109, 1.6045, 1.2894, 1.6775, -0 0.9521, 1.8656, -1.7252, 0.4144, 0.7859, 2.5383, 2.8111, -0.5724, -0.5131, 0.6412, -3.1193, 0.4595, 2.3254, 2.8724, -1.4121, -2.1316, 1.2906, -0.6038, -2.4706, 2.868, -1. 0274, 1.9639, 1.4162, -2.2711, -0.3153, -3.0554, 1.2318, -1.7227, -1.6833, -1.9933, -0.8861, -0.7175, -2.872, -0.5196, 0.7225, -2.8727, 0.1842, -0.5361, 0.2588, 0.0884.

[0244] Sequence set 11: This sequence set 11 includes three sequences (denoted as sequence 1, sequence 2, and sequence 3), and each sequence in sequence set 11 has a length of 1024. For any sequence in this set, the amplitudes of all elements in the sequence are the same. The phases of the elements in each sequence can be as follows:

[0245] The phases of the elements in the first sequence are as follows: 2.3104, 1.745, -1.0356, 0.3362, 0.3564, -0.4179, 3.0453, 1.5103, -2.7556, -1.7396, -0.8715, 2.9533, 0.3827, 2.7666, -0.9073, -1.6955, -1.8169, -1.234, 0.8062, -1.8227, -1.4939, 1.7064, 1.1955, -1.4319, -1.7353, -2.7152, -2.4528, 0.4061, -2.904, 0.2874, -2.4418, 2.0 024, 2.3466, -0.9028, -2.7872, 1.0444, -1.0913, 2.8914, 1.243, 1.0001, -0.3078, -2.9745, -2.1538, -1.0739, 3.0218, -1.6437, -2.0409, 1.3204 -1.3567, 1.2804, -0.7389, -0.4552, -1.2094, -2.2893, -2.0235, -0.6311, 0.6628, -2.7969, -2.3357, -1.7233, -1.5081, 2.391, -2.2137, 0.0452, 1. 6639, 2.1792, 0.6167, 2.069, -1.1972, -0.9674, 1.3337, -1.1574, -2.1628, 2.2756, -1.2447, 2.096, -1.3604, 0.382, 3.0661, 1.9016, -2.7443, 0.1 764, -0.6922, 2.1195, -2.1427, -2.2559, -1.9886, -0.8865, -0.6533, 0.9315, -0.8707, -0.3969, 0.5508, 1.2942, 1.0769, 2.8626, -3.1146, 0.0513 -0.079, -1.4717, 2.4532, -2.9959, 1.0945, -2.0486, 2.1533, -3.0994, 2.3485, -2.3398, -3.0402, 2.3562, 1.7757, -1.0722, -1.3184, 0.7874, 2.998 7, 2.6556, -2.0905, 2.0952, 2.0533, -1.4137, -2.6306, 0.2168, 3.014, -2.643, 2.9593, 1.2217, 1.2926, 0.6085, 0.3866, 2.6551, 1.1982, 2.3582, 0.9438，-0.3998，-2.9733，-3.052，1.8135，-2.6338，-0.3208，-0.0335，-0.8452，-2.3486，0.4，0.5481，-2.2804，0.7645，-0.1123，-2.8043，0.3064，-1.9709，-1.5181，-2.7962，1.7184，1.1044，2.116，3.1223，-2.9608，0.695，-1.2468，0.9056，-1.3802，0.7511，2.9157，-2.0956，-2.9778，-2.9926，2.2976，-1.1116，1.0991，2.4208，-1.9589，1.4226，-1.767，-2.0023，1.8232，0.4914，-3.0791，-1.6311，-1.6901，-1.8977，-0.1951，1.7951，-0.3327，-1.1211，3.0525，-0.7054，-0.0285，1.9458，-3.1335，-0.1964，-2.6693，-2.1416，2.4937，-3.0996，1.3906，-2.8132，1.1903，1.6463，-2.6926，-1.283，1.8512，-2.3409，1.6149，1.3426，1.4644，2.1003，1.6212，0.2443，-1.1779，-2.6709，-0.2983，-2.4296，2.4526，0.2484，2.9943，-2.8282，-1.8208，-1.535，1.8926，-2.1457，1.5566，-0.9306，1.9834，2.5864，2.4112，-0.1747，-2.3063，-1.7614，-1.6175，-0.2719，-2.1426，1.8778，-0.5778，-3.0528，2.3313，2.203，-0.5786，-0.8593，-1.0882，2.5125，-1.9263，-0.8641，-0.578，1.9943，-2.3621，-0.7751，1.5883，-0.578，2.0098，2.09，-2.1538，2.4353，1.0356，2.8984，0.2609，-2.7106，-1.3729，2.6588，-0.7204，-2.3509，-0.3361，1.1897，0.6767，-3.0737，-1.8765，-2.6316，1.1334，1.0068，0.7682，0.9462，2.7477，0.4243，0.5024，2.0385，1.5555，-2.6017，-0.7431，1.3194，-2.4596，-1.3593，2.3058，1.6601，2.1702，3.0806，1.9872，1.4884，-2.7198，0.8817，-1.3579，0.069，-0.3228，-1.8591，2.2868，1.3197，0.3251，-0.5371，1.5245，0.8148，2.3481，2.121，1.8467，-0.8537，1.3553，2.2724，2.0524，2.4701，-0.7382，-0.5125，-0.4283，-3.0681，-1.4522，0.2957，-1.1659，-0.4598，0.9068，-0.7323，1.5596，-0.483，-2.5289，-2.0762，2.5737，0.274，-0.0521，-2.5153，-2.0351，-0.2871，-1.7115，-0.5996，2.2215，2.2285，-0.6886，-2.6136，-2.3881，-1.3266，1.281，0.3368，-1.195，0.3387，2.5949，-0.1718，2.6825，0.6358，-0.4109，-0.2576，-1.5866，-1.5633，-1.0873，-2.9883，2.3379，-1.1147，2.1304，0.7267，-1.9323，0.2595，-3.1332，-1.9654，1.2517，0.4718，-1.9931，-2.1706，0.7478，-0.4249，-2.7856，-0.2139，1.5117，1.2031，-2.2982，2.9557，-1.2511，2.5942，2.2504，0.4222，2.5161，1.0218，2.006，2.0869，2.869，-1.8111，-0.3264，1.1581，-0.8472，0.4359，0.5266，1.2439，-2.6334，-2.6927，1.8362，2.9273，0.2213，0.7752，0.8631，-0.5188，-2.5055，-1.1922，1.0195，-1.5359，2.7337，-2.6847，0.8756，-1.3281，1.258，0.4588，-1.1187，0.2775，0.7343，-2.7082，1.029，0.5059，-0.8398，1.0472，-2.1949，2.1666，2.0662，-1.9728，-2.3812，1.0373，3.0325，1.6503，2.8703，0.0964，-1.7083，-2.9336，0.7107，-2.3668，-0.2783，-0.6235，-0.0369，-1.6537，0.136，2.5736，-1.2094，0.0189，-2.3561，0.6713，1.2379，1.099，-2.1088，-1.8332，1.3695，0.9603，-0.7781，1.0105，-1.0298，0.8276，-1.0698，-0.7443，-0.9158，-1.2089，0.2996，1.6824，-1.3434，-0.4253，1.1671，1.5528，3.1321，2.8205，-0.3559，-1.3023，1.0222，-2.9115，-1.1696，-1.5901，-0.7755，-0.3811，-1.02，1.9784，2.0566，1.507，-0.4946，0.3586，-0.7989，1.5096，-0.7301，-2.3502，1.75，-1.2202，-2.7534，-2.1377，1.8163，-1.5883，-1.0283，0.9578，1.27，-1.9342，2.812，1.4945，2.2679，1.3035，-0.4407，-0.4867，1.352，-3.088，-0.6134，3.0558，0.9916，1.1549，1.4098，-1.153，1.2865，-1.6604，-1.9176，-0.4493，1.2974，-0.5378，0.8067，-1.9024，1.6165，2.4077，1.0276，-0.3947，-2.3359，-1.6448，0.1929，0.6999，-0.5805，-1.5344，0.2508，2.8356，-0.961，-0.8433，1.9272，1.1214，-2.53，2.5217，-2.5377，1.9798，1.7023，-0.0796，-0.9095，1.9435，-0.3835，0.6094，1.3327，-1.5167，-1.3091，0.6287，-1.1524，2.1631，0.3146，1.7113，0.7953，3.1346，-2.8197，2.7388，-1.8129，2.8149，-3.0993，1.3127，0.5599，-2.4885，2.7909，2.2643，2.3248，-2.305，1.0468，2.2059，-2.3143，-2.9694，-1.2303，-0.3058，3.0984，1.0942，2.3277，-1.2203，-0.5178，-3.085，-0.5725，-0.6506，1.1381，0.032，2.8217，3.0894，2.3882，1.8485，0.8632，1.9771，-0.1451，-1.3959，0.7231，-1.2186，1.8786，2.8873，0.9519，-2.7699，0.8609，0.9251，-1.7979，3.0484，-2.2766，2.6835，-2.2143，-0.2732，-2.3742，1.1219，-1.2556，-2.0679，0.8499，-1.9456，-0.6714，1.1839，3.0443，-1.551，3.1003，3.0218，-2.9243，1.1866，-2.5373，-2.0637，-2.1499，1.7429，2.4733，-2.9629，1.2457，-0.5588，1.7875，1.8044，-0.5546，-2.5835，-1.5319，0.1582，0.0658，2.8308，-2.7251，1.9557，-2.542，2.5959，0.2282，0.2319，1.1453，1.8955，0.3938，-1.1801，1.8687，2.8357，-2.5231，0.1465，2.3824，-1.5529，1.7246，-0.3357，0.3025，1.0113，-2.4446，-0.1941，-2.1909，0.899，0.2584，-2.4317，3.0288，3.0574，2.7623，1.7566，-0.8256，0.2579，-1.8856，1.5893，0.8547，2.026，2.6924，-2.809，0.7847，0.8785，1.938，2.076，1.2894，-0.515，-2.2875，2.4055，-2.2239，1.7041，-0.7939，-2.0502，-2.7218，-0.5347，2.4337，-1.9953，-1.0054，-1.175，0.8093，-1.9893，1.5138，-2.2822，-0.4166，-2.255，2.6384，1.0022，1.2569，-2.0053，1.0895，0.1965，1.5705，-1.1652，0.9835，2.652，-0.5085，1.0903，1.151，-2.1589，-1.4083，-2.3395，0.0703，2.7486，-0.3283，-0.3521，1.9251，1.2681，1.3308，2.8451，1.2381，2.6017，2.7859，-1.6968，1.8823，0.0866，0.8785，1.0359，-0.7075，-2.3272，1.9582，1.9315，-0.5785，1.0097，-2.7134，3.0226，-3.0062，-2.0455，-2.5352，1.5949，2.6866，-2.5718，-1.4888，-1.3583，1.8838，-1.7972，0.6595，1.7744，2.4632，1.4483，-0.5055，-0.9591，2.6533，2.9354，1.8822，2.3739，2.9391，0.2512，1.5574，-1.3613，3.0511，0.1876，1.966，2.0646，2.4314，1.4732，-1.3035，2.4152，0.3534，-1.1653，0.3256，-0.9518，0.2229，-2.0397，1.7885，-2.1335，-2.5323，1.2236，0.1974，-0.9699，1.0901，-0.897，1.527，0.7214，-0.0936，2.2308，-2.6682，-2.1018，-0.9641，-1.9966，-2.9454，1.7636，1.4105，-0.8242，2.291，0.7643，-2.1325，-2.6412，0.1975，1.0052，-2.2285，2.7612，2.8555，-1.9453，1.9485，0.8946，2.4353，-0.2564，0.9314，3.0373，-0.1723，-2.7513，-2.121，-0.9414，-0.0568，0.3703，-1.99，-1.0666，-1.5811，-1.7789，0.0226，-0.3394，1.8288，-3.1221，1.7178，0.7552，0.2144，-2.7737，0.3901，-2.8843，1.7359，2.1158，-1.9219，0.383，1.5129，2.6235，0.767，0.9258，-0.9534，2.0139，-0.7215，1.9958，2.1613，1.6491，1.5555，-0.1499，1.859，-2.4514，1.683，0.4008，-1.2194，-1.3632，2.5208，-0.6132，-3.1284，-1.2363，2.2305，-3.1035，-2.1538，-0.3781，0.8894，-0.6681，1.8697，3.0542，0.4342，1.7863，-1.9325，-1.3616，2.8461，0.2851，2.5714，0.9231，-2.2431，0.5145，1.3465，-2.9903，-3.0666，2.5994，-2.818，-0.1943，-0.8174，2.6274，2.472，1.0494，-1.8146，1.6711，0.8051，1.3308，2.2656，0.1588，0.9148，-2.2316，-2.0617，-0.7929，1.1339，-2.0116，1.6335，-0.8793，2.6721，0.7993，-1.1152，1.1177，2.7049，-2.2023，-1.9347，2.3613，0.9879，1.4233，-1.3057，-0.6831，-1.6527，-1.8563，-1.7235，-0.551，-1.1306，1.4392，-1.9598，-1.3515，-1.2362，-1.4325，2.0249，0.5793，0.6208，2.8202，1.3916，1.2565，1.9118，-3.0984，-2.7519，-1.1122，2.9087，0.6175，-1.1649，-0.6222，2.4858，-0.0258，1.9305，2.6216，-0.6096，0.7382，-0.8475，-1.13，-0.2636，1.0497，-0.3965，-1.5616，2.3078，-0.3788，1.3513，0.6619，-1.9544，2.1994，-0.5307，0.7159，-0.9228，-1.6979，-0.6024，-0.0601，-1.6458，1.5473，-3.1131，2.5221，-1.3278，1.3073，-0.1195，0.4438，-0.6446，-0.6022，1.624，0.6879，-2.6208，0.1796，0.0317，-0.9685，-2.3293，2.6661，3.0501，0.479，-0.504，-2.4255，-1.3343，-0.5634，-2.6492，0.7668，1.5568，-3.1165，2.2139，-0.0141，0.2693，0.8453，1.3588，1.7935，-0.5595，2.3302，2.6122，0.1767，1.4067，-1.6137，2.6571，-1.359，0.6793，2.1431，-2.9323，0.0559，1.5501，-2.3411，1.4273，-1.1565，1.837，2.2661，-0.9882，2.8094，-0.0848，-0.406，1.6834，1.7824，-0.4586，-0.7531，-1.6358，-1.7868，3.128，-2.7059，-2.9961，-1.171，-2.2224，-1.4513，0.3764，-0.0628，1.7178，-0.7507，0.1702，2.543，-2.1514，1.7099，-0.6575，1.4782。.

[0246] The phases of the elements in the second sequence are as follows: -2.4409, 1.3824, 1.0599, 0.0962, -1.9024, 0.3461, 0.0943, 2.4923, -0.8762, -3.1363, -2.1326, -0.318, -1.3274, -1.4647, 2.5119, 3.042, 2.4853, 0.6085, 2.5464, -0.3115, 3.1334, -2.8856, 1.2109, 2.6919, 2.9303, -3.0498, 1.3494, 0.6778, 1.8676, -2.4065, -2.5205, -0.241 3, 1.8645, 2.804, 2.0953, -0.5782, -1.7079, 0.4361, -2.7567, 2.774, 2.4842, -2.3086, 0.4911, -0.4482, 2.9928, 2.0521, 1.615, -1.6823, 1.0207, - 1.4608, 0.5072, -2.651, 1.5565, -2.5034, -1.5744, 2.0709, 0.4955, -0.9812, -0.8955, 0.0664, 0.1697, -0.2201, -2.8404, -0.5372, 0.3194, -2.61 -2.453, 0.849, 0.3027, 0.6231, 0.6297, -0.8825, 1.491, 2.4364, -1.3738, 2.525, 2.969, 2.2456, -1.4403, 2.4209, -1.9638, -2.6229, 0.3447, -2.05 21, -1.4986, 1.4336, 1.7349, 3.0287, 3.1149, 2.7393, 2.6271, 2.624, 1.5542, 1.0916, -1.3088, 1.4097, 1.3522, -1.6024, 0.2034, -1.6082, 2.9316, -1.6966, 1, 1.3532, -0.8945, 2.0974, -2.0819, -2.7142, -2.1212, -1.3518, -0.808, -3.0728, 1.4817, 0.5353, -3.0693, -2.4196, -0.5098, -1.6834 0.5561, 0.2352, 2.6885, 2.8496, -0.7615, 0.0461, 3.0401, -0.3387, -2.7509, 0.1106, -0.0867, 2.0518, -0.5379, 1.432, 2.6087, 2.1392, 0.3728, 1.9404，1.1572，0.3312，-0.9761，-0.8987，2.784，-0.5529，0.5427，2.7239，2.775，2.8444，-0.4186，1.7805，-2.2036，-2.7198，2.621，-1.6157，2.4315，1.2691，-1.7088，-0.012，-1.2438，-2.9403，-0.165，-0.522，2.5982，-0.348，-1.9861，-1.3585，2.6357，3.0568，1.3828，-1.0645，1.489，-2.231，1.3186，-2.1875，-0.7898，-0.1649，2.1805，-0.8716，1.985，2.4599，2.7772，-0.4496，-1.3945，2.7243，-1.3183，-2.3486，2.803，-0.125，-2.9227，-0.8774，-0.8411，0.2167，1.0348，1.3406，-2.3266，0.4903，2.8622，0.7036，-1.4136，-1.0881，-3.122，1.3744，-0.2792，-0.6906，-1.436，-0.9301，-1.8381，1.996，1.7431，-0.507，0.3055，2.8957，2.0383，-2.3835，-0.6897，-2.4032，1.0414，-1.9732，-1.4136，-2.2667，-2.5728，2.4067，-2.3155，2.822，-2.3359，2.6665，-2.8615，-2.6958，2.593，-0.9434，-1.1524，-0.3713，1.3182，2.2045，2.5813，-0.3101，-1.9194，2.8533，1.3588，2.5572，-2.6482，0.9829，0.8192，0.7878，1.105，-0.039，-3.0764，2.408，1.2794，0.6763，-2.286，2.9665，-0.9378，-2.053，-0.3303，-2.8732，-2.7292，-2.9602，-2.6842，-0.9394，1.4593，-2.3383，-1.1631，-0.2582，-1.8154，-0.6422，1.929，2.7864，1.3695，2.4727，-1.5139，-0.0563，-0.2812，-0.3842，-0.5426，-0.8402，-2.9301，-2.2121，0.64，-2.3361，-1.8056，-0.0722，0.916，-2.6356，-1.5729，1.2509，-0.8804，0.9902，-2.1048，0.5959，0.8557，-1.5607，2.4034，2.5645，-2.411，2.1029，-0.1565，2.6467，0.3496，-0.2219，1.7135，2.6018，-1.9195，0.3873，1.1148，0.0784，-0.9705，1.3106，-2.7168，2.5335，-1.7145，1.9537，-0.357，1.7668，-1.7806，1.8037，-1.3285，-2.2235，0.982，-0.7996，-1.9936，1.581，-1.4153，2.962，1.3008，1.2449，2.2808，-1.2981，0.7804，0.1172，-2.3896，-0.0238，-2.2196，-0.6644，1.3241，1.5879，0.6023，-1.812，1.6992，2.0706，-2.347，1.3596，-1.2187，1.4561，2.9763，-2.2587，-3.1078，-1.0271，-0.7145，-2.0332，1.5116，0.7496，0.4388，-1.0356，-3.0622，-1.2217，1.8558，-2.7485，1.872，-0.3141，-0.3878，2.8693，1.995，2.0805，0.3293，-2.5595，-1.4008，-1.4992，-0.033，1.99，-1.5675，-1.7681，2.4378，2.3628，-3.0828，2.8553，-2.4804，2.6567，2.0496，-2.4951，-0.9285，-2.5517，2.6121，-0.4134，1.9593，2.9811，1.977，-0.5022，-2.2695，-2.8352，2.5238，-2.4312，1.0267，-0.9527，-2.2693，0.4177，-0.3989，-0.2389，-1.6059，-0.3091，-0.5523，-0.9125，0.4359，-2.177，1.0029，-1.5341，-3.1034，-1.8775，-2.8956，-1.7856，-0.473，1.136，2.2159，-0.3678，-3.086，-1.3278，-0.9949，1.1868，1.8794，1.5992，-0.6492，1.4024，1.2339，-1.2101，-1.7623，-2.0721，-0.8258，-0.6692，-0.6761，-2.99，-2.0422，-0.578，2.5152，0.0067，0.3849，-2.2133，0.428，-1.5882，1.9575，0.9076，1.3453，-1.2615，-1.0896，-2.9791，-2.0703，2.5078，2.4757，-3.0788，-2.3558，-0.8247，1.0592，-2.9376，-0.5495，-2.4832，2.7383，-1.5366，1.9543，2.8083，-0.1482，2.8733，-2.7486，0.1975，-0.422，-0.9422，-2.1228，-2.0391，2.153，1.4454，2.3866，-2.1145，-0.0357，3.0206，-1.4465，-1.3004，-1.7081，1.8248，-0.2815，-1.3068，0.029，0.4938，1.8864，2.0956，-2.1889，-2.0134，0.0592，-0.8494，0.2123，2.4613，-0.4464，2.5693，1.1667，2.9776，-0.4898，1.3504，1.6309，0.0397，-2.0576，2.9952，-1.4539，0.9694，-1.1655，-2.39，2.7855，0.9859，2.3527，2.9477，1.1295，0.033，0.5708，2.0278，1.8916，-0.2653，1.634，1.6675，-0.993，2.5468，-1.7442，2.2223，-0.8452，-2.7535，0.5024，-2.2035，0.5423，-2.9272，-1.3929，-3.0688，-2.0975，2.7938，0.901，-1.7369，2.9335，0.0828，1.1748，-3.0476，1.4685，1.8987，-2.2205，1.6236，0.9436，1.674，2.9241，-0.5081，-1.6113，-2.6791，-0.653，2.7648，0.2826，-2.4592，2.4091，0.9925，2.0713，-0.7505，-2.2143，-1.9183，2.951，0.4479，2.1471，-3.0572，-0.1278，-2.2218，3.0421，-2.0704，0.0404，-1.0289，2.645，-2.9303，-0.6652，1.8007，0.5523，-1.8381，-0.5386，1.428，2.489，-2.4975，-0.8438，-1.9526，-1.3572，-1.3107，-1.7138，-1.4512，-0.2052，-0.5609，-1.5689，-1.7365，3.0329，-2.3676，-1.0648，1.7864，1.6633，0.5389，1.8254，-0.5175，-3.0183，2.4461，0.2983，-1.9859，-2.0255，-1.3178，1.7385，3.0349，-2.9838，2.9156，-2.0956，0.4497，-0.323，1.2082，2.9238，0.8046，-2.6365，-2.0481，2.0496，2.1921，-0.8218，-0.0128，-1.5768，-2.3586，0.6636，-1.2225，-0.8218，0.4992，0.4417，1.374，-0.0968，-2.1758，0.4427，2.5395，-2.4588，2.3853，0.0829，-0.1642，-1.5639，1.8437，0.1265，1.7209，1.5788，-1.6059，0.7652，-2.2084，1.5239，2.2875，-0.7334，0.7625，0.4304，1.6083，0.9122，2.3676，-0.0818，1.2434，0.3378，-1.7225，2.5077，-2.2221，-2.0092，-0.1633，-1.1794，0.3508，-2.8507，-1.8574，2.6412，0.2519，0.5401，1.3069，-0.4944，0.018，-0.062，-2.493，-1.3512，2.7829，1.3828，-0.9836，2.0226，-2.9246，-0.8139，-1.6444，1.7308，2.5444，-0.8056，1.1117，2.9805，0.3427，-2.1904，-2.0048，-0.8808，-1.2627，2.982，2.5838，-3.1372，1.7783，-2.778，1.3441，0.922，-2.493，-2.4157，1.0782，-2.3718，3.0858，-0.7952，-1.2682，1.4322，1.5386，0.8283，2.4689，-0.4392，2.8071，2.4022，1.7837，0.6741，-0.543，1.0199，-1.56，1.1867，0.3139，1.0854，-2.7629，-2.1992，2.5247，-0.144，-1.7898，-1.9068，1.0762，2.5945，-2.0792，-1.8709，1.2943，3.1011，-1.4144，-1.5593，-0.3468，-1.8904，0.0822，-1.2448，1.5408，2.8757，-0.4992，0.8283，-0.9796，0.6395，-1.5458，2.4926，-0.6887，2.1572，0.2188，-2.1572，-1.8974，-0.5184，0.5966，-0.0001，-2.6007，0.9556，-0.8375，-2.3644，1.4255，-0.5566，2.4453，2.4321，1.658，-2.2964，-0.6411，1.7583，2.1231，0.9123，1.6902，2.4583，1.7088，-2.8847，-0.1754，-1.2947，1.0153，-0.0151，0.1641，-1.6797，-2.094，-2.6864，-0.0679，1.3162，-2.1169，-1.1846，1.4466，-0.635，0.9356，2.522，-1.0776，-2.5784，2.5735，2.5662，-0.8537，1.798，-1.1303，-0.9858，-0.3007，-2.7046，-0.6638，-1.9624，-1.1522，-1.2906，1.4532，-0.0251，-0.6821，2.3154，2.2408，0.1709，0.0625，-0.3472，0.8661，-1.7044，-2.0612，-1.4649，-1.6164，1.3568，-0.9738，-0.5922，-2.2662，0.7297，0.9697，1.4809，0.2539，0.3177，2.5951，-1.8285，-1.8923，2.5356，-1.0437，-3.0271，1.2788，-1.4379，1.1568，-0.3133，-0.0834，-1.986，-2.2037，1.232，0.8975，-0.1942，1.5452，-1.2359，-2.5291，-1.1044，1.0524，2.2609，2.2551，-0.7643，1.1609，2.2536，-2.1289，2.0299，0.9442，2.6857，2.84，1.887，-2.3151，-1.0623，0.6286，0.6725，0.4141，0.9439，2.6987，1.5429，-0.1464，-0.3463，-1.0982，-1.5882，-1.9116，-0.0592，-0.6375，-2.9592，0.2851，-2.8323，0.4615，2.0481，-0.2345，2.0234，-2.1719，0.1415，2.5417，0.3614，0.9125，0.6388，-1.9489，-2.8422，-1.7274，0.2898，0.6173，3.0438，-0.1038，-1.264，1.2545，0.2158，1.4529，-1.2905，2.5245，-0.4461，0.8461，-2.3487，0.4456，-1.0557，-2.5193，-1.11，0.1325，-0.1778，-2.4076，1.9547，0.0222，-0.89，2.8805，2.537，2.2128，0.373，-0.3655，0.9325，2.9671，-0.0077，1.8269，-2.1643，2.4687，-2.113，-2.5169，-0.3952，1.7766，-2.4236，2.449，0.5779，-2.5862，-2.0034，-1.4716，-1.7733，-2.8271，-2.6301，0.3628，2.9334，2.1182，-0.9564，-0.0845，-1.5618，2.6693，2.8752，-1.1331，2.0827，-3.0331，2.5625，-0.0635，-0.1224，0.5385，0.1728，0.7474，1.9202，2.7839，0.142，0.4311，1.9566，2.1481，-0.4719，-2.7629，-2.3507，-0.121，2.7362，1.8309，1.2124，2.965，2.1115，-0.0012，-2.2965，0.2095，-0.3944，-0.5969，2.4175，-0.6102，-2.1714，-1.4654，-0.4012，2.7011，-1.2051，1.6391，2.9736，-0.0932，-2.706，-1.1473，-1.3867，1.9235，-0.1822，-1.9036，-0.2455，-1.5239，2.0465，1.047，2.5583，1.3627，-0.1799，1.0538，2.212，-1.0712，1.2588，2.0751，1.2328，-1.4166，2.9529，-1.9602，1.2341，1.0031，-1.0502，-0.1642，-1.5491，2.8441，-1.2991，0.7525，-0.3177，-0.4719，-1.0298，0.9643，0.7341，2.4456，2.4798，2.9026，1.1901，-2.8244，-1.0134，1.2609，0.7637，-0.3969，-0.7659，1.9593，0.9903，-0.8986，1.0593，-3.0125，2.1798，-2.2291。.

[0247] The phases of the elements in the third sequence are as follows: 0.176, -1.7183, 0.7062, 1.1381, 2.87, 2.02, -0.7165, -2.8427, 1.1271, 0.8226, -3.1113, -1.0072, 1.3946, 0.3527, 2.808, -2.4707, 2.4384, 0.5797, -2.398, -1.4821, 1.5212, -0.7624, -1.7022, -2.1269, -0.0154, -2.6147, 2.888, -2.7154, -2.6667, 1.7238, 2.8765, -0.5273, 1. 0002, 1.6148, -1.7857, -0.3764, 1.0465, 3.0042, -0.2193, -1.5269, -0.5402, 1.532, 1.0843, 0.6229, -0.8507, -0.4476, -1.5837, -1.5002, -1.7179 -0.4421, 0.7325, 1.9992, 1.0267, -0.4487, 1.4669, 0.6692, 1.2377, -3.0781, 2.6661, -1.9449, 1.0647, -1.3531, -1.2521, 0.2014, -0.0419, -0.44 51, 0.4224, -2.6768, -0.9579, 2.9755, 0.7707, 0.2013, -0.9388, 1.6664, -2.6178, 1.5369, 1.8961, -1.6548, -0.3719, -1.6235, 1.7505, -0.7876, -2 0.4921, 0.9311, -1.3641, -0.2619, -1.0358, 0.0237, -2.6014, 2.8776, 1.4886, -1.7222, -0.3207, 1.8295, 1.332, 1.2258, -0.0853, -0.892, 0.736, -2 .1311, -0.0008, 2.1543, 2.1385, -1.3833, -1.1745, -0.1107, -2.7367, -2.9214, 1.3041, -0.1943, -0.3522, 0.1354, 1.6448, -3.115, 0.3342, -1.677 9, 2.8321, 0.9734, 1.1031, -1.8218, 0.1396, 3.0897, 0.0142, 2.9831, 1.625, -1.0749, 1.9921, 0.0148, -0.3214, -1.4839, 0.202, 0.3249, 0.2855, 0.9151，1.9758，2.95，-0.5845，-2.4854，0.9225，-0.2553，2.2896，2.8365，2.5436，1.4871，2.5531，-1.4682，1.715，-0.5028，0.7676，2.0091，-0.722，-1.9631，-0.9859，2.0128，1.5626，-1.1237，-0.9474，2.0688，-0.8624，-3.0798，2.2747，2.0695，1.9717，-2.7519，1.5478，3.0543，1.1889，-2.2465，2.9993，-2.9773，1.6221，-0.3075，1.3035，1.7026，-1.6855，1.3039，2.0823，0.8803，-1.9356，1.9187，1.0906，-1.4955，-0.2521，0.1586，1.4107，1.1649，-0.6581，-2.8362，-1.2642，2.4808，-2.2364，-2.8818，-1.0671，1.0713，1.8492，-0.393，2.1818，0.5474，1.9114，2.4123，-1.9371，-1.7208，-3.1248，-2.5316，1.5077，2.428，3.0092，-1.3643，-2.1689，0.0089，0.4711，-1.9712，-1.3433，-0.0774，-1.8201，-0.6102，1.7355，1.6499，-0.4696，1.2846，1.5371，-1.6507，-0.4834，-1.175，-1.9325，-3.1259，0.753，2.4124，-0.6226，1.7549，-1.2007，-0.958，2.3804，1.8429，0.3948，-2.4602，-0.6487，2.0854，2.7041，2.4482，-1.0989，2.1269，2.4992，0.0199，1.5271，0.5696，2.535，1.3472，-1.052，1.9846，-1.564，-0.6996，-1.5768，2.6177，-2.4247，0.7059，-0.2743，2.6975，3.0314，-1.5827，-2.7474，-0.0127，-0.3217，-1.3171，-0.1508，-2.2517，-1.1854，-3.0956，0.6955，-1.3105，1.8531，0.4262，-2.3666，2.6775，-2.5821，3.1297，-1.5965，2.2484，2.7894，2.9666，-1.2047，2.253，-3.1137，0.9997，0.3637，0.8085，-1.8267，3.1333，2.7192，0.5887，0.4647，2.5786，2.2722，-0.0309，-1.1111，-1.7391，-0.3305，-2.059，2.5566，0.5324，0.6838，1.633，-1.6435，1.8043，1.6861，1.1398，-2.4884，-1.0743，1.518，-1.1561，0.8816，2.1708，-2.2156，-0.2444，-2.8383，2.7944，-2.7378，-2.6723，0.8462，2.9242，1.5792，2.7515，-3.1366，-2.7581，-2.0161，-1.8888，0.6872，0.626，-2.1998，2.693，-1.4379，-2.7644，-2.1674，2.3853，-0.4438，0.794，-2.3749，-3.0034，1.7836，-2.0825，1.7446，-2.5148，-0.064，-0.9374，-0.0647，-1.098，-1.0833，-2.6228，0.6363，-0.6809，2.3086，2.0141，-3.1017，-2.1014，0.1248，-0.127，2.4616，-1.727，1.8648，0.2015，2.2389，1.8102，2.4834，2.0706，-2.4553，2.8117，1.4312，2.9559，-0.9915，-0.8918，-1.9379，-0.0719，0.3193，-2.915，-1.4473，0.3866，-2.7257，0.4896，2.1455，2.3903，-1.2909，-2.7151，2.8498，1.3515，0.7725，0.1245，2.7541，2.717，-0.071，1.7925，2.754，-0.2111，-3.1343，0.642，-2.3229，2.0132，-2.2914，0.6203，1.7968，-0.4111，-2.7404，-2.6785，0.9531，-2，0.7054，1.0171，-0.2004，1.4869，1.0499，0.2301，-0.7433，-1.3225，0.101，-2.5477，1.3473，-2.3617，0.4649，1.2138，0.0886，-1.2957，-1.7773，0.3292，-0.9142，-1.9002，-1.811，-2.253，0.875，2.1884，-2.6532，0.3218，1.0604，-3.1294，-1.237，0.0796，1.7743，0.8471，2.4149，1.0822，-1.4244，2.9226，-1.8107，1.4825，0.1491，2.5884，-1.0867，-1.943，-3.0362，-1.701，1.0251，1.9735，-3.0681，2.8541，0.5053，-2.227，-1.9559，-2.6257，0.2669，0.0714，-2.3048，1.6311，0.5344，1.2407，0.3272，0.0909，-1.8415，2.4615，-1.2509，0.6681，2.4931，0.4324，-2.0585，-3.0678，2.491，-2.71，-0.1977，2.5526，-0.3897，-0.7582，-2.9962，-2.9385，-2.9423，-2.5148，-1.2707，-2.7927，-1.3611，-2.2708，-1.4929，-0.4884，-2.4068，3.1408，2.7631，1.6814，-1.3339，1.0712，0.3492，-2.049，1.6455，0.998，-2.5523，-2.2008，-0.7503，-2.5927，-0.4385，-1.7197，-1.7383，2.3798，-0.1308，1.35，1.672，-3.0365，2.7567，-1.9673，-2.4823，-0.1746，1.5056，-2.925，-2.9747，-0.4328，-0.4512，-0.9946，-2.5169，-2.7594，-0.1657，1.6211，0.9332，2.4578，1.6513，-1.0336，1.3836，1.2029，-3.0636，-0.4706，2.0288，-1.8282，-0.1494，-2.4029，0.1051，2.5838，1.6298，-3.056，0.9894，3.0757，3.0297，2.7815，-0.0272，2.0104，2.881，0.3347，-2.4394，-1.5109，0.6003，2.0077，3.0856，2.1662，-2.3119，1.3511，-1.6294，-2.5343，1.8836，1.1363，-1.8966，-2.4011，2.8261，2.592，1.1781，1.4747，-0.4893，1.5536，0.7267，0.1697，-2.2888，-2.0972，0.0176，-0.8952，-0.6649，0.0948，2.1686，0.1256，-1.4694，1.753，-1.1609，1.5833，2.7589，0.2111，-1.728，-2.1527，0.042，0.6682，-0.5752，-3.056，-1.0597，1.5697，-2.6533，1.1294，0.2613，2.3669，-1.0661，-3.0747，1.1787，-2.8965，1.7016，-0.8778，-1.7161，0.1635，-1.8827，-0.3999，0.3378，0.1713，-1.9425，-1.6201，-2.9167，1.7035，-0.5587，0.3707，-0.137，0.6979，-2.6675，-1.9473，1.2747，2.884，-3.1095，-3.0544，-0.4025，1.8471，1.02，0.3559，-2.5154，-1.7158，-1.7566，2.4058，-0.4035，-1.1905，2.353，-1.1487，-1.2527，-2.4827，-1.6401，-1.6877，-0.4739，0.6283，-1.2397，-2.1944，-0.321，0.8723，-0.9786，0.1022，2.0349，0.7797，-1.6697，0.7982，-2.7161，-1.946，-1.7246，2.8205，-3.0852，-0.9546，-1.476，1.7956，1.5324，-2.8944，-1.3677，1.2886，2.4407，1.5501，-2.6192，1.3097，-1.7333，0.5113，-0.302，-0.3901，-0.8009，-0.9916，-2.7726，-3.1031，2.1699，-0.2857，3.1387，-2.4751，-0.3629，-2.6909，0.0706，1.4806，-2.6744，1.8311，-2.2548，-2.5112，-1.6033，2.9723，-0.6109，0.5946，0.9971，-1.1836，-2.1572，0.9978，-1.9249，-2.4047，2.7824，0.8972，1.8918，-2.8281，2.9648，-1.5529，1.2233，3.089，2.2626，1.0711，-2.2058，-0.9598，2.9918，1.1157，-2.2313，1.7683，1.5744，-2.962，1.0851，1.8038，-2.3513，-1.4631，2.2236，-0.7418，2.3，0.9695，-1.8642，-2.7673，1.8288，1.5242，1.3523，1.2641，-1.9846，0.2133，-1.578，-0.1975，-1.3449，-1.2134，0.7438，1.7061，-0.6484，-2.5535，-3.1138，-1.0753，1.0112，0.6176，1.1752，-0.3565，-0.4316，0.5302，0.9738，1.51，2.2238，-1.4902，-2.847，1.863，2.2093，-0.4984，-1.082，3.1391，3.1162，-0.5353，0.1856，-0.8254，0.7556，1.096，-1.7527，-0.4472，0.2078，-1.7117，1.9531，-1.5638，-0.3313，1.8456，-0.2805，2.103，-1.5369，3.1297，-3.025，0.8169，-0.5643，2.0867，1.7094，-2.8629，1.868，-1.8854，1.3651，1.0558，1.8719，-2.5604，2.1296，-1.4566，2.0172，-1.7301，-0.9668，1.9409，-2.6718，-1.3684，1.3811，-0.0385，0.5766，-1.9264，0.4048，2.2539，1.5219，-1.6521，1.7744，-3.088，2.42，-0.2238，0.1228，-0.6458，-2.3649，-0.5517，-3.0626，2.5081，2.4282，-1.8877，-1.7563，-1.661，-0.9158，-1.565，2.8526，0.2691，-0.2163，2.8265，-1.4783，-0.4448，-2.0168，-1.8768，1.204，-2.0178，-2.8329，-3.1064，2.4571，2.9961，1.1475，2.8857，0.5004，-0.0597，2.8935，2.9328，-2.4262，0.7046，-1.779，2.2692，0.1923，0.3885，-0.4875，3.109，1.1055，-2.4767，-2.7359，1.8027，-2.0604，2.8556，1.0571，1.864，-2.8562，0.9752，2.9358，-2.2336，-2.338，0.3713，3.1316，2.9076，-1.7727，-1.4531，1.3647，0.208，3.011，-0.3471，-2.125，1.5174，1.3964，-0.3545，0.2836，3.0562，-0.2921，0.1335，-1.4386，-1.545，0.2062，0.9447，-0.4246，-0.6706，-2.0974，2.8026，2.992，3.1058，-1.0704，0.4009，2.5549，-0.5359，1.5069，1.1998，0.2992，-0.192，0.0926，2.8306，-1.5165，2.5019，-2.7776，1.7469，-1.8165，-0.1141，0.8335，-0.1273，2.9697，-1.103，-1.681，0.8833，-0.5136，0.3247，-2.7773，0.6188，0.5599，2.9348，1.0629，-2.0587，-0.3295，2.4199，-2.5，-0.6686，-0.7041，-0.8912，-0.3755，0.5914，-1.416，-2.6525，-1.0961，-1.9643，1.3302，0.4482，1.2106，2.4125，-1.0051，-2.0178，1.3887，1.0543，1.5801，-2.0849，-0.8036，0.7514，-1.0148，1.0105，1.0101，-0.3421，2.3116，2.3593，2.1061, -0.2699, -1.876, -2.2047, -3.0953, 0.2791, 2.2356, -0.2047, -2.3778, 2.2509, -1.0826, -0.6344, 0.6404, -2.8278, -0.0996, 0.119, -0.3829, 2.5915, 1.492, 1.1501 , -0.1413, -1.1403, 0.4037, -1.8859, -1.8559, 2.4415, 0.5658, 2.7136, -2.4059, 2.134, -0.7598, -2.7654, -0.6192, -1.384, -0.4453, -0.2886, 0.1495, -0.8908, 1.473, -1. 3492, -1.6012, -1.4034, -0.6752, 0.0147, -2.9765, -1.449, 1.5764, -1.6772, 0.0635, -1.6106, 0.692, -1.1777, 2.7274, -3.1392, 2.6578, 0.9809, -2.3775, -0.1556, -1.85 93, 2.8863, 1.8931, -2.8089, -1.2032, 0.3699, 2.7162, -0.367, -0.3345, 2.2935, -0.4329, -0.3436, 2.5191, -0.0609, -3.0086, -1.1904, -2.1021, -2.6116, 2.0958, 1.8623.

[0248] Sequence set 12: This sequence set 12 includes four sequences (denoted as the first sequence, the second sequence, the third sequence, and the fourth sequence), and the length of each sequence in sequence set 12 is 1024. For any sequence in this sequence set, the amplitude of each element in the sequence is the same. The phase of the elements in each sequence can be found in claim 8, and will not be repeated here.

[0249] Sequence set 13: This sequence set 13 includes two sequences (denoted as the first sequence and the second sequence), and the length of each sequence in sequence set 13 is 2048. For any sequence in this sequence set, the amplitude of each element in the sequence is the same. The phase of each element in the sequence can be as follows:

[0250] The phases of the elements in the first sequence are as follows: -0.3873, -0.996, 1.0296, -0.6867, -2.1827, 1.1607, 1.3045, -3.1104, -0.4721, -0.1531, 1.2204, 0.0257, -0.2159, -2.272, -1.5873, 0.8643, 2.4879, -0.7656, -1.5923, -0.7933, -2.729, 0.3085, -0.8885, -0.9971, -1.9424, -1.8087, -2.0404, 2.3636, -1.8118, 1.0921, -2.198 8, 0.2711, 1.5667, 0.7781, 0.23, -2.0671, -2.522, 1.7363, -0.091, -0.1901, 2.5852, 2.5449, -0.6652, -1.2148, 0.9884, 2.8341, 3.099, -2.1628, - 2.1382, -0.9218, 2.041, -1.6735, -1.2163, 0.5876, 0.5084, 3.0827, 0.4821, 2.6788, -3.0368, 1.772, -2.0853, 1.7229, -3.0356, -1.9308, -0.9541 -0.0689, -2.5358, 1.1597, 1.6285, 1.4622, -1.7292, 1.9189, -0.8415, 1.3859, -0.0138, 2.19, 1.1602, 1.4007, -2.8547, -2.8364, 2.519, -0.812, - 2.4864, -2.3647, -0.7995, 1.261, -2.38, -1.1366, 1.6426, -2.9046, 1.0417, 0.0013, -2.8511, -1.3333, -0.5029, 1.1631, -2.0257, -2.9604, -0.331 9, 2.0807, 0.9714, -0.8531, 2.2577, 2.5817, 0.6301, -2.9663, 1.5495, -2.7271, -2.2936, -2.0538, 3.1415, 0.6274, 1.8893, -0.2825, 1.0776, -1.4 645, -2.9604, 0.4388, 0.9744, 3.0721, 1.4325, -0.2975, 0.655, -1.2436, -1.3946, -0.5563, -0.2534, 2.3777, 1.2982, -1.2639, 2.6808, -1.0415, 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9341，1.432，1.3164，-2.2844，-0.4165，2.6163，0.5266，2.3367，1.9111，2.7716，-1.2931，2.3003，2.3886，1.4807，1.2241，1.3727，0.5108，-2.9335，2.2372，0.8428，2.2774，0.098，-2.4831，-2.0656，1.8005，-0.9359，0.0221，2.8032，-0.0746，1.6053，0.2924，0.3578，0.1295，2.0961，1.3963，0.6039，-2.4383，-0.9352，-0.3664，1.0392，2.7542，1.8378，3.0977，1.1518，0.8224，2.5899，1.5094，1.1842，0.303，-2.2317，0.2553，-1.2166，0.5364，-2.5032，-2.1031，-1.6929，2.9255，1.3143，-1.4317，1.1873，2.5916，-0.5317，-0.683，2.6234，2.2987，2.8632，-0.8237，-0.9002，-2.5637，2.4541，-0.7247，-2.7647，-0.9899，-0.4238，2.8723，-2.0348，0.7743，1.9641，0.8816，2.6011，2.6335，-3.0545，1.1965，-2.3721，1.7612，1.0244，1.7882，1.1655，-0.2054，-0.6832，-0.3254，-1.4146，0.949，2.0718，1.9752，-0.1609，2.0603，-1.37，-2.1383，-2.6438，1.7259，2.2905，2.563，-1.746，-1.2871，-2.7956，-1.6347，-1.7591，0.2231，-2.732，2.098，0.3001，0.9082，0.9835，-1.9165，2.9943，-1.9229，1.4212，-0.8049，-3.1275，1.2957，0.1832，-0.5607，2.7761，-0.7728，-2.4331，-0.9413，-0.0268，-0.0608，2.8437，-2.6961，-1.9986，-2.4036，-1.416，-1.4861，1.8359，-2.8329，0.6379，0.7757，0.2113，1.2629，-2.4205，0.18，0.6203，1.6138，2.1076，0.5423，1.8984，1.7697，0.8294，1.9583，2.1684，1.4474，2.7878，0.1521，-2.4525，-0.3134，2.8942，-1.1501，0.9106，3.1148，3.1009，0.7328，3.0489，-1.8328，1.232，-1.2501，0.0217，-0.5838，-3.0363，1.9573，-1.9007，1.4868，-0.4879，-2.2162，-2.3861，1.2771，0.8813，1.5355，-0.8068，-0.1646，-1.9701，-1.9876，1.2155，-2.9588，-1.2102，2.8457，-0.7589，0.0927，1.4232，-2.8868，0.74，-1.8326，-1.9752，-2.4606，-1.4755，-0.9804，-1.5269，1.756，2.9455，-1.0668，0.0589，1.216，1.7153，-2.9103，-0.2112，-1.8709，2.5564，0.9418，-0.8654，-0.3184，-2.0508，2.3516，0.4078，-0.3633，-2.5701，-0.4359，-0.0593，-2.3775，1.8469，-1.8389，2.4779，2.7527，2.8743，-1.3897，-2.6751，0.9158，2.3558，0.2545，-1.9373，-2.8288，0.6745，1.1874，2.9171，-0.2954，-2.5876，0.1395，0.9442，-1.3266，2.6233，2.9255，-1.3311，2.416，-2.2225，-1.5312，-0.3928，1.8109，-2.1657，-0.4704，0.2406，-2.3838，2.6568，2.129，1.6865，-2.323，-0.3351，1.2723，-1.3076，1.0436，0.0634，-1.1968，-3.0255，-1.2917，-2.917，-1.5259，2.1148，0.3675，-2.337，-0.3431，1.1758，2.9052，-1.1608，0.5513，-0.9032，-1.3633，-2.9001，1.0177，2.7593，-3.0984，0.2844，-0.956，0.3056，-1.3996，2.4876，-0.8947，-2.7095，1.8003，2.7445，-1.142，-2.6684，-1.1264，-1.1181，-0.3903，2.9695，0.3027，0.5143，0.3314，2.5666，-2.2284，2.2355，-0.5323，2.7678，2.5197，3.054，-2.4751，-0.1969，-1.3425，1.1261，1.965，2.3109，2.161，-3.026，1.3183，2.0243，1.2899，1.4574，2.1425，-1.5554，2.985，2.4573，1.3709，-0.1585，2.5743，-1.1941，-2.6033，2.3494，-0.89，-1.7313，-3.0296，-1.1782，-1.0849，2.794，2.4744，-2.6325，-0.4653，-1.6892，2.5821，-1.3814，0.3655，2.9196，-2.9367，2.4162，0.1088，1.7742，1.122，-2.8662，0.6478，-0.9109，-2.2864，-0.4492，-0.0106，1.0401，2.7297，0.6808，0.3996，-1.6961，2.0899，-1.7475，2.5119，2.8112，0.4154，-0.6398，0.446，-2.0193，1.0178，-0.299，-1.4211，-0.4155，-3.0756，1.2975，1.8689，-2.994，-2.3944，2.5474，3.0699，-2.9668，-0.6797，0.9235，-2.0357，-2.3992，2.7955，-1.298，-3.0656，1.7801，-2.383，-2.2236，2.6629，-0.4524，-0.3801，0.0482，0.3074，1.1563，0.0302，-2.273，0.2742，2.6155，-1.0491，-2.9428，2.038，0.6766，-3.1177，-0.3322，0.8582，2.3214，-1.2571，-0.2205，-1.8411，-0.9038，2.0469，0.5957，-1.6661，-0.5096，-2.0676，-1.0977，2.1316，-1.3339，2.1847，1.5771，0.2735，-0.9883，-1.978，-1.6776，-2.1229，-0.1392，-0.0298，3.0309，-0.611，-1.7038，-1.8395，0.9608，2.9987，-1.8297，-0.7112，-1.6189，-0.5334，-1.9826，-2.8548，-1.5641，0.0666，-0.4991，2.4105，0.1647，-2.2825，0.9064，1.3103，-2.3254，2.0697，2.2823，-3.0188，1.9354，2.5215，-2.7306，1.2487，0.9288，0.1364，1.4667，-1.0782，0.9917，-1.5519，-2.2486，-0.9571，-1.1122，1.9119，2.6594，3.054，2.0936，-1.1253，-1.3105，-2.0931，2.204，-2.061，1.4927，2.4373，1.3313，-2.2017，-0.1524，-1.1713，-0.2267，1.9013，-2.9044，0.152，-1.8919，-2.0998，-1.2177，-0.3465，-0.5544，2.5669，-0.7791，-2.7227，1.0099，0.9281，2.1694，-0.2469，-1.7801，-1.5274，-2.3674，1.9437，-0.0317，3.0802，-0.6731，-0.3243，2.8377，-2.935，2.2539，-2.1565，-0.9172，-2.0877，-0.1338，-0.7397，-0.0543，2.4979，-1.169，-1.0812，2.4704，-1.436，-0.5656，1.7142，1.2624，0.9038，2.4919，1.2883，-0.6355，0.5703，3.1337，0.6912，-1.1386，1.8739，-2.9908，0.4097，2.1065，0.6719，2.1666，2.3637，2.1954，1.7936，-0.3413，-1.8977，-0.1888，2.2841，0.126，-0.8426，-3.053，-1.005，1.7997，-0.5318，-1.0984，-1.5405，3.0404，-1.2325，2.7506，1.2929，1.6317，-2.4577，-1.4011，2.2262，2.5709，-1.4072，-2.0378，0.4667，1.4889，-0.9579，-2.1021。.

[0251] The phases of the elements in the second sequence are as follows: 1.8513, -3.0298, 2.4143, -1.8443, -1.6712, 0.2142, -0.8484, -1.2086, 2.7731, -3.086, -2.9087, -1.6622, -1.6752, -1.9978, 2.9129, -2.9084, -0.639, -3.0218, -0.5818, 2.4803, -1.7663, -2.9112, -0.4312, 0.7817, -2.9904, 3.0809, 0.6077, -0.5824, -1.029, -3.1166, -1.7844 , 0.8126, -1.8408, 2.0523, 1.9302, -1.0226, 1.6601, 1.5436, 2.9364, 2.1942, -1.3066, 0.5323, 0.4936, 0.9245, -1.641, 2.279, -0.2706, -0.561, -2 0.4707, -0.8955, 2.9873, -2.4328, -0.4617, -2.2865, -0.6419, -1.8124, -2.7802, -2.437, -1.3713, 1.5798, 2.1275, 0.4707, 2.5571, -1.905, -1.674 8, -0.4759, -2.2216, -0.0253, 0.5722, -1.8111, -2.6217, -0.6686, -2.0734, -2.1724, 2.7658, 1.8691, -0.2054, -2.6301, 0.6522, -2.3074, -2.6141 , 0.3544, -1.0374, 2.1078, 0.3459, 0.5775, 2.2023, 1.7502, -2.3414, 0.7682, 1.7259, 1.9694, -0.6191, 2.6588, -1.0864, ​​-2.5646, -1.5906, 0.224, -0.4995, -1.1711, 0.2205, 3.0336, 2.2193, -2.6107, 1.7637, 3.1296, 3.1286, -2.238, 2.8037, 0.7403, -3.141, 2.6962, 1.2596, 2.8672, 2.8227, -2. 5177, -1.2835, -1.8115, -0.8622, 0.529, 1.7025, 2.2829, -0.8095, -1.1012, 2.7206, 2.3788, 0.8225, -1.2599, -2.642, 1.1387, 2.5238, 1.0343, 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-0.0572，1.16，-2.2799，0.5828，1.3437，2.2719，1.2587，-2.9212，-0.2947，2.507，-2.3568，-2.4408，-2.2646，2.7781，-1.1164，-0.355，-1.1866，1.3539，-1.212，0.4289，-2.8809，-2.4126，-1.1137，1.9781，-1.3872，-1.1737，0.116，0.1834，-0.9323，-2.8321，2.7156，0.1905，-1.4458，-0.2312，1.3085，0.0741，2.6299，-2.5179，-2.738，-0.3536，2.8882，2.3808，0.2501，1.2328，-1.7631，0.0108，-2.6288，2.0249，3.088，0.7573，-0.2145，1.8531，2.25，-0.1031，2.1273，1.8451，1.3973，-2.9561，1.2024，0.207，-2.5846，1.7498，3.0269，-2.4397，-1.1255，2.262，0.0836，0.1155，1.2835，-1.8947，-2.9739，-1.4124，3.073，-2.6958，-1.8242，2.3571，1.5895，0.2764，2.869，-2.11，2.1571，-2.4134，1.8058，2.1595，-2.0108，-0.0227，-1.1146，1.9437，2.5881，-0.0644，1.2075，0.2983，-2.7273，0.5759，-1.0589，-2.0095，-2.4602，1.7273，-0.1804，1.018，2.0396，-1.8904，-0.0027，0.2306，-1.5445，-0.9248，-2.9478，0.6083，-1.4579，-3.0895，1.1326，-0.8386，-1.9164，0.2621，-0.2961，-0.1446，-0.6731，0.0451，-2.6014，2.3168，3.1207，-0.8664，-0.0311，-1.1679，-1.4125，-2.9892，-2.0796，2.3055，0.839，2.6183，-0.1441，1.7082，1.6884，1.9906，0.2452，-2.9857，-1.0595，-0.6612，-1.924，2.2466，2.3933，-2.1971，-0.5684，-0.2973，1.4743，2.754，0.3319，2.5523，-0.5842，1.8681，0.1454，-2.713，1.8752，2.3428，-1.7163，-0.6789，-1.8412，2.3059，-2.4011，0.9072，-2.9687，-2.1374，-1.9678，1.9879，2.8776，1.5697，-1.5706，-3.0477，2.278，-1.6111，1.5349，-1.329，-1.5815，-0.7162，2.5284，2.4331，-1.5341，2.9813，-2.8583，-2.8815，-0.5591，-2.1676，-2.4919，-2.711，-0.066，-1.2869，0.9746，1.2114，2.4012，-1.4999，1.9104，0.0736，-2.1731，1.4108，-0.9365，0.0229，-0.6307，-3.0531，-2.5899，1.1294，3.1111，-2.7629，1.2618，2.4628，3.085，1.3336，-2.432，0.1408，2.4388，-2.9864，2.021，-1.9689，1.6576，0.9128，-0.4622，-2.4524，-2.2006，-2.3612，-2.4246，-1.1336，-2.9833，0.6576，2.2316，-0.9877，1.3365，2.6355，-0.4308，-1.5745，1.6959，0.2581，0.2487，2.8058，2.5812，2.3659，0.8284，2.5913，-2.4814，-0.2445，1.3359，1.9764，1.5344，2.5209，0.8093，0.7005，2.7915，1.4119，-1.069，2.1915，-1.2516，0.0375，-2.0597，0.9611，0.1116，-2.3494，-0.7069，3.0522，-2.1529，0.5991，-0.4349，-2.3053，0.976，-2.3432，2.133，0.1068，1.4461，1.3497，1.9326，-1.4897，-1.5345，-2.7822，-2.6132，-2.7775，0.1483，-2.532，-2.2142，-0.1972，-2.5202，1.7233，-0.3281，2.5447，3.0948，-1.8654，-2.1423，1.0198，0.5967，0.8589，-1.073，-2.6523，2.5278，2.8844，-0.8092，-1.6537，-1.8523，1.9901，1.9561，2.9138，2.4642，2.9211，2.505，-1.1023，2.4672，-1.4379，2.6312，-1.2356，-0.2864，3.0717，-1.1424，1.5051，-1.3299，0.13，2.9346，0.1862，-1.1755，0.6465，1.2008，0.9393，-1.9442，1.5251，1.8344，-1.8372，-1.9289，-0.3213，-0.3464，2.3288，-3.0445，-1.923，-1.3067，1.0323，1.9967，0.0291，-0.5399，-0.7682，-1.2338，0.7628，2.2632，1.2901，-2.9989，-1.0847，-1.8034，-1.9755，-2.6818，-1.3299，-1.1165，-2.6185，1.3604，3.0319，0.9907，-0.4544，0.0548，1.9176，-3.1056，2.6421，-1.2552，-2.6215，1.3981，-2.0311，1.0053，-1.6838，-2.2361，2.2754，1.5481，1.2531，0.9252，1.3815，-0.5614，-0.0315，0.0039，-0.0129，-0.8903，2.6317，3.108，-1.6773，-1.1903，2.1132，-1.9745，-0.0011，0.1931，0.5322，1.2623，-2.4106，0.9242，0.3896，-2.4237，-1.1502，0.0254，0.2328，-2.6536，-0.0877，-0.5029，-1.5965，-1.0147，-1.7721，0.3412，-3.0546，1.2953，-0.7844，-0.3591，1.1869，-0.6906，2.4554，2.4821，1.9888，-0.3634，-2.0768，2.3755，-2.4708，-0.1812，1.7022，1.4548，-2.2664，-1.2632，-1.2356，-2.9319，1.0716，0.7497，2.2746，-0.9072，0.7187，-1.2866，-2.6227，0.044，-1.4799，-0.703，-3.1148，-0.6945，0.7407，-1.6834，-0.379，-0.7713，1.8299，1.1497，-2.7766，2.967，2.412，0.0867，-3.0402，-0.7456，2.7113，2.6358，-0.4496，-2.0995，2.8618，0.3046，0.3816，-1.2579，-2.1923，0.8242，-2.8364，-1.6398，0.3029，1.7628，-0.9691，0.9547，-0.5672，-0.135，-0.216，2.4386，0.867，-2.5931，0.9764，0.6989，-0.9307，-0.5285，2.6942，-1.9512，0.6281，0.8526，0.1969，-3.091，1.3856，-0.6596，-2.7578，0.0204，-1.6071，2.8564，-2.891，-1.8197，-0.2891，-1.5288，-0.3638，0.088，-0.8511，-1.2187，0.355，1.8595，-0.5383，-2.2244，0.5028，1.2799，-1.3476，-0.0641，0.1249，3.0524，1.9739，-0.2057，2.1744，-0.9175，1.4607，-1.0651，0.8528，-1.184，0.1943，-2.0988，-2.7604，2.1933，0.9201，-1.5839，1.036，-3.0733，0.0071，0.9592，-2.7752，-0.896，0.7973，-1.1808，-2.5452，-0.1771，2.9498，-0.3157，0.2833，-1.4812，-1.8283，-3.0778，2.7655，3.0964，2.4773，0.9898，1.9235，2.9795，-1.6666，-0.7529，-0.124，0.5553，-1.3528，3.0724，-3.1201，2.8083, 2.3023, -1.4123, -0.8097, 1.3125, -1.0822, -2.1562, -0.545, 0.9129, 2.5086, -0.1336, 3.1068, -1.8823, 2.261, 1.5453, 2.4026, 2.3428, -1.9182, -2.7357, 1.7001, -1.1471, -0.3096, -2.6807, 0.5514, -2.4645, 2.1347, -0.4333, 2.029, -2.0662, -2.4981, 1.6242.

[0252] Sequence set 14: This sequence set 14 includes three sequences (denoted as sequence 1, sequence 2, and sequence 3), and each sequence in sequence set 14 has a length of 2048. For any sequence in this set, all elements in the sequence have the same amplitude. The phase of the elements in each sequence can be as follows:

[0253] The phases of the elements in the first sequence are as follows: -1.5185, -0.3628, 1.4367, -0.1784, -0.3738, -0.4425, 1.0877, 1.7705, 1.165, -2.4608, -0.4694, 1.5369, -0.4878, 2.2011, 2.0417, -2.0157, -0.5414, -2.0546, 0.1778, 1.7887, 1.4382, 1.2482, 0.1605, -0.0283, -0.6277, 2.1189, -0.8677, -1.4519, 3.1128, 2.0685, 2.0288, 0.3 926, 1.5335, 3.1125, -3.02, -2.5511, -2.2339, -1.4097, 0.6944, 3.0227, -3.0108, 1.4047, -2.6469, -0.173, -2.9, -0.856, 2.9958, 1.6994, 1.2845 0.1793, -1.0898, -0.4459, 1.7646, 0.0547, 2.6998, -0.9382, -1.4678, -2.3698, 0.3697, -1.3624, 0.3579, -2.4124, 2.9598, 0.3688, -0.516, -3.009 2, -1.2166, 0.6616, 1.2218, -1.4199, 0.7137, -1.7296, 2.8347, -1.3161, -1.4991, 2.6837, 2.3534, 2.4112, -1.0643, 2.6038, -2.7222, 2.4475, -0. 6192, 1.625, -1.3198, 0.1331, 1.7824, -1.4462, 2.6728, -2.2224, -3.1138, 0.9354, -3.0904, -3.1201, -1.8751, 1.5798, 3.1311, -2.0672, -0.6054 0.2152, 0.3243, -1.9464, -0.9899, ​​-0.3709, 0.8973, 2.5553, -1.4106, 2.4112, -0.3956, 1.7462, -0.4418, -1.4192, 1.7114, -1.1672, -2.3718, 2.88 , -1.0029, 0.7231, 1.6597, -1.0387, -2.8977, 2.3437, 1.8053, 3.0905, -0.4449, -0.6249, -2.0613, -2.1189, -1.5222, -0.1069, -1.7795, 1.3186, 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.2603，2.3979，2.9785，-1.8548，-1.3191，1.1834，0.4492，-0.7452，-1.6192，-0.087，-2.5416，2.1048，-0.6362，-1.2822，2.6863，1.6072，-1.8143，1.9909，2.1254，1.551，0.2051，-2.4729，2.4472，-2.1797，2.9263，2.3668，0.3556，1.0237，-2.491，2.5326，-0.7599，0.4696，2.8889，-3.1162，0.262，-2.5429，-1.0158，1.0312，-0.1827，0.2311，-1.2462，-0.0971，1.7441，-0.5485，-2.7255，2.0293，-1.6607，1.1903，-2.4265，-0.1959，-0.5737，2.5001，2.8331，-1.9165，-2.4063，2.5111，1.9873，1.7461，0.7447，3.0924，1.1441，2.2659，-0.1962，-2.5011，-0.8179，1.1031，0.3661，1.3228，1.9501，-1.004，2.9671，3.0741，1.2089，0.7099，1.8584，0.7073，1.8944，0.8821，-0.7693，-0.0364，0.8831，-1.9932，0.4358，-2.3524，-2.2034，0.4944，0.3835，0.4569，-0.1728，1.367，-2.8248，2.5079，-2.5788，2.2082，-2.922，2.7927，-0.2191，0.8698，2.339，-1.6446，-1.2684，3.0108，-1.5376，0.7927，2.0775，-0.7389，-2.1376，-1.8557，2.6252，0.406，-0.1453，-0.6753，3.0429，-1.1978，1.9964，2.0327，-0.8082，-0.4306，-0.1529，0.2938，1.9212，0.3997，2.4441，-0.8563，-1.1935，-1.9756，-1.1，-2.5479，-0.7867，-0.3162，2.7112，1.846，1.0924，0.7651，1.2089，3.0847，0.9125，2.9995，0.083，-0.0762，-0.1859，1.1256，0.8724，-1.4453，1.1117，0.7697，-1.9268，1.6461，0.3759，-2.2519，2.3844，-2.5302，-0.4855，2.1555，-1.0987，-2.794，-2.0172，-1.947，2.4932，-0.6129，0.7422，-0.8804，-0.2308，1.189，-2.3029，-2.0792，1.8502，2.7941，-0.6698，0.2426，-2.0648，2.323，-0.0527，-2.6816，-2.398，2.4123，-1.9929，-1.5395，-2.2451，2.2，0.5527，2.6901，1.339，-2.774，-0.1573，0.4018，1.5758，-2.6117，-2.6385，0.6036，-1.8927，-0.3251，-1.7757，1.6086，2.1641，0.9778，2.245，1.9892，0.5287，-0.9562，2.1365，2.6903，2.8189，0.5848，0.9631，-2.2804，-2.6874，1.1294，-1.4862，1.8912，-2.5022，2.8786，1.8828，0.7499，2.9333，-0.339，-2.6146，-2.1262，-3.0198，-0.0262，-1.717，1.9393，-2.2467，-2.3862，-1.1706，-0.1908，-1.0169，2.6284，3.0169，1.2453，-2.5677，1.5059，1.2366，1.7387，-2.0588，-2.3064，-0.5151，-1.1184，1.8286，2.0634，-0.1272，2.8765，2.5909，-1.4283，0.7673，1.1498，1.9518，-2.2424，-0.092，1.7465，0.1504，2.0649，-2.1858，-2.8583，1.8714，2.4134，-1.6635，0.3573，-0.699，0.8285，1.0803，-0.1614，-1.2004，1.0903，3.0596，-1.055，2.369，2.6359，0.5994，1.9118，1.6065，-1.9267，1.4526，-2.6952，-1.6246，0.1004，-1.9785，-2.7136，2.9629，-1.1214，1.1016，-2.1176，2.4777，0.2441，-2.6198，-1.5172，-2.7228，-0.8681，2.3264，-2.1585，0.6756，2.0093，1.2353，-2.7069，0.9144，-1.1094，-2.1848，2.0074，2.3524，1.0506，2.0504，-1.12，1.4462，-2.9612，0.9176，2.1862，0.8751，2.3728，-1.6455，-2.1971，-0.1834，-2.492，-1.5248，-1.5571，0.2764，0.7389，1.8132，1.2628，2.1559，1.8729，2.2715，-1.2985，2.0949，1.0088，2.3634，1.0651，-1.433，2.8541，-0.2554，-2.3685，2.459，2.7071，0.8334，0.0325，2.3075，-0.1969，-0.1144，2.2328，-2.2364，-0.9596，1.3883，-0.7901，-2.1078，-1.7887，-1.7154，-2.6677，0.1232，-2.9459，-1.347，-2.1442，-2.8329，0.0207，-1.3624，2.8984，-2.7838，-1.4032，-0.8967，0.5689，-1.1869，-2.4154，-0.1724，1.2826，0.6516，2.8318，-3.1077，1.3803，0.6129，1.6358，1.8053，2.2754，0.0691，-2.4871，1.8547，2.2293，-0.0108，-0.5477，0.8161，-1.8787，0.8698，-2.3994，-2.4272，0.8794，2.8123，-0.9239，-1.6019，1.4455，1.2311，2.1059，-0.8379，-2.5475，-2.0481，1.0454，0.9987，-1.8722，2.7553，2.1148，3.0609，2.4729，2.0157，1.1134，-1.4686，-0.9355，-2.9974，2.061，-2.8569，-1.9501，0.0232，-0.2696，2.9957，2.5775，-2.169，-2.695，1.8137，0.496，0.2624，-0.3008，1.2248，-1.652，2.028，-1.9499，-0.8131，-2.3931，-2.7461，0.7869，-1.6644，-0.5746，-1.0335，-2.7416，-2.334，-0.447，2.4356，2.2745，-1.8395，1.3637，2.8923，0.2064，0.0862，1.8193，-1.5835，2.875，-0.9341，-0.1987，-0.7806，-1.1863，0.8544，2.8597，-2.7486，1.0483，-2.4003，-1.9557，-3.0929，-0.7866，-0.3919，-2.8897，1.3539，-2.3526，1.5031，0.9725，1.7977，1.3057，0.9411，-3.0028，0.1194，-0.0056，-2.1327，0.6806，0.1779，-2.4956，2.6595，1.6337，-0.6406，-2.273，-0.3657，-0.3537，-3.1391，-1.0987，0.6445，-0.054，-0.9098，3.0531，-0.0055，2.635，2.2194，1.1483，-2.5097，1.679，-2.4639，-3.1039，0.2532，1.7108，1.5802，-3.0647，2.8978，1.9841，-0.4263，-1.7056，2.9638，0.7328，-3.0323，0.8835，-0.7307，1.8177，1.3479，-0.5964，1.2959，-3.1371，0.0886，-1.4897，-2.1372，2.6072，-2.4877，0.3571，1.6806，0.7349，1.8486，1.0119，-2.891，-2.6311，-2.4067，2.2713，-1.2879，1.6236，2.5253，-1.6868，0.1678，1.6506，1.6046，1.6041，0.0955，1.1014，-0.5265，-2.6017，1.6286，2.5365，2.8895，0.6913，0.2875，-2.2437，2.2327，-0.8232，1.7533，-0.8049，1.4695，0.14，1.5542，-0.752，2.6573，-2.1414，0.5309，-2.737，2.0997，0.367，0.5648，-0.654，1.2932，2.046，-2.6228，-0.5242，2.7585，-2.3171，0.4008，1.795，1.3331，2.1941，2.2901，2.4213，1.2029。.

[0254] The phases of the elements in the second sequence are as follows: -2.325, -1.5779, 0.7637, -1.2632, -2.6804, -1.8329, -0.7136, -2.1669, 1.6616, -0.9616, -1.4329, 2.2096, 2.6105, -0.8615, 3.0298, 1.0935, -2.1657, 1.9841, 1.622, 1.8859, 2.8889, -2.1149, 0.4802, -1.6369, -1.8928, 1.4331, -2.5463, 1.0325, -2.9324, 0.8316, -0.9132, -2 .5707, -2.8268, 0.9353, -0.761, -2.507, -0.4482, -2.8488, 0.7055, -0.5448, 1.707, -2.7295, 1.2047, -0.3621, -1.7117, -0.7593, -0.6984, 2.3933 , -2.2981, -2.4103, 3.0096, 2.4885, -1.7771, 2.3475, 0.5857, -2.1408, -2.4744, -2.8657, -1.6334, -0.3385, 0.2522, -0.507, -2.1563, -0.3469, 0. 8875, 1.7353, -0.2341, -2.4249, -2.1568, 0.8536, 2.9144, -0.1121, 2.5666, -0.5921, 2.6679, -0.4259, -2.2862, 0.2446, -0.6666, -0.3214, 2.6293 -1.7064, -0.3588, 0.3783, 1.3143, 2.7974, -1.7853, 2.8852, -1.4117, 0.8927, -1.8964, -2.0595, 0.1467, -1.2165, -0.2581, 0.2351, 1.8063, 1.19 34, -1.7271, 1.3699, 0.2897, -0.1806, 0.1814, -1.8773, -1.8407, -3.1009, -2.0371, 3.0394, -1.7381, 1.6592, -3.0894, 0.3982, 0.2668, 3.0221, -1 0.8608, -0.7612, -2.3662, -2.5408, -1.9801, -1.5805, -2.2591, 3.0495, 1.5696, -0.6301, 1.5802, -2.3068, -2.0702, 1.0968, -0.0283, -2.8825, 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1.0552，2.5593，2.8843，-1.4693，-0.5339，2.5933，1.6163，0.6575，-1.4538，2.2174，2.1378，0.8689，1.5269，-1.2535，1.9707，-1.5428，-0.1349，2.3895，-1.9515，0.4563，1.3583，-2.3657，2.4298，-0.8754，2.2239，2.3211，-1.0979，-2.6705，0.85，0.0325，1.141，2.464，-0.5859，-1.9242，-0.8469，-0.5916，-2.9591，-1.6171，2.9891，-1.7976，-2.9331，-1.4509，-0.1762，-0.0297，1.874，0.5912，0.55，2.3576，-1.5658，2.1591，-1.2439，0.6295，-1.2205，0.4183，1.0573，-1.4917，-2.0331，-0.7881，-0.8196，-2.3713，-0.569，2.8847，-0.102，-0.0978，0.7716，-1.4223，2.0416，2.4228，2.7936，-0.1692，1.8299，0.355，-2.0605，2.7075，1.1357，2.6284，2.6703，-2.2923，1.4708，0.3448，-2.7968，-2.1547，-1.2309，-1.0975，1.0903，0.9004，0.7642，-0.4718，-2.6255，-1.704，-2.2587，-2.0712，2.4361，-2.6882，0.8119，-0.2598，2.3568，1.61，2.3427，2.7695，-0.3508，-1.138，-1.3263，-2.9538，0.7221，-2.0814，-2.1404，3.0257，0.8607，-1.4233，-0.7666，0.894，0.2122，-0.7251，-3.0079，-0.0563，2.214，-1.8909，-2.2436，2.7659，1.8408，-0.6578，-0.7141，-1.3856，2.5801，-2.8619，-0.9755，-1.4342，-3.0082，-1.9658，-2.4877，1.8147，-2.1281，-2.7206，2.9585，-1.8304，2.6597，0.8057，1.0948，-2.2933，-1.4954，-1.4898，3.1051，2.2209，2.3877，2.9571，-1.4179，0.1588，2.0249，-0.7213，0.1417，0.4403，2.4877，-3.0437，1.3986，0.7719，-2.1323，3.1023，2.2471，-1.7036，-2.4376，-2.906，-1.3833，-1.7499，2.5477，-1.054，-1.9373，-2.9872，-0.0745，-0.9999，0.3909，-0.8896，2.8714，-2.9207，-1.3494，1.8005，-2.0797，-0.5012，-2.6045，-0.2913，-1.3534，0.9223，-1.1924，2.0042，-2.9948，0.8802，-0.6257，2.0477，-0.0818，-0.5114，-2.6113，-0.1971，3.0422，-1.7424，1.9184，0.2317，2.8538，2.8506，-0.0139，1.9533，-2.0712，-2.4，-2.3432，-1.8124，1.723，1.5865，-1.109，0.5591，-1.2991，2.1658，-0.2766，-0.0879，-2.9127，0.2587，-0.8074，-2.6376，-2.7007，-2.8563，2.394，-2.3319，2.1759，-1.9173，1.6717，-2.0752，-1.1282，0.4309，1.9756，-0.6098，1.402，2.4669，-2.0218，-1.6644，-0.5173，-2.543，-1.2829，-1.9868，3.0897，-0.8831，-3.0048，-0.7031，-0.9838，0.7874，1.3552，1.8895，-2.5403，-0.2202，-2.8035，-0.2922，-1.5454，-0.2657，2.8553，1.9208，1.122，-0.0091，-0.6032，-0.3529，-1.6228，1.579，1.6608，-0.4417，-0.6861，1.914，1.3286，-2.7965，-0.4396，2.4883，0.8952，-1.4909，2.6978，-1.6747，-1.2653，2.0622，-1.2078，-2.4672，2.7617，0.4938，2.2752，-2.4019，-2.8083，-1.8475，-1.6258，-0.372，1.8769，2.3704，2.6226，-0.5374，-3.1197，-2.8097，1.9678，2.4996，-3.0307，1.9157，1.512，0.3638，1.256，0.7483，2.3123，-1.9239，1.6299，-0.086，-2.1773，1.5946，-1.7078，-0.9776，0.8454，-3.0889，-1.8741，-2.0935，2.8179，-0.4243，1.6256，-2.7302，-3.0764，0.4089，-1.8947，-0.3941，1.4729，-2.6079，1.0393，2.9824，-0.6744，0.9922，0.2284，1.0018，-2.008，-1.7542，-2.238，2.6519，1.4686，-2.1585，-2.9162，-2.067，0.5057，-2.1523，-2.1745，-0.0914，-0.6125，0.2631，-1.6169，1.6371，1.6033，-0.2891，1.7801，1.5644，-1.9891，-2.6005，1.3399，2.7303，0.6091，-1.2192，1.4806，-2.985，-0.6751，0.6458，1.3919，0.6503，-1.0401，-0.3741，-1.4257，2.4101，-1.594，2.5257，-0.1082，1.7186，-1.5451，2.7181，-0.7975，-1.9783，0.1266，-0.0357，-1.5895，0.4818，-2.4167，-2.8436，-0.0809，-0.0812，0.8346，-1.7823，1.4112，0.5463，2.2486，-0.69，-2.1616，-1.971，1.8048，2.4763，0.5911，-2.0762，2.6107，-2.7931，-0.0663，0.2566，-1.9777，2.0556，-2.1084，-1.2594，-2.8764，-1.3129，-0.8361，-1.7504，0.1217，1.5287，0.8505，-1.1554，-2.8963，-0.934，2.8033，-2.1702，-3.0114，-1.0609，0.219，-1.3898，1.8168，1.1882，0.9709，-1.8193，-1.4932，-1.3443，-1.7411，1.3436，-1.723，-2.3252，0.6385，2.1138，2.5999，3.1079，-2.4681，2.7282，1.8012，-1.8329，-0.8025，-2.6732，-2.1691，-0.882，3.028，2.4869，2.4531，-0.857，2.5076，-1.9365，2.398，2.9556，0.1963，-0.5687，-2.5039，2.1715，-0.3448，-1.3021，-2.4096，-1.9018，-2.0401，-1.3907，-0.4963，-1.3077，1.0168，-1.3546，2.9832，-2.7427，-2.8758，-2.3962，1.273，1.8908，1.2732，-0.7357，-2.88，-1.8405，-1.8397，0.9727，2.0162，2.932，-0.8816，1.1711，0.7131，-1.8107，-1.693，-2.1567，-0.517，-1.3972，-0.2623，2.943，-1.3599，0.5115，3.0768，-0.5983，0.3326，-3.1159，0.8198，-1.7524，1.6534，1.2647，0.5931，-1.4398，-0.678，-2.7071，-1.9287，2.747，1.3097，2.5272，-3.049，-1.0186，1.5936，2.8728，-0.6838，2.1893，2.7546，-1.7084，0.9016，-1.7735，0.0984，3.0296，-2.6082，0.8286，-1.0237，-1.3049，-2.4576，-1.5838，-3.0249，1.2795，1.653，-1.456，-0.5313，0.3995，-2.2055，-0.3142，-1.1187，3.0778，0.7401，-0.3944，0.9625，1.0024，2.1126，2.1945，-2.2658，-2.8888，-0.3322，-0.6987，-1.1497，0.6236，-0.4553，1.777，1.2169，-2.5314，-0.6502，0.9782，1.2827，0.8716，-1.4955，-2.8385，-0.6521，1.9745，-1.7164，-1.7013，-2.6586，1.6068，-1.6577，2.6013，2.5143，0.0831，2.6543，2.3348，2.392，1.0264，1.9876，1.8316。.

[0255] The phases of the elements in the third sequence are as follows: -0.9181, 2.2053, -0.7512, 1.418, -1.7849, -2.1913, 1.0473, -1.9188, -0.1153, -1.7897, -0.6929, 2.8783, -2.5338, -2.2063, 1.7025, -1.1828, 2.2754, -0.2159, 1.4461, -2.2398, 2.0269, 1.3057, -2.8747, 1.1002, 0.9511, 0.7065, 2.2515, -0.4298, -2.8252, -0.4768, -0.0659. 1.803, 0.8754, -2.9448, 2.4869, -1.2666, 2.3201, -1.5146, -2.4379, -2.4882, 1.1456, 0.5905, 1.4199, 2.951, -0.3872, -2.7163, 1.5114, -2.573 -0.4852, 0.0281, 1.9236, 2.8619, 0.0957, -0.0904, 0.9547, -0.0132, -0.1837, 2.1121, 2.162, -2.7828, -2.0976, -1.1865, -1.0657, -0.2763, -0.75 18, -1.0252, 0.387, 0.1402, -2.1813, 3.086, 2.1756, -2.615, -0.0046, 2.0949, 1.0133, 0.2163, 0.0684, 0.9105, -2.0935, 2.3406, 0.9066, -1.7323 -1.9479, -1.2338, 1.8575, 2.7329, 2.5719, -2.5482, -1.5058, -0.7555, 0.1016, 1.3125, 2.1425, -0.1591, 1.7353, -0.5005, 2.2258, 1.2161, -0.10 53, -0.1817, -2.589, -2.2185, 2.2376, -1.7976, -0.7897, 0.2967, 0.4411, 2.2174, -0.814, -1.9846, -0.8206, 0.7616, -1.4329, 1.5362, 0.4134, -0. 7715, -2.426, 1.6409, 0.5949, 1.8234, 0.9421, 3.0981, 1.7394, -1.3834, 1.7963, 2.212, -0.3318, 0.9632, 1.33, 1.2366, 0.3662, 1.7058, 0.2874, 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152，0.768，2.915，-2.3308，2.1298，-1.6798，-2.6，-0.7098，-2.2392，-0.1208，1.1431，-0.4489，-0.8177，1.8843，-0.7821，-2.033，-1.3385，-2.4905，-0.9745，-2.9563，-1.2493，2.4664，-0.6773，0.6301，-0.9973，0.6441，-0.179，-2.8934，-2.783，2.6833，2.4689，-1.5906，-0.2368，-1.4187，-2.7856，-0.1956，-2.1332，-1.9658，-0.8961，1.7303，0.2123，-0.8487，2.0392，-1.6506，-0.3515，1.2555，1.6834，2.6349，-2.4455，-1.9203，-2.3676，1.3013，2.6764，2.4851，0.613，1.7018，0.892，-0.6449，-1.4019，0.6596，3.0277，0.0872，-1.41，-0.9981，-0.8603，1.7181，1.6688，-1.1581，-3.0184，-2.9804，-0.4335，0.3068，0.5566，1.5981，3.0645，-0.4194，0.0815，-1.8016，2.2921，0.0882，-1.0309，-3.1022，-2.0149，3.1138，0.7821，-2.8929，-0.9304，-0.9141，2.4851，-1.2828，-0.1337，-0.7898，0.2819，0.3063，-2.8194，0.5051，0.4948，-0.4401，-0.8275，0.7374，-0.0747，-2.3738，-1.0296，2.844，2.0424，-2.4306，-1.1555，-0.5223，0.4024，-1.184，-2.4559，-2.7849，0.3218，2.9574，-1.5304，-0.2908，2.9132，1.1483，-2.1179，2.6612，2.1898，-0.5867，1.7456，1.9315，-1.7295，-2.3712，0.2243，0.7452，0.3918，-1.8207，-2.841，-1.0019，0.7624，1.2818，1.2974，-1.615，1.8171，-1.8857，0.9274，3.0896，0.6387，0.3483，2.7764，-2.044，-2.078，1.2934，-2.0638，-1.4061，2.0262，-0.929，1.5248，2.4095，-2.8702，-0.897，-1.0429，-2.3854，-0.3704，-0.9112，-1.6627，2.6308，-1.6223，-2.2572，1.4651，0.038，-1.0047，1.9194，2.0359，2.2945，-1.4773，0.4972，-1.9159，-2.792，-0.8908，2.7187，0.8106，-0.8834，-1.8137，-2.8911，-1.6213，-1.7372，-2.9985，-2.055，-1.8638，-2.4819，-2.0244，0.0521，-2.5713，-0.948，1.0047，-1.6572，1.2148，3.0754，-1.7195，2.765，0.1811，0.3802，-0.686，-2.2829，1.1749，2.6748，1.6265，-0.5589，2.302，1.7544，-0.8261，-0.4756，0.4313，-2.762，-0.371，-2.4271，3.016，-2.6484，-1.2816，1.9814，-0.1038，-0.0529，-1.3039，0.8432，2.4584，-2.7544，1.1508，-2.0423，0.6525，2.1016，-2.0496，0.3698，-1.6786，0.7384，-0.2667，2.3326，0.7079，1.9968，0.0787，-0.4002，-2.2233，-2.919，-0.4688，0.584，1.8348，-1.3494，1.9881，2.0947，1.7542，1.3612，-2.7643，1.3665，-2.3967，-1.9689，-2.0169，2.0652，-0.7217，1.191，-0.9886，2.1025，-1.0506，2.0812，-1.9437，1.8101，-0.4249，-1.4002，2.8526，1.6914，2.6212，2.3749，2.4737，0.6599，2.8791，2.9302，2.9088，-3.0981，0.7506，2.5718，1.3685，-0.0642，-0.1739，1.2213，-1.722，0.7212，0.091，2.9801，-0.5742，-2.0571，2.7397，-2.7801，2.1387，-3.1402，-0.4774，1.4671，1.4321，2.591，-0.3391，0.5002，1.7451，2.4263，2.5179，-1.9837，-0.8219，-0.2003，1.2331，-0.0623，1.4221，0.6686，2.2721，2.2412，-0.6283，-1.9917，3.0577，0.6964，3.1237，-1.7749，-2.9978，3.0619，0.4993，-1.1015，2.0966，2.8954，-1.301，-2.7047，2.0853，-1.1934，0.2067，-2.0783，0.0965，2.9781，2.1481，1.8014，-0.4542，-0.9796，-3.0905，2.8583，1.2078，-0.6025，0.8106，1.0141，1.9448，-0.2265，0.9119，-2.0523，-3.0039，1.2218，1.3137，2.9553，1.0206，1.1647，1.0901，-1.6798，-1.6529，1.9146，-1.9571，2.0261，1.3405，2.3671，-1.9997，-2.3447，0.1338，0.8638，1.8603，2.1819，1.9615，-2.3448，-0.5604，-1.1924，-2.6651，-1.1315，-1.584，-2.5349，-1.4174，1.885，-2.5723，1.0742，1.5897，0.8335，2.1891，0.6127，2.4555，1.6371，-2.0529，-2.3533，0.6106，-0.8463，1.1542，0.4197，-1.5599，-0.0662，-0.8681，-2.6291，2.1384，1.4859，-2.8394，1.7031，-0.1718，0.2151，-1.9171，2.3601，2.8044，-2.319，-0.9896，-0.8568，-0.716，1.0927，0.5081，-0.1492，0.4695，-1.5578，-0.0724，1.4147，-1.3163，-0.2062，2.1799，1.3889，1.0336，-1.0932，-1.4945，-0.4394，-1.6316，-1.2847，2.7349，-1.7071，-1.7295，1.7064，2.1745，-0.9866，0.644，-1.5347，1.3103，-1.1349，1.573，0.7751，-3.0243，1.414，-0.9214，-0.6576，2.1246，1.8171，-0.0261，-3.0621，0.0305，-2.0796，1.9499，-2.0438，-1.8425，0.9391，-2.6778，-0.9891，-2.2129，1.0483，2.4641，-2.735，-0.081，1.8739，0.7083，2.0148，-0.6301，2.5474，-2.7595，0.641，-0.9674，0.9546，2.3621，-2.5327，-1.033，0.932，2.5097，-0.0432，-2.3585，-0.3683，-0.3085，-2.8586，-2.9414，-2.2042，0.8635，2.0294，-0.3685，-1.8311，2.3729，0.0648，0.0729，1.0145，-0.7385，0.353，2.6995，2.14，0.6886，1.4736，2.3407，2.3619，-2.1106，2.0809，0.6926，1.4206，0.5076，-2.8179，-1.5307，2.6002，0.2982，3.1414，2.2034，0.6344，-0.2856，1.1241，2.3145，1.1719，1.959，2.7067，0.6475，-0.2901，-2.8983，-2.7177，1.0424，-2.474，-1.303，3.0419，2.4204，0.3641，-1.781，-0.8223，-2.437，1.914，-1.6724，-1.5313，-2.3151，-3.1061，-2.819，-0.5179，-2.8821，-1.7333，-1.5315，-0.3448，2.1369，-1.4922，-2.6217，1.6095，3.0394，-1.6743，1.28，0.0432，-0.6637，2.5982, 2.471, -0.0046, -1.1731, -1.7996, -2.2107, -1.2458, 2.5309, -1.325, 0.7039, 2.7177, -0.9793, 0.6176, -2.7908, 1.9999, -1.2124, -1.7196, 0.2117, -0.2894, -2.3966, 0.5927, 2.3794, 0.3849, 0.6268, -2.7157, -0.2415, -2.6071, 2.9441.

[0256] Sequence Set 15: This sequence set 15 includes four sequences (denoted as Sequence 1, Sequence 2, Sequence 3, and Sequence 4), and each sequence in Sequence Set 15 has a length of 2048. For any sequence in this set, all elements in the sequence have the same amplitude. The phase of the elements in each sequence can be as follows:

[0257] The phases of the elements in the first sequence are as follows: -0.5258, -0.8598, 1.1707, -0.7985, -2.7909, 1.004, 1.3671, -2.9996, -0.9316, 0.6572, 1.0278, -0.1171, -0.0965, -2.6135, -1.1489, 1.0266, 2.3151, -0.9219, -1.571, -0.9004, -2.5859, -0.9366, -0.6525, -1.2429, -1.6648, -1.7073, -1.7542, 2.0123, -2.7896, 0.605, -2.045 8, 0.7292, 2.0352, 1.0262, 0.4329, -2.2374, -2.6029, 1.2359, -0.3793, -0.7469, 2.9418, -2.9731, -1.5602, -1.3861, 1.1962, 2.4834, 3.0218, -1.7 401, -2.124, -0.6535, 1.9865, -1.6813, -1.3515, 0.8864, 1.2994, 2.6047, 0.3027, 2.5949, 2.9995, 1.291, -3.1155, 2.2854, -2.3148, -2.1208, -1.1 345, -0.3402, 3.0261, 1.6531, 2.0065, 1.1259, -0.7741, 1.8698, -1.4765, 1.1361, -0.3629, 3.0171, 1.3036, 1.8975, -3.0841, -2.9926, 2.6752, -1. 8843, -2.4148, -2.4499, -0.3083, 1.4859, -2.4304, -0.7692, 2.0487, -2.7558, 0.6244, -0.8126, -2.7634, -0.5188, -1.0058, 1.0134, -2.9874, -2.5 14, 0.1016, 0.8337, 0.6389, -0.9548, 2.4136, 2.5272, 1.0324, -2.7526, 1.6375, -3.0829, -1.7443, -1.4484, 2.5998, -0.4109, 2.0037, 0.7845, 1.20 76, -0.8668, -3.1151, -0.9403, 0.6194, 2.3159, 1.1561, -1.3568, 1.276, -1.5245, -0.8302, 0.3236, -0.6155, 2.8982, 1.3087, -1.6623, 2.6398, 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2.2808，1.4714，1.173，-2.7606，-0.5904，2.3479，1.4218，2.3622，1.1549，-2.8037，-1.2747，2.5382，2.444，1.7613，0.8204，1.9545，1.7344，2.32，2.4931，0.3401，2.4837，0.3092，-2.5374，-1.2417，2.2657，-0.6848，0.1385，2.8111，-0.0813，1.6038，0.306，0.1498，-0.2475，1.7777，1.5003，1.76，-2.2296，-1.1881，-0.2957，1.273，-2.3659，1.8992，2.4211，1.237，0.8424，2.4786，2.1191，0.5487，-1.1815，-2.2836，-0.305，-0.5241，1.1354，-2.7208，-1.9471，-2.5454，-2.4394，1.6644，-1.1058，1.271，-2.726，-1.035，-1.0208，1.6941，2.2791，2.4859，-0.7646，-1.094，-2.6288，1.647，-1.0884，-2.8976，-0.0936，-0.7805，2.7471，-1.2824，0.4958，2.3901，1.5389，2.0544，2.7157，3.12，1.1034，-2.2996，1.8945，1.0447，2.0676，1.4196，0.0101，-0.9121，-0.5465，-1.8303，0.9435，1.5598，1.5495，-0.8483，2.2828，-1.5853，-1.1499，-2.8627，2.8161，2.2307，-2.8206，-1.9031，-1.7991，-3.0295，-1.3205，-2.5945，0.4205，-2.3175，2.2743，-0.0649，0.8355，0.2846，-1.7516，-2.4758，-2.3271，1.6818，-1.2413，2.7883，1.3789，-0.7931，-0.8827，-2.6342，-0.9506，2.8425，-0.974，0.2926，0.8368，2.9246，-2.7953，-1.0153，-2.9302，-1.0799，-0.9755，1.5051，-3.0551，-0.0833，0.8372，-0.5757，1.5767，-2.7143，-0.3028，0.6853，0.4946，2.7901，-0.2754，2.8477，2.9567，1.6118，1.9578，3.0757，1.9127，3.0605，-0.2462，-3.0747，-1.2398，2.553，-1.3591，2.1923，2.9265，2.65，0.3241，-2.5515，-1.2905，1.0049，-1.3392，-0.1246，-0.4596，-2.6858，1.9111，-0.8181，0.7206，-1.2744，-2.9308，2.4092，0.49，0.8252，1.7843，-0.2407，-0.6762，-2.6188，-2.2227，1.5286，-2.633，-2.0446，3.1195，-0.5387，-0.4992，1.2423，-2.5913，-0.0978，-1.9597，-1.5364，-1.823，-1.7051，-1.4051，-1.0483，1.7238，1.8766，-1.315，1.6773，0.7047，2.1603，2.7404，-0.2323，-1.1616，2.5455，0.5986，-0.8734，-1.0231，-1.5822，2.5314，-0.12，0.5225，-1.9022，-0.8098，0.1832，-1.9278，2.0641，-1.9915，2.9894，-3.1154，2.8948，-1.5324，-2.3445，1.3305，1.552，0.6162，-2.7473，3.0373，0.0712，0.7067，2.7141，-1.7484，-3.0572，-0.7746，0.9101，-0.8804，2.6432，3.0156，-0.0846，2.5476，-1.3325，-0.8517，0.6987，2.0508，-1.5175，-0.1458，0.5713，-2.126，2.324，0.5702，1.5594，-1.8402，-0.2632，1.2795，-0.7384，0.9431，0.6855，-0.8455，2.7953，-1.1821，3.1176，-1.6809，2.1389，0.3774，-2.5615，-0.2468，1.4686，3.0772，-1.775，0.5308，-0.7634，-1.88，2.7684，0.4308，2.7234，-3.0141，-0.5346，-2.0127，0.4499，-0.8649，1.783，-1.4746，-3.0623，1.1503，2.8959，-1.1253，-1.9581，-0.7753，-0.526，-0.8313，-2.2268，0.1514，-0.3747，-0.009，2.5326，-1.9923，1.8851，0.7081，2.8195，2.2319，-2.5833，-2.5262，-0.0845，-0.9877，1.7917，1.0366，2.7122，1.9388，3.1034，0.7783，2.2494，1.5942，1.5104，1.3489，-2.1843，2.5767，2.6923，1.2355，-0.0428，2.0905，-0.7769，-2.7711，1.8748，-0.3336，-0.7882，-2.7677，-1.686，-0.2135，2.8861，2.2518，-3.1057，-0.1879，-1.149，2.5122，-1.5144，0.4023，-2.9964，2.76，2.5872，0.5665，1.4675，1.5975，2.8178，1.4227，-0.9617，-1.2625，-0.7959，0.1024，0.9838，2.5543，1.4298，0.0587，-0.9994，2.4739，-1.7247，2.5303，2.7056，0.0128，-0.0223，-0.622，-2.2063，0.5931，-0.8273，-1.531，-0.5003，2.6394，0.8737，1.9743，-2.6324，-2.1364，2.9248，2.1825，-1.9529，-0.6167，0.8151，-1.6016，-2.8309，3.0628，-0.8367，2.7149，1.3085，-2.196，-2.3401，2.2259，-1.393，0.9294，0.2309，0.4327，0.4153，-0.2772，-1.6151，0.4824，2.9258，-0.2701，3.0903，1.3016，1.0658，-3.04，-0.5256，1.0396，-2.4096，-2.016，0.2659，-1.5606，-0.6991，2.6381，0.5377，-2.289，-0.6613，-2.0106，-1.2206，1.7731，-1.6652，1.6365，1.0325，0.3248，-1.2587，-0.7793，-1.6252，-2.3792，-0.5205，0.6647，-2.3822，-0.8156，-2.1366，-1.3023，1.3108，-2.9178，-1.9745，-0.8063，-1.1707，-0.5612，-1.6059，-2.323，-1.8859，0.2411，-0.5741，2.6577，-0.2918，-0.5885，1.0669，1.6712，-2.9256，1.5095，3.0081，-2.3795，1.624，1.2947，2.9136，1.4525，1.4138，0.2725，1.3299，-1.5049，1.6551，-2.1979，-2.6312，-1.5534，-1.86，1.6799，2.8344，-2.8671，1.5114，-0.4549，-1.1759，-2.4467，2.6003，-1.3692，1.5573，2.577，1.3564，-2.0681，0.0818，-0.9157，-0.2048，1.2397，-2.5701，0.9174，-2.0817，-1.5078，-1.6911，-0.129，-1.1148，2.2131，-0.2934，2.3613，0.7149，1.0287，1.9378，-0.2546，-1.9847，-2.0392，-2.3737，1.982，-0.2744，-2.7899，-0.0305，-0.3292，2.7654，3.1236，1.6016，-1.7335，-1.2235，-2.6444，-0.7739，-0.6025，-0.6144，2.7133，-0.017，-1.6973，-2.9617，-2.0091，-0.0718，0.836，1.4252，-0.4182，2.692，1.7967，-1.2029，0.9393，2.7636，0.7763，-0.7347，2.2593，-2.1186，-0.559，-2.9483，0.316，2.6737，2.973，1.6584，1.3114，-0.5904，-2.4422，-0.2962，2.6285，0.3336，-1.3885，-1.9935，-0.9967，1.6366，-0.5725，-0.7574，-1.6176，-2.738，-1.3533，2.1534，0.7574，1.9095，-2.7111，-0.6399，2.0798，2.1479，-1.0989，-2.9558，0.946，1.6272，-1.3463，-2.1937。.

[0258] The phases of the elements in the second sequence are as follows: 1.5723, 2.9311, 2.6418, -2.1376, -0.6022, 0.5967, -0.917, -1.5913, 2.8267, 2.0084, 3.139, -1.6932, -1.5566, -1.2998, -3.0301, -2.6279, -0.8631, -3.0819, -0.596, 2.4011, -1.8774, -2.5554, -0.3061, 0.3662, 2.8898, 2.783, 0.793, -1.1631, -1.1654, 2.8731, -1.7574, 0.3 677, -1.8474, 2.8197, 2.1211, -0.8324, 1.4451, 1.8215, 2.8004, 2.7278, -1.5676, 0.097, 0.728, 0.845, -0.6983, 2.1654, -0.5373, -1.181, -2.652 1, -0.9589, 2.8588, -2.3571, -0.2595, -1.689, 0.0707, -0.9899, ​​-2.1813, -1.6406, -1.8052, 0.5542, -3.0264, 0.8243, 2.5726, -1.765, -0.723, -0. 7706, -2.274, -0.7514, 0.7933, -1.5578, -2.9939, -0.3103, -3.0339, -2.7358, 2.8274, 1.483, 0.0942, -1.538, 0.6658, -1.8372, -2.6632, 0.0685 -1.6789, 2.1127, 0.3216, -0.7183, 2.7815, 1.8381, -1.874, 1.7789, 2.5324, 2.5662, -0.4985, 2.4523, -1.2531, -1.6966, -1.936, -0.191, 0.0555 -1.0055, 0.0627, -3.0588, 1.3481, -2.0906, 1.6996, -2.3127, -3.03, -2.5288, 2.2313, 1.1915, 2.8004, 2.5952, 1.2573, 1.6514, 2.0859, -1.4047, -1.8961, -1.3236, -0.8253, 1.3425, 2.0245, 2.7253, 0.7697, -0.5332, -2.984, 2.52, 0.7033, -0.8319, -2.8164, 1.2773, 2.796, 0.1412, -0.6757, 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.8053，0.1887，0.8926，-2.6012，0.4162，0.7079，2.1366，0.9192，3.0327，0.5052，-3.1406，-2.1485，-2.6113，-2.0795，-2.7291，-0.814，-0.8743，-1.21，1.1028，-0.8773，1.3943，-3.039，-2.6989，-1.2341，2.2177，-1.1823，-0.6112，-0.0726，0.0483，-0.438，-2.6716，-3.1211，0.2502，-1.1487，0.0094，1.9892，-0.7051，2.3774，2.9746，2.5266，-0.1762，1.9575，2.6117，0.8982，0.5659，-1.9529，-0.5937，2.8234，2.447，2.3066，0.6739，-0.0844，1.8405，1.5183，-1.5127，1.8737，2.3081，0.9106，3.056，1.515，0.4366，-2.3359，1.6865，-3.0465，-1.1309，-0.8581，1.9853，-0.0062，0.4832，1.8503，-2.0767，2.696，-0.9374，2.9267，-1.762，-2.5754，2.3764，0.2067，-0.5482，-2.4101，-1.541，1.5832，-2.3973，1.7336，1.5725，-1.9263，0.2257，-1，1.9657，2.8777，-0.31，0.224，0.3002，-2.1666，0.1501，-0.2111，-2.619，-3.0517，0.8147，-0.717，1.3419，2.2627，-1.3101，-0.0046，-0.1161，-0.2078，-0.9058，-2.1087，1.5052，-1.108，2.5317，1.1074，-0.2161，-1.805，-0.1221，-0.3539，-0.0179，-1.1773，0.453，-2.842，1.5306，-2.1325，-0.9571，0.1311，-0.8164，-1.6703，2.9963，-2.7649，2.4727，1.4029，-2.7967，-0.4889，2.222，0.8158，2.2378，-0.019，-2.6618，-1.3824，-0.6242，-1.1363，2.4618，-2.9879，-2.1144，-0.7248，0.2867，0.7133，2.962，0.9672，1.8393，-0.303，1.8966，0.1966，-2.4525，1.8146，-2.6542，-2.5839，-0.4989，-1.6177，2.2954，-2.6398，1.0999，-2.9521，-1.6101，-2.1416，1.7776，-2.8499，1.6192，-0.7136，-2.8679，1.887，-2.4305，1.4267，-1.3502，-1.1618，-0.7824，2.5383，3.0025，-1.6097，2.6159，-2.653，-2.9136，0.1538，-2.5254，-2.8827，-2.2423，-1.5594，-0.7378，0.3748，0.8031，2.0336，-0.8782，1.8463，-0.2732，-1.7588，0.9432，-1.5349，0.1235，-1.0372，2.7807，-2.5879，1.4101，-2.8285，-2.1778，0.3301，2.3092，-2.5479，1.45，-2.1798，-0.7183，2.7174，-2.9269，1.6002，-1.6817，1.4951，1.9189，0.1424，-2.0772，-1.2025，-2.6646，-1.5999，-1.7565，2.8211，0.4067，1.1252，-0.7485，0.9608，2.7346，0.7206，-1.2929，0.7963，1.0629，0.3919，3.1127，-3.0913，2.1238，0.745，1.6833，-2.7769，-1.262，1.0222，2.4608，1.8735，2.0672，0.775，0.8999，-2.811，1.2146，-0.5013，2.5488，-0.5567，-0.5415，-2.6046，1.1966，0.1596，-2.5525，-0.2889，3.0316，-2.1736，0.3563，-1.3844，-2.422，1.6586，-2.9336，2.777，0.2942，0.4966，2.1746，3.0823，-1.7539，-2.0568，-2.5794，-2.9963，-2.0453，0.968，-2.8622，-1.9851，-0.5789，2.6955，2.1798，1.0244，3.0927，3.1279，-2.2631，-2.9705，0.7468，0.5866，1.0908，-0.7239，-2.2071，2.6251，2.377，-1.4254，-1.7399，-1.6288，1.5557，1.6631，-3.1362，-3.059，2.5207，2.6327，-1.2632，2.7774，-2.0316，1.7865，-1.0435，0.2074，2.8553，0.1644，0.6032，-1.0163，-1.2614，-3.0251，1.6606，-0.9564，0.3834，1.6051，1.9282，-2.3178，1.6622，2.4132，-1.5233，-1.8394，-0.1786，-1.4423，2.2074，-2.0814，2.8784，-1.2248，0.8623，1.8549，-0.8915，0.6093，-1.1337，-1.7246，0.8837，3.0359，1.8266，-2.6569，-1.7067，-2.252，-0.9364，-2.6598，-1.217，-1.1099，-2.2857，1.1417，3.1056，1.1317，-0.5257，-0.114，2.4784，-2.7697，3.0105，-1.3621，-2.2672，1.3317，-2.4293，0.6992，-1.7386，-2.4953，1.9345，1.2824，-0.1252，0.5063，1.9009，-0.4149，0.0702，-0.0984，-0.0978，-1.3646，2.7504，-2.5913，-1.3226，-0.6256，2.2281，-0.9418，-0.889，0.3359，1.5889，1.0745，-2.4922，1.0435，-0.229，-2.0223，-1.8989，0.7528，0.2716，-2.0842，-0.0803，-0.9137，-1.5308，-2.1054，-2.5743，0.355，-2.6164，1.6795，-0.7863，-0.1923，1.5714，-0.2946，1.7681，1.5444，1.8985，-1.2025，-2.9515，2.532，-1.7701，-0.8912，1.7122，0.6611，-2.1975，-1.8906，-0.7381，2.7095，0.7364，0.8031，2.1472，-0.5385，1.0253，-0.8257，-1.9229，-0.2193，-0.2699，-0.2929，-3.1369，-0.0157，0.2244，-1.6818，0.6648，-1.2343，1.5563，1.28，2.8342，2.2926，2.9997，0.0427，2.8468，-1.6474，2.9671，1.9689，0.0118，-2.6522，2.6743，0.8031，0.9451，-0.7928，-1.2748，0.7698，-3.0023，3.1354，0.7087，2.5889，-1.4858，1.7081，-0.5555，0.2937，-0.4254，2.6388，1.4503，2.9413，0.5326，0.2134，-0.7581，0.0353，2.425，-2.2127，0.2541，0.777，-0.3771，2.7778，2.1043，-1.0074，2.6724，-0.1199，-2.1535，1.7545，-2.1107，-1.4963，-0.555，-2.47，-0.5708，0.2109，-0.7501，-1.2329，-0.154，2.0276，-0.6942，-2.1388，0.776，1.9747，-1.2612，-0.1389，-0.5726，2.105，2.1645，-0.5481，2.8294，-1.169，1.5918，-0.195，1.4284，-1.463，0.7543，-1.5398，-2.0106，1.9982，1.3547，-2.3487，1.1028，2.3805，-0.0937，0.9587，2.8299，-0.7674，0.0742，-1.443，-2.4955，-0.7802，-2.7595，-1.262，0.7254，-0.7879，-2.6696，-2.3528，-2.7404，2.4825，2.1887，-0.1706，2.3743，-3.0047，-1.9176，-1.536，-0.3231，0.3271，-1.9144，-2.7555，-2.5669，3.0184，2.6312，-0.9324，-1.218，0.6325，-0.8862，-1.392，-0.1283，0.682，2.5704，-0.8436，2.9038，-1.937，2.2679，0.774，1.5945，2.2452，-2.1158，-2.7475，2.1954，-1.0511，1.4664，-2.7019，0.7469，-1.8564，1.7391，-0.5685，1.9035，-2.3785，-2.6962，1.5287。.

[0259] The phases of the elements in the third sequence are as follows: -2.2306, -0.5767, 2.0281, 0.1622, -0.4484, -0.3445, 0.8597, 1.7544, 1.4444, -2.7726, -1.6179, 1.322, 0.3014, 2.3723, 1.5751, -2.427, -0.3576, -1.9507, 0.0197, 2.7292, 1.2944, 1.8685, 0.641, -0.3846, -0.6026, 2.0471, -1.4985, -0.7106, -2.9888, 2.7138, 2.2861, 0.8861. 1.9366, 2.8947, 3.0326, -2.3946, -2.8644, -1.5241, -0.0836, -2.8714, -1.5082, 1.1446, -2.5045, 0.4777, -2.3713, 0.1649, 2.6743, 2.438, 0.6771 -0.2446, -1.621, -0.3445, 2.4618, 0.7065, -3.013, -0.6374, -0.7475, -2.4782, -0.3108, -0.7439, 0.9115, -1.8658, 1.78, -0.556, -1.2966, -3.09 79, -1.2241, -0.1467, 0.7989, -1.1337, 0.9154, -1.5081, 2.2929, -1.4077, -2.4782, 2.7304, 1.7671, 2.4558, -0.5028, 1.9572, 3.009, 3.1165, 0.54 95, 2.1501, -1.7948, 0.567, 2.0922, -1.6549, 1.7898, -2.2649, 2.3313, 0.4936, 2.6871, -2.3781, -2.0446, 2.182, 2.7237, -1.9138, -1.2954, -0.38 29, 0.0135, -1.7907, -1.7965, -0.859, 1.0062, 2.7518, -1.4117, 2.8507, -0.8267, 2.0656, 0.8203, -1.4787, 1.8405, -0.7081, -1.8798, -3.1377, 0. 1247, 1.269, 2.8567, -1.286, -2.0734, 1.6061, 1.3802, 2.1813, -0.0515, 0.214, -2.2358, -3.0939, -1.7097, -0.5646, -2.2512, 1.0922, 3.0854, 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291，-1.6161，-2.2613，2.6127，1.1956，0.0792，-1.8121，0.0035，-2.3764，2.1224，-1.6855，-0.7898，2.4341，0.436，-1.505，2.5995，1.5763，1.2697，0.2046，2.9472，2.4122，2.9076，-2.774，2.4835，-0.1556，1.1247，-2.2667，2.8676，-0.4149，1.2386，2.6034，-3.0222，0.7106，2.9603，-0.8075，1.1908，1.027，-0.3771，-2.4485，0.4639，1.3063，0.0149，-2.3588，1.9641，-1.8777，1.2114，-2.2683，-0.3626，-1.4844，2.5147，2.8452，-2.2903，-2.0009，2.3382，2.1807，2.0095，-0.253，2.8319，1.693，2.0196，-0.6993，-2.0804，-1.1508，1.8229，0.5927，1.1095，1.8924，-1.754，-2.1049，2.6611，2.3518，0.7987，1.681，1.7554，1.5361，-0.5657，0.1295，0.5111，1.1667，-2.7066，0.5353，-2.4773，-2.2481，0.6412，-0.2446，1.0654，0.2361，1.8612，2.5272，2.1814，-2.2306，2.4291，2.7505，2.2791，-0.1029，0.9438，2.7048，-1.2447，-1.232，2.7742，-0.811，1.5138，2.6212，-1.1471，-1.3193，-1.1853，2.39，0.7889，-0.6834，-0.3049，-2.5989，-1.5438，2.1397，1.1204，-1.2148，1.0686，-0.1231，0.2866，1.6742，-0.4466，2.433，-0.9408，-0.8174，2.6134，-0.9354，-3.1182，-1.8083，0.8987，2.8712，1.3238，2.5455，-0.0685，1.6742，-2.9461，1.8058，-3.0044，-0.3412，-0.5279，-0.1627，0.3876，0.9508，-1.1904，1.1176，0.3429，-2.638，0.3318，0.2495，-2.0004，2.1428，-1.3106，-1.3848，1.7615，-1.423，-1.7357，-1.0332，-2.1882，2.5138，-0.4607，1.1755，-1.064，-0.2243，0.9124，-2.3395，-1.9747，1.7598，-2.8017，0.3165，0.416，-1.9405，-3.095，0.9684，-1.4523，-2.677，-2.5885，-0.6626，-2.2878，-3.0863，1.1021，1.2072，0.7671，1.5649，1.9023，-0.0971，0.8473，1.5099，-3.1083，-2.8145，1.6798，-2.1391，-0.9526，-2.0059，1.4719，2.3483，1.5087，1.8296，1.2535，1.5061，-1.6992，2.0694，3.1276，2.6487，0.6129，1.8244，-2.7882，3.0917，1.5633，-0.7345，2.4244，-2.1933，-2.0995，1.1928，0.3133，-2.5147，-0.8156，-2.1069，-1.3503，-2.6317，0.0258，-2.6783，2.4239，-2.8044，-2.2983，-1.1039，-0.2164，-1.1416，1.7551，2.8108，2.1295，-2.0959，2.2941，1.4157，3.0803，-1.9785，-1.2464，-0.5639，-0.7461，2.0492，0.7872，-1.0032，1.5091，-2.6107，-0.6688，0.592，1.4021，2.5731，-2.1164，0.5657，1.9779，-0.5721，2.8203，-2.1246，2.9874，2.2432，3.0527，-1.3858，0.6265，-0.2621，0.5108，1.2269，-1.2095，-2.1927，0.5921，2.8224，-0.5005，1.7834，2.0833，0.1636，1.0704，1.6163，-1.4678，0.746，-2.4797，-2.1032，1.5698，-1.318，-2.3716，-2.5068，-0.3385，0.5733，-2.8056，1.5324，-0.1916，2.78，-0.446，-2.3767，-0.6442，2.2653，-2.8799，1.2935，2.4355，0.4865，-2.9831，0.4073，-0.8048，-1.7554，-2.9253，1.6532，2.1052，2.346，-0.9641，1.1007，-2.719，0.2762，2.0565，0.186，-2.8221，-1.1711，-2.5563，-0.0007，-2.1785，-1.8199，-2.4948，0.49，1.4202，2.0062，1.5324，0.8934，2.1538，2.3868，-0.8077，2.2088，1.0823，2.6354，1.7841，-0.7389，1.9662，-0.765，2.8875，-3.0603，-3.0265，0.5865，-1.4856，2.7975，1.0421，0.139，2.6463，-2.5194，-2.4089，1.3707，-0.6255，-1.6194，-2.6036，-1.566，-1.9877，0.5234，1.8123，-0.8735，-1.7486，-2.1002，-0.1181，-1.9464，2.9321，-1.7665，-1.1851，-1.7511，0.2604，-1.8809，-3.0966，0.1183，1.2612，0.2301，-3.0784，-2.4263，1.7153，0.6189，2.1472，1.1517，2.2308，0.048，-2.8244，1.7713，2.1564，-0.5113，-1.0179，0.8405，-1.9442，1.4702，-2.6455，3.0587，1.0048，-2.9809，-1.1982，-1.2569，2.1155，1.3535，1.1877，-0.6037，-2.7627，-2.5318，0.6772，0.4697，-0.893，2.9112，2.2189，2.8734，-2.9307，2.3146，0.933，-2.0083，-0.5891，-2.3615，2.3176，-3.0912，-2.2732，0.1091，1.2364，2.9925，1.8992，-2.3659，-2.6112，0.7131，0.0813，-0.3478，-0.3238，0.5795，-1.6445，0.7921，-1.4101，-0.4788，-2.4966，-2.4079，1.167，-0.7732，-0.855，-0.0694，-2.6013，-2.5457，-1.1254，2.4957，2.5938，-1.353，1.7698，2.6342，-0.9802，0.4206，1.7794，-1.9821，3.1247，-0.8408，-0.3734，0.2398，-1.2056，0.5617，2.3448，2.9487，0.8179，-2.3718，-2.0507，2.4754，-0.9178，-0.4486，-2.9188，1.1968，-2.6561，0.5327，0.4523，1.6068，1.0042，1.5349，-2.7779，0.4626，-1.1521，-2.0862，1.0307，-0.4285，-3.1011，2.9205，0.8186，-1.029，-2.2889，-0.0855，-0.4366，2.6178，-0.7868，0.0588，0.1456，-0.1804，-2.9545，-0.3876，2.3508，2.8411，0.8119，-3.0537，1.7557，-3.0008，-2.3665，0.39，0.9941，2.1413，3.0925，-1.9775，0.6968，0.1508，-0.9286，-2.6386，1.1663，3.0008，1.1786，0.0786，2.0138，0.7796，-0.4264，0.876，-2.7608，-0.1399，-2.5491，-2.4892，-2.6759，-1.9906，0.228，2.515，1.4885，2.5471，1.8231，2.0186，-3.0752，2.6877，2.1497，-1.0958，2.7314，2.1246，-2.185，0.9539，1.5611，1.2896，1.3601，0.2332，0.0857，-0.5509，-2.7313，1.7218，3.1111，2.9491，0.6416，-0.1273，-2.5108，2.6207，-0.6769，1.5678，-0.5472，1.7911，-0.4203，1.5576，-0.4039，-2.451，-2.3416，0.4876，-2.3323，1.9416，0.8699，0.8765，-1.2851，1.4656，1.4882，-2.6958，-0.0753，2.0479，-2.1906，0.9224，2.3031，0.6213，1.4072，2.4514，2.7112，0.8728。.

[0260] The phases of the elements in the fourth sequence are as follows: -2.213, -1.502, 1.4152, -0.3643, -2.1123, -2.6015, -0.3799, -1.9509, 1.5314, -0.8247, -0.5483, 1.825, 2.0729, -0.0496, 2.269 5, 0.8174, -1.9048, 1.6014, 1.2412, 1.7919, -3.0122, -1.8302, 0.8534, -1.8348, -1.6293, 1.1722, -1.4697, 1.8495, -2.878, 0.5686, -0.0672, -2.9 298, 2.5202, 0.4651, -1.4185, -1.7772, -0.5531, -2.4106, -0.5145, -0.5603, 2.1254, -2.1428, 0.8169, -0.1949, -0.3622, -0.9933, -2.1166, 2.365 9, -1.8744, -2.1223, -2.8655, 1.9, -1.1997, 2.0323, -1.2144, -1.5223, -1.8229, 2.6752, -1.7475, -0.1714, 0.0145, -0.3755, -2.8789, -1.2779, -0 .2461, 2.0552, -0.9817, -2.3763, -2.2545, 1.6471, 2.3054, 0.5602, 2.6279, -1.4061, 2.8669, -1.5968, -2.0524, -0.0661, -0.8399, 0.7441, -2.63 -1.7142, -0.7342, 0.1041, 0.2898, 2.3413, -1.2904, -1.9834, -1.6048, 1.2423, -2.2331, 3.0898, 0.5619, -1.3252, -1.125, 0.9342, 1.8532, 1.0724 -1.2997, 0.9114, 0.1454, 0.1885, 0.2212, -1.8401, -0.9643, 2.7607, -1.7624, -2.635, -2.6548, 1.0059, -2.8721, 1.1599, -0.033, 2.0645, -2.090 6, -0.174, -1.6894, -2.0702, -1.7885, -1.0282, -2.7761, -2.5983, 2.1728, -0.4338, 2.057, 3.0362, -1.7572, 1.1602, -1.1878, -2.7589, 0.1457, 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[0261] The data processing method of the present application embodiments has been described above. The processing device of the present application embodiments is described below.

[0262] Figure 9 This is a schematic diagram of a data processing apparatus provided in an embodiment of this application. Please refer to... Figure 9 The data processing device includes a processing unit 11 and a transmitting unit 12, wherein,

[0263] The processing unit 11 is used to obtain a sequence set, the sequence set including multiple sequences, at least one first sequence in the multiple sequences, the self-fuzziness function of each first sequence is thumbtack shaped, and the sidelobe energy of the mutual fuzziness function between each first sequence and other sequences in the sequence set is less than a first threshold.

[0264] The transmitting unit 12 is used to transmit signals according to the sequences in the sequence set, the signals being used for speed measurement and / or distance measurement.

[0265] Optionally, the data processing device 10 can be the radar in the above method embodiments, or the data processing device 10 can be a part of the radar. The data processing device 10 can have any of the functions of the radar in the above method embodiments, and its specific details can be referred to the above method embodiments, which will not be repeated here.

[0266] Optionally, processing unit 11 can execute Figure 8 S801 in the embodiment.

[0267] Optionally, the sending unit 12 can perform... Figure 8 S802 in the embodiment.

[0268] It should be noted that the data processing device shown in the embodiments of this application can execute the technical solutions shown in the above method embodiments, and its implementation principle and beneficial effects are similar, so they will not be described again here.

[0269] The data processing apparatus of the embodiments of this application has been described above. The following describes possible product forms of the data processing apparatus. It should be understood that any device possessing the above-described features... Figure 9 Any form of product featuring the characteristics of the described data processing apparatus falls within the protection scope of this application. It should also be understood that the following description is merely illustrative and does not limit the product form of the data processing apparatus according to the embodiments of this application to this extent.

[0270] As one possible product form, the data processing device described in the embodiments of this application can be implemented using a general bus architecture.

[0271] The data processing device includes a processor and a transceiver internally connected and communicating with the processor. The processor is used to acquire a sequence set, which includes multiple sequences, among which at least one first sequence exists. The self-ambiguity function of each first sequence is thumbtack-shaped, and the sidelobe energy of the mutual ambiguity function between each first sequence and other sequences in the sequence set is less than a first threshold. The transceiver is used to send signals according to the sequences in the sequence set, the signals being used for speed measurement and / or distance measurement. Optionally, the data processing device may further include a memory for storing instructions executed by the processor.

[0272] As one possible product form, the data device described in the embodiments of this application can be implemented by a general-purpose processor.

[0273] A general-purpose processor implementing a data processing device includes a processing circuit and an output interface internally connected and communicating with the processing circuit. The processing circuit acquires a sequence set, which includes multiple sequences, at least one of which is a first sequence. Each first sequence has a self-ambiguity function that is thumbtack-shaped, and the sidelobe energy of the mutual ambiguity function between each first sequence and other sequences in the sequence set is less than a first threshold. The output interface sends signals based on the sequences in the sequence set, the signals being used for speed measurement and / or distance measurement. Optionally, the general-purpose processor may further include a storage medium for storing instructions executed by the processing circuit.

[0274] As a possible product form, the data processing device described in the embodiments of this application can also be implemented using one or more FPGAs (Field Programmable Gate Arrays), PLDs (Programmable Logic Devices), controllers, state machines, gate logic, discrete hardware components, any other suitable circuits, or any combination of circuits capable of performing the various functions described throughout this application.

[0275] It should be understood that the data processing devices of the various product forms described above each have any of the functions of the radar in the above method embodiments, which will not be elaborated here.

[0276] It should be understood that the term "and / or" in this article is merely a description of the relationship between related objects, indicating that three relationships can exist. For example, A and / or B can represent: A existing alone, A and B existing simultaneously, or B existing alone. Additionally, the character " / " in this article generally indicates that the preceding and following related objects have an "or" relationship.

[0277] Those skilled in the art will recognize that the method steps and units described in conjunction with the embodiments disclosed herein can be implemented in electronic hardware, computer software, or a combination of both. To clearly illustrate the interchangeability of hardware and software, the steps and components of each embodiment have been generally described in terms of functionality in the foregoing description. Whether these functions are implemented in hardware or software depends on the specific application and design constraints of the technical solution. Those skilled in the art can use different methods to implement the described functions for each specific application, but such implementation should not be considered beyond the scope of this application.

[0278] Those skilled in the art will clearly understand that, for the sake of convenience and brevity, the specific working processes of the systems, devices, and units described above can be found in the corresponding processes in the foregoing method embodiments, and will not be repeated here.

[0279] In the embodiments provided in this application, it should be understood that the disclosed systems, apparatuses, and methods can be implemented in other ways. For example, the apparatus embodiments described above are merely illustrative; for instance, the division of units is only a logical functional division, and in actual implementation, there may be other division methods. For example, multiple units or components may be combined or integrated into another system, or some features may be ignored or not executed. Furthermore, the couplings or direct couplings or communication connections shown or discussed may be indirect couplings or communication connections through some interfaces, apparatuses, or units, or they may be electrical, mechanical, or other forms of connection.

[0280] The units described as separate components may or may not be physically separate. The components shown as units may or may not be physical units; that is, they may be located in one place or distributed across multiple network units. Some or all of the units can be selected to achieve the purpose of the embodiments of this application, depending on actual needs.

[0281] Furthermore, the functional units in the various embodiments of this application can be integrated into one processing unit, or each unit can exist physically separately, or two or more units can be integrated into one unit. The integrated unit can be implemented in hardware or as a software functional unit.

[0282] If the integrated unit is implemented as a software functional unit and sold or used as an independent product, it can be stored in a computer-readable storage medium. Based on this understanding, the technical solution of this application, in essence, or the part that contributes to the prior art, or all or part of the technical solution, can be embodied in the form of a software product. This computer software product is stored in a storage medium and includes several instructions to cause a computer device (which may be a personal computer, server, or network device, etc.) to execute all or part of the steps of the methods described in the various embodiments of this application. The aforementioned storage medium includes various media capable of storing program code, such as USB flash drives, portable hard drives, read-only memory (ROM), random access memory (RAM), magnetic disks, or optical disks.

[0283] The above description is merely a specific embodiment of this application, but the scope of protection of this application is not limited thereto. Any person skilled in the art can easily conceive of various equivalent modifications or substitutions within the technical scope disclosed in this application, and these modifications or substitutions should all be covered within the scope of protection of this application. Therefore, the scope of protection of this application should be determined by the scope of the claims.

Claims

1. A data processing method, characterized in that, include: A sequence set is obtained by iteratively updating each sequence in an initial sequence set. In each update process, the update of any sequence depends on the other sequences in the sequence set, and the sidelobe energy of the updated sequence is less than or equal to the sidelobe energy of the sequence before the update. The sequence set includes multiple sequences, among which there is at least one first sequence. The self-fuzziness function of each first sequence is thumbtack-shaped, and the sidelobe energy of the mutual fuzziness function between each first sequence and other sequences in the sequence set is less than a first threshold. Signals are sent according to sequences in the set of sequences, the signals being used for speed measurement and / or distance measurement.

2. The method according to claim 1, characterized in that, When the time delay is within a first preset range and the Doppler frequency shift is within a second preset range, the self-ambiguity function of the first sequence is thumbtack shaped, and the sidelobe energy of the mutual ambiguity function between the first sequence and other sequences in the sequence set is less than a first threshold.

3. The method according to claim 1 or 2, characterized in that, When the time delay is not equal to 0, or the Doppler frequency shift is not equal to 0, the amplitude of the self-ambiguity function of the first sequence is smaller than the amplitude of the self-ambiguity function of the sequence when the time delay is 0 and the Doppler frequency shift is 0.

4. The method according to claim 1 or 2, characterized in that, In any sequence in the set of sequences, the amplitudes of all elements are the same.

5. The method according to claim 1 or 2, characterized in that, The number of the first sequence is the same as the number of sequences included in the sequence set.

6. The method according to claim 1 or 2, characterized in that, The sequence set includes a first sequence, a second sequence, a third sequence, and a fourth sequence, and the length of each sequence in the sequence set is 256. The phases of each element in the first sequence are as follows: 1.3372, -0.7508, 2.4208, 1.0981, -1.7484, -1.4805, -1.0832, 2.3573, 2.7391, 1.8235, 1.1159, 0.2621, 0.0297, 2.9655, 0.415, 1.2484, -1.3389, 0.5881, -2.7544, 0.5955, -0.2352, 3.0236, -0.3206, -0.4823, 2.6652, -2.1769, -1.1551, -0.2582, 1.5444, 0.1485, -3.1123, -2. 4393, 2.7188, -0.8051, 1.2812, -0.2575, -0.288, 0.8964, 0.3922, -0.1448, 1.7185, 0.932, 1.5779, -0.373, -2.9282, 1.0764, 2.9456, -1.3059, -1.6 774, 0.6249, 1.513, 2.1999, 0.7985, -0.9413, -0.1421, -1.5825, -0.5013, 2.8216, -1.8911, 2.0524, 2.4415, -0.3531, -3.0747, 2.71, 0.1451, 1.487 2, -1.6203, -2.6817, -0.5574, 3.0216, 1.7929, 0.0825, -0.5173, 2.1203, -1.9371, -2.0033, -1.481, -1.4985, -1.8181, 1.2204, -2.439, -1.2832, 2 .7836, 3.0928, 2.9742, -3.0527, 2.6695, -1.3749, -1.1852, -1.0663, 2.1085, -0.0894, -2.1134, 0.1614, -0.8619, 1.0484, -1.7855, 0.2761, 2.1206 , 1.1929, 1.7064, -1.647, 0.3998, 2.2085, 0.1338, -0.0309, -1.7499, -1.7497, -0.916, 2.3535, 1.8872, 2.2148, -0.7038, -2.2879, 1.1006, -1.0454 , -0.9157, 1.3686, -2.5787, 2.0612, 0.9012, -0.712, -0.0621, 1.4119, -1.3805, 0.1252, -0.1993, 1.1973, -1.0755, -1.5419, -1.5599, -0.4889, -0.6943，1.801，1.6276，-0.1009，1.7748，-2.0425，2.1383，1.9799，1.8885，3.0791，-1.5371，1.4575，-2.8354，-1.3508，3.123，0.0679，2.3792，2.0165，-2.8971，0.3397，-2.805，1.0301，0.2302，-2.9165，-2.3968，-1.5703，2.093，0.4566，-0.2589，2.6883，1.4209，0.2824，-2.2379，-1.3436，-2.4362，-2.3034，2.746，2.9363，0.1145，2.4887，2.6591，-1.9402，0.4813，-3.1281，1.4317，1.8275，-1.2527，-1.3687，0.1239，1.2785，1.8774，0.2091，2.6042，-2.8658，-2.0554，-2.8609，-3.118，-2.5135，-1.796，0.4843，-2.8328，-1.1098，-2.7793，-0.0439，-2.4507，2.3603，-2.3718，-0.2061，-1.5561，2.4824，1.5196，2.5063，-2.699，-1.3795，-2.9652，0.9475，0.2329，-0.6948，-0.0872，-2.6749，-1.7352，-2.1366，2.6774，2.8629，1.1213，-2.4862，0.798，-0.0426，2.9199，-2.0014，0.3553，1.037，-0.8347，2.3107，1.973，1.7783，-2.3005，-0.74，-2.8278，-2.7335，-2.3486，-2.8155，-1.6179，-0.6183，-3.0143，2.4131，-2.131，2.3835，2.7819，-0.3599，-0.2895，-3.0059，0.718，2.7902，0.6929，2.7449，-2.8594，-2.5411，-0.0016，-1.497，-1.566，2.9953，-1.6153，-1.7892；. The phases of each element in the second sequence are as follows: 2.1701，-1.3721，-1.387，1.0199，2.371，-2.1574，2.8432，-1.5428，0.4262，0.3769，1.251，-0.5135，1.4581，2.597，0.6276，-2.0017，-2.4969，-2.9415，-2.963，-0.0687，-1.0276，-2.4406，-1.5261，-1.9528，1.588，-2.7293，1.1041，-0.9098，1.2924，-0.5511，-2.472，-1.921，-0.834，-2.221，-1.9066，1.9813，-2.4506，0.696，-2.7094，1.8823，1.6452，-0.121，-2.628，2.888，0.5753，1.7822，-2.0754，0.3761，1.5069，-2.8297，-2.9521，-0.5208，-1.0034，0.5833，2.2468，-1.4293，2.9318，-1.8951，-2.0785，-2.8152，-1.9929，-1.3951，2.1419，0.0872，-0.4188，0.3305，-2.6701，2.3754，0.2746，2.1817，1.5224，-2.3449，-2.6994，-2.3268，2.3958，-2.7374，2.3053，0.2607，1.5518，-2.2538，0.8824，-1.4509，-0.709，-2.4095，-3.1079，1.0264，-2.4974，-0.6884，2.3158，1.3602，-2.1774，-2.5885，-0.0123，0.1038，2.3596，1.4706，0.6877，2.3203，1.0498，0.0108，-3.1005，-0.3399，0.651，0.9822，-1.1769，0.0755，2.0145，-2.1149，3.0807，0.6854，1.5925，1.2919，-2.509，-2.8266，-3.0847，-1.3901，-0.8465，-1.2709，0.0888，-2.0371，-0.1881，-0.8546，-1.5478，2.2421，3.1237，-2.0712，0.4533，2.8654，0.7529，-1.4502，-0.2041，-2.1242，1.4324，-1.2137，3.1197，1.3448，-0.8495，-0.4875，2.1082，-2.593，-2.9275，2.8997，-2.1501，-2.6388，-3.126，2.5225，-0.0164，1.182，3.0537，2.181，-1.2816，2.2817，-3.1338，-0.9109，0.1709，-1.3392，-3.0606，2.9419，-1.8142，0.1363，-0.5697，0.2432，1.81，0.5712，2.6591，1.897，2.8699，0.9568，2.6117，2.0245，-1.1407，0.5264，1.3575，-2.4046，1.2018，-1.5937，2.0978，0.9696，-0.3904，-1.6556，-3.113，1.437，2.5174，1.1375，2.8997，-0.9927，1.8852，-0.4604，-1.1975，-0.6921，-1.843，-1.7812，-1.9583，-2.6961，-0.5019，0.8952，-1.8718，2.6733，-0.9904，-1.2148，2.8867，-0.7309，0.6332，0.173，2.2876，2.2738，-3.0122，1.0959，-2.5998，-1.1488，1.8041，3.0937，-2.6477，0.2974，-2.9313，1.0493，1.3734，-2.5689，2.0916，-0.5451，1.3798，2.4595，1.3882，-0.1184，-2.2831，2.2264，-2.6779，-1.2342，-1.5632，-2.0721，-2.8024，0.9416，1.6936，-0.7469，-0.6974，-1.5304，-1.1069，2.9761，-1.5897，-2.9481，0.0723，-2.8037，-0.2758，2.9573，1.1695，0.5146，2.5002，1.7468，-2.9571，-0.2823，0.6641，-2.7882，0.7087，0.671，-2.0358，2.1565； The phases of each element in the third sequence are as follows: -0.7311, 2.8019, 2.2678, -0.702, 0.285, 2.2131, 2.3346, -0.4979, 1.4361, 0.1395, -2.4765, 0.4408, -2.4477, -1.8956, 2.8251, -2.2018, 3.0224, -2.2596, -2.8767, 2.2063, -1.3943, -1.9958, -2.3281, 1.0313, 0.3367, -2.8324, 1.59, -2.4723, -2.7368, -1.5353, 0.4812, 0.8 06, 1.978, 2.4672, -0.2372, -3.0434, -1.915, 1.3779, -2.8899, 0.2387, -0.2027, -1.3939, -0.2243, -2.9651, 1.9485, 0.2863, 1.1601, 2.6477, -0. 9743, -0.5489, 2.092, -3.0488, -1.548, -2.6208, 2.7985, 2.435, 3.0324, 1.379, -2.5044, 2.2106, 1.7946, -0.0763, -2.5634, -0.283, 3.0384, 0.288 3, -1.4215, 1.6725, 1.0796, 1.8275, -2.344, -2.6457, -0.2568, -0.8846, 2.0333, 1.4161, -2.9933, 2.3626, 2.871, -0.9942, 2.0525, -2.5156, -0.5 758, 1.6753, -1.2924, 1.1019, 0.3798, 3.089, -2.8119, 0.9082, 1.2263, 1.5443, -2.6883, -1.8698, -2.5612, 2.0729, -1.9239, -0.3158, 1.0755, -0. 8799, -2.859, -1.3312, -1.9979, -3.09, 1.8959, -2.3081, 2.9484, 1.4795, 2.1269, 0.5487, -2.3028, 1.8919, -2.2552, 1.3628, -2.0575, -2.5907, - 1.7424, -0.4144, 1.8564, -0.4413, -0.5799, -2.5916, -2.716, -0.8031, -2.6967, -2.7678, -1.4188, 0.0584, -2.7812, 2.2044, 2.1008, -2.8792, -0.4309，-2.407，-1.0629，1.2344，-2.1574，-2.8909，-0.9816，-0.4264，0.8359，0.4351，-1.6063，1.6633，2.1297，1.8806，-0.5653，-0.5501，-0.0819，-1.6164，-1.9562，-1.6347，1.3506，-1.6418，-2.2899，-3.0781，0.424，-1.771，-0.2049，-2.5323，-1.4033，0.3059，0.3418，-2.2528，2.3458，1.9178，1.7355，-0.2467，1.358，0.3111，-0.9469，0.8757，0.7687，1.7479，-1.0623，-1.3385，1.2778，0.0928，1.7108，-2.8423，1.7494，-2.4048，-1.0408，-0.4245，-0.9764，-2.0117，1.3887，-0.5852，0.8287，2.2308，-1.2048，2.024，1.7852，2.8722，0.5365，-0.1655，-0.1806，1.1853，-2.1708，-1.706，1.3267，0.8625，-0.2843，-1.7137，1.4119，-1.5456，-0.1931，-1.3508，-2.3536，-2.8767，0.8842，1.256，0.3568，0.2911，2.2876，0.6698，-0.5403，2.1393，0.1265，-1.0955，0.0416，2.3547，1.9427，-1.9217，2.9748，-1.063，2.621，-0.7785，0.2702，-2.4311，0.1047，0.795，1.3864，-0.4294，2.5538，3.0411，-0.1391，-1.5677，0.9112，0.6698，-2.8096，-2.9085，-0.5993，0.8378，-1.2799，-0.3668，0.4389，-0.1067，2.7201，-1.055，2.6405，2.2521，1.3815，0.5583，-1.228，-0.9861；. The phases of each element in the fourth sequence are as follows: 1.061, 2.9843, 1.895, -1.5971, 2.8777, 0.705, 1.1682, 1.1245, 1.9303, 1.2356, -2.3753, -2.722, -2.7998, 0.8435, -2.7826, 0.588, 2.4875, -0.8478, 0.6696, -1.9823, 2.4349, 1.7041, -1.2757, -1.6578, 1.4145, 2.0717, 3.04, -0.2645, 0.6012, 1.9531, -1.4472, -0.7329, -0. 281, -2.029, -2.1846, -2.8223, -2.2961, 0.7176, -0.6814, -1.1031, 2.9774, 1.1502, 0.1281, 2.2324, 1.2947, -2.3618, 1.5582, -1.8937, 1.6456, 0. 1363, 2.2982, 1.1255, -2.6386, -2.3869, -2.5052, -1.5637, 2.2169, 2.0599, 0.7548, 1.7308, -2.0564, 2.1186, 2.515, 1.4517, -2.4809, 1.4232, 2.7 843, -1.1895, -0.7919, 1.6308, 2.5694, -1.5364, -2.1053, 0.4632, 1.112, -3.1378, 0.4789, 0.9382, 1.135, -0.2018, -0.4927, -2.4897, 0.4839, 0.0 635, -2.2038, -2.7582, -2.7959, 1.7074, -0.9146, 1.4253, -0.3862, -2.5403, 2.169, -2.1516, -2.6091, -1.0022, 0.0772, 1.2431, -0.5202, 0.1359 -2.5602, -0.044, 1.1396, -0.0015, -2.4113, -1.3293, -1.4395, -0.5467, -2.606, 1.4824, -0.6818, -1.8276, -1.2394, 1.597, -0.3141, 1.4748, 3.07 29, 0.1328, 1.6233, -2.4023, -2.7495, -2.0783, 2.0178, 2.5981, -2.7884, -2.6772, 1.1734, 1.3987, 1.1437, -2.6861, -0.2326, -1.831, 3.0711, -0.06，-0.0704，2.812，0.0403，1.5871，1.1506，-0.9629，-1.647，2.472，2.7315，2.8252，-0.9627，2.3496，0.6323，2.9034，2.0765，2.7488，0.2843，-0.1067，1.6317，0.1768，2.8531，-1.2039，2.1871，0.533，0.3601，2.9191，1.3809，2.9839，-2.4448，0.8689，-2.6027，-1.2544，-0.3754，0.6281，-1.3977，-0.255，-1.1744，0.1064，-2.9134，-2.6756，-1.6601，0.7311，-0.3027，-0.9627，2.9799，1.0197，-1.2653，-1.6897，2.3611，-3.0892，1.4714，0.4272，2.1008，-0.8339，-0.9029，1.6565，-2.061，-2.3052，0.0532，-2.1089，1.1815，3.0791，-1.8425，-2.762，1.4289，-0.0628，2.7451，1.3438，2.6595，-1.6191，-2.7623，-2.27，0.5242，-0.8721，-0.3107，-0.1204，-2.1194，0.5053，0.9072，1.9209，-0.4539，-0.2282，-0.9786，0.8866，-1.5881，-1.6584，1.3551，0.2466，-2.3105，-0.7844，2.3299，-0.1213，-2.215，-2.3149，2.7682，-1.971，0.3086，0.502，-2.8237，1.0002，-0.2494，-1.4453，0.5184，-1.619，-2.1585，-1.9069，1.4864，-2.4179，-2.7398，0.1529，1.2195，0.9594，-2.6996，2.592，1.8508，1.7086，1.763，-1.2147，-3.1275，-2.7576，-0.2502，1.9691。.

7. The method according to claim 1 or 2, characterized in that, The sequence set includes a first sequence, a second sequence, a third sequence, and a fourth sequence, and the length of each sequence in the sequence set is 512. The phases of each element in the first sequence are as follows: -2.1105, 2.7454, -2.1499, 2.6802, -1.1291, -2.2445, 2.3126, 2.5881, 0.5826, -0.0766, 2.6303, -1.8169, -1.9768, -1.1953, 0.538, 2.1496, 1.0815, 1.3538, -2.7423, 2.759, 1.07 09, 2.3424, -2.1413, -1.2298, 1.407, -2.6907, 0.5182, -0.708, -2.2089, -2.4465, -2.8986, -2.4976, -0.0963, 0.4135, 2.4194, 2.5912, 0.5188, -2.1093, -0.5129, -2.9034, 2.3285, 1.6245, -2.2985 2.4633，1.3058，-1.4584，1.5284，-2.7742，2.5203，-2.1476，-3.079，1.1566，0.5155，-2.1169，1.1515，-2.9254，-0.5113，2.5798，0.7815，-2.7631，-2.3841，-1.9011，-3.0012，2.4741，-1.5959，-0.5463，-3.1093，-1.3425，-2.2048，-1.3603，2.3921，1.7467，1.3034，1.4379，2.4451，1.3369，-2.2361，1.5143，-1.51，-0.9705，0.6697，-1.7128，-0.205，3.0624，0.2425，-2.9706，-2.4413，0.3382，0.0585，2.6962，-0.3676，1.7483，0.9392，1.8367，-2.9052，-1.8563，-0.6473，0.1776，-0.676，-1.669，-2.4725，-2.0806，-1.1318，2.367，2.6811，0.0051，-1.7979，-2.9857，-0.7879，2.1188，0.603，-2.2814，-1.2952，2.4084，2.4423，-1.969，-1.7098，-2.6259，-2.8768，-1.9446，2.2419，0.0149，-0.3913，2.61，-1.9068，-1.6117，-0.7071，-1.4237，1.9495，0.41，1.4489，1.4032，-1.6696，-2.3742，1.2182，1.6537，-2.3067，-2.5816，2.2336，-1.8909，0.7162，-2.5476，0.9153，-2.2565，-1.2829，-2.582，2.1297，2.7134，-0.9509，2.386，0.4782，-1.2119，-2.8951，-1.9756，2.8996，0.038，1.8809，-1.4174，2.8197，2.1564，-2.9553，-2.276，0.0978，-0.7395，0.5237，1.213，0.08，0.8986，0.4271，1.5327，-0.183，-1.7421，-1.5647，-1.6839，2.8569，-1.9308，-0.0164，2.2585，-1.5969，2.0773，-0.7832，-0.4249，-2.4842，0.0767，-0.7189，-2.5527，-0.0933，-0.6364，-0.572，0.8302，-0.902，-0.1546，0.5365，-2.6638，-0.5302，-1.9754，-3.1003，-2.0003，1.4768，1.4415，-2.6673，2.1743，-0.9592，-2.3258，-0.229，0.5343，2.623，1.8934，-3.1365，-1.004，1.8599，3.0803，-2.2626，-0.3931，-1.3502，0.5576，-2.7606，1.6654，-1.2737，-2.761，2.3353，0.6133，-0.2，-1.6791，2.7674，-2.7123，-0.7118，-0.4424，1.5747，2.7762，2.9568，0.8979，1.882，-1.9664，-1.3726，2.7626，2.6777，1.3779，1.844，0.1314，-1.634，-0.3631，3.0929，0.0694，-1.7874，1.5397，1.4216，-0.4228，2.7735，-2.0388，0.461，2.4996，0.9591，1.7931，1.7919，1.5564，0.8379，1.7245，0.2682，2.6893，2.1801，-1.899，2.2774，3.0861，1.3053，-1.9069，-0.8838，0.7035，-0.207，2.0985，0.3901，-0.5023，2.576，-1.4021，-1.0127，2.1652，-0.9966，-1.2957，-0.7779，-3.0529，2.7891，0.9865，2.046，-2.3455，1.7896，-0.0824，-1.577，1.0993，-1.897，0.0951，2.61，-1.3949，-2.8704，2.1053，2.4479，2.9305，-2.2771，-3.0051，1.1279，-2.3202，-0.2563，-0.127，1.8145，1.4142，-3.066，-1.157，0.6104，-0.0837，1.886，-3.0668，-1.171，-1.1433，-2.0282，-2.8625，0.0801，2.1766，1.2824，-0.9624，-0.6822，-2.6888，-2.8036，-0.8975，0.5275，-2.6525，1.4374，0.832，-2.7328，-2.075，2.8376，-2.6253，0.344，2.5785，2.819，2.472，1.4774，1.6881，-1.8372，-2.1896，-2.7849，-1.3209，2.992，1.1669，-1.7676，-1.3301，-2.1503，0.167，-2.8628，1.8651，0.0514，-0.3434，-3.0507，-0.0759，1.7538，-0.3626，-3.1401，-1.8967，-1.1984，1.5096，-1.5478，2.4787，-0.5814，2.8989，0.9388，0.6709，-2.6631，-1.5369，-1.3674，-2.0672，-0.2212，-0.8312，-0.7153，1.7393，-2.6573，-0.7339，2.9586，-2.4911，2.808，2.5092，-2.5382，3.1268，1.569，-0.7463，-0.3661，-1.3678，-1.7346，-1.5407，0.5935，-2.0022，2.6685，-0.6249，2.112，-2.8259，-1.8316，-1.4339，0.4345，2.3205，2.8426，1.9757，-2.7595，0.2176，2.4886，1.3164，0.3807，-2.6097，1.8592，0.7116，2.4593，-1.705，-2.9182，-0.0184，2.8296，-2.3055，0.7475，-0.0564，2.2374，0.7474，0.2512，2.6764，-0.99，-0.9894，-1.9716，0.1977，1.2425，1.313，-0.4236，0.423，-2.2943，2.6927，0.6174，0.4819，0.7785，-2.8371，0.9482，-0.093，2.7863，1.8903，-2.9987，-3.0866，-1.7616，0.6753，-2.2548，1.803，2.6082，0.4504，-0.4067，-0.5082，-2.8416，2.1296，1.7431，0.5231，0.9746，-2.7585，-1.1586，-0.4691，-2.9417，-1.4371，-2.4419，0.895，-1.7961，0.2948，0.8189，1.2922，-0.1813，0.8849，-1.2599，1.088，1.855，0.2454，-2.7319，0.7567，-0.3504，-1.1795，-0.2382，-1.1103，1.7082，-0.835，-2.2531，2.8325，0.7025，2.0337，-2.9871，0.2331，0.7845，-1.3952，1.3525，0.1725，0.9643，2.6787，-0.797，-0.4523，0.1767，0.637，-0.1203，0.4188，-2.6388，2.5954，0.2774，2.713，-2.9775，0.1604，-2.3701，-0.9566，1.7424，-1.686，1.0692，0.31，1.6555，-0.7323，-2.0694，0.2727，1.3742，1.9157； The phases of each element in the second sequence are as follows: 3.0192，3.0209，2.7844，1.4849，-1.128，1.6569，2.1593，0.6097，-2.6057，0.5294，-0.0615，-1.69，1.7999，-2.9856，1.9468，-1.4144，0.1067，1.1969，0.1883，-0.0375，1.9337，2.7693，2.2142，1.1128，-0.1985，2.9284，-2.4576，-0.3793，1.956，-0.7491，2.8667，-1.211，-1.5488，1.866，3.0115，2.0021，3.124，3.1063，-1.1475，-1.48，-0.1933，-0.0171，0.2338，-1.7864，-0.2611，2.7388，-0.3579，1.4425，-1.6516，-0.7427，-0.4608，2.6415，2.7301，2.9456，-1.4786，0.4901，0.772，1.3896，-0.5238，-1.7108，1.0773，-0.7892，-2.1363，-0.3729，1.1007，-2.8498，-0.3774，-0.2658，3.0681，-2.0613，1.797，0.2772，-2.1443，-1.8437，2.9026，-2.8185，-0.888，-1.8993，-1.7259，-1.6947，1.3501，-2.7813，0.6659，-0.8242，1.1122，-0.6805，-1.2703，1.2131，-0.8708，-1.7965，2.3495，-0.4052，-0.563，-1.0209，0.8365，1.3068，-2.8664，-2.7411，-1.6275，-2.7537，-2.5246，3.0224，2.8112，2.7806，0.1395，-1.7896，1.2965，-1.7708，-1.1077，2.302，-1.8765，1.9079，-0.2459，-0.4963，2.837，-2.5941，2.4793，-1.4036，2.0021，-1.2541，2.4326，-1.2609，1.5638，1.199，1.2828，0.4671，1.7528，-1.1351，-0.9649，-3.1369，0.6883，2.3679，-1.5183，-0.8438，1.1649，0.4392，1.326，1.7261，-1.1819，1.9665，-2.9776，-0.0788，-1.2501，-0.1945，0.2548，2.3403，-1.9412，-2.3497，-0.4736，-3.1365，2.3693，-0.1294，0.7708，0.9577，-0.2644，0.114，0.8386，-2.4865，2.4612，1.784，-0.4601，-2.7013，2.7333，1.6116，1.5644，-2.7282，2.8788，-1.5519，2.2012，2.2425，-0.05，2.3208，2.6684，-1.8068，1.2222，0.9995，2.5732，0.0917，1.0415，-0.5431，-2.7994，-2.5922，-1.68，-1.3327，1.2882，-1.1492，-0.7571，-0.2563，-1.6684，0.634，0.5781，-2.9138，-1.4012，-1.9052，1.7858，-2.7289，2.1521，-3.1036，0.4264，3.065，0.859，0.7103，-1.7999，2.3675，2.2567，-0.0658，-1.5374，0.8981，-2.5055，2.0658，0.3298，-3.011，-0.049，-2.2376，-1.2131，-3.1389，2.715，3.0712，-0.1161，-2.4271，-0.8862，1.2509，-2.3863，1.673，1.958，-2.267，3.1137，-1.7515，-1.5565，-1.6786，-0.1996，0.7365，1.4906，-1.6594，-0.4415，-0.9893，0.8889，-1.9152，-2.6304，-2.6574，0.1605，1.2638，0.3066，-0.7427，1.2197，-1.4248，-0.2842，-1.3715，-1.7798，2.7464，-2.3573，-0.3798，-2.7326，-2.1172，-2.8036，0.1784，0.3722，1.7859，1.0365，-1.9075，-2.729，2.0267，0.7679，-1.768，2.3824，-0.4658，1.7892，-2.7481，-1.6582，2.0039，-2.6672，-2.3028，-0.4677，1.9354，2.721，0.0328，-1.3605，0.8127，0.7848，1.3141，1.0839，0.5722，2.9996，1.8174，-1.6489，-2.8897，-0.4481，2.0619，-2.9214，-2.7597，1.7739，-1.9996，-2.5191，2.6816，1.8332，2.7706，0.2973，-0.8344，-0.6115，2.9875，2.214，1.8329，0.8885，-0.8341，1.4381，0.2673，1.9625，-0.9181，1.8882，2.4168，-0.087，1.6799，-2.3694，-1.6376，-0.1136，0.5218，1.6265，0.1558，-2.8714，1.3942，-2.19，1.5227，-2.8869，-0.0809，2.5284，0.3145，0.8169，-2.1694，0.721，0.0475，2.7297，2.9884，2.7127，-1.2266，2.1679，0.9572，0.4919，1.1542，-0.9099，1.2792，0.6011，-1.0128，-2.4337，3.036，3.1067，-2.6737，-1.9792，-1.9218，1.0044，-1.9823，-0.3073，1.4071，-3.1184，3.0585，-1.3349，-0.9278，1.9615，0.5656，-3.1256，2.2883，1.8844，0.4585，-0.7954，3.1273，2.4257，-2.715，2.1884，1.01，-2.1265，-2.3709，-0.5282，1.5096，-2.3471，-1.0902，0.6104，0.2893，0.1485，-1.0201，-1.0152，-1.5201，-0.6145，1.9226，-0.6122，-0.7705，-1.2726，-2.8186，0.4848，2.3636，0.4646，-3.067，-1.6367，-0.8794，0.6947，-2.1683，-0.7961，1.3499，2.1723，0.9654，2.7463，2.4699，-1.5153，2.359，1.6837，-1.3669，2.5014，-0.0762，-2.7946，0.941，0.2541，0.251，-1.7145，1.1764，-0.263，2.6797，-1.8366，2.4366，-1.069，-0.1617，-1.1437，1.7302，-2.5413，-1.0059，-2.1705，-0.3349，0.5919，-1.9569，2.1923，1.7994，0.8729，0.7466，-0.9421，-0.1961，-0.7885，-1.2721，0.1066，-1.8097，1.8603，2.3625，-0.9716，2.7389，0.5463，0.3916，-2.4367，-1.5555，-1.3585，0.2255，-0.7066，-0.117，-0.4073，0.2546，2.8864，-2.7433，-0.5913，0.7254，0.8145，-1.1953，2.5525，-0.5269，1.6937，-2.6123，2.603，2.0046，-2.8325，0.2393，0.636，-1.5431，2.4081，2.1222，1.1437，1.2229，-2.2422，-0.6734，1.0966，1.1676，2.6266，1.0535，-2.8501，2.7789，-0.4466，-2.6699，-2.741，-2.7071，-1.5179，-0.3301，-1.1533，2.6488，-2.1721，1.057，0.6359，-3.126，-0.8757，0.7469，-2.9494，1.6895，1.1956，2.5322，-1.0186，0.935，0.6006，-0.7928，-0.4468，-1.0864，2.4841，0.5355，-1.7739，2.4122，-0.7805，0.7754，-1.7731，1.3549，-0.9192，-0.4245； The phases of each element in the third sequence are as follows: -1.0795, -2.5791, -2.4598, -0.5924, 1.0815, -2.3171, 0.7844, 1.2667, -2.2972, 1.6171, 1.03, -0.6735, 0.7238, -0.3003, 1.7859, -2.8641, 0.833, 1.497, 0.7029, 0.9854, 1.6644, -0.7, -2.013, -0.2225, 0.0142, -1.0055, 2.9791, 0.5565, 0.8988, -2.6545, 0.1973, 2.3356, 1. 2019, 2.3485, -0.9636, 2.0271, -0.2721, -1.6995, -0.8209, 0.2772, 1.851, -1.519, -1.5699, 3.0614, -1.9974, 0.6755, 0.4923, -1.2997, 0.5718, 0 .3842, 3.091, 0.7326, -1.4874, 1.9498, -2.4845, 1.6123, -2.3639, 0.3585, -1.4534, -3.1094, 1.3488, 2.5214, 2.8029, -2.2884, -1.9588, -0.5117, -1.9367, -2.3749, -2.3784, 0.9125, -0.1022, 2.371, -2.3846, -0.2631, -1.35, 0.76, 2.6376, 2.8458, 2.7875, 0.6814, 0.6253, 0.2912, 1.9104, 0.7 214, -2.041, -2.7613, 1.0123, 2.1805, -0.0579, -1.9334, 1.5849, 2.9529, 0.1039, 0.9608, -0.0184, 0.4302, 2.2558, -2.6467, 0.9939, -0.7602, -2. 6582, -2.5183, -0.9617, 2.9197, 2.9306, -0.4622, 0.8565, -2.9185, 1.2011, -1.9419, -1.7164, -3.1405, -3.0637, -0.79, 2.5301, -2.557, 3.1133, 0 0.468, 0.3231, -0.442, 0.7857, 1.3391, -0.2134, 2.5554, -0.0864, ​​-0.8473, -0.5396, 0.8011, -0.9687, 1.4666, 1.8204, -1.3043, 0.8803, 0.6145, 0.6187，-1.6257，-0.6089，-2.1716，-2.1682，1.9191，-0.7464，0.5884，-0.4182，2.511，1.463，1.7364，-3.1298，1.6556，-1.9379，2.8066，-0.5292，2.4132，2.2647，-1.7671，1.0925，1.7022，-1.8428，0.578，-0.7912，-0.0047，-2.8261，1.4738，-2.8354，-1.634，-1.0501，-0.1417，-2.7093，0.7898，-1.9144，-0.6035，-0.5114，1.3314，1.5583，-3.0273，0.0978，1.8077，0.6128，-1.5024，-1.0637，-2.8042，2.0172，0.7015，3.1113，1.9989，1.7587，-1.4301，-1.4471，0.4203，0.3226，1.7863，2.6203，-1.0947，1.3839，-2.1797，-2.2745，0.7053，-3.0789，0.6917，-1.5333，-2.2288，2.1197，1.7006，-0.721，-2.8588，2.255，2.2451，-2.1284，1.8046，-2.2253，-2.5962，-3.0269，-2.9609，-1.1764，0.0043，-0.8306，-2.1796，-3.0145，-2.6855，-2.867，1.7563，2.1019，1.7325，1.7514，-0.4206，1.9653，-1.2043，0.5678，-0.789，1.131，-1.5576，0.7179，3.0153，-2.6846，1.0482，-2.7522，-1.1406，-1.696，-2.7422，0.2134，-1.677，2.5441，-0.8704，-1.7055，-2.7988，-0.6848，-1.7542，-0.028，1.2559，2.1302，2.4461，-1.7175，0.6895，2.9196，-1.7696，-0.0178，1.1554，-1.5745，-0.3421，-1.2073，1.7945，1.424，1.585，0.3265，-2.1377，0.1798，0.1097，2.6955，-1.5506，3.0585，0.5952，1.7022，-0.8932，-2.3257，-1.664，1.0226，0.9433，-3.0229，2.91，2.5344，-1.8197，3.1339，0.7303，-1.2281，-2.2971，-2.6479，-2.916，-1.0393，1.6667，-3.0493，-0.5094，-2.6197，-0.3726，-3.1121，2.1016，-2.4206，-1.7731，-2.6106，-1.1454，1.2744，-0.6975，2.2349，-2.9665，1.8498，0.4642，-2.243，0.7039，0.3274，-0.8337，-2.0905，-2.4186，-2.0378，2.892，1.6497，-2.393，-1.7288，1.7183，0.5562，0.6583，0.6642，-0.0981，1.2342，0.0095，2.8954，0.6431，0.8767，-1.1654，1.6604，3.124，-1.2557，0.6627，-2.2503，-1.1898，-1.5636，1.075，1.9317，-0.8994，-1.4422，0.3253，-2.623，2.5071，-0.3135，2.4573，2.2516，-0.7291，1.8484，-1.6677，-0.7121，2.3688，3.0447，2.625，2.5892，-2.8401，-2.5696，-0.3009，1.2613，-1.7687，-2.5125，1.0923，2.7245，1.2043，2.9854，-1.6294，2.9716，-1.3922，-2.6723，-2.6587，1.6868，-1.2972，0.0938，-2.935，1.6126，-2.2353，-3.0748，-0.7531，0.4581，0.6186，2.0092，1.5417，-2.2229，0.574，0.126，-2.1479，2.3167，-1.2877，2.7197，1.256，1.6623，-1.2182，-2.2754，1.3243，3.0371，-1.526，-2.2343，3.0369，-1.0012，-1.9673，-1.1983，1.5606，0.6707，2.3028，-1.9856，-2.8294，2.8409，1.7424，0.9698，-0.0331，-2.3138，-1.9668，-1.512，-1.2465，-1.8786，-2.8347，-1.9291，1.7108，-2.2844，1.7259，1.7743，-1.1878，1.3882，0.6492，-1.1723，2.4631，1.4974，1.4404，1.3215，-1.2397，-0.0658，2.7973，-2.6225，-0.6954，1.2443，1.3149，-1.8851，0.8677，1.2636，-2.5172，-1.7356，2.5487，-1.4622，0.0139，2.856，0.0053，-1.4135，-1.0782，-0.358，-0.0774，1.282，-0.4408，-1.411，-2.8151，-1.5776，-1.5232，0.0998，-2.5297，0.5579，-0.2283，2.9494，1.7449，-2.721，-1.6992，2.3604，-0.9737，1.7217，-2.0561，-2.4381，-1.9944，0.7402，-0.1161，-1.5294，2.8551，-2.2716，-2.5302，0.0018，-2.9134，0.4909，-0.9281，1.1387，0.3869，1.7459，-0.3757，1.7032，-1.1268，2.819，-2.3066，2.3565，1.8695，0.0085，-1.192，1.3734，0.9354，1.2282，-2.4915，-1.0795，0.9794，0.6733，0.8243，-1.6766，2.7628，0.3094，3.0082，-3.0439，-2.5962，-3.0717，2.3231，1.9216，0.7814，-0.796，2.6736，-2.6084，-1.3276，0.8754，1.2277；. The phases of each element in the fourth sequence are as follows: 3.0123, 0.5835, 1.1371, -3.0951, -2.5286, -1.9804, 1.6211, -0.392, -2.5499, -0.7099, -0.1692, -1.1328, -2.4206, -2.4332, -0.8881, -3.0597, 0.9013, -3.1373, 0.9194, -2.5919, -1.8593, -1.1851, -0.3759, 2.5936, 0.0655, 3.1337, -0.1588, -0.403, 1.7078, -1.1191, -1.78 41, 0.6387, 1.0203, 0.3628, -2.0542, 2.9582, 2.1007, 3.0295, 1.8753, 2.2264, 0.1886, -0.9647, 0.1855, 1.3637, 0.347, 0.6011, 1.7617, -0.9258, 2 .0938, 1.3566, 0.3216, -0.6779, 1.6792, 2.7682, -1.2203, -1.1981, -1.1433, -1.4294, -2.784, 1.0346, -2.6923, -2.8245, 1.539, -2.5821, 0.4978, 2.7492, -1.0357, 1.279, -1.7753, -2.8659, 0.9287, -3.1346, -1.0218, -3.0215, -2.6176, -0.3551, 0.9558, 1.697, 2.5703, -2.0113, -3.1384, 1.613 7, -0.7649, -1.3651, 0.3244, -2.2301, -2.4712, -1.9965, 0.3197, 2.0955, -0.2956, -1.0952, -3.0611, -0.9674, 1.7615, -1.6169, -2.0426, -1.8613 , 0.0799, -0.7323, -0.8712, 3.018, -1.156, 2.2671, 0.8369, 0.0081, -0.0595, 1.0205, -1.1555, 0.9765, -0.8119, 1.5878, 1.6834, -2.9698, -2.1428 , -1.0866, -0.9744, -0.4074, -2.1455, -0.6967, -2.0256, 1.3817, 1.4645, -2.3978, -2.0557, 1.1878, 1.7306, 0.705, -1.3785, 1.3181, -1.7411, -1.784，-0.6787，2.7425，-0.488，-0.5668，0.2928，-2.3449，1.2311，0.8143，-2.447，2.805，2.1685，-2.3232，1.5004，1.2755，1.5061，2.8，1.5387，0.8779，-1.3223，1.3264，0.4834，1.0891，-2.25，-1.2888，1.4306，2.9746，0.219，1.1644，-0.2619，0.3807，2.9315，-0.783，2.2998，1.5997，-1.1448，-1.8605，1.2735，0.2524，1.4104，3.0569，0.5428，-2.9275，0.1825，-1.7817，0.8966，-0.3427，-1.6165，-2.3229，-2.9526，0.0156，1.1055，-0.1452，0.3211，2.3537，1.9355，-0.2639，0.6587，-2.1447，1.7984，-2.7935，-0.0483，-1.1046，-0.6228，0.2916，-2.8671，-2.5066，-2.945，1.3709，1.8547，0.2011，-0.3952，-0.3243，0.849，0.5462，2.4507，1.1968，1.4355，2.7837，3.1051，-1.3384，1.3732，-1.6112，0.5981，1.8273，-2.3988，-0.7566，0.3464，0.305，-1.8018，-1.1606，0.7482，-1.1324，3.0927，0.8572，-1.7701，1.7797，-1.7584，-2.1056，1.0595，-1.499，-0.5822，-1.204，1.73，-0.8551，-0.7908，-1.1039，-0.0017，0.1337，-2.2833，1.3195，0.2997，-1.0575，2.2953，2.6668，-1.6709，-2.8204，0.7834，2.8037，0.8875，-0.5708，2.4037，-2.7857，1.2647，-0.2775，-0.3293，3.1372，1.4855，2.8477，-0.0663，0.1867，0.3127，-0.0574，1.3072，-2.2642，-2.0017，-0.9928，-2.788，-0.5725，1.8832，-1.2355，1.4684，2.5182，0.9747，1.6539，1.5005，0.8231，-0.5045，-2.7646，-2.1734，1.5692，0.7244，1.9958，1.9286，-1.1445，0.1755，-0.5099，0.1045，-2.9392，-0.6585，1.1518，2.0185，-1.5894，-2.6222，2.433，-1.7674，-0.4915，-0.0471，-3.0401，-1.369，0.487，-2.7436，1.7053，0.6082，-1.4852，1.3657，1.8245，-0.628，2.5784，0.687，2.8207，0.867，1.0954，1.6593，2.019，-2.6137，1.5781，-3.0453，-3.0213，-0.5331，-1.1801，-2.9898，2.4626，-3.0417，0.3861，-1.0466，1.7206，2.6488，2.3995，-1.5993，-1.858，1.8448，-0.0352，1.6745，-1.6983，-2.2721，0.598，-2.0077，1.4515，-0.3978，0.1538，-2.8164，1.7746，-2.4466，2.7602，2.498，1.5086，-2.6137，-1.6101，0.3965，1.8764，2.0507，1.2397，2.1863，0.0258，1.1561，1.1045，0.935，1.1222，-1.1705，-2.5027，-1.9101，-2.5205，-2.4018，1.8161，0.4349，-2.4537，1.4396，2.8816，-1.0416，-0.1813，-3.0216，-2.9309，0.2593，-2.9664，2.0021，2.4922，-0.9576，-0.1153，-2.0047，1.2913，-1.7721，0.59，-0.4545，-0.9309，-2.8527，1.0169，2.8026，-1.7331，-0.1862，2.3819，-0.4696，0.5555，-2.0132，-2.8804，-1.272，-2.0094，2.1736，0.0626，-1.4458，-0.9737，-1.4807，-0.6618，1.5572，0.8228，0.1009，-2.284，-0.2869，2.4618，-1.4547，-0.5199，1.1696，1.9863，-0.0221，0.7814，0.8558，2.2155，2.6814，-2.8157，-1.6287，1.5078，-0.1133，1.5003，-0.8745，-2.3156，0.4334，0.5164，0.5241，-0.2641，-0.1591，0.8207，2.3963，-1.7247，-2.8819，-0.8891，-2.9162，1.6822，-1.4876，2.9044，-3.0231，-0.6716，-2.8503，-3.0249，2.3785，0.4475，-2.0209，-0.0557，-2.1557，1.3973，-1.3423，-2.4042，2.619，-1.8037，0.8574，1.6014，0.415，-1.6709，0.3373，0.881，-0.9435，-2.5588，-2.3626，-1.4172，-1.8762，2.793，-0.0688，-2.4413，-2.6698，-2.9818，2.5816，-0.4914，-0.0145，1.077，-2.2344，-1.0058，2.3526，3.0563，-2.6861，1.0785，-2.2341，0.4861，1.6506，-0.1896，1.7374，-2.6776，1.9091，2.0569，-0.2478，0.7472，2.522，-3.003，-2.5074，1.0143，-1.2411，0.3736，0.7384，-0.9272，-3.089，2.7469，-0.2733，2.8739，-1.662，-2.5246，-0.636，0.5689，-0.0723，-0.9186，0.2425，-2.8616，-0.0004，0.0813。.

8. The method according to claim 1 or 2, characterized in that, The sequence set includes a first sequence, a second sequence, a third sequence, and a fourth sequence, and the length of each sequence in the sequence set is 1024. The phases of each element in the first sequence are as follows: 0.0733，-0.562，0.6222，-1.1501，2.9956，-0.6646，1.1977，-3.0444，-1.217，-0.7249，1.0835，0.4894，-1.1359，-2.9362，-1.8032，1.9563，1.7789，-2.0071，-1.964，-0.7257，-1.147，-0.4765，-0.6276，1.6978，-2.0182，-1.5585，-2.2299，2.4992，-1.1127，0.234，-1.7083，0.3735，0.9539，-0.1089，-0.4316，-2.8891，-2.0727，2.4379，0.5675，1.3241，2.798，-2.6718，-2.1598，-1.5837，1.5658，-2.9066，-3.1396，2.6183，2.9198，-0.6489，0.7407，-1.5674，2.976，1.4301，1.1198，-2.8168，-0.6983，1.2398，-2.6757，2.0844，-2.5637，0.23，-2.6768，-2.4842，-1.2115，-0.8223，2.5999，1.9427，2.8651，0.1254，-2.3611，1.6401，0.0686，2.3849，0.9262，-2.5639，0.739，1.5301，2.872，-2.4084，1.898，-1.0593，-2.4292，-2.7106，-1.4083，0.5231，2.4781，-0.7892，1.2816，-2.5762，0.0623，-0.0946，-2.8342，-1.6004，-0.3793，2.2992，-1.2174，2.451，-1.0588，1.5319，2.1776，0.6089，-1.786，-2.605，0.3795，-2.9227，2.435，-1.3127，-2.1321，-2.2946，-3.1065，1.8567，1.8641，0.5987，1.5668，-0.8505，1.8774，-0.1003，2.5756，2.4312，1.6454，-0.809，-0.9425，-0.4008，-0.5777，-1.2942，-0.0818，2.4265，1.5209，-0.8534，1.6664，-0.1802，0.4628，0.5892，0.5168，0.4157，0.0247，-1.4162，1.6559，-1.647，-0.8092，-2.8958，2.2366，-1.9902，-1.8664，0.7184，2.0021，0.8381，2.0571，-2.3849，2.9745，1.5274，-0.1776，-1.4285，-2.8098，-2.8761，2.5289，-0.7966，-3.1308，0.8796，-1.5071，-2.2335，0.5773，0.9118，1.0812，1.5463，0.2242，-2.2933，-1.7269，-0.376，0.0794，1.7349，0.0581，0.1937，1.3618，0.3817，1.4507，-0.6215，-2.9234，1.7954，2.2343，1.0335，-1.1142，2.0402，-3.0731，1.2697，0.9909，-1.4337，-2.2368，-0.572，-0.7416，-0.507，1.5834，2.0558，-1.8066，1.0189，2.475，-1.7763，-0.952，-2.9137，2.8809，2.2043，-0.654，2.8416，1.5914，-1.0667，0.7663，2.5446，-0.1447，-2.6975，-0.0945，1.9032，-3.09，2.0113，-1.4975，1.6842，0.3079，0.4684，2.365，-2.7845，-2.2678，-0.7466，1.8018，0.7952，-0.2957，-0.5293，1.3387，0.5389，-2.6679，0.395，-0.8296，2.2949，2.6403，-1.2975，1.4792，-0.6332，0.6843，2.6615，-2.1601，2.9243，-0.3396，1.7595，-1.6658，-0.1149，-0.0637，-1.0577，-1.7875，-2.5372，0.4145，2.8565，-0.6423，1.9835，-2.2593，0.207，0.4669，2.7585，-0.5219，2.373，-2.3099，-0.9404，0.066，-0.819，-0.7605，-0.5656，0.1448，3.0472，1.2612，-1.8772，1.5626，-2.0472，0.5684，-1.1276，2.3887，0.622，-2.606，-1.5216，-1.0834，-3.1064，-2.9215，1.9539，1.7834，-1.9313，-1.9279，-2.9221，-0.9172，-3.1205，2.8471，-1.1031，-2.1156，-2.4757，1.4071，2.7833，0.4616，-0.6468，1.8276，0.2132，-0.034，-3.101，-3.0007，2.3604，-0.4207，-0.894，-0.8225，-0.5988，-2.9146，0.663，-1.8217，-0.9141，-2.8429，0.9685，3.0929，-2.6342，-1.728，-2.8571，-2.3487，-2.3359，2.4434，-1.5805，-0.3247，-0.7039，0.1338，-0.4004，-0.4311，-1.503，-1.0057，1.2853，-2.2092，-1.954，-1.6545，-1.4017，2.8069，2.2797，-0.8679，0.593，1.8113，1.3772，2.073，0.7113，-1.928，-2.9212，0.6691，-0.5886，1.6602，-2.2417，1.9808，2.8659，-2.8685，-0.3586，-1.008，0.4231，-0.5133，-1.8972，-3.05，2.7304，-0.5662，-1.776，2.4306，1.1265，-1.595，-0.2775，1.6407，1.8024，-0.9171，-0.9814，1.861，-2.9059，2.6197，0.5853，1.8178，-0.4937，-1.4052，2.6055，0.4408，1.0804，2.1619，0.7687，-2.6918，1.4664，2.6107，-2.8215，0.8654，1.1439，-2.554，-0.0473，-1.64，-0.1286，-2.2304，1.8205，2.4829，-0.9217，0.8454，-0.3101，0.4279，2.4353，-1.8976，-0.4061，-2.1607，1.1063，2.5113，1.7661，3.1124，0.589，-1.9499，-3.0977，-2.4886，-1.32，1.6102，0.0109，-1.3057，1.4457，-2.3508，-0.6022，-3.0759，-1.038，-1.6172，0.3475，2.9801，-2.7083，-1.0034，-2.7684，-1.7371，1.8962，-0.9942，2.5781，0.4893，-0.1057，2.6569，2.3229，1.2153，-1.4955，-2.7503，-1.3536，-2.9301，0.4326，2.5254，-2.3758，2.2353，-2.8503，-1.7434，1.3271，2.388，2.4947，-0.7097，-2.6643，0.8199，-1.8171，-0.5217，1.8446，2.0991，2.004，-2.8898，0.239，2.7216，-2.7028，-2.632，-1.8497，2.2453，-1.4491，2.5543，1.3841，1.0323，-0.9575，3.0647，2.847，1.4798，1.8782，1.3203，2.4736，1.468，1.4312，3.0688，-1.6883，0.445，1.2145，1.13，-1.9652，-2.0698，-1.2748，2.3279，-1.9739，-0.8955，-2.0323，3.1075，0.5727，1.2454，-2.9187，0.1944，0.2176，-1.997，0.0142，2.7035，-0.2495，-1.3168，1.1029，-1.6198，2.0411，1.081，0.0146，1.4776，-1.3273，-2.8594，2.383，-2.1511，0.6007，1.1136，1.466，2.0272，-2.2002，-2.4317，-2.2425，-2.483，-2.7018，-1.4051，-1.8589，3.0444，0.5997，1.4011，-0.0267，0.2109，-0.9138，2.1629，3.042，1.9362，-1.0246，-2.6453，-0.682，0.4221，0.4408，-0.4217，2.4994，-1.4182，-1.3068，-2.8827，2.4987，-2.0754，-2.9127，2.6645，-1.5124，-1.5614，3.0214，-3.0069，0.4605，-2.7432，2.9223，-0.279，-0.68，0.012，-2.8888，-1.5542，2.2904，-0.3074，-2.6988，-2.4857，-0.0563，-3.0811，0.4939，2.6272，1.3604，1.0943，2.4681，-1.0786，1.398，0.0549，-3.0882，0.2683，0.5441，-2.1115，-2.5258，2.8837，1.2985，-1.934，-0.3134，1.7939，-2.7069，2.3573，-0.0295，-1.7089，0.4351，-1.0453，0.1282，3.0502，-2.231，-0.9887，0.179，0.2704，2.1086，-2.1887，0.3251，-0.4128，1.6376，2.2373，0.4431，-0.1821，1.4456，-0.9405，-2.1515，1.7513，-1.1093，0.6923，0.2968，-1.3214，-2.6574，1.9762，-1.2191，-2.7016，-0.1742，-0.112，0.634，-0.0293，-1.8007，-2.1371，-2.6427，2.2124，-2.1029，-1.4785，0.5746，2.6166，-1.2825，2.7257，-2.0754，0.2081，-1.915，1.9718，-2.3454，1.4713，-1.6237，-3.1055，2.4987，1.5532，-1.4755，-2.5251，-2.2366，-0.4286，-1.2621，-0.8108，0.7915，-0.6997，2.6097，-1.3536，-0.0246，-2.6665，-1.3506，0.4419，-2.9359，-1.9661，-0.3701，-1.6559，2.713，2.7105，2.6539，0.3958，1.5964，0.8065，-2.5745，-3.0524，-2.9246，-2.0991，-3.0294，-2.4828，-2.7972，-0.1458，2.4638，-1.1169，-0.3569，2.2368，1.2047，2.176，-1.5042，2.2264，-0.1134，-2.7512，1.0159，1.9577，0.4894，1.313，-2.2325，-3.1255，1.6872，-2.6599，-2.4587，-1.1634，1.2466，-1.1942，0.073，-0.0829，-1.174，-0.9112，-2.6124，-3.0943，-2.5905，-0.7957，0.3913，-0.6117，1.9407，0.9619，3.0062，3.0268，-0.6487，1.3928，-0.3801，-2.58，-1.8477，1.5652，-2.9857，-0.3674，2.5279，-1.0045，1.5722，0.6516，-0.4182，-0.6592，-2.4489，-1.0203，0.4102，2.1165，-3.0539，-2.4781，-0.975，-1.706，0.8069，2.3716，0.5457，-0.3328，2.2044，0.5416，0.314，0.3813，0.0461，-2.117，2.8772，-0.153，0.5406，-1.3106，-0.954，2.5656，0.3202，-1.7609，-2.5813，-0.839，2.4188，-1.9463，0.5006，1.6059，-0.4619，-2.129，0.4887，-0.0082，0.6021，1.0135，0.6501，-2.4611，0.9696，0.2894，-3.0844，1.7581，-0.4167，0.9768，0.932，-2.4894，-1.1982，-1.9184，1.7773，0.9169，-0.6072，-0.7742，3.0235，1.6454，-1.7544，2.0975，1.7095，-1.6808，-0.3982，-1.028，-0.2061，-1.0488，0.5192，-1.5671，-2.1669，-1.5047，1.3227，-2.2547，2.454，1.9777，3.1155，-0.0466，-2.9495，-2.5304，-1.0786，0.8852，-0.0332，-1.7983，-1.1623，0.0087，-1.7973，2.3708，-0.9337，-0.6569，-0.1175，-0.9187，2.0178，-2.7753，0.047，-2.6448，1.0108，0.1158，-1.4748，-2.3243，-0.6589，-0.8539，2.3854，-2.7781，-0.0287，-2.054，1.0181，0.0326，1.0317，3.1254，1.6517，3.0746，-1.3264，-2.5367，2.8441，1.9215，0.7675，1.7931，-0.2911，1.5313，-2.0437，1.5159，-2.9319，-3.0878，0.2015，-1.3806，0.4938，-1.9534，-0.2304，-2.6982，-0.6175，0.6704，-0.8537，0.3225，0.6947，1.6967，-0.6826，-1.4039，-2.2599，-1.8527，-0.736，0.7651，3.0915，0.3763，1.4093，-0.4427，2.3978，-1.7771，-1.45，-1.8556，-3.127，1.8789，1.268，-1.9172，2.4949，2.9805，-2.5355，0.0654，2.9595，-2.4409，-1.7352，1.3913，-1.3703，-1.0819，0.3882，1.6589，2.9863，-1.1459，-1.8565，0.8479，-2.252，2.6591，2.4672，-1.6473，2.6727，1.9543，-0.8728，2.087，1.8738，-2.9183，2.4938，-1.9298，-1.4496，2.8372，-0.8007，1.3976，0.5528，-0.8136，-0.6846，-1.683，2.0595，0.472，-2.1896，-0.2527，2.4877，2.2684，2.7996，0.2238，-1.2996，1.8259，0.672，1.4645，-1.9448，0.6314，1.7241，0.7328，-2.975，-1.7513，-1.3949，-2.5658，1.6303，-2.5815，-0.0318，-1.248，2.7519，2.2843，2.7906，1.3568，1.817，-1.6826，-0.6694，2.0727，-2.273，1.5892，0.8352，2.7871，2.1975，-2.9715，0.1369，0.1986，-3.1324，2.3537，-2.3722，-1.478，-1.7486，-2.3671，-0.0809，-1.8814，2.4421，0.2485，1.3555，-0.5009，0.1449，0.1231，3.0884，-0.6734，-2.4563，-1.3364，-0.1126，0.4192，-1.9188，-1.3897，0.1434，-1.4579，-0.9196，-0.4974，-1.4802，-3.1011，2.7508，0.9572，1.1928，-2.6102，1.2294，-0.1006，-0.2273，2.8176，-0.1606，0.7812，-2.1535，-0.6869，-2.0035，-2.5763，1.4402，-1.4737，1.8974，0.3466，2.916，-2.6602，-2.3501，-2.2223，-2.7557，1.7615，-1.9572，0.2498，3.0117，-0.5062，-1.9885，1.9332，1.9023，-0.1606，2.3013，0.5249，-2.5942，-1.1135，2.5809，1.685，0.8182，-1.8507，2.7902，-2.0991，-0.15，-1.2429，-2.7242，0.6873，-2.6691，-2.7833，-2.41，-2.6237，-2.1962，0.7563，-0.2842，1.9823，-0.3597，-0.2074，2.0497，0.5281，-3.0121； The phases of each element in the second sequence are as follows: 2.7735，-0.4194，3.0514，-3.1096，-0.718，1.8088，-1.8988，0.6073，0.3831，0.9086，3.0679，-0.9202，-2.6345，-1.2965，-2.3998，2.4442，1.9756，1.7519，-1.8915，1.8008，-0.2775，-0.6908，-0.0153，1.4705，0.4698，-1.3217，0.5215，-0.1619，-0.6943，0.8551，3.1051，-0.3341，2.9603，-0.5511，-0.5437，-1.9304，0.6973，0.5763，0.5347，0.6545，1.7333，3.0679，-1.318，-2.9854，2.4966，0.0047，-0.3557，-2.6988，0.1721，-3.0111，1.9011，2.2041，2.6123，0.3823，-2.0241，-2.5745，2.084，-2.8432，-1.6637，-1.096，2.9029，2.2091，-1.9699，-0.3819，-1.4813，0.0733，-0.198，-0.1958，3.0658，-1.8349，2.7692，2.8026，0.359，0.6155，1.4993，-1.3389，0.3253，3.1135，0.3769，-2.6479，-0.6706，-0.5624，0.4817，2.7851，-1.48，-1.0127，1.9601，0.9703，-2.4416，-2.6667，1.5533，1.7394，1.488，-2.8163，-2.6788，-0.3635，2.3727，0.3858，0.4546，1.8208，0.7801，-0.7901，0.5938，0.7082，2.645，-1.6615，0.761，0.7935，2.1433，1.0704，-1.8892，0.5634，-2.0776，1.2414，1.3523，0.5813，2.7967，-2.9703，0.3265，-0.1783，-1.9175，0.8458，2.3466，1.2412，0.6776，1.004，-1.1366，-2.8091，2.7183，-1.1109，0.7537，-1.6035，-1.9156，-2.1921，2.7526，-0.1949，-1.4516，2.6569，1.9368，-0.5261，2.7126，0.9862，-1.3312，1.3773，-2.0565，-2.4026，-2.8944，-2.0555，-0.2302，1.3838，-0.3071，-1.3102，0.4306，-0.765，-2.5378，-2.0748，2.7232，1.1945，-2.4846，-3.0216，2.699，-2.5611，-1.8317，1.0895，2.7355，0.4222，-1.9106，-0.6664，2.7129，-1.4013，0.8353，-0.2276，1.2522，-2.228，1.1751，-0.6157，-2.4922，1.5471，1.3539，3.0748，1.4639，-1.5527，1.0342，-0.178，0.2987，-0.6569，-1.9837，-1.5157，2.47，-2.9328，-0.4645，-1.3063，1.207，-0.836，-1.2497，1.0876，1.6644，0.3464，-2.875，1.6536，3.0017，-0.1186，2.6137，-0.2543，-0.0627，1.5337，-0.0124，2.5327，-0.3993，1.7617，-2.8755，-1.5632，-2.8512，-2.8568，-1.2778，1.0321，2.1224，0.6397，-2.9915，-2.1367，-1.2582，0.8702，-2.5889，0.5797，1.1693，2.708，2.6073，2.7787，1.4704，-2.0439，-1.6628，2.9471，-3.1206，-2.6889，2.0347，-2.5355，-2.4022，2.6983，2.2995，2.1602，2.2661，2.1667，-1.4156，-1.6268，-0.9999，0.6363，0.3881，-1.9946，1.9653，-0.3479，0.3707，0.5817，1.1676，-1.8923，-2.4431，-1.5895，1.2031，3.0927，-0.8937，2.7584，0.5636，2.0818，-3.0778，-2.2198，2.6219，1.1418，-0.7047，-1.3374，2.9663，-2.031，-0.7258，-1.282，-2.0712，1.4643，-1.9204，0.2153，2.5535，-2.338，-0.8332，-1.8395，1.887，-2.4615，1.4809，0.5617，-0.7474，-2.039，-0.4809，-2.2327，1.4888，-2.1469，-1.103，0.0614，2.544，-2.9908，1.3029，-0.9629，1.8992，1.5805，-0.5971，-1.6328，-0.7884，0.4151，-3.1273，-2.8622，0.4486，3.1077，0.8561，-0.7146，-3.1104，-0.3749，-1.9636，1.8495，2.1374，-0.8367，-0.1445，-2.9918，3.0821，2.2533，2.7898，-1.3978，-1.2959，-2.832，0.2072，-2.4589，2.7814，-1.8879，1.4898，-1.3517，1.89，1.2362，3.041，1.5538，-2.4804，-0.7722，2.4894，2.4549，-3.1032，-1.4467，-1.2847，-2.7867，1.9404，-0.4238，1.0102，0.9523，0.5209，2.1408，1.6144，1.0236，-1.2513，2.2725，2.137，-0.1402，0.0414，-0.4409，-0.0436，-2.7984，-0.5532，-2.6698，-2.9713，-3.0399，-0.1219，-3.1301，-0.0152，0.7547，0.5426，2.673，-1.396，2.6387，-0.7029，0.7788，-0.0276，-0.3682，2.1644，0.977，0.5093，2.7491，1.1696，-2.6684，-1.1645，-2.407，1.7252，-2.0503，-2.3117，-1.3015，-1.8781，-2.0645，-2.7718，2.1223，2.8762，-3.0344，-0.1818，3.1118，-1.5053，0.885，-1.1222，-2.5596，-2.4527，2.2243，1.553，-1.0244，2.3292，-1.9205，-1.8253，-0.5109，3.0084，-0.1745，-0.2927，2.5312，-2.9738，-1.5558，-1.0011，1.1454，0.847，0.1111，-1.1174，1.4073，-2.0858，-0.6812，1.9002，2.4494，1.4352，-3.1037，1.9166，-0.4512，0.4898，-0.1464，0.1255，2.4566，-1.5057，-1.7124，2.6336，-2.0931，0.4601，-1.395，-0.7847，-2.6044，0.9348，-2.8755，-0.3074，-0.4776，0.1728，-0.3337，0.1209，2.8542，1.0574，-0.0836，1.9865，-2.1293，-1.5048，0.8677，-1.2105，-2.3674，2.2148，0.5008，2.1464，2.5713，-1.8624，2.5289，2.2206，-0.4746，2.4662，-0.8595，-1.2757，0.9905，2.0049，2.5687，-1.2158，-2.2665，0.8414，2.9883，2.6386，1.8095，-0.9384，1.1077，2.9422，-0.2702，1.0307，1.9721，-0.1343，2.0018，0.8354，1.3677，-2.5012，-0.7189，-2.6644，-1.4853，1.8398，-0.8563，-0.6949，-1.4306，-1.639，-0.7606，0.7502，0.5407，0.1065，-2.4269，-0.0304，0.2389，-2.2126，-2.1331，-0.945，-0.1291，-2.5823，1.0044，-2.553，0.8127，-0.7199，3.0762，1.2956，0.1405，-1.1549，-2.9004，0.206，-0.1307，-0.3134，-2.0772，-3.0156，-2.3518，2.5051，0.1856，0.1786，2.573，-2.8854，-1.3558，-0.2908，-2.6276，1.5515，-0.6002，0.1932，-1.2672，-1.8282，3.0987，-1.4258，2.277，-1.692，2.5138，1.7266，-2.5852，0.4203，0.8612，1.1359，-2.7558，2.4199，-2.4722，-0.9156，-2.1931，0.6907，0.9602，0.7361，1.1695，0.7425，-0.3272，1.5333，-0.5111，2.6612，2.7912，1.295，1.1988，2.3181，-0.1665，-2.1305，-2.2409，1.1668，1.9091，-2.7116，-1.147，-1.5606，2.5093，-1.0391，-2.6698，0.4427，-1.5702，1.3425，1.6317，1.1093，1.4096，-0.5857，2.818，-2.1689，1.5717，-0.779，2.0367，2.0745，-0.4164，-1.2606，3.0636，-0.8192，-0.91，-0.8934，-2.5377，0.0649，1.3139，3.0901，-0.2312，2.36，-3.0559，-2.9677，0.6369，2.1101，1.7432，2.084，0.1099，1.349，-3.0933，-0.1036，2.1836，2.0216，2.8205，-0.9364，-2.222，0.6103，0.8439，1.9946，1.9489，0.6529，-2.6688，0.0754，-1.6475，0.8223，-2.9105，-1.0163，1.4914，2.2789，2.0507，1.0389，2.9707，-2.5253，1.0246，-1.816，-0.7755，0.0229，3.0995，0.4795，-2.0163，1.6083，-1.3541，-2.7425，-1.6254，1.2311，2.5221，1.3469，-1.1849，-1.3223，-1.9141，-1.7807，2.3026，2.346，-2.5786，3.0705，-1.1574，0.2759，-3.1284，-1.3754，0.6154，-1.2614，-2.2156，-2.562，-1.7351，-1.117，-2.4602，-1.6649，-3.0089，-1.223，1.4966，0.8188，1.1148，2.1443，-0.3767，2.629，2.5627，0.91，-0.0605，-0.6598，-2.9323，1.1932，1.0697，-0.3862，-2.2424，0.101，0.3093，2.2638，1.6679，-1.7849，2.4882，2.1054，2.3377，-2.8057，-1.8616，1.3325，2.9859，0.0923，-1.0055，-2.5269，1.3109，1.0564，2.8811，2.0472，-1.8855，0.3166，0.7331，-3.0185，1.5563，-2.6147，-1.2883，2.5164，-2.5287，-1.647，-3.0717，2.0493，3.0432，-0.4244，0.3484，-0.675，-3.1089，1.6871，1.6704，-2.0914，0.1094，1.0745，-0.1339，2.6615，-0.4288，-2.1474，2.1336，-1.1914，3.002，-1.6662，0.7799，-0.1591，-2.241，-0.1959，-0.0335，-2.8237，-0.6028，0.6702，-0.3405，-0.698，2.9073，2.825，-1.9927，2.1488，0.4571，-1.4645，0.5942，-2.0192，2.6536，-1.6171，3.1061，1.5816，2.077，-0.9051，2.2955，0.7656，1.0998，-1.3156，-2.7807，-0.8783，1.1314，0.3955，1.3635，3.0912，-2.8332，-1.4676，2.583，-3.1377，-2.3512，-2.3708，1.2482，-1.2109，1.0794，2.1927，1.8384，1.824，-2.5389，2.3724，2.8942，1.4788，0.3965，1.3309，-2.3939，2.3215，2.6592，2.1042，0.1797，1.9788，-0.654，-1.8168，-2.9549，-0.9728，-0.91，-2.4277，-0.7662，0.2055，2.5333，1.6789，-0.775，0.3188，-1.0525，2.7446，-1.3127，0.1232，-2.5142，2.0735，2.7489，-0.014，0.8891，0.8534，-3.0374，0.6508，-0.7442，-1.2638，-0.9085，0.4159，1.4778，-2.6969，1.6773，2.7124，-2.1034，1.8772，-1.1306，1.7834，2.4317，0.0758，0.1722，1.1422，-1.9283，2.2191，0.6448，1.0807，0.4659，-0.7211，0.9536，2.1689，-1.1227，2.2201，0.5641，2.8997，-1.3087，0.6495，1.9605，-1.1986，2.6574，2.4733，-1.4429，-2.517，2.6856，-2.4605，-1.5925，-2.602，-0.4271，0.0925，0.5848，0.9701，-1.0054，-0.5257，-3.0622，-1.4436，1.2628，-0.6027，2.2067，2.4832，-0.8795，-2.1568，-0.9734，1.6907，2.7773，0.7382，0.2845，-2.8008，-0.3943，2.4783，0.4461，-1.213，-0.2204，-1.9567，-2.3127，-0.2579，-1.7719，1.4829，2.1239，0.553，-2.0042，1.971，-0.0082，-1.8177，-0.6985，0.1728，2.5916，-0.3756，-0.7267，-2.4248，1.7513，2.6945，-2.1001，-1.7297，-0.9193，-0.5035，2.932，2.5522，-1.9593，0.562，-1.3363，2.1726，1.4588，-1.1791，1.6012，2.1416，2.9517，1.3768，2.6012，2.6113，1.4977，2.401，-2.5078，2.0397，0.4602，0.1471，1.1404，-3.0374，0.5175，2.515，-0.1842，-2.2388，-0.4462，3.0959，2.6998，3.0196，2.6515，0.6934，0.7827，-2.1424，-2.7662，-2.9977，-2.4959，-2.4528，2.3072，-1.3098，0.9819，-0.0118，0.2544，2.9981，2.2506，0.7189，-1.0694，-2.7127，-1.2079，-0.7996，1.5166，2.2429，-1.757，-3.12，2.5329，2.1702，1.4973，-0.4982，-2.9513，-1.5829，-1.7299，2.0746，-2.2827，2.5027，-0.5595，-0.055，1.1208，2.6557，2.6664，-2.2686，-0.0507，-2.9118，1.7567，-2.0519，0.0175，-3.1147，-1.3505，-1.476，0.9322，-1.4639，-1.3835，2.5456，0.2331，1.1095，0.8709，2.1335，-1.2815，1.6431，-2.9984，2.5552，-0.6884，2.5104，-3.1415，0.7502，0.8039，2.3061，1.707，-2.2052，2.0321，0.4652，-0.6324，-1.8413，-0.1407，2.2434，-0.1063，-0.5097，-2.7691，-0.9195，0.0198，-0.7453，-0.3633，-0.9083，3.0939，-1.4651，2.3037，0.0203，1.3132，1.9111，-1.0466，-3.0961，1.6149，-0.9383，-1.3633，-0.2322，3.0105，-1.0062，-1.9498； The phases of each element in the third sequence are as follows: 0.8525，2.5466，2.8687，-2.9791，-2.625，-0.4421，-2.9572，-2.2528，3.085，-2.348，2.2172，-3.0475，0.0545，-2.8578，2.7916，-2.9509，0.4252，2.6045，-0.0482，2.897，-1.5014，-1.5822，-0.7623，0.0191，-2.7034，-2.8005，0.198，0.3387，-1.5873，3.0017，-1.3205，0.6886，-1.6463，2.3941，1.3987，-0.8611，1.9899，2.4322，-1.9666，2.5252，-0.882，-1.761，-0.4994，2.6081，0.3159，-2.8505，0.0387，-0.8622，-2.3666，0.1694，1.1841，-2.8271，-0.4667，-0.8759，-0.9869，-1.9298，-2.058，-2.091，-1.4116，1.3203，2.4576，1.5902，1.3298，-2.6106，-1.7026，-0.8573，-3.1008，-2.0065，0.2051，-2.4192，-1.3345，-0.6664，-2.24，-2.4916，2.6777，1.0717，1.987，-1.3501，0.4511，-2.2192，2.4511，0.5982，-0.0293，2.1826，2.1609，-0.95，2.7081，0.3625，-1.0469，0.7546，2.182，2.2201，-0.5502，-2.1244，-2.6579，-0.7337，-1.108，-1.21，1.2955，1.0577，0.5138，-2.3329，2.8128，2.8155，1.5473，2.2792，2.948，-2.4637，-2.9464，-0.2048，-2.525，-2.199，0.2663，3.0884，-2.9623，-2.9476，0.8105，-0.7731，-0.4875，2.4891，1.8903，-1.9521，0.013，0.2031，-1.0722，2.277，-1.4899，-0.3251，2.8097，1.2719，-2.5375，0.7407，-1.6227，2.4724，0.1847，-1.0446，-0.6669，-2.3885，-2.3276，-2.7381，2.8205，0.6282，-1.8781，-0.0752，1.3126，1.2678，-3.0056，-0.9632，2.718，-2.8413，-2.3607，-1.4367，0.2678，-1.2049，0.8624，-1.9527，0.4851，-1.4313，-2.4146，-1.238，2.6702，-0.5256，2.6918，-2.9593，-1.212，-1.3814，1.7731，-0.0852，2.8814，-1.7392，1.1555，1.3765，-0.977，0.9848，-2.1429，2.1255，-2.3911，-0.3509，1.1936，0.1444，-0.4733，-2.6888，-0.5236，-1.7741，-2.8457，-1.6882，-2.4072，-2.8078，-0.8924，2.8559，-2.7989，-1.3238，1.546，-0.7785，-1.0843，-0.2281，-2.3444，1.1225，-1.5444，-1.0573，-0.297，0.7995，-0.4759，-1.5939，0.9713，-0.3242，0.934，-0.4345，-1.9342，-2.3161，0.7183，3.0973，-2.8692，-1.0265，-1.9294，-2.1724，1.8304，1.7028，2.6488，2.1084，-0.4311，1.337，2.0139，0.6629，3.056，-2.1181，-2.6487，-1.0814，1.0842，-1.6907，-0.44，-0.7516，2.4517，-0.4314，0.9619，-2.8274，-1.19，-0.4703，-0.0504，0.2892，-2.5298，-2.1694，1.2477，0.3054，-2.1731，-1.6481，1.3478，0.2346，-1.3335，1.6819，1.7316，2.8922，0.1465，-1.5692，-1.2664，-0.3049，-2.3303，2.8767，1.5834，-1.3566，0.6813，-0.9118，-0.6333，-1.7166，0.4982，2.1268，-1.3337，-2.7757，1.6874，-1.8032，2.5256，2.2742，0.8156，-0.7338，-0.3915，-2.3645，-2.7146，-0.5973，-2.4131，-2.8232，0.2029，1.4422，-0.2816，0.5204，-0.4115，2.8698，2.9733，1.3413，-1.8267，-1.1893，-2.1925，-1.0578，-2.0236，0.9678，-2.3578，0.0802，-2.5779，0.294，-0.832，1.6401，2.0363，-1.9322，-1.3077，3.0727，-0.7788，0.3939，-0.2684，1.2009，2.5651，2.4243，1.7909，-2.529，1.2758，2.0726，1.8109，-2.1356，0.5889，0.977，-2.5463，-0.1539，-1.593，1.6538，2.9963，-1.2518，-0.5634，-1.892，1.8398，-1.3179，-1.2278，-0.8582，2.2986，1.9392，-1.9717，2.455，2.458，-1.9029，2.5731，2.982，-1.8044，-2.8103，-1.6497，-2.1884，1.6576，2.1889，-0.9714，-2.5988，-1.4174，-2.0719，2.1775，-0.8684，2.5715，-2.6243，-1.1062，2.6231，1.5078，-1.0221，-0.5301，-0.1984，0.4052，3.1276，-2.3376，-2.7643，-1.2713，0.615，2.7579，1.3973，-0.5289，2.411，-1.8014，1.6589，0.0306，2.677，0.7104，-1.3267，-0.4434，-2.0806，-2.2292，-2.6818，-2.4194，-0.1901，-2.5677，-3.0913，1.1593，2.7004，2.9695，-0.2954，2.6585，1.1218，2.1562，-2.5341，0.6574，-3.057，1.5587，1.2581，0.4256，-2.8155，-2.4341，1.9851，-2.1581，-1.1755，-1.2073，-1.9618，-1.0467，0.94，2.9304，1.7894，-2.9247，-0.5108，2.7843，2.1992，2.4199，-0.5441，2.4552，1.2344，-1.5319，-2.7865，3.1178，-3.0369，1.7887，2.5186，2.6991，-0.972，-1.5236，0.4682，-1.3466，2.1328，0.5583，-0.3665，-3.0188，3.0608，1.2059，1.6343，-2.3275，-0.5307，1.8994，-0.3696，-1.5582，0.277，-1.8067，2.3033，-3.0682，1.5686，-0.8879，-0.4759，0.5563，1.5152，-3.0654，0.5834，1.71，-1.5631，1.2897，2.7364，-1.0625，-3.1139，2.9762，2.136，-2.2354，2.7522，3.1016，1.5256，0.716，-2.1608，-0.9142，-2.258，-0.9547，-0.113，2.6695，1.7863，1.1007，-1.3571，-2.8753，-1.2519，-0.6775，2.2587，1.9702，-1.1403，-2.9641，0.9798，-2.5364，0.7697，-2.5869，-1.6276，-2.663，2.4958，2.2221，0.8703，0.8632，2.0747，3.0542，-3.1007，-1.8105，-2.7633，2.3598，2.5214，-1.5029，-1.1027，2.3719，-3.1098，0.515，0.4714，1.3104，0.1918，-2.3443，1.3923，-1.3976，-1.1376，-0.9506，-1.7889，1.3793，-2.1702，-0.3721，-2.4113，0.0924，2.6266，-1.3592，-1.5562，0.2323，2.8333，-1.7183，-1.1456，1.7347，-2.8257，-0.2238，-2.2805，-0.5224，-1.867，0.1178，0.7427，0.5194，-2.3998，2.1184，-0.0756，-1.927，2.3511，-1.0376，-0.6775，2.1225，2.1923，3.128，3.0792，-1.2166，2.5602，1.254，-1.3732，2.4273，-1.7316，-1.0545，0.9808，1.5454，0.7289，-0.4641，-0.6774，1.0733，2.566，-0.1348，2.8606，-2.1049，-2.9834，-1.5746，-1.5981，-0.3436，0.4231，-1.381，2.0941，-1.9725，-2.2056，2.4727，1.8791，1.5282，-0.7792，-3.013，-0.8533，0.1039，-0.9674，-0.1657，-0.7711，-0.2726，-2.1853，-0.8533，2.9388，-1.5087，-0.6087，0.8454，-1.1968，0.1552，1.566，-2.4156，2.0944，0.4699，-0.4837，-1.389，2.4704，-2.6678，2.305，-1.6242，1.3558，-1.8681，-2.7531，0.9091，2.5793，1.1084，-1.8506，-2.32，0.6409，-2.6749，-3.0196，-2.9454，1.9939，0.6138，-2.4844，1.0101，3.0716，-0.6846，-1.2683，-1.9652，-0.0454，-2.0284，-2.0477，-1.198，-0.6121，1.7388，0.4117，-1.9524，-0.7508，-2.6429，-2.3647，-2.9431，2.0944，1.1075，1.6693，1.6472，1.4917，-1.0717，2.8004，0.5512，1.4491，-2.9988，-2.9644，1.4108，-2.9652，0.1411，-1.747，-2.2458，1.4415，-0.1629，-0.5275，3.0032，-2.5454，2.8935，0.303，-0.7304，1.9713，-2.953，-1.618，0.0609，3.0213，-1.4076，1.3785，2.9373，1.1785，-0.0677，-2.0949，1.7106，-1.2554，2.5052，-0.3108，-0.7149，0.2223，1.0153，-2.0057，-1.7213，0.8104，-0.5673，-0.5788，0.5164，0.6335，-2.8947，-1.1725，1.709，3.0848，-2.2665，0.1489，0.1543，1.0018，-2.5994，0.4107，-1.5732，0.5841，2.5307，-0.9389，2.4242，2.6476，-2.1373，0.0015，-1.5902，0.5252，-0.0239，1.1323，-2.1976，1.0105，1.1569，-2.6716，2.8431，0.285，-1.1279，-1.2432，-2.2594，-1.4438，-2.2786，0.3713，0.8924，-0.2503，-1.3631，1.9231，1.4631，1.6902，3.0264，-0.1492，0.6528，0.43，0.9624，2.5665，1.1034，3.0634，-0.297，2.0002，0.3666，1.1735，-0.2717，2.949，0.9234，1.2225，-0.9115，-2.3953，-2.3499，-0.7395，-2.7573，2.1774，2.8016，0.0175，-1.0084，-0.9707，-1.8157，-0.4117，0.0657，-0.6275，0.2354，-2.0626，-1.196，2.1002，3.0169，-2.9807，-3.0474，2.9428，-1.3005，1.0344，0.1148，1.6058，2.3434，-2.9572，-0.3546，1.2639，-2.0568，-3.0899，2.558，2.3705，2.3313，-0.2495，-1.8047，1.9171，-0.5978，-1.7531，2.3196，-0.9975，2.7977，1.3578，-1.7992，0.6672，-0.2218，-2.7782，-0.8452，-2.4064，-0.8628，-1.8367，-2.2902，-1.1204，1.9909，-0.0894，2.7945，2.3312，0.8729，2.9868，-1.7397，2.5492，-0.1958，2.5708，1.5279，2.5929，-2.42，1.2459，0.0639，-1.7039，0.4484，2.3062，3.105，-0.0057，1.8608，-1.2151，-3.0393，-2.326，0.485，-2.8203，-2.2832，0.4392，-2.8753，1.0571，0.5658，-1.5251，-1.8657，0.7306，1.6983，-2.6548，-1.8358，0.3644，0.7943，0.5887，-1.3518，2.539，0.2735，-0.9698，1.0568，1.2566，-0.3236，0.1264，-0.4632，1.4216，1.0238，3.0774，-0.3323，-1.9027，-2.6015，1.4417，1.3248，-1.0451，-2.9548，-2.271，2.7176，1.4663，2.3581，-1.7322，0.2749，2.0218，-2.4246，1.0861，-0.4923，1.2468，0.0475，-2.3336，0.8423，2.4133，-0.0522，2.9753，2.4698，2.8881，-2.8308，-3.1023，1.5731，1.7199，0.2924，-3.0562，-0.7458，-1.3667，-0.9477，3.1387，-2.1075，0.6756，1.1355，1.4216，2.1218，-2.8837，-2.0342，-1.8568，-2.8549，-1.4624，-0.4579，2.1252，-2.1524，-0.9224，-2.1666，-2.5039，-3.0963，2.9376，3.0529，-0.1591，-1.6237，-0.291，-2.8991，0.4164，2.9863，-2.1556，1.9817，-0.8091，-1.7207，-2.9675，1.2006，2.0326，-1.9608，0.0114，-1.1195，-1.5063，-1.3324，-0.383，-2.8901，3.0082，-2.2547，0.1841，-2.9606，0.5595，2.773，0.9056，3.135，2.2906，2.3132，-1.1147，-2.5709，-2.9169，0.6142，-2.1899，-0.9368，-0.0021，-2.6367，-0.1837，-0.2663，0.403，2.7436，-2.4231，2.6025，-1.0288，-1.8815，1.1107，-2.1903，2.8398，-0.2394，-2.4696，1.1881，1.5756，-3.0688，-1.8407，1.2181，-2.547，3.032，-0.2019，1.7823，1.9651，0.0117，-2.7653，2.4385，-0.457，-1.5962，-1.2879，0.5044，0.4572，-0.6245，-3.0406，-0.2872，0.8215，2.0184，-1.8191，-3.1055，-2.5267，2.7659，1.6506，-1.0252，-2.4647，2.1717，-3.0281，2.7597，2.0802，-1.4408，-0.3205，-1.4832，2.5598，2.3854，-2.9056，-0.5536，-1.3668，-2.7558，0.2626，1.7296，-0.5248，-1.7297，2.1917，-2.7273，-2.703，-2.335，2.1498，0.4759，2.6308，0.5003，-0.91，-0.3628，0.2013，-0.6479，-0.5155，2.9606，-2.0017，2.8095，-0.7921，1.1082，2.8186，-1.7688，0.2584，-2.0879，2.6306，-2.814，2.0231，0.0723，2.413，-2.5656，0.6019，-2.253，-2.6265，-1.1865，2.7337； The phases of each element in the fourth sequence are as follows: -2.7624, 0.2735, -2.4601, 1.0058, -1.9861, 2.8255, 1.0201, 0.8517, -2.5726, -1.9455, 1.8432, 2.363, 0.8723, 0.346, 0.7442, 2.1305, -1.4806, -2.7503, 2.5454, 0.6447, -0.2149, 0.9587, 0.4538, -1.0901, 0.0699, -0.9521, 1.6619, 0.3801, -1.306, 2.9059, 0.3914, 2.5269, - 0.912, -1.1249, -1.5245, -2.3079, 1.8377, 1.455, -1.5247, 0.887, 1.759, 2.0028, 1.4231, 0.485, -1.5498, 0.9009, 1.4559, -2.7739, -1.6441, 2.59 95, 1.3495, 0.1409, -2.888, 1.3826, 1.6884, -1.18, 1.2818, -0.0515, -2.9185, 0.2634, 1.0009, 1.0634, 3.0406, -2.0859, -2.6501, 0.0783, -1.807 0.074, -2.6906, 0.2569, 1.2867, 1.5457, -2.9328, -2.2782, 0.16, -2.3497, -0.1545, -1.7299, -3.0501, -0.4913, -2.089, -0.0171, 0.2921, -0.5632 -1.0164, 2.4704, -0.0513, 0.3133, 0.6777, 1.7279, 0.1046, -2.7823, -1.6688, -2.3432, 0.4671, 2.0496, 3.1029, 1.2714, 2.1158, -2.08, -2.2662, -3.0056, 0.6677, 2.9393, 2.6029, -0.5845, 1.3828, -3.1066, 0.3752, -1.9418, -1.9517, -1.7675, -1.1024, -3.06, -2.2549, 2.2594, -3.1142, 1.538 7, -2.1752, -0.0043, 1.1353, -2.0127, 1.0013, -0.206, -3.1053, 1.4642, -2.5521, -0.1365, 1.6734, 1.9102, -1.7538, -0.4687, -0.4396, -2.9113, 2.8765，0.8822，-1.4741，-2.4556，-0.6802，2.6898，-2.5874，2.8916，-2.2231，1.034，-1.4142，0.1764，1.6432，2.9196，1.4351，2.8553，1.4849，0.9375，-3.0453，2.5663，-1.9937，2.3203，2.5911，-1.6029，1.6264，2.6864，1.7059，1.7178，2.9768，-0.9981，0.5697，-1.322，-0.8156，0.5491，1.6634，-2.7758，-0.6186，2.7402，-0.0518，-2.921，-2.6291，0.3039，-1.2517，-1.9557，2.9735，1.0919，0.0126，0.0001，1.7375，0.7442，3.068，1.69，0.3825，2.9187，-1.4138，-1.6145，-1.0188，1.4841，1.8558，2.1684，-1.2681，0.6738，-0.6482，0.7829，0.8682，-0.3694，-1.1796，-3.1014，2.278，1.0747，-1.4663，-1.0668，-2.6944，3.0578，-2.831，0.7671，-2.3287，2.3871，-1.399，-0.9223，-2.1211，2.1817，-2.7112，0.4022，-2.5798，-1.4629，-2.0026，-2.6756，-1.2128，3.0842，-1.263，1.7202，1.0434，0.1297，-1.9791，2.9184，0.9347，-2.5802，2.1398，-0.7652，-2.7619，-0.093，-2.0317，0.3574，0.058，-2.0688，-1.5911，2.7208，-0.6883，3.0906，1.0832，1.2146，0.5985，2.0932，0.0299，-0.016，0.9641，-0.9518，-2.9992，2.5954，-2.5005，-0.7188，-0.4412，-0.2953，0.1173，2.7067，0.0927，-0.4754，0.5721，2.9124，-2.6769，1.3236，-1.1161，-3.0478，2.6164，-2.1501，2.032，2.2784，1.5056，2.7846，-3.082，-0.1276，2.6479，2.2766，-1.3029，2.3569，2.5638，-2.0417，-0.6727，0.6959，-2.8863，-1.3809，-2.951，-2.5269，0.0952，0.3935，2.4891，1.9392，-1.9475，-0.9299，2.0242，2.2389，0.4785，0.67，1.9238，1.1151，1.2672，-2.1823，-1.049，-1.9176，-0.6392，0.9306，-0.2777，2.1748，-1.3258，1.1095，0.2789，-2.6773，-1.2234，0.9705，-2.0481，2.582，1.3277，1.6602，2.3803，2.6397，-0.8765，-2.0272，-1.3194，1.8297，-0.6283，1.4674，-2.297，-3.1201，-2.1417，1.3857，0.865，-1.5371，1.0421，0.0516，-1.3553，-0.6997，2.2785，-1.0057，0.4699，-2.4129，1.1732，-1.7652，-1.5337，1.7409，-1.9162，2.0938，-0.5727，1.2735，0.8398，-1.7091，1.5531，-3.0429，1.4593，1.8577，2.9148，-2.9725，-0.9948，-2.124，-2.6654，2.318，2.6346，-0.0955，2.3415，2.8939，0.049，2.895，1.271，-1.8835，2.2769，2.8703，0.8668，1.9477，2.1302，-1.7089，2.6107，-1.9706，-1.5149，2.3128，-0.7039，-0.8313，-2.1963，-3.1033，2.7816，0.2197，0.1741，1.8654，-2.5262，0.204，-1.7236，1.7239，-1.3446，-1.7705，0.0992，-2.239，-2.0111，3.1233，-0.4424，0.4778，1.8024，2.6968，2.1499，2.2787，-1.5944，-1.4243，2.6013，-1.4653，3.0078，-2.9325，1.9503，-2.1119，-2.9469，2.1254，2.6416，1.5763，1.1408，-1.991，-2.8318，2.3869，1.214，-0.6592，-0.8227，-0.0784，-2.9027，-1.4046，-0.3433，-2.0923，2.2776，2.4817，-1.3459，0.3984，0.3625，-2.8266，-2.1481，-2.1715，-2.2077，-2.2369，-3.0009，1.0724，-1.8601，-1.8448，-1.5666，0.3011，1.0493，2.2846，0.751，-0.3735，2.7752，1.2213，1.9671，-2.7726，-1.0376，-0.1897，0.7092，-0.2032，-1.3413，-2.3359，1.8161，-1.8797，1.5868，-0.7762，1.6876，-0.3187，-2.8863，1.5211，-0.8573，-0.2685，1.9169，3.0742，2.5946，2.7679，2.9682，-1.5031，0.4743，-2.4701，-0.095，-1.5743，0.7641，-2.3067，2.029，3.0957，-2.5426，-0.31，-1.3074，0.8845，0.7994，-0.1571，-2.5327，1.735，-0.0969，-1.5498，0.4192，-2.7253，0.1996，-2.8666，-2.144，-2.2883，-0.543，2.1546，2.9809，-0.5165，0.1785，-3.0073，0.7149，-3.1352，0.6472，1.9805，-0.1588，0.4491，1.2927，2.6397，0.4432，2.9006，2.6239，0.8782，-1.8865，0.7653，1.512，-1.9577，2.7404，-3.0029，3.0379，0.0894，1.2153，-2.2059，-0.2481，0.1983，-1.7503，-3.0651，-0.9108，-1.1718，-0.9564，-1.9887，2.4326，0.4161，-0.3616，2.5172，-1.0901，2.2332，-1.7778，0.3364，1.6366，-1.151，-0.8624，-1.12，3.0383，2.4574，0.6156，1.7553，0.7284，-2.3475，1.0809，-1.1728，-1.1246，-1.84，-0.2467，0.1918，0.4482，2.9843，-1.2285，-0.993，2.8021，-1.7082，-0.8749，2.6584，-0.2265，-1.5629，-2.5091，0.1786，-0.6601，-1.6162，-1.6694，-1.4393，-0.8651，-1.7297，-0.2912，-2.7257，1.564，2.9796，-0.7626，-0.2449，2.2951，-2.0767，2.2675，-1.5036，-2.581，1.1627，2.4127，0.7989，0.9203，1.1923，1.9844，-0.9065，2.0455，-0.2632，-1.1831，-2.4376，2.7277，-2.8731，-0.9495，-1.3607，-0.4625，0.9825，2.9662，-0.029，0.2858，1.3217，1.6125，1.5106，-2.2895，0.8448，2.3875，-1.6233，-1.3405，-1.9552，1.0754，2.9416，1.2698，-1.3988，-1.6335，-2.2458，1.4172，1.5815，2.0519，0.0068，-2.3455，-3.0903，-1.9954，2.0935，3.1115，-2.1358，-0.2418，-2.3707，0.877，-1.4126，-2.8299，1.9835，-1.6089，-0.668，-1.5469，-3.1011，-2.8573，0.3573，-0.9066，1.4207，1.5001，1.3466，-1.9391，2.1308，-1.3519，-0.7802，0.1859，0.4739，0.5634，-1.0993，-2.0536，2.4348，-0.268，-2.6115，-2.1533，1.1484，2.6066，2.3991，0.5518，-2.1908，-0.5884，3.0161，2.6264，2.7561，-1.9513，0.5996，1.2812，0.566，-1.7562，-1.2712，-1.6029，2.1816，-0.3922，2.0793，1.5149，3.0493，-0.7817，2.5694，-2.5958，0.886，-1.301，2.026，0.9222，0.5555，2.1394，0.8301，-1.6615，1.0247，-2.9838，-1.3758，1.1392，2.1769，1.5978，2.3957，2.1628，1.6323，1.0814，-1.5404，1.2354，-0.6151，2.6729，-0.5199，-1.672，-2.0712，0.8375，0.7003，-0.7848，-1.1851，2.234，-1.2562，-1.0287，-0.6723，-1.8381，0.2757，-1.4786，2.5769，0.6357，1.3385，0.7202，2.6127，-1.4913，0.3686，2.7317，2.8841，-2.4371，-0.2974，2.8427，-2.1948，-0.4327，3.0191，0.9975，-0.9354，1.2422，2.2774，-1.1427，-2.5351，0.4026，-0.833，2.4587，-2.5288，-2.5193，-2.8336，2.9931，-1.4505，-2.7511，-1.697，1.1439，-2.3839，-2.7966，1.8537，2.1102，-2.5955，-0.7483，2.5854，-1.6787，1.8434，-0.5561，-0.8313，-1.2456，-2.233，2.1675，-1.1865，1.0192，2.7302，-0.7725，-0.1444，-0.8942，-1.0542，0.9287，-1.8285，1.4029，2.3814，-1.4998，-1.7921，-0.0791，-0.1985，1.9596，2.5968，2.9396，-1.5332，-0.4394，2.0889，-0.9805，0.2721，-0.9778，-1.7539，1.6635，0.9383，-0.2689，-2.6347，-1.4193，-2.1584，-0.7235，-2.3656，-0.0932，-0.5417，-1.284，0.8526，2.951，1.4672，0.2179，-0.3974，2.1758，-2.8307，-2.6732，-1.3108，-3.0681，2.1019，-1.4294，0.62，-2.1052，-2.7503，-2.5259，1.4048，0.7862，-0.1035，1.4313，-0.5693，0.9399，0.7903，0.5979，-0.4651，-2.0286，-2.3785，2.8089，-1.0877，-3.0768，3.0871，1.3518，-0.6851，1.1816，0.4084，-0.968，2.0656，0.4707，2.6465，-1.1032，-0.4397，0.883，1.9341，0.2067，-1.7892，-1.1294，0.0236，2.2447，-0.0016，-2.4569，1.3011，0.1323，0.2324，1.7881，0.0594，1.6305，-2.9253，2.3082，-0.4737，-2.5163，2.5077，-1.8836，1.0646，0.9688，0.7899，3.095，-2.4143，-1.5081，2.2982，0.9434，0.2172，1.7886，-0.9015，0.519，-0.3429，1.9083，0.4161，-0.4014，-0.1439，2.8468，-0.2496，-0.1074，-1.8299，-1.9181，0.0392，2.9364，0.781，-2.2655，1.0548，2.8672，-0.6338，-1.9739，-0.0019，2.5911，2.6105，0.0259，2.599，2.6628，-0.4585，0.5407，-1.4802，-2.5833，1.8603，-2.6858，-1.5378，0.49，0.567，-0.6726，0.2153，0.1086，1.6661，1.6909，-2.9275，1.969，-2.0858，0.665，-0.0527，-0.6775，0.8972，3.0223，-2.7193，1.037，0.5287，-1.1766，2.6554，0.7623，-0.2427，2.8591，0.3513，-1.8704，-2.6839，-1.7824，-1.8646，0.3107，-3.0856，-1.0893，0.7007，-0.4378，-0.6749，0.6442，1.2368，0.0144，-1.5965，0.6782，1.1261，-0.8265，0.542，-1.1398，2.3988，2.2829，0.1548，1.517，-0.7876，2.1919，-0.5733，0.4783，-2.1834，0.6489，-1.9519，-1.7456，-2.2118，2.7953，-2.1047，-0.475，2.8607，0.1561，1.9828，2.8，-1.0371，1.0586，-0.8251，3.1114，-1.1304，-2.3755，-0.4181，1.4725，-2.8783，-2.5808，2.4726，-3.0484，-2.5004，-2.665，-0.0327，0.8694，2.8987，-2.6134，-0.6152，0.4549，1.6674，-0.8223，1.9084，-2.0607，-2.342，-2.3367，2.9468，1.9363，1.1442，-0.9012，-2.8198，-0.7618，1.4613，2.2532，1.2715，2.5618，-0.8798，1.1688，1.7843，2.2798，2.0602，-2.8122，3.0213，3.1026，-0.8799，-0.5199，-1.8542，-0.1395，-1.5732，2.5801，-0.5741，-2.7435，-2.537，2.3652，0.4826。.

9. A data processing apparatus, characterized in that, Includes a unit for performing the method of any one of claims 1-8.

10. A data processing apparatus, characterized in that, Includes a processor and a transceiver that communicates internally with the processor, wherein, The processor is configured to acquire a sequence set, which is obtained by iteratively updating each sequence in an initial sequence set; wherein, in each update process, the update of any sequence depends on other sequences in the sequence set, and the sidelobe energy of the updated sequence is less than or equal to the sidelobe energy of the sequence before the update; the sequence set includes multiple sequences, among which there is at least one first sequence, the self-fuzziness function of each first sequence is thumbtack shaped, and the sidelobe energy of the mutual fuzziness function between each first sequence and other sequences in the sequence set is less than a first threshold; The transceiver is used to transmit signals according to a sequence in the sequence set, the signals being used for speed measurement and / or distance measurement.

11. A computer-readable storage medium, characterized in that, Used to store a computer program, the computer program including instructions for performing any one of the methods of claims 1-8.

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