├── requirements.txt ├── data ├── knot31.xyz ├── arc1.xyz ├── arc2.xyz ├── lasso.xyz ├── knot51.xyz ├── knot52.xyz ├── arc.xyz ├── 1ax8.math ├── 1ax8.xyz ├── 1j85.math ├── 1ax8.nxyz ├── 05_01_h.xyz ├── 05_01_d.xyz └── 05_01_rt.xyz ├── README.md ├── .gitignore ├── GLN.py ├── import_and_find.py ├── matrices.py ├── lasso_minimal_surface.py └── knots_links.py /requirements.txt: -------------------------------------------------------------------------------- 1 | topoly 2 | -------------------------------------------------------------------------------- /data/knot31.xyz: -------------------------------------------------------------------------------- 1 | 1 0 1 0 2 | 2 1 -1 0 3 | 3 -2 1 -1 4 | 4 0 0 1 5 | 5 0 0 -1 6 | 6 -1 -1 0 7 | 1 0 1 0 8 | -------------------------------------------------------------------------------- /data/arc1.xyz: -------------------------------------------------------------------------------- 1 | 1 11.5911 0.0000 0.0000 2 | 2 10.8147 0.0000 2.8978 3 | 3 8.6933 0.0000 5.0191 4 | 4 5.7956 0.0000 5.7956 5 | 5 2.8978 0.0000 5.0191 6 | 6 0.7765 0.0000 2.8978 7 | 7 0.0000 0.0000 0.0000 8 | 8 0.7765 0.0000 -2.8978 9 | 9 2.8978 0.0000 -5.0191 10 | 10 5.7956 0.0000 -5.7956 11 | 11 8.6933 0.0000 -5.0191 12 | 12 10.8147 0.0000 -2.8978 13 | -------------------------------------------------------------------------------- /data/arc2.xyz: -------------------------------------------------------------------------------- 1 | 1 -5.7956 0.0000 0.0000 2 | 2 -5.0191 2.8978 0.0000 3 | 3 -2.8978 5.0191 0.0000 4 | 4 -0.0000 5.7956 0.0000 5 | 5 2.8978 5.0191 0.0000 6 | 6 5.0191 2.8978 0.0000 7 | 7 5.7956 0.0000 0.0000 8 | 8 5.0191 -2.8978 0.0000 9 | 9 2.8978 -5.0191 0.0000 10 | 10 0.0000 -5.7956 0.0000 11 | 11 -2.8978 -5.0191 0.0000 12 | 12 -5.0191 -2.8978 0.0000 13 | 13 -5.0191 -2.8978 3.0000 14 | 14 -2.8978 -5.0191 3.0000 15 | 15 0.0000 -5.7956 3.0000 16 | 16 2.8978 -5.0191 3.0000 17 | 17 5.0191 -2.8978 3.0000 18 | 18 5.7956 0.0000 3.0000 19 | 19 5.0191 2.8978 3.0000 20 | 20 2.8978 5.0191 3.0000 21 | 21 -0.0000 5.7956 3.0000 22 | 22 -2.8978 5.0191 3.0000 23 | 23 -5.0191 2.8978 3.0000 24 | 24 -5.7956 0.0000 3.0000 25 | -------------------------------------------------------------------------------- /data/lasso.xyz: -------------------------------------------------------------------------------- 1 | 1 -5.7956 0.0000 0.0000 2 | 2 -5.0191 2.8978 0.0000 3 | 3 -2.8978 5.0191 0.0000 4 | 4 -0.0000 5.7956 0.0000 5 | 5 2.8978 5.0191 0.0000 6 | 6 5.0191 2.8978 0.0000 7 | 7 5.7956 0.0000 0.0000 8 | 8 5.0191 -2.8978 0.0000 9 | 9 2.8978 -5.0191 0.0000 10 | 10 0.0000 -5.7956 0.0000 11 | 11 -2.8978 -5.0191 0.0000 12 | 12 -5.0191 -2.8978 0.0000 13 | 1 -5.7956 -0.0000 0.0000 14 | X 15 | 1 -5.7956 -0.0000 0.0000 16 | 13 -5.7956 0.0000 3.0000 17 | 14 -5.7956 0.0000 6.0000 18 | 15 -5.7956 0.0000 9.0000 19 | 16 -5.7956 0.0000 12.0000 20 | 17 -5.7956 0.0000 15.0000 21 | 18 -5.7956 0.0000 18.0000 22 | 19 -3.6742 0.0000 20.1213 23 | 20 -3.6742 0.0000 17.1213 24 | 21 -3.6742 0.0000 14.1213 25 | 22 -3.6742 0.0000 11.1213 26 | 23 -3.6742 0.0000 8.1213 27 | 24 -3.6742 0.0000 5.1213 28 | 25 -3.6742 0.0000 2.1213 29 | 26 -3.6742 0.0000 -0.8787 30 | 27 -0.6742 0.0000 -0.8787 31 | 28 -0.6742 0.0000 2.1213 32 | 29 -0.6742 0.0000 5.1213 33 | 30 -0.6742 0.0000 8.1213 34 | 31 -0.6742 0.0000 11.1213 35 | 32 -0.6742 0.0000 14.1213 36 | 33 -0.6742 0.0000 17.1213 37 | 34 -0.6742 0.0000 20.1213 38 | -------------------------------------------------------------------------------- /data/knot51.xyz: -------------------------------------------------------------------------------- 1 | 1 0 14.102924448476534 0 2 | 2 0 10.102924448476534 0 3 | 3 0 6.102924448476534 0 4 | 4 0 2.1029244484765344 0 5 | 5 0.6180339887498948 0.20081141588622728 1.1547005383792517 6 | 6 0.6180339887498948 0.20081141588622728 -1.1547005383792517 7 | 7 1.2360679774997898 -1.7013016167040775 0 8 | 8 -0.38196601125010504 -0.5257311121191336 1.1547005383792517 9 | 9 -0.38196601125010504 -0.5257311121191336 -1.1547005383792517 10 | 10 -2.0 0.6498393924658126 0 11 | 11 0 0.6498393924658126 1.1547005383792517 12 | 12 0 0.6498393924658126 -1.1547005383792517 13 | 13 2.0 0.6498393924658126 0 14 | 14 0.3819660112501052 -0.5257311121191335 1.1547005383792517 15 | 15 0.3819660112501052 -0.5257311121191335 -1.1547005383792517 16 | 16 -1.2360679774997898 -1.7013016167040775 0 17 | 17 -0.6180339887498948 0.20081141588622714 1.1547005383792517 18 | 18 -0.6180339887498948 0.20081141588622714 -1.1547005383792517 19 | 19 -1.2360679774997896 2.1029244484765344 0 20 | 20 -1.8541019662496845 4.205848896953069 0 21 | 21 -2.472135954999579 6.3087733454296036 0 22 | 22 -3.0901699437494745 8.411697793906137 0 23 | -------------------------------------------------------------------------------- /data/knot52.xyz: -------------------------------------------------------------------------------- 1 | 1 0 14.102924448476534 0 2 | 2 0 10.102924448476534 0 3 | 3 0 6.102924448476534 0 4 | 4 0 2.1029244484765344 0 5 | 5 0.6180339887498948 0.20081141588622728 1.1547005383792517 6 | 6 0.6180339887498948 0.20081141588622728 -1.1547005383792517 7 | 7 1.2360679774997898 -1.7013016167040775 0 8 | 8 -0.38196601125010504 -0.5257311121191336 1.1547005383792517 9 | 9 -0.38196601125010504 -0.5257311121191336 -1.1547005383792517 10 | 10 -2.0 0.6498393924658126 0 11 | 11 0 0.6498393924658126 1.1547005383792517 12 | 12 0 0.6498393924658126 -1.1547005383792517 13 | 13 2.0 0.6498393924658126 0 14 | 14 0.3819660112501052 -0.5257311121191335 1.1547005383792517 15 | 15 0.3819660112501052 -0.5257311121191335 -1.1547005383792517 16 | 16 -1.2360679774997898 -1.7013016167040775 0 17 | 17 -0.6180339887498948 0.20081141588622714 1.1547005383792517 18 | 18 -0.6180339887498948 0.20081141588622714 -1.1547005383792517 19 | 19 -1.2360679774997896 2.1029244484765344 0 20 | 20 -1.8541019662496845 4.205848896953069 0 21 | 21 -2.472135954999579 6.3087733454296036 0 22 | 22 -3.0901699437494745 8.411697793906137 0 23 | -------------------------------------------------------------------------------- /README.md: -------------------------------------------------------------------------------- 1 | # Test Topoly PIP Package 2 | 3 | ### Requirements 4 | Python 3 (3.5 or later) 5 | 6 | ### Setup Python Virtual Environment (Optional) 7 | 8 | 1. Create a new virtual environment in the venv folder: 9 | ``python3 -m venv venv`` 10 | or: 11 | ``python3 -m virtualenv venv`` 12 | depending whether you use the python3 built-in ``venv`` module or the optional ``virtualenv``. 13 | If ``venv`` is not available you can install ``virtualenv`` by running: 14 | ``python3 -m pip install --user virtualenv`` 15 | 2. Activate this environment: 16 | ``source venv/bin/activate`` 17 | 18 | 19 | ### Install Topoly package 20 | 21 | 1. You may need to update pip before installing topoly: 22 | ``pip3 install --upgrade pip`` 23 | 24 | 2. Install topoly package 25 | ``pip3 install topoly`` 26 | 27 | ### Run tutorial examples 28 | 29 | 1. Loading data 30 | and 31 | 2. Finding loops (and other loop-like structures) 32 | ``python import_and_find.py`` 33 | 3. Knots, links and their polynomials 34 | ``python knots_links.py`` 35 | 4. Gaussian linking number (GLN) 36 | ``python GLN.py`` 37 | 5. Lassos and minimal surfaces 38 | ``python lasso_minimal_surface.py`` 39 | 6. Map manipulation: Knot maps, GLN maps 40 | ``python matrices.py`` 41 | -------------------------------------------------------------------------------- /data/arc.xyz: -------------------------------------------------------------------------------- 1 | 1 0.0 0.9 0.0 2 | 2 0.0780421837759 0.889743061235 0.0776457135308 3 | 3 0.153117632695 0.859257898375 0.15 4 | 4 0.222354286469 0.809392990157 0.212132034356 5 | 5 0.283066522814 0.741534452107 0.259807621135 6 | 6 0.332841187349 0.657564901923 0.289777747887 7 | 7 0.369615242271 0.559807621135 0.3 8 | 8 0.391742641566 0.450957699282 0.289777747887 9 | 9 0.398048368901 0.334002239536 0.259807621135 10 | 10 0.387867965644 0.212132034356 0.212132034356 11 | 11 0.361071318872 0.0886473763058 0.15 12 | 12 0.318069959185 -0.0331391550901 0.0776457135308 13 | 13 0.259807621135 -0.15 3.67394039744e-17 14 | 14 0.18773432976 -0.25888708729 -0.0776457135308 15 | 15 0.103764779576 -0.357020622874 -0.15 16 | 16 0.0102222521133 -0.44196952874 -0.212132034356 17 | 17 -0.0902302399083 -0.511721119171 -0.259807621135 18 | 18 -0.194669502827 -0.564737928983 -0.289777747887 19 | 19 -0.3 -0.6 -0.3 20 | 20 -0.403047316028 -0.617031374632 -0.289777747887 21 | 21 -0.500654411899 -0.615910025772 -0.259807621135 22 | 22 -0.589777747887 -0.597260955801 -0.212132034356 23 | 23 -0.667580352048 -0.562232708869 -0.15 24 | 24 -0.731519001982 -0.512458044334 -0.0776457135308 25 | 25 -0.779422863406 -0.45 -7.34788079488e-17 26 | 26 -0.809561185758 -0.377285016901 0.0776457135308 27 | 27 -0.820697984743 -0.297025189506 0.15 28 | 28 -0.812132034356 -0.212132034356 0.212132034356 29 | 29 -0.783720934713 -0.125624426336 0.259807621135 30 | 30 -0.735888503377 -0.0405335272913 0.289777747887 31 | 31 -0.669615242271 0.0401923788647 0.3 32 | 32 -0.586412144394 0.113780229701 0.289777747887 33 | 33 -0.48827860881 0.177718879636 0.259807621135 34 | 34 -0.377645713531 0.229837494384 0.212132034356 35 | 35 -0.257306539295 0.268373246568 0.15 36 | 36 -0.130335629424 0.29202624238 0.0776457135308 37 | -------------------------------------------------------------------------------- /.gitignore: -------------------------------------------------------------------------------- 1 | # Byte-compiled / optimized / DLL files 2 | __pycache__/ 3 | *.py[cod] 4 | *$py.class 5 | 6 | # C extensions 7 | *.so 8 | 9 | # Distribution / packaging 10 | .Python 11 | build/ 12 | develop-eggs/ 13 | dist/ 14 | downloads/ 15 | eggs/ 16 | .eggs/ 17 | lib/ 18 | lib64/ 19 | parts/ 20 | sdist/ 21 | var/ 22 | wheels/ 23 | *.egg-info/ 24 | .installed.cfg 25 | *.egg 26 | MANIFEST 27 | 28 | # PyInstaller 29 | # Usually these files are written by a python script from a template 30 | # before PyInstaller builds the exe, so as to inject date/other infos into it. 31 | *.manifest 32 | *.spec 33 | 34 | # Installer logs 35 | pip-log.txt 36 | pip-delete-this-directory.txt 37 | 38 | # Unit test / coverage reports 39 | htmlcov/ 40 | .tox/ 41 | .coverage 42 | .coverage.* 43 | .cache 44 | nosetests.xml 45 | coverage.xml 46 | *.cover 47 | .hypothesis/ 48 | .pytest_cache/ 49 | 50 | # Translations 51 | *.mo 52 | *.pot 53 | 54 | # Django stuff: 55 | *.log 56 | local_settings.py 57 | db.sqlite3 58 | 59 | # Flask stuff: 60 | instance/ 61 | .webassets-cache 62 | 63 | # Scrapy stuff: 64 | .scrapy 65 | 66 | # Sphinx documentation 67 | docs/_build/ 68 | 69 | # PyBuilder 70 | target/ 71 | 72 | # Jupyter Notebook 73 | .ipynb_checkpoints 74 | 75 | # pyenv 76 | .python-version 77 | 78 | # celery beat schedule file 79 | celerybeat-schedule 80 | 81 | # SageMath parsed files 82 | *.sage.py 83 | 84 | # Environments 85 | .env 86 | .venv 87 | env/ 88 | venv/ 89 | ENV/ 90 | env.bak/ 91 | venv.bak/ 92 | 93 | # Spyder project settings 94 | .spyderproject 95 | .spyproject 96 | 97 | # Rope project settings 98 | .ropeproject 99 | 100 | # mkdocs documentation 101 | /site 102 | 103 | # mypy 104 | .mypy_cache/ 105 | 106 | .idea 107 | -------------------------------------------------------------------------------- /GLN.py: -------------------------------------------------------------------------------- 1 | from topoly import gln 2 | from topoly.params import PlotFormat, test 3 | 4 | """ 5 | Gaussian linking number (GLN) is a measure how much two chains are 6 | linked together. For closed chains this value take integer values i.e. 7 | if linking happens one time, then gln equals 1 or -1, For for open chain 8 | theres no such restriction, and value is a real number. 9 | """ 10 | gln = test(gln) 11 | arc1 = 'data/arc1.xyz' 12 | arc2 = 'data/arc2.xyz' 13 | 14 | 15 | #=============================== 16 | # Gaussian linking number (GLN) 17 | #=============================== 18 | print('== Gaussian linking number ==') 19 | # Simplest usage is to calculate gln between two arcs: 20 | full = gln(arc1, arc2) 21 | # ...or their fragments: 22 | fragm = gln(arc1, arc2, chain1_boundary=[3,8], chain2_boundary=[5,16]) 23 | # You can also calculate gln between two disjoint fragments of one arc: 24 | onearc = gln(arc2, chain1_boundary=[1,8], chain2_boundary=[9,20]) 25 | 26 | print('\nGLN between full chains:', full) 27 | print('\nGLN between subchains:', fragm) 28 | print('\nGLN between subchains of one structure:', onearc) 29 | 30 | # You can also find maximal absolute value of gln between all possible 31 | # subchains of both arcs. Paramter max_density regulates how precise the 32 | # calculation will be. For max_density=1 all subchains are checked. For higher 33 | # values passed to the max_density, the number of atoms will be cut and 34 | # analysed subsequently. 35 | 36 | maxgln = gln(arc1, arc2, maxGLN=True) 37 | print('\nMax GLN between subchains of arc1 and subchains of arc2:', maxgln) 38 | 39 | # Also you can find average value of gln over all possible subchains of both 40 | # arcs: 41 | 42 | avggln = gln(arc1, arc2, avgGLN=True) 43 | print('\nAverage GLN between subchains of arc1 and subchains of arc2:', avggln) 44 | 45 | # If you are more interested in GLN subchain values you can use matrix mode. 46 | # In this mode you will get GLN values between first arc and all possible 47 | # subchains of arc2: 48 | 49 | matrixgln = gln(arc2, arc1, matrix=True, matrix_map=True, 50 | map_filename='glnmap', map_fileformat=PlotFormat.PDF) 51 | print('\nglnmap.pdf file with gln map generated.') 52 | 53 | # For more information about matrix manipulation check „matrices.py" file. 54 | -------------------------------------------------------------------------------- /import_and_find.py: -------------------------------------------------------------------------------- 1 | from topoly import find_loops 2 | from topoly.params import test 3 | """ 4 | Topoly is flexible in accepting different file formats. Here is 5 | practical example using find_loops as an example. 6 | 7 | find_loops finds loops in a gives structure. 8 | find_thetas works similarly, but finds theta-curves. 9 | find_handcuffs too, but finds handcuffs. 10 | """ 11 | find_loops = test(find_loops) 12 | f = 'data/' 13 | 14 | #=============================== 15 | # IMPORTING STRUCTURE FROM FILE 16 | #=============================== 17 | print('\n== Importing structure from file ==') 18 | # You can import structures from a file. There are few accepted formats: 19 | # pdb -- standard format for protein structure data 20 | pdb = find_loops(f+'1ax8.pdb') 21 | print('pdb result:', pdb, '\n') 22 | 23 | # cif -- standard format for crystallographic strucutre data: 24 | cif = find_loops(f+'1ax8.cif') 25 | print('cif result:', cif, '\n') 26 | cif = find_loops(f+'1j85.cif') 27 | print('cif result:', cif, '\n') 28 | 29 | # xyz -- standard coordinate format with three or four columns 30 | # three columns: x, y, z 31 | xyz = find_loops(f+'1ax8.xyz') 32 | print('xyz result:', xyz, '\n') 33 | 34 | # four columns: index, x, y, z 35 | nxyz = find_loops(f+'1ax8.nxyz') 36 | print('nxyz result:', nxyz, '\n') 37 | 38 | # mathematica array format (nested curly-braced lists) 39 | math = find_loops(f+'1ax8.math') 40 | print('math result:', math, '\n') 41 | math = find_loops(f+'1j85.math') 42 | print('math result:', math, '\n') 43 | 44 | #=================================== 45 | # IMPORTING STRUCTURE FROM VARIABLE 46 | #================================== 47 | print('\n\n== Importing structure from variable ==') 48 | # here are few examples for importing from a variable: 49 | 50 | # list of lists 51 | lol_structure = [[0,0,0],[1,0,0],[1,1,0],[0,1,0],[0,0,0]] 52 | list_of_lists = find_loops(lol_structure) 53 | print('list-of-lists result:', list_of_lists, '\n') 54 | 55 | # list of lists with index 56 | lolwi_structure = [[1,0,0,0],[2,1,0,0],[3,1,1,0],[4,0,1,0],[1,0,0,0]] 57 | list_of_lists_with_index = find_loops(lolwi_structure) 58 | print('list-of-lists-with-index result:', list_of_lists_with_index, '\n') 59 | 60 | # pdcode 61 | pdcode_structure = 'V[0,1];X[5,4,3,2];X[1,0,5,2];X[3,6,7,7];X[6,8,9,9];X[8,10,11,11];X[10,4,12,12]' 62 | pdcode = find_loops(pdcode_structure) 63 | print('pdcode result:', pdcode, '\n') 64 | 65 | # emcode 66 | emcode_structure = '1V3a3b;2-3c4b7a3d;3+1V1V2a2d;4+5b2b4d4c;5+6b4a5d5c;6+7b5a6d6c;7+2c6a7d7c' 67 | emcode = find_loops(emcode_structure) 68 | print('pdcode result:', emcode, '\n') 69 | 70 | -------------------------------------------------------------------------------- /data/1ax8.math: -------------------------------------------------------------------------------- 1 | "{{67.908, -19.882, 17.674}, {68.268, -17.366, 14.833}, {70.948, -19.495, 13.199}, {68.702, -22.516, 13.637}, {66.112, -20.510, 11.680}, {68.713, -19.395, 9.100}, {69.738, -23.029, 8.690}, {66.109, -24.122, 8.388}, {65.200, -21.480, 5.769}, {68.268, -22.407, 3.746}, {67.610, -26.150, 3.807}, {63.996, -25.558, 2.727}, {65.050, -23.483, -0.317}, {67.411, -26.298, -1.233}, {64.642, -28.936, -1.204}, {62.214, -26.653, -3.081}, {64.910, -26.117, -5.721}, {65.705, -29.786, -5.865}, {61.991, -30.437, -6.532}, {61.832, -27.816, -9.319}, {64.808, -29.359, -11.028}, {62.976, -32.691, -10.984}, {50.067, -27.949, -10.028}, {51.306, -24.434, -9.167}, {48.924, -23.963, -6.294}, {48.202, -27.555, -5.276}, {47.598, -27.542, -1.499}, {50.051, -29.483, 0.646}, {48.837, -32.239, 2.988}, {47.478, -30.083, 5.826}, {50.863, -28.324, 6.258}, {49.825, -26.171, 9.193}, {51.294, -23.571, 11.550}, {52.793, -24.904, 14.791}, {56.123, -26.713, 14.979}, {54.246, -29.904, 15.793}, {51.967, -29.749, 12.728}, {54.954, -28.995, 10.499}, {56.746, -32.031, 11.933}, {53.709, -34.303, 11.749}, {53.287, -33.266, 8.064}, {56.953, -33.917, 7.200}, {56.602, -37.314, 8.836}, {53.667, -38.149, 6.508}, {55.677, -37.064, 3.456}, {58.601, -39.251, 4.527}, {56.325, -42.282, 4.624}, {55.095, -41.407, 1.146}, {58.571, -40.878, -0.306}, {59.769, -44.119, 1.146}, {57.219, -45.913, -1.056}, {58.503, -44.248, -4.241}, {62.305, -44.290, -4.278}, {64.181, -42.645, -7.121}, {67.410, -40.643, -7.271}, {65.803, -37.375, -6.245}, {63.254, -38.812, -3.783}, {65.967, -40.625, -1.794}, {67.891, -37.375, -1.917}, {64.774, -35.408, -0.820}, {63.837, -37.956, 1.834}, {67.214, -37.490, 3.494}, {66.727, -33.707, 3.458}, {63.307, -34.128, 5.055}, {65.029, -35.901, 7.969}, {67.451, -32.981, 8.347}, {64.511, -30.568, 8.265}, {62.634, -32.493, 10.955}, {65.785, -32.305, 13.120}, {65.997, -28.530, 12.650}, {62.355, -28.292, 13.639}, {63.137, -30.287, 16.854}, {66.297, -28.355, 17.643}, {64.095, -25.217, 17.458}, {61.416, -26.592, 19.782}, {64.323, -27.523, 22.038}, {65.602, -23.942, 22.210}, {61.962, -22.851, 22.646}, {61.802, -25.224, 25.612}, {58.706, -26.866, 24.198}, {57.612, -30.371, 23.157}, {56.909, -31.880, 19.763}, {54.831, -35.061, 20.276}, {55.847, -38.259, 18.541}, {54.125, -37.985, 15.141}, {51.528, -40.646, 14.365}, {52.265, -42.968, 11.480}, {49.959, -44.202, 8.765}, {49.934, -47.962, 8.957}, {49.083, -47.945, 5.239}, {49.415, -45.527, 2.328}, {46.204, -46.893, 0.798}, {44.257, -44.084, 2.486}, {46.501, -41.504, 0.717}, {45.180, -42.693, -2.638}, {42.567, -40.000, -3.043}, {44.899, -37.080, -2.243}, {47.739, -38.519, -4.360}, {45.660, -39.481, -7.383}, {45.112, -37.215, -10.373}, {44.338, -37.784, -14.055}, {47.244, -36.839, -16.333}, {49.657, -36.753, -13.388}, {51.643, -39.462, -11.595}, {51.308, -39.949, -7.823}, {55.015, -39.150, -7.651}, {54.392, -35.793, -9.247}, {51.350, -34.961, -7.112}, {53.277, -35.997, -3.936}, {56.346, -33.906, -4.711}, {54.100, -31.017, -5.811}, {52.146, -31.073, -2.549}, {55.391, -31.356, -0.586}, {56.775, -28.295, -2.325}, {53.598, -26.457, -1.382}, {53.989, -27.448, 2.249}, {57.680, -26.423, 2.200}, {56.948, -23.000, 0.729}, {54.231, -22.698, 3.372}, {56.652, -23.321, 6.226}, {59.187, -20.988, 4.623}, {57.143, -17.943, 5.440}, {55.368, -19.167, 8.561}, {58.656, -19.847, 10.375}, {59.367, -16.115, 10.003}, {56.320, -15.524, 12.162}, {58.077, -17.549, 14.892}, {55.244, -20.122, 15.038}, {53.817, -21.821, 18.087}, {54.985, -25.203, 19.235}}" 2 | -------------------------------------------------------------------------------- /data/1ax8.xyz: -------------------------------------------------------------------------------- 1 | 67.908 -19.882 17.674 2 | 68.268 -17.366 14.833 3 | 70.948 -19.495 13.199 4 | 68.702 -22.516 13.637 5 | 66.112 -20.510 11.680 6 | 68.713 -19.395 9.100 7 | 69.738 -23.029 8.690 8 | 66.109 -24.122 8.388 9 | 65.200 -21.480 5.769 10 | 68.268 -22.407 3.746 11 | 67.610 -26.150 3.807 12 | 63.996 -25.558 2.727 13 | 65.050 -23.483 -0.317 14 | 67.411 -26.298 -1.233 15 | 64.642 -28.936 -1.204 16 | 62.214 -26.653 -3.081 17 | 64.910 -26.117 -5.721 18 | 65.705 -29.786 -5.865 19 | 61.991 -30.437 -6.532 20 | 61.832 -27.816 -9.319 21 | 64.808 -29.359 -11.028 22 | 62.976 -32.691 -10.984 23 | 50.067 -27.949 -10.028 24 | 51.306 -24.434 -9.167 25 | 48.924 -23.963 -6.294 26 | 48.202 -27.555 -5.276 27 | 47.598 -27.542 -1.499 28 | 50.051 -29.483 0.646 29 | 48.837 -32.239 2.988 30 | 47.478 -30.083 5.826 31 | 50.863 -28.324 6.258 32 | 49.825 -26.171 9.193 33 | 51.294 -23.571 11.550 34 | 52.793 -24.904 14.791 35 | 56.123 -26.713 14.979 36 | 54.246 -29.904 15.793 37 | 51.967 -29.749 12.728 38 | 54.954 -28.995 10.499 39 | 56.746 -32.031 11.933 40 | 53.709 -34.303 11.749 41 | 53.287 -33.266 8.064 42 | 56.953 -33.917 7.200 43 | 56.602 -37.314 8.836 44 | 53.667 -38.149 6.508 45 | 55.677 -37.064 3.456 46 | 58.601 -39.251 4.527 47 | 56.325 -42.282 4.624 48 | 55.095 -41.407 1.146 49 | 58.571 -40.878 -0.306 50 | 59.769 -44.119 1.146 51 | 57.219 -45.913 -1.056 52 | 58.503 -44.248 -4.241 53 | 62.305 -44.290 -4.278 54 | 64.181 -42.645 -7.121 55 | 67.410 -40.643 -7.271 56 | 65.803 -37.375 -6.245 57 | 63.254 -38.812 -3.783 58 | 65.967 -40.625 -1.794 59 | 67.891 -37.375 -1.917 60 | 64.774 -35.408 -0.820 61 | 63.837 -37.956 1.834 62 | 67.214 -37.490 3.494 63 | 66.727 -33.707 3.458 64 | 63.307 -34.128 5.055 65 | 65.029 -35.901 7.969 66 | 67.451 -32.981 8.347 67 | 64.511 -30.568 8.265 68 | 62.634 -32.493 10.955 69 | 65.785 -32.305 13.120 70 | 65.997 -28.530 12.650 71 | 62.355 -28.292 13.639 72 | 63.137 -30.287 16.854 73 | 66.297 -28.355 17.643 74 | 64.095 -25.217 17.458 75 | 61.416 -26.592 19.782 76 | 64.323 -27.523 22.038 77 | 65.602 -23.942 22.210 78 | 61.962 -22.851 22.646 79 | 61.802 -25.224 25.612 80 | 58.706 -26.866 24.198 81 | X 82 | 58.706 -26.866 24.198 83 | 57.612 -30.371 23.157 84 | 56.909 -31.880 19.763 85 | 54.831 -35.061 20.276 86 | 55.847 -38.259 18.541 87 | 54.125 -37.985 15.141 88 | 51.528 -40.646 14.365 89 | 52.265 -42.968 11.480 90 | 49.959 -44.202 8.765 91 | 49.934 -47.962 8.957 92 | 49.083 -47.945 5.239 93 | 49.415 -45.527 2.328 94 | 46.204 -46.893 0.798 95 | 44.257 -44.084 2.486 96 | 46.501 -41.504 0.717 97 | 45.180 -42.693 -2.638 98 | 42.567 -40.000 -3.043 99 | 44.899 -37.080 -2.243 100 | 47.739 -38.519 -4.360 101 | 45.660 -39.481 -7.383 102 | 45.112 -37.215 -10.373 103 | 44.338 -37.784 -14.055 104 | 47.244 -36.839 -16.333 105 | 49.657 -36.753 -13.388 106 | 51.643 -39.462 -11.595 107 | 51.308 -39.949 -7.823 108 | 55.015 -39.150 -7.651 109 | 54.392 -35.793 -9.247 110 | 51.350 -34.961 -7.112 111 | 53.277 -35.997 -3.936 112 | 56.346 -33.906 -4.711 113 | 54.100 -31.017 -5.811 114 | 52.146 -31.073 -2.549 115 | 55.391 -31.356 -0.586 116 | 56.775 -28.295 -2.325 117 | 53.598 -26.457 -1.382 118 | 53.989 -27.448 2.249 119 | 57.680 -26.423 2.200 120 | 56.948 -23.000 0.729 121 | 54.231 -22.698 3.372 122 | 56.652 -23.321 6.226 123 | 59.187 -20.988 4.623 124 | 57.143 -17.943 5.440 125 | 55.368 -19.167 8.561 126 | 58.656 -19.847 10.375 127 | 59.367 -16.115 10.003 128 | 56.320 -15.524 12.162 129 | 58.077 -17.549 14.892 130 | 55.244 -20.122 15.038 131 | 53.817 -21.821 18.087 132 | 54.985 -25.203 19.235 133 | 58.706 -26.866 24.198 134 | -------------------------------------------------------------------------------- /data/1j85.math: -------------------------------------------------------------------------------- 1 | "{{-12.551, -15.775, 15.157}, {-9.384, -17.556, 14.080}, {-5.661, -16.841, 14.367}, {-3.660, -15.387, 11.487}, {0.096, -15.769, 11.241}, {2.646, -13.739, 9.329}, {5.806, -15.775, 8.604}, {8.679, -13.205, 8.591}, {6.643, -10.350, 7.137}, {8.926, -7.821, 5.473}, {7.143, -4.615, 4.657}, {5.673, -2.330, 7.337}, {2.749, -1.041, 5.344}, {1.383, -4.512, 4.575}, {1.510, -5.521, 8.183}, {-0.251, -2.286, 9.138}, {-3.099, -3.039, 6.752}, {-3.228, -6.578, 8.165}, {-3.333, -5.251, 11.666}, {-6.343, -3.142, 10.641}, {-7.982, -6.171, 8.922}, {-7.539, -8.274, 12.053}, {-8.991, -5.584, 14.346}, {-11.922, -5.090, 11.892}, {-12.699, -8.835, 11.834}, {-11.892, -10.082, 15.321}, {-9.140, -12.196, 13.974}, {-6.094, -12.563, 16.294}, {-2.751, -11.754, 14.658}, {0.590, -13.453, 15.208}, {3.971, -12.442, 13.687}, {6.897, -14.846, 13.317}, {10.202, -12.996, 13.623}, {12.504, -11.784, 12.138}, {10.227, -9.013, 10.851}, {11.562, -6.728, 8.160}, {11.058, -3.718, 10.448}, {11.205, -2.772, 14.093}, {7.862, -3.015, 15.933}, {8.350, 0.619, 16.574}, {8.896, 1.630, 12.967}, {7.246, 4.859, 11.785}, {5.797, 3.594, 8.485}, {3.586, 1.418, 10.660}, {2.972, 3.602, 13.731}, {1.988, 6.621, 11.622}, {0.252, 4.597, 8.947}, {-2.834, 6.140, 10.529}, {-3.175, 3.023, 12.632}, {-4.771, 3.475, 16.058}, {-2.879, 1.828, 18.967}, {-6.003, 0.020, 20.268}, {-5.707, -2.068, 17.090}, {-2.402, -3.389, 18.527}, {-1.551, -5.499, 21.601}, {-3.828, -8.387, 20.631}, {-0.820, -9.176, 18.446}, {1.600, -11.852, 19.509}, {5.204, -12.048, 18.309}, {7.050, -15.360, 18.131}, {10.826, -15.743, 17.903}, {10.713, -18.781, 15.706}, {8.250, -20.894, 13.939}, {8.994, -23.682, 16.428}, {8.375, -21.331, 19.330}, {5.059, -20.409, 17.744}, {4.086, -24.059, 17.432}, {5.132, -24.617, 21.087}, {3.172, -21.724, 22.579}, {0.106, -21.890, 20.285}, {-0.200, -25.610, 19.552}, {-2.590, -24.847, 16.656}, {-5.362, -27.398, 16.293}, {-4.959, -27.235, 12.504}, {-2.465, -24.980, 10.778}, {-3.121, -23.861, 7.207}, {-0.493, -22.344, 4.817}, {-1.391, -19.991, 1.941}, {1.133, -20.903, -0.731}, {1.040, -20.615, -4.531}, {2.064, -24.251, -4.208}, {-1.218, -25.323, -2.595}, {-3.903, -27.290, -4.470}, {-7.223, -26.691, -2.840}, {-8.381, -23.067, -3.110}, {-8.834, -21.069, 0.061}, {-12.597, -21.382, -0.236}, {-12.368, -25.154, -0.950}, {-11.550, -26.146, 2.647}, {-13.872, -25.910, 5.568}, {-12.470, -23.726, 8.272}, {-13.115, -24.259, 11.971}, {-12.591, -22.715, 15.350}, {-9.060, -23.461, 16.418}, {-7.624, -23.038, 12.883}, {-4.421, -20.957, 12.444}, {-3.854, -19.519, 8.904}, {-0.273, -18.849, 7.988}, {1.124, -16.503, 5.307}, {4.567, -16.109, 3.856}, {6.692, -13.019, 3.231}, {5.876, -10.723, 0.411}, {9.012, -11.661, -1.585}, {9.198, -15.470, -1.166}, {6.975, -18.266, 0.031}, {6.737, -20.073, 3.309}, {9.802, -22.335, 3.551}, {9.605, -25.729, 1.873}, {10.958, -27.261, 5.023}, {7.803, -26.137, 6.824}, {5.451, -26.883, 3.911}, {6.923, -30.341, 3.657}, {5.439, -31.170, 7.027}, {1.876, -30.181, 6.333}, {-0.733, -32.298, 4.679}, {-1.640, -31.263, 1.127}, {-5.191, -30.573, 2.371}, {-3.943, -27.677, 4.506}, {-1.769, -25.971, 1.886}, {-4.125, -23.621, 0.187}, {-3.962, -21.166, -2.660}, {-5.904, -18.105, -3.821}, {-7.004, -18.850, -7.434}, {-5.432, -16.890, -10.289}, {-5.806, -16.843, -14.049}, {-2.995, -17.743, -16.501}, {0.322, -15.828, -16.147}, {-0.675, -13.784, -13.188}, {1.715, -11.907, -10.893}, {2.020, -11.961, -7.130}, {-0.853, -10.509, -5.239}, {-0.010, -8.042, -2.426}, {0.287, -9.736, 0.957}, {-2.400, -7.592, 2.594}, {-4.841, -8.282, -0.264}, {-4.066, -12.058, 0.161}, {-4.666, -11.905, 3.852}, {-7.841, -9.840, 3.456}, {-9.233, -12.306, 0.949}, {-8.480, -15.362, 3.096}, {-9.759, -13.829, 6.333}, {-13.055, -12.725, 4.853}, {-13.596, -16.058, 3.234}, {-12.903, -17.890, 6.509}, {-15.165, -15.298, 8.278}, {-17.925, -15.847, 5.696}, {-17.774, -19.585, 6.326}, {-18.070, -19.024, 10.079}, {-21.041, -16.677, 9.720}, {-19.271, -13.381, 10.380}, {-19.657, -13.797, 14.170}, {-18.899, -10.523, 15.879}, {-19.971, -8.414, 12.954}, {-22.224, -5.420, 13.625}, {-23.625, -2.605, 11.453}, {-22.728, 1.108, 11.204}}" 2 | -------------------------------------------------------------------------------- /matrices.py: -------------------------------------------------------------------------------- 1 | from topoly import conway, gln, plot_matrix, find_spots, translate_matrix 2 | from topoly.params import Closure, PlotFormat, OutputFormat, test 3 | 4 | """ 5 | If you want to check all possible subchains for knotting or to calculate 6 | GLN values then you should check matrices. Be aware, that calculating 7 | with maximal precision is computationaly hard job and probably you need 8 | supercomputer. In this tutorial examples are chosen in such a way, 9 | that calculation should be possible on ordinary computer. 10 | """ 11 | 12 | 13 | if __name__ == '__main__': 14 | plot_matrix = test(plot_matrix) 15 | find_spots = test(find_spots) 16 | translate_matrix = test(translate_matrix) 17 | 18 | polygon = 'data/knot51.xyz' 19 | arc1 = 'data/arc1.xyz' 20 | arc2 = 'data/arc2.xyz' 21 | #========== 22 | # KNOT MAP 23 | #========== 24 | print('\n\n== Knot map ==') 25 | # If you want check all possible subchains, consider using „matrix" 26 | # parameter. This parameter lets you calculate invariant over whole 27 | # spectrum of possible subchains. 28 | 29 | # Consequently, this can take very long time to compute, therefore, 30 | # function contains the „density" parameter which controls how precisely 31 | # the space of all possible subchains will be explored. For density=1 32 | # all possible subchains are checked. For higher values passed to the 33 | # density parameter, the number of atoms will be cut and analysed 34 | # subsequently. 35 | 36 | # Here we use conway polynomial (it is faster then homfly), with 37 | # parameter „tries=10", to make possible calculating whole matrix 38 | # on ordinary computer quickly. 39 | 40 | knot_matrix = conway(polygon, tries=10, matrix=True, matrix_density=1, 41 | matrix_calc_cutoff=0, matrix_map=True, 42 | matrix_format = PlotFormat.PDF, map_filename = 'map_knot') 43 | print('\n resulting knot matrix:', knot_matrix) 44 | 45 | #=================================== 46 | # GAUSSIAN LINKING NUMBER (GLN) MAP 47 | #=================================== 48 | print('\n\n== GLN map ==') 49 | # If you are more interested in GLN subchain values you can use matrix 50 | # mode. In this mode you will get GLN values between first arc and all 51 | # possible subchains of arc2: 52 | 53 | gln_matrix = gln(arc2, arc1, matrix=True, matrix_map=True, 54 | map_filename='map_gln', map_fileformat=PlotFormat.PDF) 55 | print('\n resulting gln matrix:', gln_matrix) 56 | 57 | #===================== 58 | # MATRIX MANIPULATION 59 | #===================== 60 | print('\n\n== Matrix manipulation ==') 61 | 62 | # Defaultly a knot_matrix is represented as a dictionary. This can be changed using: 63 | # * output_format parameter (output_format=OutputFormat.Dictionary, 64 | # output_format=OutputFormat.Matrix) 65 | # * or translate_matrix function which changes representation of given 66 | # matrix. 67 | 68 | translated_knot_matrix = translate_matrix(knot_matrix, output_format=OutputFormat.Matrix) 69 | #print('\n translated knot matrix:', translated_knot_matrix) 70 | #translated_gln_matrix = translate_matrix(gln_matrix, output_format=OutputFormat.Dictionary) 71 | 72 | # find_spots finds geometrical centers of each identified topology 73 | # field. 74 | 75 | knot_centers = find_spots(knot_matrix, gap_size = 0, spot_size = 5) 76 | #gln_centers = find_spots(gln_matrix, gap_size = 0, spot_size = 5) 77 | print('\n knot centers:', knot_centers) 78 | #print('\n gln centers:', gln_centers) 79 | 80 | # plot_matrix prints map after passing matrix. It has more plotting 81 | # parameters than invariant calcluating functions, giving you more 82 | # control over printed output. 83 | matrix2 = plot_matrix(gln_matrix, map_arrows=False, map_cutoff=0.2, 84 | map_fileformat='pdf', map_filename = 'map_gln2') 85 | -------------------------------------------------------------------------------- /data/1ax8.nxyz: -------------------------------------------------------------------------------- 1 | 3 67.908 -19.882 17.674 2 | 4 68.268 -17.366 14.833 3 | 5 70.948 -19.495 13.199 4 | 6 68.702 -22.516 13.637 5 | 7 66.112 -20.510 11.680 6 | 8 68.713 -19.395 9.100 7 | 9 69.738 -23.029 8.690 8 | 10 66.109 -24.122 8.388 9 | 11 65.200 -21.480 5.769 10 | 12 68.268 -22.407 3.746 11 | 13 67.610 -26.150 3.807 12 | 14 63.996 -25.558 2.727 13 | 15 65.050 -23.483 -0.317 14 | 16 67.411 -26.298 -1.233 15 | 17 64.642 -28.936 -1.204 16 | 18 62.214 -26.653 -3.081 17 | 19 64.910 -26.117 -5.721 18 | 20 65.705 -29.786 -5.865 19 | 21 61.991 -30.437 -6.532 20 | 22 61.832 -27.816 -9.319 21 | 23 64.808 -29.359 -11.028 22 | 24 62.976 -32.691 -10.984 23 | 39 50.067 -27.949 -10.028 24 | 40 51.306 -24.434 -9.167 25 | 41 48.924 -23.963 -6.294 26 | 42 48.202 -27.555 -5.276 27 | 43 47.598 -27.542 -1.499 28 | 44 50.051 -29.483 0.646 29 | 45 48.837 -32.239 2.988 30 | 46 47.478 -30.083 5.826 31 | 47 50.863 -28.324 6.258 32 | 48 49.825 -26.171 9.193 33 | 49 51.294 -23.571 11.550 34 | 50 52.793 -24.904 14.791 35 | 51 56.123 -26.713 14.979 36 | 52 54.246 -29.904 15.793 37 | 53 51.967 -29.749 12.728 38 | 54 54.954 -28.995 10.499 39 | 55 56.746 -32.031 11.933 40 | 56 53.709 -34.303 11.749 41 | 57 53.287 -33.266 8.064 42 | 58 56.953 -33.917 7.200 43 | 59 56.602 -37.314 8.836 44 | 60 53.667 -38.149 6.508 45 | 61 55.677 -37.064 3.456 46 | 62 58.601 -39.251 4.527 47 | 63 56.325 -42.282 4.624 48 | 64 55.095 -41.407 1.146 49 | 65 58.571 -40.878 -0.306 50 | 66 59.769 -44.119 1.146 51 | 67 57.219 -45.913 -1.056 52 | 68 58.503 -44.248 -4.241 53 | 69 62.305 -44.290 -4.278 54 | 70 64.181 -42.645 -7.121 55 | 71 67.410 -40.643 -7.271 56 | 72 65.803 -37.375 -6.245 57 | 73 63.254 -38.812 -3.783 58 | 74 65.967 -40.625 -1.794 59 | 75 67.891 -37.375 -1.917 60 | 76 64.774 -35.408 -0.820 61 | 77 63.837 -37.956 1.834 62 | 78 67.214 -37.490 3.494 63 | 79 66.727 -33.707 3.458 64 | 80 63.307 -34.128 5.055 65 | 81 65.029 -35.901 7.969 66 | 82 67.451 -32.981 8.347 67 | 83 64.511 -30.568 8.265 68 | 84 62.634 -32.493 10.955 69 | 85 65.785 -32.305 13.120 70 | 86 65.997 -28.530 12.650 71 | 87 62.355 -28.292 13.639 72 | 88 63.137 -30.287 16.854 73 | 89 66.297 -28.355 17.643 74 | 90 64.095 -25.217 17.458 75 | 91 61.416 -26.592 19.782 76 | 92 64.323 -27.523 22.038 77 | 93 65.602 -23.942 22.210 78 | 94 61.962 -22.851 22.646 79 | 95 61.802 -25.224 25.612 80 | 96 58.706 -26.866 24.198 81 | X 82 | 96 58.706 -26.866 24.198 83 | 97 57.612 -30.371 23.157 84 | 98 56.909 -31.880 19.763 85 | 99 54.831 -35.061 20.276 86 | 100 55.847 -38.259 18.541 87 | 101 54.125 -37.985 15.141 88 | 102 51.528 -40.646 14.365 89 | 103 52.265 -42.968 11.480 90 | 104 49.959 -44.202 8.765 91 | 105 49.934 -47.962 8.957 92 | 106 49.083 -47.945 5.239 93 | 107 49.415 -45.527 2.328 94 | 108 46.204 -46.893 0.798 95 | 109 44.257 -44.084 2.486 96 | 110 46.501 -41.504 0.717 97 | 111 45.180 -42.693 -2.638 98 | 112 42.567 -40.000 -3.043 99 | 113 44.899 -37.080 -2.243 100 | 114 47.739 -38.519 -4.360 101 | 115 45.660 -39.481 -7.383 102 | 116 45.112 -37.215 -10.373 103 | 117 44.338 -37.784 -14.055 104 | 118 47.244 -36.839 -16.333 105 | 119 49.657 -36.753 -13.388 106 | 120 51.643 -39.462 -11.595 107 | 121 51.308 -39.949 -7.823 108 | 122 55.015 -39.150 -7.651 109 | 123 54.392 -35.793 -9.247 110 | 124 51.350 -34.961 -7.112 111 | 125 53.277 -35.997 -3.936 112 | 126 56.346 -33.906 -4.711 113 | 127 54.100 -31.017 -5.811 114 | 128 52.146 -31.073 -2.549 115 | 129 55.391 -31.356 -0.586 116 | 130 56.775 -28.295 -2.325 117 | 131 53.598 -26.457 -1.382 118 | 132 53.989 -27.448 2.249 119 | 133 57.680 -26.423 2.200 120 | 134 56.948 -23.000 0.729 121 | 135 54.231 -22.698 3.372 122 | 136 56.652 -23.321 6.226 123 | 137 59.187 -20.988 4.623 124 | 138 57.143 -17.943 5.440 125 | 139 55.368 -19.167 8.561 126 | 140 58.656 -19.847 10.375 127 | 141 59.367 -16.115 10.003 128 | 142 56.320 -15.524 12.162 129 | 143 58.077 -17.549 14.892 130 | 144 55.244 -20.122 15.038 131 | 145 53.817 -21.821 18.087 132 | 146 54.985 -25.203 19.235 133 | 96 58.706 -26.866 24.198 134 | -------------------------------------------------------------------------------- /lasso_minimal_surface.py: -------------------------------------------------------------------------------- 1 | from topoly import lasso_type, make_surface 2 | from topoly.params import PrecisionSurface, DensitySurface, SurfacePlotFormat, test 3 | 4 | """ 5 | Here are described method for lasso topology identification and minimal 6 | surface generation. Topology type is based on number and direction of 7 | tail crossings through minimal surface of lasso loop. 8 | """ 9 | 10 | lasso_type = test(lasso_type) 11 | make_surface = test(make_surface) 12 | polymer_lasso = 'data/lasso.xyz' 13 | protein_lasso = 'data/1ax8.pdb' 14 | 15 | #=========================== 16 | # LASSO TYPE IDENTIFICATION 17 | #=========================== 18 | print('== Lasso type identification ==') 19 | # If you want to check lasso topology type use „lasso_type" function. 20 | # It requires a structure and its first and last indices: 21 | 22 | polymer_lasso_type = lasso_type(polymer_lasso, [1,12]) 23 | print('.xyz structure lasso type:', polymer_lasso_type) 24 | 25 | # If pdb file is passed without the indices, they will be imported 26 | # from SSBOND records in pdb file: 27 | 28 | protein_lasso_type = lasso_type(protein_lasso) 29 | print('.pdb structure lasso type:', protein_lasso_type) 30 | 31 | # If you check how „polymer_lasso" ('newdata/lasso.xyz') looks like 32 | # (i.e. using xyz2pdb function) you'll realize that lasso loop is 33 | # crossed three times. But output is L1, which corresponds to lasso 34 | # crossed once. It's because of reduction of crossings. Crossing 35 | # reduction happens in one of three situations: 36 | # * Two neighbouring crossings cross the minimal surface from different 37 | # sides. Defaultly it happens if crossings are in proximity of less 38 | # than 10 atoms (aminoacids in case of proteins). 39 | # * Crossing is close to tail beginning. Defaultly if the distance is 40 | # less than 3 atoms (aminoacids). 41 | # * Crossing is close to tail ending. Defaultly if distance is less 42 | # than 3 atoms (aminoacids). 43 | 44 | # You can change these parameters using „min_dist". Defaultly 45 | # min_dist = [10,3,3], which refer to distance between: two crossings, 46 | # crossing and tail beginning, crossing and tail ending. If you do not 47 | # want any reduction, then use min_dist=[1,1,1]: 48 | 49 | no_reduction = lasso_type(polymer_lasso, [1,12], min_dist=[1,1,1]) 50 | print('.xyz structure lasso type without reduction:', no_reduction) 51 | 52 | # You can get more precise output using parameter „more_info" with 53 | # „True" value. 54 | 55 | no_reduction = lasso_type(polymer_lasso, [1,12], min_dist=[1,1,1], 56 | more_info=True) 57 | print('.xyz structure lasso type without reduction -- more info:', no_reduction) 58 | 59 | 60 | #================ 61 | # OUTPUT QUALITY 62 | #================ 63 | print('== Output quality ==') 64 | # Your output depends on quality of calculated minimal surface. You can 65 | # control its quality using „precision", „density" and „smooth" 66 | # parameters. Higher precision and density gives better results but 67 | # calculations are more time consuming. Smooth further increases 68 | # quality of surface. Default values: precision=PrecisionSurface.HIGH, 69 | # density=DensitySurface.MEDIUM, smooth=0. 70 | 71 | quality = lasso_type(polymer_lasso, [1,12], min_dist=[1,1,1], smooth=1, 72 | more_info=True, precision=PrecisionSurface.HIGH, 73 | density=DensitySurface.MEDIUM) 74 | print('.xyz structure -- higher quality:', quality) 75 | 76 | #========================= 77 | # SHOWING MINIMAL SURFACE 78 | #========================= 79 | print('== Showing minimal surface ==') 80 | # You can check the shape of minimal surface using „pic_files" parameter. 81 | 82 | lasso_type(polymer_lasso, [1,12], min_dist=[1,1,1], pic_files=SurfacePlotFormat.VMD) 83 | 84 | # Also you can just find minimal surface of chosen loop using 85 | # „make_surface" function. 86 | 87 | triangles = make_surface(polymer_lasso, [1,12], precision = PrecisionSurface.LOW, 88 | density=DensitySurface.LOW) 89 | print('Minimal surface mesh coordinates:', triangles) 90 | # Output has three levels: it is a list of dictionaries of dictionaries. 91 | # It is a list of triangles which build a mesh of minimal surface. Each 92 | # triangle is represented by a dictionary. This dictionary has triangle 93 | # vertices as keys (with names „A", ”B", „C") and values as another dictionary. 94 | # This last dictionary is a dictionary of space coordinates with keys „x", „y", 95 | # „z". 96 | 97 | -------------------------------------------------------------------------------- /knots_links.py: -------------------------------------------------------------------------------- 1 | from multiprocessing import freeze_support 2 | 3 | from topoly import conway, homfly, yamada 4 | from topoly.params import Closure, PlotFormat, test 5 | from time import perf_counter 6 | 7 | 8 | if __name__ == '__main__': 9 | freeze_support() # This is necessary for multiprocessing to work on Apple Silicon-based Mac 10 | """ 11 | In Topoly there are 10 invariant calculating functions. All of them are 12 | used in the same way, so explaining one of them is enough. Let's use 13 | HOMFLYPT polynomial. 14 | 15 | Firstly, please read tutorial page: https://tinyurl.com/tkdrrdt 16 | """ 17 | conway = test(conway) 18 | homfly = test(homfly) 19 | yamada = test(yamada) 20 | 21 | #======================= 22 | # OPEN AND CLOSED CHAIN 23 | #======================= 24 | print('== Open and closed chain ==') 25 | 26 | # We will work with two structures: open and closed one 27 | # First one is artificially created structure of polygon knot 3_1. 28 | structure_closed = 'data/knot31.xyz' 29 | # Second one is TrmD, M1G37 tRNA Methyltransferase. It is open chain, 30 | # as most of proteins is. 31 | structure_open = 'data/4ypz.pdb' 32 | 33 | # Let's start with closed chain polygon. Simplest usage looks like that: 34 | closed_chain = homfly(structure_closed, closure=Closure.CLOSED) 35 | print('\nresult closed chain:', closed_chain) 36 | # closure=Closure.CLOSED means that first and last point of chain will 37 | # be treated as connected 38 | 39 | # If you have open chain, then it is necessary to close chain. Simplest 40 | # usage looks like that: 41 | open_chain = homfly(structure_open) 42 | print('\nresult open chain:',open_chain) 43 | 44 | 45 | #================ 46 | # OTHER CLOSURES 47 | #================ 48 | print('\n\n== Other closures ==') 49 | 50 | # You can use other methods of closing, default is Closure.TWO_POINTS. 51 | # Other are: 52 | mass_center = homfly(structure_open, closure=Closure.MASS_CENTER) 53 | direction = homfly(structure_open, closure=Closure.DIRECTION) 54 | one = homfly(structure_open, closure=Closure.ONE_POINT) 55 | rays = homfly(structure_open, closure=Closure.RAYS) 56 | print('\nresult MASS_CENTER:', mass_center) 57 | print('\nresult DIRECTION:', direction) 58 | print('\nresult ONE_POINT:', one) 59 | print('\nresult RAYS:', rays) 60 | 61 | # As you see, the result depends on chosen closure method. It is 62 | # a tradeoff for possibility of finding knot type of open chain. 63 | 64 | 65 | #================= 66 | # NUMBER OF TRIES 67 | #================= 68 | print('\n\n== Number of tries ==') 69 | 70 | # If you want to have you calculation more accurate (or give up 71 | # accuracy for faster calculation), use „tries" parameter. It describes 72 | # how many times calculation will be repeated. This parameter only makes 73 | # sense for probabilistic closure methods: TWO_POINTS (default), 74 | # ONE_POINT and RAYS. Lets run function with three different values of 75 | # tries (20, 200, 2000): 76 | 77 | start = perf_counter() 78 | fast = homfly(structure_open, tries = 20) 79 | stop = perf_counter() 80 | print('\nresult tries=20: ', fast) 81 | print('calculation time: {:f} s'.format(stop-start)) 82 | 83 | start = perf_counter() 84 | default = homfly(structure_open, tries = 200) 85 | stop = perf_counter() 86 | print('\nresult tries=200: ', default) 87 | print('calculation time: {:f} s'.format(stop-start)) 88 | 89 | start = perf_counter() 90 | accurate = homfly(structure_open, tries = 2000) 91 | stop = perf_counter() 92 | print('\nresult tries=2000: ', accurate) 93 | print('calculation time: {:f} s'.format(stop-start)) 94 | 95 | 96 | #=========== 97 | # CHIRALITY 98 | #=========== 99 | print('\n\n== Chirality ==') 100 | 101 | # If you are interested in chirality of your structures, then use 102 | # „chirality = True" argument. Remember that not every invariant can 103 | # distinguish chiral structures! 104 | 105 | achiral = homfly(structure_open) 106 | chiral = homfly(structure_open, chiral = True) 107 | print('\n result achiral:', achiral) 108 | print('\n result chiral:', chiral) 109 | 110 | 111 | #=========== 112 | # SUBCHAINS 113 | #=========== 114 | print('\n\n== Subchains ==') 115 | # Using parameter „boundaries" you can find topology of fragment of 116 | # passed chain. 117 | 118 | subchain = homfly(structure_open, chain_boundary=[[3,40]]) 119 | subchains = homfly(structure_open, chain_boundary=[[3,40],[40,80]]) 120 | 121 | print('\n result subchain:', subchain) 122 | print('\n result subchains:', subchains) 123 | 124 | #========== 125 | # KNOT MAP 126 | #========== 127 | print('\n\n== Knot map ==') 128 | # If you want check all possible subchains, consider using „matrix" 129 | # parameter. This parameter lets you calculate invariant over whole 130 | # spectrum of possible subchains. 131 | 132 | # Consequently, this can take very long time to compute, therefore, 133 | # function contains the „density" parameter which controls how precisely 134 | # the space of all possible subchains will be explored. For density=1 135 | # all possible subchains are checked. For higher values passed to the 136 | # density parameter, the number of atoms will be cut and analysed 137 | # subsequently. 138 | 139 | # Here we use conway polynomial (it is faster then homfly), with 140 | # parameter „tries=10", to make possible calculating whole matrix 141 | # on ordinary computer quickly. 142 | 143 | polygon='data/knot51.xyz' 144 | knot_matrix = conway(polygon, tries=10, matrix=True, matrix_density=1, 145 | matrix_calc_cutoff=0, matrix_map=True, 146 | map_fileformat = PlotFormat.PDF, map_filename = 'map_knot') 147 | print('\n resulting knot matrix:\n', knot_matrix) 148 | 149 | # For more info about matrix manipulation check „matrices.py". 150 | -------------------------------------------------------------------------------- /data/05_01_h.xyz: -------------------------------------------------------------------------------- 1 | 1 -15.069 -9.207 -2.957 2 | 2 -15.799 -8.699 -2.790 3 | 3 -15.551 -8.628 -1.761 4 | 4 -14.802 -8.173 -1.272 5 | 5 -15.432 -7.388 -1.355 6 | 6 -16.449 -7.309 -1.414 7 | 7 -16.674 -7.293 -2.618 8 | 8 -15.509 -7.233 -2.832 9 | 9 -15.924 -6.476 -2.996 10 | 10 -15.689 -6.020 -2.036 11 | 11 -14.725 -6.299 -1.895 12 | 12 -15.387 -5.921 -1.051 13 | 13 -15.194 -4.831 -0.949 14 | 14 -14.973 -4.277 -1.894 15 | 15 -15.130 -3.610 -2.680 16 | 16 -15.914 -3.374 -3.422 17 | 17 -15.875 -3.787 -4.488 18 | 18 -16.685 -4.489 -4.860 19 | 19 -16.839 -5.640 -5.040 20 | 20 -17.361 -5.910 -4.130 21 | 21 -16.967 -5.813 -3.151 22 | 22 -16.516 -4.734 -3.386 23 | 23 -15.501 -4.837 -3.935 24 | 24 -14.775 -4.939 -3.166 25 | 25 -14.660 -6.135 -3.281 26 | 26 -14.711 -6.666 -4.468 27 | 27 -15.051 -7.448 -5.356 28 | 28 -15.375 -6.850 -6.288 29 | 29 -14.484 -6.448 -5.913 30 | 30 -13.420 -6.722 -5.870 31 | 31 -12.677 -7.298 -6.373 32 | 32 -12.141 -7.021 -5.723 33 | 33 -12.656 -7.050 -4.710 34 | 34 -12.379 -8.030 -4.339 35 | 35 -12.388 -8.413 -5.406 36 | 36 -13.243 -9.001 -5.569 37 | 37 -14.020 -8.716 -6.211 38 | 38 -15.029 -8.514 -5.965 39 | 39 -15.876 -8.680 -6.875 40 | 40 -16.273 -8.359 -6.830 41 | 41 -17.254 -8.000 -6.408 42 | 42 -17.908 -8.233 -6.746 43 | 43 -17.872 -9.232 -7.086 44 | 44 -17.366 -9.488 -7.561 45 | 45 -17.109 -8.562 -8.105 46 | 46 -17.291 -7.522 -8.026 47 | 47 -17.043 -7.069 -8.067 48 | 48 -16.132 -7.421 -8.526 49 | 49 -16.143 -6.647 -7.678 50 | 50 -16.829 -6.499 -6.696 51 | 51 -17.721 -6.615 -5.569 52 | 52 -18.338 -7.935 -5.549 53 | 53 -18.626 -8.486 -5.530 54 | 54 -17.650 -8.964 -5.064 55 | 55 -16.643 -8.475 -4.752 56 | 56 -16.540 -7.289 -4.634 57 | 57 -17.547 -7.231 -4.318 58 | 58 -18.039 -6.720 -5.329 59 | 59 -18.233 -5.828 -5.985 60 | 60 -19.270 -5.322 -5.863 61 | 61 -19.126 -5.148 -5.044 62 | 62 -18.591 -4.572 -4.506 63 | 63 -18.476 -5.501 -4.152 64 | 64 -18.798 -6.158 -3.465 65 | 65 -20.042 -6.423 -3.147 66 | 66 -21.173 -5.865 -3.475 67 | 67 -21.074 -6.068 -4.768 68 | 68 -21.267 -5.673 -5.723 69 | 69 -20.685 -5.684 -5.462 70 | 70 -19.882 -6.205 -4.371 71 | 71 -19.440 -8.074 -3.465 72 | 72 -18.387 -8.748 -3.471 73 | 73 -17.553 -9.376 -3.268 74 | 74 -17.222 -8.726 -2.546 75 | 75 -16.866 -9.471 -1.362 76 | 76 -17.040 -9.216 -0.111 77 | 77 -16.834 -7.917 -0.117 78 | 78 -17.261 -7.628 0.455 79 | 79 -18.316 -7.686 1.040 80 | 80 -19.371 -6.953 1.512 81 | 81 -19.954 -6.856 1.368 82 | 82 -20.205 -6.521 0.310 83 | 83 -19.067 -5.665 0.321 84 | 84 -18.831 -6.345 -0.073 85 | 85 -18.629 -7.389 -0.341 86 | 86 -18.251 -7.762 -0.810 87 | 87 -17.722 -8.592 -1.112 88 | 88 -18.597 -9.363 -1.625 89 | 89 -18.604 -8.856 -1.836 90 | 90 -18.902 -9.116 -0.600 91 | 91 -18.445 -9.024 0.462 92 | 92 -17.977 -8.776 1.478 93 | 93 -18.052 -9.704 1.032 94 | 94 -19.293 -9.373 1.159 95 | 95 -20.085 -8.438 1.231 96 | 96 -20.592 -8.338 0.277 97 | 97 -20.164 -7.749 -0.508 98 | 98 -20.046 -7.979 -1.542 99 | 99 -19.118 -7.453 -1.602 100 | 100 -18.019 -7.105 -1.930 101 | 101 -18.366 -7.684 -2.755 102 | 102 -18.650 -6.937 -3.891 103 | 103 -19.228 -6.873 -4.741 104 | 104 -20.148 -7.383 -4.863 105 | 105 -20.854 -7.672 -4.164 106 | 106 -20.751 -7.276 -3.198 107 | 107 -21.656 -7.599 -2.642 108 | 108 -21.962 -6.501 -2.489 109 | 109 -21.390 -5.736 -2.928 110 | 110 -22.063 -5.328 -3.898 111 | 111 -22.477 -5.372 -5.117 112 | 112 -22.809 -6.493 -5.154 113 | 113 -21.643 -6.783 -4.754 114 | 114 -20.578 -5.993 -4.054 115 | 115 -20.397 -4.397 -4.188 116 | 116 -20.554 -3.283 -4.031 117 | 117 -19.790 -3.038 -3.263 118 | 118 -18.976 -3.561 -3.762 119 | 119 -19.672 -4.704 -3.527 120 | 120 -18.940 -4.460 -2.957 121 | 121 -19.672 -4.810 -2.550 122 | 122 -18.514 -4.802 -2.117 123 | 123 -18.280 -5.339 -1.823 124 | 124 -17.133 -5.551 -1.189 125 | 125 -17.213 -5.437 0.081 126 | 126 -16.777 -6.413 0.781 127 | 127 -16.568 -6.723 2.081 128 | 128 -15.549 -7.374 2.199 129 | 129 -15.747 -7.696 2.529 130 | 130 -16.748 -8.043 2.817 131 | 131 -16.805 -8.485 3.797 132 | 132 -17.021 -7.737 4.793 133 | 133 -16.628 -6.710 4.225 134 | 134 -16.181 -6.148 3.140 135 | 135 -15.504 -6.570 3.123 136 | 136 -14.412 -6.513 3.298 137 | 137 -14.067 -7.596 3.340 138 | 138 -14.214 -6.861 2.530 139 | 139 -14.903 -6.202 2.017 140 | 140 -15.210 -6.442 0.991 141 | 141 -15.238 -6.560 0.776 142 | 142 -14.258 -7.083 0.244 143 | 143 -14.356 -8.106 0.650 144 | 144 -14.657 -8.306 1.608 145 | 145 -15.176 -8.774 0.872 146 | 146 -15.815 -7.975 0.953 147 | 147 -16.006 -8.963 2.590 148 | 148 -14.977 -8.897 3.332 149 | 149 -14.950 -9.845 2.899 150 | 150 -14.375 -10.287 2.170 151 | 151 -13.837 -10.148 1.293 152 | 152 -13.243 -9.850 0.520 153 | 153 -13.060 -10.004 -0.513 154 | 154 -13.673 -10.594 -1.243 155 | 155 -13.457 -10.320 -2.281 156 | 156 -12.713 -9.480 -2.279 157 | 157 -12.358 -9.224 -1.240 158 | 158 -11.688 -9.742 -0.638 159 | 159 -11.193 -9.896 0.248 160 | 160 -11.019 -9.574 1.238 161 | 161 -10.986 -8.745 1.805 162 | 162 -11.181 -7.722 1.804 163 | 163 -11.992 -7.071 2.105 164 | 164 -12.510 -6.497 1.336 165 | 165 -12.075 -6.743 0.351 166 | 166 -11.227 -7.448 0.377 167 | 167 -10.381 -7.752 -0.099 168 | 168 -9.325 -7.709 -0.129 169 | 169 -8.581 -7.907 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-2.258 714 | 714 -21.407 2.913 -1.954 715 | 715 -22.570 2.726 -1.498 716 | 716 -23.375 2.837 -2.330 717 | 717 -22.456 2.678 -2.616 718 | 718 -21.993 1.753 -3.103 719 | 719 -22.016 1.191 -2.523 720 | 720 -22.883 1.031 -2.498 721 | 721 -22.851 0.092 -2.494 722 | 722 -21.972 -0.699 -2.718 723 | 723 -20.813 -0.882 -2.572 724 | 724 -19.973 -1.738 -2.165 725 | 725 -20.342 -0.844 -3.052 726 | 726 -20.997 -1.019 -2.243 727 | 727 -21.552 0.157 -1.115 728 | 728 -20.858 0.800 -0.190 729 | 729 -20.204 0.591 -0.933 730 | 730 -20.563 0.520 -0.214 731 | 731 -19.662 0.885 0.382 732 | 732 -18.973 1.521 0.908 733 | 733 -19.604 0.873 1.345 734 | 734 -19.522 0.773 2.259 735 | 735 -19.793 -0.091 2.899 736 | 736 -20.878 -0.236 2.975 737 | 737 -20.773 0.843 2.562 738 | 738 -20.132 1.902 2.800 739 | 739 -19.041 3.026 2.871 740 | 740 -18.961 3.001 2.932 741 | 741 -18.513 1.973 2.365 742 | 742 -18.897 2.029 2.408 743 | 743 -20.319 1.851 1.976 744 | 744 -21.149 1.859 0.989 745 | 745 -21.451 2.514 0.089 746 | 746 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810 | 810 -20.985 -6.695 -1.325 811 | 811 -21.872 -7.033 -0.645 812 | 812 -21.932 -6.761 -0.566 813 | 813 -22.826 -6.409 -2.311 814 | 814 -21.626 -4.765 -4.201 815 | 815 -21.865 -3.881 -5.002 816 | 816 -22.620 -2.755 -4.329 817 | 817 -22.945 -3.705 -4.616 818 | 818 -23.234 -5.069 -5.307 819 | 819 -22.417 -6.067 -5.306 820 | 820 -23.136 -6.379 -3.827 821 | 821 -23.828 -5.538 -3.710 822 | 822 -22.730 -5.122 -3.678 823 | 823 -22.708 -4.849 -2.669 824 | 824 -23.358 -4.112 -3.668 825 | 825 -24.081 -3.764 -2.948 826 | 826 -23.154 -4.242 -2.506 827 | 827 -22.192 -3.778 -2.982 828 | 828 -22.294 -2.664 -2.882 829 | 829 -21.241 -2.506 -2.754 830 | 830 -21.907 -3.272 -3.401 831 | 831 -21.292 -3.953 -3.779 832 | 832 -21.292 -2.900 -4.507 833 | 833 -22.168 -3.405 -4.758 834 | 834 -22.735 -2.866 -5.665 835 | 835 -22.600 -2.242 -4.697 836 | 836 -22.021 -0.978 -3.719 837 | 837 -22.389 -1.196 -4.026 838 | 838 -22.477 -0.737 -4.950 839 | 839 -22.899 -0.981 -5.482 840 | 840 -23.602 -1.671 -6.319 841 | 841 -24.686 -1.918 -6.384 842 | 842 -25.442 -1.286 -6.983 843 | 843 -25.287 -0.496 -7.645 844 | 844 -24.521 0.475 -7.683 845 | 845 -23.968 0.809 -7.968 846 | 846 -24.903 0.431 -8.187 847 | 847 -24.897 1.469 -8.608 848 | 848 -23.841 1.487 -9.130 849 | 849 -22.988 0.700 -8.862 850 | 850 -23.184 1.617 -8.386 851 | 851 -23.541 2.607 -8.269 852 | 852 -24.388 2.376 -7.783 853 | 853 -24.877 1.851 -6.896 854 | 854 -25.135 2.600 -6.076 855 | 855 -25.034 3.400 -5.770 856 | 856 -24.615 4.303 -5.505 857 | 857 -24.214 5.213 -5.308 858 | 858 -23.733 6.025 -4.906 859 | 859 -23.043 6.625 -4.473 860 | 860 -22.045 6.938 -4.338 861 | 861 -21.098 6.962 -4.736 862 | 862 -20.054 6.585 -5.290 863 | 863 -19.301 6.943 -4.625 864 | 864 -19.320 5.714 -4.463 865 | 865 -20.310 5.448 -4.086 866 | 866 -20.447 5.239 -4.445 867 | 867 -20.227 4.283 -5.495 868 | 868 -20.791 4.543 -5.472 869 | 869 -21.579 5.290 -5.618 870 | 870 -22.040 4.985 -4.707 871 | 871 -22.638 4.024 -5.040 872 | 872 -22.303 3.460 -6.012 873 | 873 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905 -20.661 -1.157 -4.673 906 | 906 -19.975 -1.967 -5.386 907 | 907 -19.909 -1.229 -6.317 908 | 908 -20.528 -0.323 -6.594 909 | 909 -21.156 0.088 -7.480 910 | 910 -20.634 -0.487 -8.233 911 | 911 -21.049 -1.412 -8.875 912 | 912 -21.404 -1.520 -8.916 913 | 913 -22.388 -1.924 -9.178 914 | 914 -22.610 -1.980 -9.956 915 | 915 -23.407 -2.718 -10.699 916 | 916 -23.698 -2.528 -10.426 917 | 917 -24.176 -1.540 -9.735 918 | 918 -24.324 -2.212 -8.902 919 | 919 -24.472 -2.299 -7.825 920 | 920 -24.270 -1.077 -7.729 921 | 921 -23.995 -1.029 -8.366 922 | 922 -23.207 -1.316 -8.750 923 | 923 -23.354 -0.433 -9.360 924 | 924 -23.995 -0.148 -9.622 925 | 925 -23.623 -0.099 -10.591 926 | 926 -23.417 -1.052 -11.057 927 | 927 -23.298 -0.573 -11.525 928 | 928 -22.866 -0.864 -12.052 929 | 929 -21.578 -0.510 -12.064 930 | 930 -17.457 -0.292 -11.562 931 | 931 -16.559 -0.886 -10.618 932 | 932 -15.849 -0.045 -10.514 933 | 933 -15.715 0.276 -11.798 934 | 934 -15.958 0.688 -11.844 935 | 935 -14.627 1.725 -12.326 936 | 936 -14.708 2.080 -11.821 937 | 937 -14.682 2.791 -11.135 938 | 938 -13.677 2.743 -11.561 939 | 939 -12.625 3.007 -11.412 940 | 940 -11.307 3.240 -11.635 941 | 941 -10.510 3.754 -10.855 942 | 942 -11.654 4.048 -11.183 943 | 943 -11.242 4.662 -11.128 944 | 944 -10.184 4.531 -11.944 945 | 945 -9.643 4.921 -12.754 946 | 946 -10.285 4.353 -12.160 947 | 947 -10.942 3.991 -12.931 948 | 948 -11.714 3.883 -12.987 949 | 949 -11.469 4.647 -12.394 950 | 950 -10.870 5.879 -12.233 951 | 951 -11.195 5.946 -12.634 952 | 952 -10.519 6.823 -12.528 953 | 953 -10.844 7.496 -13.076 954 | 954 -11.019 8.013 -13.222 955 | 955 -10.584 8.218 -11.901 956 | 956 -11.415 7.405 -11.506 957 | 957 -12.042 6.344 -11.554 958 | 958 -12.104 7.472 -11.669 959 | 959 -11.759 8.660 -11.261 960 | 960 -12.014 8.809 -10.686 961 | 961 -11.836 9.255 -9.703 962 | 962 -11.140 9.563 -10.752 963 | 963 -10.367 9.229 -11.264 964 | 964 -9.954 9.645 -10.287 965 | 965 -8.988 9.046 -9.819 966 | 966 -8.559 8.376 -10.494 967 | 967 -9.273 7.644 -10.956 968 | 968 -9.786 6.489 -11.614 969 | 969 -10.665 5.907 -10.860 970 | 970 -11.833 6.310 -11.349 971 | 971 -11.868 6.458 -10.307 972 | 972 -11.756 7.122 -10.237 973 | 973 -10.667 6.964 -10.685 974 | 974 -10.219 5.314 -10.606 975 | 975 -10.130 4.175 -9.615 976 | 976 -8.935 5.254 -8.619 977 | 977 -9.140 5.235 -8.112 978 | 978 -9.636 4.234 -8.367 979 | 979 -9.907 4.680 -9.741 980 | 980 -9.984 4.999 -9.364 981 | 981 -10.695 5.002 -8.155 982 | 982 -10.989 5.145 -8.143 983 | 983 -11.501 5.596 -9.112 984 | 984 -12.287 5.566 -10.177 985 | 985 -11.065 5.504 -10.742 986 | 986 -12.343 7.421 -9.800 987 | 987 -13.055 7.583 -8.914 988 | 988 -11.998 7.802 -8.440 989 | 989 -11.412 6.615 -8.328 990 | 990 -11.190 6.447 -8.966 991 | 991 -10.121 6.700 -9.537 992 | 992 -9.099 6.073 -10.010 993 | 993 -8.919 5.889 -10.310 994 | 994 -10.812 8.111 -9.360 995 | 995 -11.242 7.705 -8.452 996 | 996 -11.049 6.943 -7.914 997 | 997 -10.322 7.487 -7.547 998 | 998 -10.006 7.899 -8.096 999 | 999 -8.935 7.882 -8.451 1000 | 1000 -9.365 7.014 -8.756 1001 | 1001 -8.595 6.983 -8.834 1002 | 1002 -10.029 6.587 -8.777 1003 | 1003 -11.706 3.847 -8.384 1004 | 1004 -12.656 4.249 -8.813 1005 | 1005 -12.811 5.173 -10.106 1006 | 1006 -12.912 5.279 -11.190 1007 | 1007 -12.954 4.727 -11.478 1008 | 1008 -12.996 4.543 -11.565 1009 | 1009 -14.069 4.521 -11.783 1010 | 1010 -14.558 4.543 -10.441 1011 | 1011 -15.203 4.608 -9.458 1012 | 1012 -14.408 3.117 -9.230 1013 | 1013 -14.191 3.142 -9.245 1014 | 1014 -13.571 3.928 -9.898 1015 | 1015 -12.808 3.791 -9.820 1016 | 1016 -11.602 3.709 -9.725 1017 | 1017 -11.681 4.586 -9.542 1018 | 1018 -11.819 4.978 -9.350 1019 | 1019 -12.955 5.833 -9.351 1020 | 1020 -13.271 5.688 -8.283 1021 | 1021 -12.447 6.238 -7.483 1022 | 1022 -12.811 6.442 -8.512 1023 | 1023 -13.268 5.842 -8.383 1024 | 1024 -14.001 4.974 -8.836 1025 | 1025 -14.086 4.714 -7.855 1026 | 1026 -13.280 4.911 -7.205 1027 | 1027 -14.015 5.103 -6.460 1028 | 1028 -14.671 4.662 -6.431 1029 | 1029 -14.538 3.509 -6.602 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688 | 688 -18.257 12.211 -5.622 689 | 689 -18.124 12.794 -5.637 690 | 690 -17.822 13.843 -4.836 691 | 691 -16.722 13.600 -4.743 692 | 692 -17.121 12.609 -3.638 693 | 693 -17.249 11.548 -3.207 694 | 694 -17.834 11.307 -2.281 695 | 695 -18.768 11.892 -2.839 696 | 696 -19.614 12.471 -2.728 697 | 697 -19.056 12.966 -3.628 698 | 698 -18.105 12.964 -4.306 699 | 699 -17.309 12.111 -4.134 700 | 700 -17.824 11.116 -4.345 701 | 701 -18.910 11.293 -4.652 702 | 702 -19.671 10.892 -3.983 703 | 703 -19.900 11.787 -3.858 704 | 704 -20.935 12.125 -3.545 705 | 705 -20.680 11.292 -2.834 706 | 706 -21.333 10.470 -3.526 707 | 707 -21.378 10.104 -4.656 708 | 708 -21.106 9.823 -5.737 709 | 709 -21.833 9.100 -5.617 710 | 710 -22.205 8.683 -6.653 711 | 711 -21.855 9.300 -7.438 712 | 712 -20.877 9.756 -7.236 713 | 713 -20.105 9.507 -7.885 714 | 714 -19.510 10.273 -8.430 715 | 715 -19.849 11.059 -9.418 716 | 716 -19.952 11.255 -10.088 717 | 717 -19.843 11.348 -10.913 718 | 718 -21.014 11.814 -10.704 719 | 719 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-12.590 19.549 -8.011 751 | 751 -11.932 18.986 -7.994 752 | 752 -13.071 17.252 -7.670 753 | 753 -13.681 17.111 -6.936 754 | 754 -14.612 17.274 -7.485 755 | 755 -14.648 18.279 -7.865 756 | 756 -13.526 18.532 -7.370 757 | 757 -12.459 18.443 -6.653 758 | 758 -11.329 18.242 -6.999 759 | 759 -11.556 17.307 -7.662 760 | 760 -12.646 17.415 -8.010 761 | 761 -12.979 16.745 -8.958 762 | 762 -14.008 16.309 -9.684 763 | 763 -14.688 16.801 -8.946 764 | 764 -14.444 17.454 -8.918 765 | 765 -15.554 17.311 -9.758 766 | 766 -15.311 16.408 -10.416 767 | 767 -14.680 16.136 -11.521 768 | 768 -14.799 15.964 -11.910 769 | 769 -13.726 15.377 -11.077 770 | 770 -11.592 13.127 -10.196 771 | 771 -12.219 13.454 -9.495 772 | 772 -12.309 14.160 -9.845 773 | 773 -12.650 14.734 -10.564 774 | 774 -13.398 15.523 -10.803 775 | 775 -13.920 16.140 -10.062 776 | 776 -12.973 15.648 -9.368 777 | 777 -12.916 15.699 -8.781 778 | 778 -13.761 14.475 -8.739 779 | 779 -13.691 13.967 -8.639 780 | 780 -13.102 13.822 -7.507 781 | 781 -13.151 14.882 -7.629 782 | 782 -12.777 15.649 -7.479 783 | 783 -13.201 15.621 -6.922 784 | 784 -13.790 16.592 -6.773 785 | 785 -13.560 17.330 -5.913 786 | 786 -12.396 17.116 -6.165 787 | 787 -12.283 16.021 -6.357 788 | 788 -12.924 15.944 -5.522 789 | 789 -12.355 16.768 -6.180 790 | 790 -11.277 16.216 -6.276 791 | 791 -11.385 15.620 -6.265 792 | 792 -11.877 14.687 -6.196 793 | 793 -12.515 14.017 -5.810 794 | 794 -12.712 13.720 -5.140 795 | 795 -12.360 14.425 -4.883 796 | 796 -12.329 15.391 -4.919 797 | 797 -13.316 16.200 -5.118 798 | 798 -13.666 16.585 -4.728 799 | 799 -12.638 17.236 -4.303 800 | 800 -12.127 17.447 -3.315 801 | 801 -12.049 16.429 -2.958 802 | 802 -11.343 15.548 -2.943 803 | 803 -11.267 14.663 -3.441 804 | 804 -11.712 15.004 -3.731 805 | 805 -12.930 15.648 -3.417 806 | 806 -13.688 15.252 -3.609 807 | 807 -14.159 15.511 -3.340 808 | 808 -13.333 14.796 -2.932 809 | 809 -12.628 14.012 -2.523 810 | 810 -13.629 13.689 -2.510 811 | 811 -14.559 13.466 -2.714 812 | 812 -15.057 14.355 -3.359 813 | 813 -14.986 14.912 -2.909 814 | 814 -14.936 14.026 -3.629 815 | 815 -13.861 13.695 -3.884 816 | 816 -13.476 13.116 -4.100 817 | 817 -13.802 13.068 -3.403 818 | 818 -14.395 12.188 -2.494 819 | 819 -15.340 12.360 -1.905 820 | 820 -15.758 12.475 -2.475 821 | 821 -15.493 12.402 -3.869 822 | 822 -15.098 12.289 -3.517 823 | 823 -15.989 12.388 -3.527 824 | 824 -16.254 13.751 -2.562 825 | 825 -17.075 14.637 -2.230 826 | 826 -17.760 14.473 -2.312 827 | 827 -17.412 14.295 -3.385 828 | 828 -17.282 13.170 -3.137 829 | 829 -18.175 13.043 -2.319 830 | 830 -17.183 12.894 -1.998 831 | 831 -16.384 13.122 -1.109 832 | 832 -17.043 13.160 -1.234 833 | 833 -17.607 12.221 -1.065 834 | 834 -17.063 11.481 -1.391 835 | 835 -16.314 11.413 -0.671 836 | 836 -15.236 11.664 -0.691 837 | 837 -14.479 11.774 -0.186 838 | 838 -14.083 12.411 -0.394 839 | 839 -13.742 13.041 -0.979 840 | 840 -14.461 14.277 -1.104 841 | 841 -13.201 14.193 -0.845 842 | 842 -13.630 13.217 -1.189 843 | 843 -13.219 15.158 0.642 844 | 844 -13.666 15.422 1.239 845 | 845 -12.126 14.773 2.220 846 | 846 -11.844 14.899 1.072 847 | 847 -11.647 15.272 -0.072 848 | 848 -12.636 15.921 -0.165 849 | 849 -12.280 15.965 -0.762 850 | 850 -12.387 15.761 -1.483 851 | 851 -13.289 16.349 -2.182 852 | 852 -13.410 16.366 -1.755 853 | 853 -13.057 16.614 0.656 854 | 854 -14.032 17.121 1.010 855 | 855 -14.244 16.411 -0.138 856 | 856 -15.561 16.887 -1.542 857 | 857 -16.526 16.440 -1.257 858 | 858 -15.979 15.459 -0.812 859 | 859 -15.910 14.791 -1.851 860 | 860 -14.968 14.114 -1.683 861 | 861 -15.128 13.346 -0.891 862 | 862 -15.577 13.196 0.035 863 | 863 -15.201 13.709 0.580 864 | 864 -14.564 14.063 1.342 865 | 865 -13.906 13.533 0.937 866 | 866 -13.069 13.768 0.523 867 | 867 -12.579 14.190 -0.220 868 | 868 -13.094 14.900 -1.019 869 | 869 -14.148 15.228 -1.350 870 | 870 -14.588 14.318 -0.314 871 | 871 -14.343 14.658 -0.008 872 | 872 -15.103 14.973 0.252 873 | 873 -15.116 15.680 0.563 874 | 874 -14.277 15.140 0.173 875 | 875 -14.069 16.160 -1.062 876 | 876 -14.715 16.004 -1.733 877 | 877 -15.944 15.531 -0.569 878 | 878 -16.985 14.642 -0.414 879 | 879 -17.305 14.804 0.953 880 | 880 -15.888 15.746 2.154 881 | 881 -15.911 16.781 1.436 882 | 882 -15.949 16.555 1.132 883 | 883 -17.045 16.632 0.635 884 | 884 -17.315 17.147 1.512 885 | 885 -17.505 16.632 2.397 886 | 886 -16.841 15.848 2.815 887 | 887 -16.828 16.878 2.963 888 | 888 -16.133 17.622 3.006 889 | 889 -16.129 18.401 2.311 890 | 890 -15.811 18.172 1.244 891 | 891 -14.829 18.803 1.047 892 | 892 -14.772 18.922 2.185 893 | 893 -15.094 17.739 2.362 894 | 894 -14.453 16.834 1.454 895 | 895 -15.079 16.347 0.287 896 | 896 -14.055 16.282 -0.087 897 | 897 -14.046 17.599 -0.673 898 | 898 -15.380 17.720 -0.339 899 | 899 -16.609 17.798 -0.070 900 | 900 -18.289 16.244 2.109 901 | 901 -18.710 15.505 3.024 902 | 902 -17.966 14.596 3.451 903 | 903 -17.435 14.747 2.379 904 | 904 -16.433 15.659 2.203 905 | 905 -15.456 15.151 1.307 906 | 906 -15.940 14.071 1.141 907 | 907 -16.766 14.738 0.904 908 | 908 -17.757 14.865 1.221 909 | 909 -18.635 14.366 1.254 910 | 910 -18.047 13.606 1.785 911 | 911 -18.628 13.025 2.569 912 | 912 -19.166 13.059 3.332 913 | 913 -18.137 13.255 3.301 914 | 914 -17.311 12.502 3.332 915 | 915 -16.638 11.695 3.025 916 | 916 -17.229 12.357 2.383 917 | 917 -17.177 11.862 1.991 918 | 918 -17.962 12.436 1.522 919 | 919 -18.281 11.965 1.257 920 | 920 -18.460 12.249 0.484 921 | 921 -19.555 12.438 0.732 922 | 922 -18.927 12.021 0.047 923 | 923 -17.844 11.874 -0.520 924 | 924 -17.069 11.731 0.045 925 | 925 -16.562 12.642 0.635 926 | 926 -16.732 12.966 0.397 927 | 927 -17.343 13.252 0.216 928 | 928 -18.353 13.261 -0.185 929 | 929 -19.138 12.698 -1.230 930 | 930 -19.353 11.392 -1.389 931 | 931 -20.050 10.575 -0.881 932 | 932 -19.955 10.516 -0.761 933 | 933 -20.478 11.416 -1.195 934 | 934 -21.134 10.496 -1.266 935 | 935 -21.398 9.548 -1.781 936 | 936 -20.897 8.864 -2.482 937 | 937 -20.330 8.127 -3.153 938 | 938 -20.246 8.571 -4.255 939 | 939 -19.298 8.692 -3.755 940 | 940 -18.608 8.488 -3.830 941 | 941 -18.037 9.323 -2.438 942 | 942 -18.317 8.371 -2.373 943 | 943 -18.299 7.864 -3.573 944 | 944 -19.306 7.109 -3.794 945 | 945 -18.985 7.070 -2.885 946 | 946 -19.472 7.688 -2.111 947 | 947 -19.521 8.617 -1.635 948 | 948 -19.401 9.820 -1.953 949 | 949 -19.212 10.056 -2.241 950 | 950 -19.518 8.963 -1.739 951 | 951 -18.775 8.845 -0.699 952 | 952 -18.364 9.198 -0.553 953 | 953 -18.490 8.080 -0.321 954 | 954 -17.611 8.241 0.205 955 | 955 -17.517 8.372 1.018 956 | 956 -17.406 8.261 0.454 957 | 957 -16.998 8.231 -0.675 958 | 958 -16.918 8.425 -1.210 959 | 959 -16.560 8.485 -1.044 960 | 960 -16.898 9.575 -0.842 961 | 961 -17.177 10.018 -0.344 962 | 962 -16.163 9.923 0.503 963 | 963 -15.077 9.967 0.326 964 | 964 -14.955 10.763 0.979 965 | 965 -15.266 10.697 2.056 966 | 966 -15.575 10.892 2.597 967 | 967 -14.743 11.472 2.501 968 | 968 -14.143 12.316 2.443 969 | 969 -14.916 12.247 1.412 970 | 970 -15.457 12.653 1.886 971 | 971 -15.776 12.885 2.386 972 | 972 -15.741 14.126 2.899 973 | 973 -16.505 14.284 2.665 974 | 974 -15.959 13.871 3.598 975 | 975 -14.695 13.107 3.598 976 | 976 -13.605 13.575 3.894 977 | 977 -13.557 14.384 2.830 978 | 978 -13.262 15.370 3.255 979 | 979 -14.412 14.960 3.801 980 | 980 -14.842 14.976 3.135 981 | 981 -13.192 14.482 4.199 982 | 982 -12.171 14.755 3.989 983 | 983 -12.289 15.482 4.344 984 | 984 -12.630 14.493 5.271 985 | 985 -11.090 15.096 5.149 986 | 986 -12.018 15.273 5.588 987 | 987 -11.838 16.062 5.866 988 | 988 -12.632 16.521 6.666 989 | 989 -12.916 16.848 6.374 990 | 990 -13.414 17.123 5.535 991 | 991 -13.893 16.526 4.944 992 | 992 -14.192 15.780 5.309 993 | 993 -15.250 15.992 5.450 994 | 994 -15.824 15.565 6.157 995 | 995 -16.559 16.379 6.516 996 | 996 -16.154 16.893 5.711 997 | 997 -15.979 17.142 4.623 998 | 998 -14.875 16.794 3.766 999 | 999 -14.483 16.589 2.821 1000 | 1000 -14.481 16.055 2.298 1001 | 1001 -13.020 15.759 2.233 1002 | 1002 -12.368 16.259 1.405 1003 | 1003 -12.500 16.922 0.336 1004 | 1004 -12.630 18.091 0.297 1005 | 1005 -13.867 18.246 0.414 1006 | 1006 -13.573 18.467 1.414 1007 | 1007 -13.429 17.672 1.989 1008 | 1008 -12.478 18.062 1.738 1009 | 1009 -11.953 18.098 0.745 1010 | 1010 -11.994 18.683 1.654 1011 | 1011 -12.251 19.768 1.191 1012 | 1012 -12.570 19.617 0.151 1013 | 1013 -12.523 18.843 -0.450 1014 | 1014 -12.630 17.694 -1.210 1015 | 1015 -12.750 17.207 -1.122 1016 | 1016 -11.033 17.467 -0.637 1017 | 1017 -11.183 17.020 -0.280 1018 | 1018 -11.497 17.478 -0.675 1019 | 1019 -11.398 16.937 -2.040 1020 | 1020 -10.639 16.984 -3.091 1021 | 1021 -11.258 16.489 -3.945 1022 | 1022 -10.797 16.578 -4.399 1023 | 1023 -11.400 16.685 -4.749 1024 | 1024 -11.107 17.839 -4.969 1025 | 1025 -11.607 18.127 -3.891 1026 | 1026 -12.299 18.865 -4.637 1027 | 1027 -12.983 18.794 -4.777 1028 | 1028 -13.856 18.568 -3.887 1029 | 1029 -13.072 18.049 -3.055 1030 | 1030 -13.035 18.633 -2.147 1031 | 1031 -11.965 18.887 -1.963 1032 | 1032 -11.099 18.448 -2.185 1033 | 1033 -10.630 17.399 -2.499 1034 | 1034 -9.387 16.487 -1.955 1035 | 1035 -9.628 16.429 -1.504 1036 | 1036 -10.425 15.864 -1.547 1037 | 1037 -10.350 14.803 -1.399 1038 | 1038 -9.794 14.178 -2.074 1039 | 1039 -9.368 13.580 -2.933 1040 | 1040 -10.015 14.374 -3.653 1041 | 1041 -9.796 15.271 -3.054 1042 | 1042 -9.472 15.825 -3.479 1043 | 1043 -9.248 16.049 -4.891 1044 | 1044 -9.637 16.564 -5.196 1045 | 1045 -9.597 15.482 -5.242 1046 | 1046 -9.599 15.299 -5.783 1047 | 1047 -10.477 14.902 -5.129 1048 | 1048 -10.569 14.656 -4.717 1049 | 1049 -9.997 13.849 -5.416 1050 | 1050 -9.114 13.557 -5.246 1051 | 1051 -8.966 13.216 -6.035 1052 | 1052 -9.282 13.169 -6.409 1053 | 1053 -10.185 13.209 -7.037 1054 | 1054 -9.989 14.261 -7.355 1055 | 1055 -10.599 13.940 -6.518 1056 | 1056 -11.315 12.883 -6.805 1057 | 1057 -11.269 13.188 -7.519 1058 | 1058 -11.503 12.358 -8.105 1059 | 1059 -11.164 11.466 -8.741 1060 | 1060 -10.580 11.145 -9.791 1061 | 1061 -10.885 12.200 -9.642 1062 | 1062 -10.347 13.065 -9.906 1063 | 1063 -10.474 13.674 -8.772 1064 | 1064 -10.416 14.743 -9.229 1065 | 1065 -9.825 15.675 -9.777 1066 | 1066 -10.011 15.906 -8.949 1067 | 1067 -9.299 15.829 -8.028 1068 | 1068 -9.682 15.888 -7.037 1069 | 1069 -10.401 15.689 -7.762 1070 | 1070 -11.374 15.422 -7.909 1071 | 1071 -11.350 16.324 -8.883 1072 | 1072 -12.260 16.554 -10.979 1073 | 1073 -11.440 16.163 -10.207 1074 | 1074 -12.129 17.205 -10.116 1075 | 1075 -13.364 18.973 -9.349 1076 | 1076 -14.165 19.148 -10.027 1077 | 1077 -14.442 18.701 -10.472 1078 | 1078 -13.308 18.049 -10.407 1079 | 1079 -13.323 18.463 -9.337 1080 | 1080 -14.321 18.101 -9.137 1081 | 1081 -14.245 15.813 -8.410 1082 | 1082 -14.362 15.347 -8.120 1083 | 1083 -12.941 17.244 -8.521 1084 | 1084 -12.672 17.417 -9.877 1085 | 1085 -12.776 18.056 -10.866 1086 | 1086 -13.675 17.152 -11.011 1087 | 1087 -14.194 16.789 -11.082 1088 | 1088 -13.566 18.662 -12.165 1089 | 1089 -13.531 19.269 -13.099 1090 | 1090 -13.318 19.242 -14.144 1091 | 1091 -13.087 19.929 -14.909 1092 | 1092 -12.248 20.324 -15.383 1093 | 1093 -11.534 20.032 -16.107 1094 | 1094 -11.676 19.801 -17.114 1095 | 1095 -12.114 18.990 -17.639 1096 | 1096 -12.837 18.286 -17.276 1097 | 1097 -13.180 18.046 -16.356 1098 | 1098 -13.519 17.188 -15.684 1099 | 1099 -14.590 17.108 -16.087 1100 | 1100 -15.003 17.899 -15.502 1101 | 1101 -14.529 17.972 -14.452 1102 | 1102 -15.381 18.418 -13.973 1103 | 1103 -16.352 18.116 -13.629 1104 | 1104 -16.729 17.483 -12.886 1105 | 1105 -16.146 16.900 -12.064 1106 | 1106 -15.711 17.814 -11.658 1107 | 1107 -14.995 18.155 -12.236 1108 | 1108 -14.157 17.467 -12.714 1109 | 1109 -14.631 16.650 -13.035 1110 | 1110 -14.584 16.416 -14.233 1111 | 1111 -15.623 16.306 -14.530 1112 | 1112 -16.222 16.021 -13.799 1113 | 1113 -16.777 15.408 -13.172 1114 | 1114 -17.210 14.325 -13.555 1115 | 1115 -17.525 13.716 -14.288 1116 | 1116 -17.996 12.654 -13.904 1117 | 1117 -18.027 13.583 -12.681 1118 | 1118 -18.778 13.104 -12.335 1119 | 1119 -18.091 12.339 -12.701 1120 | 1120 -17.972 11.339 -13.078 1121 | 1121 -19.141 12.083 -13.964 1122 | 1122 -20.274 12.314 -14.394 1123 | 1123 -20.760 11.348 -14.614 1124 | 1124 -20.059 10.570 -14.367 1125 | 1125 -19.019 11.140 -14.069 1126 | 1126 -18.813 10.205 -14.419 1127 | 1127 -17.965 10.813 -14.209 1128 | 1128 -17.141 11.121 -14.245 1129 | 1129 -16.538 12.430 -14.452 1130 | 1130 -16.519 11.361 -14.089 1131 | 1131 -15.207 11.374 -14.114 1132 | 1132 -14.736 11.433 -14.062 1133 | 1133 -14.098 11.941 -14.367 1134 | 1134 -14.833 12.014 -15.066 1135 | 1135 -15.795 11.079 -14.789 1136 | 1136 -16.067 11.444 -12.976 1137 | 1137 -14.840 12.032 -12.424 1138 | 1138 -14.907 12.711 -12.654 1139 | 1139 -15.162 12.644 -11.610 1140 | 1140 -15.379 11.615 -10.842 1141 | 1141 -14.648 10.909 -9.930 1142 | 1142 -14.550 10.708 -8.743 1143 | 1143 -13.516 10.853 -9.093 1144 | 1144 -12.948 11.734 -9.006 1145 | 1145 -12.908 12.033 -7.914 1146 | 1146 -12.547 11.212 -7.830 1147 | 1147 -13.002 10.231 -7.896 1148 | 1148 -12.864 9.417 -8.139 1149 | 1149 -12.974 9.755 -7.027 1150 | 1150 -13.822 9.063 -7.151 1151 | 1151 -14.803 9.583 -7.584 1152 | 1152 -16.230 8.207 -8.573 1153 | 1153 -16.959 7.929 -8.846 1154 | 1154 -17.092 6.796 -8.912 1155 | 1155 -17.719 7.234 -9.725 1156 | 1156 -18.170 7.180 -8.877 1157 | 1157 -18.642 7.702 -8.101 1158 | 1158 -17.969 8.716 -8.006 1159 | 1159 -17.147 9.560 -8.189 1160 | 1160 -16.252 9.935 -8.697 1161 | 1161 -16.973 9.654 -9.153 1162 | 1162 -17.035 8.815 -10.073 1163 | 1163 -16.466 8.374 -10.207 1164 | 1164 -17.483 8.625 -11.043 1165 | 1165 -17.354 9.620 -11.289 1166 | 1166 -18.781 10.546 -11.397 1167 | 1167 -19.346 11.538 -11.919 1168 | 1168 -19.533 12.200 -12.706 1169 | 1169 -19.145 13.260 -13.674 1170 | 1170 -17.870 12.949 -14.313 1171 | 1171 -16.581 12.708 -14.253 1172 | 1172 -13.980 10.481 -14.284 1173 | 1173 -13.040 10.560 -13.956 1174 | 1174 -12.251 9.888 -13.484 1175 | 1175 -11.744 9.412 -12.579 1176 | 1176 -10.600 8.091 -11.193 1177 | 1177 -10.121 7.642 -9.982 1178 | 1178 -9.770 6.672 -7.674 1179 | 1179 -8.796 6.246 -7.124 1180 | 1180 -7.595 5.657 -6.804 1181 | 1181 -7.423 4.984 -7.262 1182 | 1182 -7.681 4.279 -6.564 1183 | 1183 -7.068 3.531 -6.058 1184 | 1184 -6.723 3.265 -6.555 1185 | 1185 -5.643 2.942 -6.897 1186 | 1186 -5.820 1.963 -6.350 1187 | 1187 -5.782 1.220 -5.627 1188 | 1188 -5.463 0.748 -4.783 1189 | 1189 -5.111 0.748 -3.812 1190 | 1190 -4.482 1.216 -3.086 1191 | 1191 -4.402 2.182 -2.746 1192 | 1192 -4.665 3.159 -2.863 1193 | 1193 -5.172 3.853 -3.359 1194 | 1194 -5.683 4.733 -3.692 1195 | 1195 -5.939 5.818 -3.871 1196 | 1196 -5.543 6.666 -3.435 1197 | 1197 -4.562 6.926 -3.605 1198 | 1198 -5.226 7.010 -4.492 1199 | 1199 -5.662 7.692 -4.969 1200 | 1200 -4.678 8.433 -4.772 1201 | 1201 -4.043 8.450 -4.449 1202 | 1202 -3.520 9.058 -4.748 1203 | 1203 -3.094 9.786 -5.144 1204 | 1204 -2.925 9.958 -6.139 1205 | 1205 -3.781 10.250 -6.695 1206 | 1206 -3.634 11.009 -6.850 1207 | 1207 -2.747 11.470 -6.330 1208 | 1208 -2.591 11.116 -7.357 1209 | 1209 -2.731 12.266 -7.979 1210 | 1210 -4.029 12.487 -5.810 1211 | 1211 -4.466 12.761 -5.334 1212 | 1212 -5.039 11.860 -5.200 1213 | 1213 -5.904 11.937 -5.979 1214 | 1214 -6.762 11.391 -5.666 1215 | 1215 -6.353 11.014 -4.744 1216 | 1216 -5.113 11.297 -4.892 1217 | 1217 -5.846 11.323 -3.911 1218 | 1218 -6.635 11.841 -2.906 1219 | 1219 -7.017 11.960 -3.497 1220 | 1220 -7.863 11.727 -3.727 1221 | 1221 -7.947 12.423 -3.687 1222 | 1222 -8.146 13.393 -4.062 1223 | 1223 -7.216 13.303 -3.468 1224 | 1224 -7.864 13.186 -3.437 1225 | 1225 -6.693 12.972 -2.806 1226 | 1226 -6.959 13.227 -2.051 1227 | 1227 -7.925 13.718 -2.282 1228 | 1228 -8.299 12.819 -2.171 1229 | 1229 -7.290 12.835 -1.229 1230 | 1230 -7.670 13.549 -0.730 1231 | 1231 -7.297 14.764 -0.694 1232 | 1232 -6.437 14.205 -1.049 1233 | 1233 -5.448 14.787 -1.378 1234 | 1234 -5.017 13.949 -2.111 1235 | 1235 -4.657 14.199 -1.480 1236 | 1236 -4.761 13.922 -0.404 1237 | 1237 -5.365 13.073 -0.898 1238 | 1238 -4.349 13.162 -0.383 1239 | 1239 -3.633 13.581 -1.485 1240 | 1240 -2.542 13.169 -3.248 1241 | 1241 -1.600 13.826 -3.772 1242 | 1242 -2.381 14.505 -3.984 1243 | 1243 -2.746 14.984 -3.068 1244 | 1244 -3.603 14.358 -3.861 1245 | 1245 -3.414 14.289 -4.887 1246 | 1246 -3.124 13.313 -4.987 1247 | 1247 -2.972 13.810 -5.683 1248 | 1248 -2.961 15.109 -5.744 1249 | 1249 -2.732 15.465 -6.137 1250 | 1250 -2.399 16.250 -6.675 1251 | 1251 -3.183 15.624 -7.285 1252 | 1252 -3.221 14.517 -7.200 1253 | 1253 -4.020 14.080 -6.403 1254 | 1254 -3.741 14.710 -6.634 1255 | 1255 -4.365 13.764 -6.342 1256 | 1256 -4.818 12.501 -6.854 1257 | 1257 -4.628 11.450 -7.635 1258 | 1258 -4.134 11.111 -8.282 1259 | 1259 -4.912 10.435 -8.581 1260 | 1260 -5.847 10.255 -8.561 1261 | 1261 -6.491 10.599 -9.495 1262 | 1262 -7.047 9.708 -10.080 1263 | 1263 -6.139 10.112 -10.246 1264 | 1264 -5.702 9.691 -11.032 1265 | 1265 -6.101 10.563 -11.968 1266 | 1266 -7.128 10.763 -11.464 1267 | 1267 -7.173 11.452 -12.605 1268 | 1268 -6.362 11.726 -12.429 1269 | 1269 -6.438 11.439 -13.393 1270 | 1270 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2.988 14.943 -3.533 1301 | 1301 2.709 15.115 -4.588 1302 | 1302 2.638 14.450 -5.377 1303 | 1303 2.172 13.561 -5.165 1304 | 1304 2.916 13.788 -5.924 1305 | 1305 3.213 13.596 -4.942 1306 | 1306 2.899 12.474 -4.715 1307 | 1307 2.401 11.676 -4.872 1308 | 1308 1.734 11.691 -4.901 1309 | 1309 1.211 11.238 -4.924 1310 | 1310 0.811 10.690 -5.187 1311 | 1311 -0.515 11.010 -5.082 1312 | 1312 -1.612 10.939 -5.155 1313 | 1313 -1.744 11.844 -4.402 1314 | 1314 -2.390 11.572 -5.163 1315 | 1315 -3.254 11.644 -4.496 1316 | 1316 -3.823 11.013 -3.491 1317 | 1317 -4.461 10.071 -3.726 1318 | 1318 -5.121 10.037 -3.816 1319 | 1319 -5.084 9.926 -4.918 1320 | 1320 -5.465 9.957 -6.027 1321 | 1321 -5.070 9.842 -6.817 1322 | 1322 -5.394 10.287 -6.246 1323 | 1323 -6.728 9.920 -5.900 1324 | 1324 -6.746 9.087 -6.190 1325 | 1325 -6.078 9.112 -5.164 1326 | 1326 -5.271 8.849 -5.984 1327 | 1327 -5.796 8.206 -6.923 1328 | 1328 -5.719 8.183 -7.746 1329 | 1329 -5.142 7.925 -8.466 1330 | 1330 -4.982 8.621 -9.389 1331 | 1331 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1391 -4.374 17.446 -11.274 1392 | 1392 -5.153 17.225 -11.397 1393 | 1393 -6.169 17.952 -11.617 1394 | 1394 -7.075 17.899 -11.139 1395 | 1395 -7.151 17.742 -10.117 1396 | 1396 -7.568 18.662 -10.306 1397 | 1397 -6.869 19.167 -10.884 1398 | 1398 -6.425 18.294 -11.567 1399 | 1399 -6.860 17.191 -12.180 1400 | 1400 -7.814 17.591 -11.865 1401 | 1401 -8.701 17.605 -11.818 1402 | 1402 -9.445 17.405 -12.792 1403 | 1403 -8.698 17.578 -12.713 1404 | 1404 -8.156 18.666 -12.377 1405 | 1405 -8.498 18.871 -13.059 1406 | 1406 -8.185 19.101 -13.687 1407 | 1407 -8.483 18.942 -13.586 1408 | 1408 -8.184 19.947 -14.236 1409 | 1409 -9.421 20.295 -14.115 1410 | 1410 -9.884 20.437 -15.105 1411 | 1411 -10.252 19.486 -15.733 1412 | 1412 -10.246 18.817 -15.010 1413 | 1413 -9.582 18.050 -14.494 1414 | 1414 -9.013 18.754 -15.308 1415 | 1415 -8.424 19.136 -15.523 1416 | 1416 -7.457 19.578 -15.855 1417 | 1417 -7.033 19.163 -14.940 1418 | 1418 -7.025 18.143 -14.754 1419 | 1419 -7.813 17.398 -14.427 1420 | 1420 -7.762 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3 5.196 -7.936 5.589 5 | 4 5.329 -7.854 6.148 6 | 5 5.914 -7.971 6.964 7 | 6 5.982 -7.857 7.367 8 | 7 6.277 -7.201 8.106 9 | 8 7.200 -7.271 8.776 10 | 9 6.535 -7.930 9.754 11 | 10 6.854 -7.495 10.666 12 | 11 7.237 -8.025 11.579 13 | 12 6.932 -9.086 11.504 14 | 13 6.440 -9.684 11.500 15 | 14 6.267 -8.862 12.336 16 | 15 5.722 -8.929 11.356 17 | 16 5.250 -8.842 10.425 18 | 17 5.528 -9.535 10.257 19 | 18 5.241 -9.822 9.342 20 | 19 5.540 -9.770 8.908 21 | 20 4.670 -8.905 8.119 22 | 21 3.911 -9.407 7.675 23 | 22 4.286 -10.230 8.222 24 | 23 4.863 -11.075 7.667 25 | 24 6.011 -11.078 8.241 26 | 25 6.071 -10.915 7.670 27 | 26 6.898 -11.197 7.262 28 | 27 7.032 -11.919 7.418 29 | 28 6.076 -12.397 7.279 30 | 29 5.832 -11.919 6.169 31 | 30 5.669 -11.730 5.516 32 | 31 6.847 -11.739 5.604 33 | 32 7.255 -10.546 6.122 34 | 33 7.624 -10.280 4.975 35 | 34 6.537 -10.490 5.427 36 | 35 6.050 -10.351 5.722 37 | 36 7.006 -10.483 6.673 38 | 37 6.683 -9.444 7.274 39 | 38 5.913 -9.587 6.596 40 | 39 5.354 -10.205 6.789 41 | 40 4.176 -9.596 6.265 42 | 41 4.526 -9.258 5.376 43 | 42 3.603 -9.735 5.291 44 | 43 3.277 -9.184 5.133 45 | 44 3.175 -8.434 6.106 46 | 45 2.548 -7.847 5.239 47 | 46 2.743 -8.071 4.125 48 | 47 3.643 -7.710 4.032 49 | 48 4.213 -7.068 4.655 50 | 49 4.059 -6.009 4.010 51 | 50 3.309 -6.050 3.215 52 | 51 2.825 -7.052 3.106 53 | 52 2.791 -7.782 2.323 54 | 53 3.090 -8.768 2.646 55 | 54 3.971 -9.295 3.016 56 | 55 3.076 -9.452 3.461 57 | 56 2.809 -9.913 3.421 58 | 57 2.207 -10.251 2.661 59 | 58 1.789 -11.247 2.002 60 | 59 1.684 -12.195 1.442 61 | 60 1.766 -12.036 0.179 62 | 61 2.388 -11.301 0.853 63 | 62 3.169 -11.693 0.316 64 | 63 4.098 -12.145 0.346 65 | 64 4.803 -12.371 1.078 66 | 65 5.095 -12.283 2.062 67 | 66 4.754 -11.812 2.930 68 | 67 3.772 -11.211 3.156 69 | 68 3.450 -12.067 3.706 70 | 69 3.958 -12.002 4.597 71 | 70 4.171 -11.480 5.003 72 | 71 4.270 -11.637 6.042 73 | 72 3.246 -12.390 6.306 74 | 73 3.845 -11.669 6.440 75 | 74 3.091 -11.289 7.182 76 | 75 3.011 -12.368 7.651 77 | 76 3.145 -12.632 8.022 78 | 77 3.071 -11.973 8.971 79 | 78 2.377 -11.382 8.360 80 | 79 2.449 -10.510 8.269 81 | 80 1.950 -9.758 7.373 82 | 81 0.781 -9.382 6.666 83 | 82 0.615 -8.184 4.892 84 | 83 1.230 -7.232 4.724 85 | 84 1.743 -6.286 4.598 86 | 85 2.673 -6.023 5.278 87 | 86 3.167 -6.052 5.628 88 | 87 3.585 -6.685 6.280 89 | 88 4.187 -7.598 7.055 90 | 89 4.868 -6.645 7.636 91 | 90 5.391 -3.988 7.286 92 | 91 5.581 -2.759 7.606 93 | 92 5.361 -1.793 7.069 94 | 93 4.337 -1.612 6.763 95 | 94 3.517 -2.220 7.060 96 | 95 3.792 -3.212 7.766 97 | 96 3.832 -3.448 8.089 98 | 97 4.054 -3.757 9.242 99 | 98 2.664 -4.498 8.433 100 | 99 2.232 -5.578 7.894 101 | 100 3.397 -5.745 7.329 102 | 101 3.840 -4.923 6.948 103 | 102 3.460 -4.049 6.694 104 | 103 2.526 -3.718 6.306 105 | 104 1.614 -3.440 6.560 106 | 105 0.800 -3.248 7.132 107 | 106 0.140 -3.412 7.875 108 | 107 0.749 -4.098 8.280 109 | 108 0.994 -4.936 8.849 110 | 109 1.058 -5.854 8.954 111 | 110 1.792 -5.970 9.451 112 | 111 0.938 -6.167 10.337 113 | 112 0.871 -7.216 11.042 114 | 113 1.638 -7.849 10.620 115 | 114 1.733 -7.787 9.961 116 | 115 2.495 -6.897 10.165 117 | 116 2.317 -7.293 9.127 118 | 117 2.067 -6.992 8.115 119 | 118 2.913 -7.829 8.359 120 | 119 1.847 -8.356 8.763 121 | 120 1.186 -7.409 8.706 122 | 121 0.409 -7.409 9.259 123 | 122 0.576 -7.578 8.260 124 | 123 -0.416 -7.315 7.737 125 | 124 -0.650 -6.410 7.190 126 | 125 -0.004 -5.576 7.259 127 | 126 1.097 -5.973 7.306 128 | 127 1.263 -6.362 6.418 129 | 128 1.955 -7.099 6.787 130 | 129 2.224 -7.519 7.451 131 | 130 1.844 -8.658 7.763 132 | 131 0.240 -8.842 9.662 133 | 132 -0.573 -8.632 10.640 134 | 133 -0.773 -8.222 11.568 135 | 134 -1.575 -7.291 11.573 136 | 135 -2.664 -8.290 12.188 137 | 136 -2.242 -9.374 13.119 138 | 137 -2.311 -9.975 14.345 139 | 138 -3.360 -10.099 14.877 140 | 139 -3.890 -10.037 15.982 141 | 140 -4.264 -9.446 17.678 142 | 141 -4.389 -8.514 18.519 143 | 142 -4.460 -8.805 19.525 144 | 143 -3.351 -9.152 19.495 145 | 144 -3.946 -10.003 19.493 146 | 145 -4.577 -9.716 20.362 147 | 146 -4.728 -10.364 20.583 148 | 147 -5.090 -11.250 19.948 149 | 148 -5.343 -11.970 19.945 150 | 149 -5.965 -11.238 20.955 151 | 150 -6.050 -10.897 20.909 152 | 151 -4.875 -10.970 21.263 153 | 152 -4.437 -11.376 20.171 154 | 153 -5.426 -12.256 19.569 155 | 154 -5.129 -11.788 18.587 156 | 155 -4.624 -11.056 18.849 157 | 156 -4.178 -10.204 18.662 158 | 157 -5.243 -10.216 18.388 159 | 158 -5.967 -9.359 18.049 160 | 159 -6.226 -9.148 18.486 161 | 160 -6.898 -8.977 19.510 162 | 161 -6.673 -10.192 19.519 163 | 162 -6.282 -11.081 18.406 164 | 163 -6.994 -11.679 17.982 165 | 164 -7.611 -12.092 17.249 166 | 165 -8.527 -12.768 17.664 167 | 166 -9.423 -13.364 16.879 168 | 167 -9.547 -14.317 15.988 169 | 168 -10.235 -14.187 16.269 170 | 169 -11.321 -13.584 16.340 171 | 170 -11.306 -12.895 17.277 172 | 171 -10.299 -12.712 17.668 173 | 172 -9.359 -12.279 17.174 174 | 173 -8.667 -11.664 16.348 175 | 174 -8.323 -12.404 15.730 176 | 175 -9.349 -12.983 14.944 177 | 176 -10.085 -13.306 14.673 178 | 177 -9.337 -12.639 15.188 179 | 178 -9.034 -13.216 15.899 180 | 179 -8.077 -13.749 16.280 181 | 180 -7.946 -13.548 16.094 182 | 181 -7.490 -12.863 15.288 183 | 182 -7.392 -12.815 14.307 184 | 183 -7.773 -13.593 14.402 185 | 184 -7.579 -13.537 13.233 186 | 185 -6.784 -14.099 12.454 187 | 186 -8.024 -13.829 12.005 188 | 187 -7.913 -14.958 12.507 189 | 188 -8.891 -14.315 13.115 190 | 189 -9.422 -14.404 13.204 191 | 190 -8.531 -15.006 13.314 192 | 191 -7.607 -15.198 13.393 193 | 192 -7.527 -15.639 13.749 194 | 193 -7.231 -15.022 14.805 195 | 194 -6.864 -14.586 14.956 196 | 195 -6.000 -14.290 13.964 197 | 196 -5.840 -15.209 14.137 198 | 197 -5.062 -15.155 13.271 199 | 198 -4.646 -14.132 13.004 200 | 199 -4.495 -13.269 12.786 201 | 200 -4.460 -12.848 11.855 202 | 201 -3.835 -13.624 11.767 203 | 202 -3.738 -14.064 11.907 204 | 203 -3.163 -13.476 12.843 205 | 204 -2.915 -12.817 12.417 206 | 205 -1.993 -12.915 11.777 207 | 206 -2.659 -13.555 11.454 208 | 207 -2.398 -13.417 10.708 209 | 208 -1.740 -12.728 9.955 210 | 209 -0.753 -12.073 9.807 211 | 210 -0.264 -11.641 9.696 212 | 211 -0.142 -11.696 9.072 213 | 212 0.983 -12.184 9.251 214 | 213 0.316 -12.434 8.435 215 | 214 0.137 -11.850 7.831 216 | 215 -0.716 -12.033 7.923 217 | 216 -0.686 -11.157 7.526 218 | 217 -0.563 -10.940 6.858 219 | 218 -0.563 -10.469 5.549 220 | 219 -0.552 -10.773 4.227 221 | 220 -0.800 -10.294 3.296 222 | 221 -1.272 -10.405 2.318 223 | 222 -1.473 -11.484 2.269 224 | 223 -1.032 -11.742 3.304 225 | 224 -1.189 -12.658 3.600 226 | 225 -0.833 -12.781 5.078 227 | 226 -0.914 -11.815 4.867 228 | 227 -2.027 -11.337 4.419 229 | 228 -2.549 -10.511 4.037 230 | 229 -2.405 -9.468 4.078 231 | 230 -2.272 -8.581 3.981 232 | 231 -1.757 -8.526 4.834 233 | 232 -1.199 -8.337 5.684 234 | 233 -0.327 -8.561 6.229 235 | 234 0.605 -8.167 6.488 236 | 235 1.547 -8.941 6.211 237 | 236 1.308 -9.030 4.964 238 | 237 0.341 -9.627 4.736 239 | 238 0.121 -9.779 5.725 240 | 239 0.804 -10.555 5.445 241 | 240 1.866 -10.122 4.773 242 | 241 2.075 -10.487 5.883 243 | 242 2.343 -10.848 5.768 244 | 243 2.445 -11.902 5.326 245 | 244 2.351 -12.904 4.704 246 | 245 2.630 -13.297 4.706 247 | 246 2.014 -13.800 5.682 248 | 247 1.597 -13.128 6.473 249 | 248 1.408 -12.083 6.804 250 | 249 0.713 -11.280 6.756 251 | 250 1.730 -11.473 6.651 252 | 251 1.397 -12.113 5.623 253 | 252 2.339 -11.570 5.551 254 | 253 2.407 -12.065 4.642 255 | 254 2.027 -11.826 3.717 256 | 255 1.919 -11.144 4.136 257 | 256 0.952 -10.878 3.875 258 | 257 0.548 -11.872 4.041 259 | 258 0.547 -12.545 4.932 260 | 259 0.939 -13.029 4.104 261 | 260 0.534 -14.131 4.179 262 | 261 -0.232 -13.841 5.188 263 | 262 -0.423 -14.056 5.857 264 | 263 -1.571 -14.389 6.216 265 | 264 -2.375 -13.813 5.949 266 | 265 -1.423 -14.321 6.274 267 | 266 -1.508 -14.191 7.457 268 | 267 -0.798 -13.863 7.950 269 | 268 -0.474 -13.064 7.045 270 | 269 0.228 -13.507 6.867 271 | 270 -0.388 -12.743 6.518 272 | 271 -1.370 -12.506 6.312 273 | 272 -1.760 -12.436 6.852 274 | 273 -2.055 -12.375 8.016 275 | 274 -2.122 -11.415 7.875 276 | 275 -1.944 -11.090 6.855 277 | 276 -2.266 -11.013 5.904 278 | 277 -2.271 -11.167 6.042 279 | 278 -3.208 -11.408 6.595 280 | 279 -3.340 -11.949 5.751 281 | 280 -3.247 -12.569 6.706 282 | 281 -3.525 -11.843 7.504 283 | 282 -3.256 -10.596 7.133 284 | 283 -4.064 -9.884 7.287 285 | 284 -4.429 -9.127 6.660 286 | 285 -3.997 -8.471 5.981 287 | 286 -3.069 -8.841 6.307 288 | 287 -2.679 -9.479 7.072 289 | 288 -1.563 -9.353 7.347 290 | 289 -0.465 -9.325 7.891 291 | 290 0.195 -9.896 7.999 292 | 291 1.175 -10.714 8.286 293 | 292 0.740 -10.090 8.548 294 | 293 1.074 -10.293 9.613 295 | 294 -0.052 -10.233 9.687 296 | 295 -1.105 -10.513 8.762 297 | 296 -1.827 -10.888 9.167 298 | 297 -1.068 -10.242 9.839 299 | 298 -1.489 -9.445 10.329 300 | 299 -1.563 -9.048 9.403 301 | 300 -2.518 -9.686 9.052 302 | 301 -3.320 -9.178 9.821 303 | 302 -3.669 -8.925 8.938 304 | 303 -3.094 -7.980 8.996 305 | 304 -2.254 -8.057 8.322 306 | 305 -2.356 -7.382 7.467 307 | 306 -2.555 -6.906 6.580 308 | 307 -2.745 -5.877 6.360 309 | 308 -2.592 -5.096 7.112 310 | 309 -2.306 -5.432 8.101 311 | 310 -2.055 -6.373 8.501 312 | 311 -1.828 -7.109 9.204 313 | 312 -1.516 -7.892 9.938 314 | 313 -2.652 -8.116 10.291 315 | 314 -2.504 -7.985 10.823 316 | 315 -3.054 -7.931 10.625 317 | 316 -4.031 -7.577 10.246 318 | 317 -4.373 -8.333 10.692 319 | 318 -4.540 -8.784 11.637 320 | 319 -4.653 -8.102 12.416 321 | 320 -3.865 -7.512 12.701 322 | 321 -3.370 -6.863 13.332 323 | 322 -2.916 -7.068 14.266 324 | 323 -3.567 -6.796 15.034 325 | 324 -4.490 -6.791 14.526 326 | 325 -4.795 -6.347 13.522 327 | 326 -4.592 -6.162 12.761 328 | 327 -4.515 -5.684 11.597 329 | 328 -4.124 -5.594 10.444 330 | 329 -3.075 -5.922 10.049 331 | 330 -2.220 -6.220 10.873 332 | 331 -2.896 -5.881 11.674 333 | 332 -3.150 -6.486 11.861 334 | 333 -3.843 -7.042 11.466 335 | 334 -2.005 -7.609 12.652 336 | 335 -0.859 -7.752 13.411 337 | 336 -1.211 -7.486 13.308 338 | 337 -1.382 -8.896 12.197 339 | 338 -2.316 -9.543 11.605 340 | 339 -2.855 -9.863 11.118 341 | 340 -2.532 -10.747 11.825 342 | 341 -1.899 -11.305 11.232 343 | 342 -1.411 -11.226 12.053 344 | 343 -1.620 -11.526 12.967 345 | 344 -2.106 -11.096 13.957 346 | 345 -3.191 -11.349 13.628 347 | 346 -3.299 -10.640 13.511 348 | 347 -3.378 -10.132 12.942 349 | 348 -3.712 -9.449 13.210 350 | 349 -2.498 -9.226 13.372 351 | 350 -3.746 -8.924 13.974 352 | 351 -4.622 -8.073 14.185 353 | 352 -4.356 -8.770 14.577 354 | 353 -5.005 -9.712 14.687 355 | 354 -5.565 -9.165 13.782 356 | 355 -6.246 -8.454 13.404 357 | 356 -5.910 -8.241 14.246 358 | 357 -6.234 -7.330 14.631 359 | 358 -6.305 -6.493 13.977 360 | 359 -6.116 -5.270 13.598 361 | 360 -6.272 -4.092 13.252 362 | 361 -7.141 -3.594 13.080 363 | 362 -7.855 -2.998 12.838 364 | 363 -8.395 -2.095 12.828 365 | 364 -8.008 -1.113 12.768 366 | 365 -6.985 -0.760 12.844 367 | 366 -6.083 -1.218 13.116 368 | 367 -5.710 -2.176 13.338 369 | 368 -5.366 -2.990 12.728 370 | 369 -4.394 -2.992 12.196 371 | 370 -3.657 -3.787 11.873 372 | 371 -3.078 -4.460 11.230 373 | 372 -2.142 -4.291 10.925 374 | 373 -2.418 -3.519 10.406 375 | 374 -2.452 -2.522 10.988 376 | 375 -2.435 -2.789 12.065 377 | 376 -2.286 -3.907 12.379 378 | 377 -2.254 -4.874 13.124 379 | 378 -1.712 -5.991 13.000 380 | 379 -0.858 -6.217 13.791 381 | 380 -0.993 -5.187 13.469 382 | 381 -0.860 -4.792 14.083 383 | 382 -0.416 -5.478 14.168 384 | 383 -1.130 -6.353 14.462 385 | 384 -0.448 -6.145 15.339 386 | 385 0.047 -5.886 15.725 387 | 386 -0.891 -5.352 15.991 388 | 387 -0.647 -6.470 16.274 389 | 388 0.389 -6.540 16.476 390 | 389 1.669 -6.563 16.093 391 | 390 2.127 -6.352 17.017 392 | 391 1.092 -6.563 17.198 393 | 392 0.561 -7.289 15.774 394 | 393 -0.134 -7.258 14.773 395 | 394 0.292 -7.436 14.524 396 | 395 2.231 -7.321 14.979 397 | 396 1.567 -7.186 14.936 398 | 397 1.742 -7.759 13.938 399 | 398 1.017 -8.599 13.411 400 | 399 1.836 -9.281 13.161 401 | 400 2.157 -9.419 12.554 402 | 401 2.761 -8.657 12.058 403 | 402 1.873 -8.042 12.341 404 | 403 0.878 -8.246 11.977 405 | 404 0.689 -9.069 12.916 406 | 405 0.131 -8.789 14.018 407 | 406 1.471 -8.950 14.310 408 | 407 1.571 -9.410 14.605 409 | 408 1.601 -8.984 15.746 410 | 409 0.481 -8.787 15.871 411 | 410 -0.156 -9.664 15.437 412 | 411 -0.399 -10.063 14.200 413 | 412 -1.364 -10.153 14.045 414 | 413 -0.669 -11.172 14.583 415 | 414 -0.222 -11.777 13.850 416 | 415 -0.023 -11.459 12.749 417 | 416 0.096 -11.448 11.354 418 | 417 0.799 -11.716 11.894 419 | 418 0.402 -12.854 11.587 420 | 419 0.978 -12.994 12.379 421 | 420 1.544 -12.558 12.694 422 | 421 2.229 -12.762 13.227 423 | 422 3.329 -12.660 13.302 424 | 423 3.504 -13.078 12.386 425 | 424 3.183 -12.605 12.510 426 | 425 2.680 -11.959 12.094 427 | 426 1.977 -11.407 11.946 428 | 427 2.719 -10.703 11.368 429 | 428 3.235 -10.844 10.919 430 | 429 3.264 -10.649 9.858 431 | 430 4.044 -9.966 10.586 432 | 431 4.704 -10.515 11.121 433 | 432 4.859 -11.240 11.560 434 | 433 4.170 -10.745 12.325 435 | 434 5.150 -10.183 12.802 436 | 435 6.307 -9.603 13.964 437 | 436 6.619 -8.942 14.614 438 | 437 6.017 -9.400 15.610 439 | 438 6.781 -10.004 15.383 440 | 439 7.228 -9.371 16.228 441 | 440 7.215 -9.195 16.087 442 | 441 7.392 -9.981 16.855 443 | 442 6.960 -9.326 17.742 444 | 443 6.222 -9.621 17.200 445 | 444 6.052 -10.142 17.189 446 | 445 6.142 -10.486 18.416 447 | 446 6.879 -10.258 18.668 448 | 447 6.885 -10.852 19.606 449 | 448 6.778 -11.029 20.173 450 | 449 7.086 -10.663 21.377 451 | 450 6.838 -9.682 21.270 452 | 451 5.970 -9.957 20.946 453 | 452 5.371 -10.682 21.684 454 | 453 4.429 -10.049 22.181 455 | 454 4.853 -9.879 23.206 456 | 455 5.502 -10.567 23.596 457 | 456 5.992 -9.782 22.923 458 | 457 5.780 -9.129 22.160 459 | 458 5.003 -10.020 22.637 460 | 459 5.234 -11.515 22.698 461 | 460 5.910 -12.254 22.274 462 | 461 6.059 -12.050 22.839 463 | 462 6.841 -11.303 23.468 464 | 463 7.250 -10.077 23.797 465 | 464 6.644 -8.988 24.194 466 | 465 5.982 -7.384 24.702 467 | 466 6.502 -7.889 24.757 468 | 467 6.467 -7.876 23.540 469 | 468 6.688 -8.237 22.942 470 | 469 6.907 -8.034 23.025 471 | 470 6.596 -8.512 22.821 472 | 471 5.875 -8.800 23.953 473 | 472 4.769 -8.062 25.031 474 | 473 4.307 -6.964 24.922 475 | 474 3.433 -5.816 25.053 476 | 475 3.000 -5.025 24.549 477 | 476 3.253 -4.561 25.561 478 | 477 3.554 -3.588 25.191 479 | 478 3.982 -4.129 24.490 480 | 479 3.474 -5.165 24.215 481 | 480 4.600 -5.670 24.671 482 | 481 4.759 -6.292 23.716 483 | 482 6.194 -6.231 23.831 484 | 483 6.704 -6.422 23.766 485 | 484 7.493 -6.511 22.865 486 | 485 6.093 -6.132 23.163 487 | 486 5.111 -7.063 23.413 488 | 487 4.603 -8.084 23.828 489 | 488 5.136 -8.544 23.633 490 | 489 4.113 -9.497 23.755 491 | 490 3.798 -9.600 23.916 492 | 491 3.312 -11.524 22.310 493 | 492 3.958 -10.792 22.331 494 | 493 3.891 -11.347 23.354 495 | 494 3.372 -10.769 24.123 496 | 495 2.662 -10.337 23.458 497 | 496 3.048 -9.867 22.538 498 | 497 2.862 -9.831 21.610 499 | 498 2.550 -9.394 20.683 500 | 499 2.429 -9.791 20.378 501 | 500 2.997 -9.720 19.268 502 | 501 2.298 -10.496 19.162 503 | 502 2.223 -9.541 19.037 504 | 503 2.088 -8.714 18.551 505 | 504 2.259 -7.663 18.564 506 | 505 2.664 -7.384 19.050 507 | 506 3.280 -8.000 19.586 508 | 507 3.802 -8.549 18.744 509 | 508 4.310 -8.679 19.711 510 | 509 4.094 -9.533 20.951 511 | 510 4.387 -9.313 21.782 512 | 511 4.677 -8.382 22.372 513 | 512 4.790 -5.644 23.073 514 | 513 5.194 -4.766 23.562 515 | 514 6.109 -4.351 23.593 516 | 515 7.248 -4.733 23.045 517 | 516 6.943 -3.767 22.647 518 | 517 6.471 -3.762 21.938 519 | 518 6.121 -3.249 21.055 520 | 519 5.367 -3.181 21.593 521 | 520 5.205 -4.025 22.401 522 | 521 5.378 -4.275 23.086 523 | 522 6.903 -4.748 24.418 524 | 523 7.137 -4.722 23.558 525 | 524 6.702 -4.914 22.542 526 | 525 6.419 -5.631 22.234 527 | 526 5.601 -5.002 21.625 528 | 527 4.895 -4.962 21.215 529 | 528 5.765 -5.505 21.805 530 | 529 5.849 -6.492 22.253 531 | 530 6.131 -7.363 21.784 532 | 531 6.381 -7.381 21.723 533 | 532 5.106 -7.077 20.662 534 | 533 5.676 -6.647 20.781 535 | 534 5.482 -6.336 20.447 536 | 535 4.894 -7.192 19.436 537 | 536 3.665 -7.099 19.848 538 | 537 3.705 -6.769 19.837 539 | 538 4.192 -5.803 19.662 540 | 539 4.638 -5.930 19.567 541 | 540 4.370 -7.156 18.316 542 | 541 4.938 -7.153 19.016 543 | 542 5.630 -7.975 19.588 544 | 543 6.526 -7.245 19.136 545 | 544 6.449 -7.146 20.127 546 | 545 6.107 -8.053 20.508 547 | 546 6.446 -8.829 19.603 548 | 547 5.654 -8.634 18.722 549 | 548 5.467 -8.909 18.839 550 | 549 4.941 -9.899 18.808 551 | 550 4.329 -9.969 19.748 552 | 551 4.316 -8.485 20.933 553 | 552 5.117 -8.189 21.092 554 | 553 4.278 -8.803 21.007 555 | 554 4.689 -9.746 20.307 556 | 555 5.752 -9.838 20.253 557 | 556 5.988 -9.184 21.436 558 | 557 5.483 -8.503 22.143 559 | 558 4.845 -7.448 22.299 560 | 559 4.679 -7.860 21.204 561 | 560 3.991 -8.329 22.162 562 | 561 3.481 -8.251 22.454 563 | 562 3.394 -7.394 21.631 564 | 563 2.742 -8.203 21.467 565 | 564 2.623 -7.385 20.931 566 | 565 2.334 -6.164 21.206 567 | 566 2.453 -6.080 22.112 568 | 567 2.320 -7.125 22.673 569 | 568 2.206 -8.027 23.803 570 | 569 2.782 -8.401 23.931 571 | 570 3.462 -7.662 24.352 572 | 571 3.469 -6.923 23.410 573 | 572 3.236 -6.328 22.337 574 | 573 4.103 -5.964 21.258 575 | 574 4.069 -6.631 21.489 576 | 575 2.779 -5.661 20.876 577 | 576 0.824 -6.255 22.115 578 | 577 -0.151 -5.786 21.313 579 | 578 -0.530 -7.176 21.279 580 | 579 -0.120 -7.554 21.303 581 | 580 -0.857 -6.897 21.643 582 | 581 -1.207 -6.383 22.025 583 | 582 -1.984 -5.454 21.605 584 | 583 -1.614 -5.028 20.682 585 | CHN t 586 | 1 -8.116 -14.694 1.717 587 | 2 -7.741 -13.729 1.746 588 | 3 -7.160 -12.961 1.401 589 | 4 -7.139 -12.078 0.821 590 | 5 -7.218 -11.065 0.642 591 | 6 -7.045 -10.194 1.229 592 | 7 -7.034 -9.266 1.752 593 | 8 -6.885 -8.531 2.515 594 | 9 -6.618 -8.334 3.521 595 | 10 -7.263 -8.082 4.388 596 | 11 -7.838 -8.834 4.837 597 | 12 -8.777 -9.322 4.588 598 | 13 -8.855 -9.285 3.506 599 | 14 -7.833 -9.780 3.669 600 | 15 -8.105 -10.626 4.350 601 | 16 -7.595 -11.681 4.095 602 | 17 -6.548 -11.199 4.314 603 | 18 -6.338 -10.324 4.832 604 | 19 -6.400 -9.745 3.961 605 | 20 -5.458 -9.873 3.343 606 | 21 -5.684 -10.619 2.579 607 | 22 -6.613 -10.980 2.366 608 | 23 -7.488 -11.442 2.664 609 | 24 -8.508 -11.388 2.278 610 | 25 -9.351 -11.032 2.738 611 | 26 -9.544 -11.363 3.732 612 | 27 -9.335 -12.220 4.304 613 | 28 -9.143 -13.134 4.884 614 | 29 -8.305 -13.541 5.221 615 | 30 -7.656 -14.262 5.047 616 | 31 -8.473 -14.992 5.151 617 | 32 -8.525 -16.082 5.042 618 | 33 -9.151 -16.850 4.711 619 | 34 -10.212 -17.213 4.513 620 | 35 -11.079 -17.723 4.076 621 | 36 -11.893 -17.583 4.941 622 | 37 -12.063 -17.864 4.360 623 | 38 -11.290 -16.854 3.620 624 | 39 -10.522 -16.566 2.831 625 | 40 -10.059 -16.791 1.835 626 | 41 -9.663 -16.202 1.797 627 | 42 -9.207 -15.386 2.495 628 | 43 -10.122 -15.780 3.094 629 | 44 -10.347 -14.851 2.442 630 | 45 -9.479 -14.293 2.539 631 | 46 -9.196 -14.914 3.406 632 | 47 -9.495 -15.445 3.477 633 | 48 -9.543 -14.650 4.189 634 | 49 -9.374 -14.473 5.515 635 | 50 -8.921 -13.534 6.182 636 | 51 -8.108 -13.668 6.806 637 | 52 -8.330 -12.764 7.822 638 | 53 -8.685 -12.836 7.293 639 | 54 -9.893 -12.976 7.288 640 | 55 -10.912 -12.744 7.713 641 | 56 -11.853 -12.999 7.285 642 | 57 -11.902 -13.965 6.937 643 | 58 -10.633 -14.481 7.117 644 | 59 -11.262 -15.463 7.182 645 | 60 -11.458 -16.529 7.617 646 | 61 -10.771 -17.439 7.997 647 | 62 -8.754 -17.876 8.029 648 | 63 -7.798 -17.155 8.068 649 | 64 -7.906 -16.474 6.831 650 | 65 -9.112 -15.118 6.925 651 | 66 -8.780 -15.181 7.136 652 | 67 -8.139 -15.943 6.875 653 | 68 -8.742 -16.579 7.495 654 | 69 -8.509 -16.121 8.717 655 | 70 -9.093 -15.680 8.590 656 | 71 -10.215 -15.597 8.580 657 | 72 -9.644 -15.849 8.181 658 | 73 -9.690 -16.847 7.171 659 | 74 -9.849 -16.590 6.503 660 | 75 -10.050 -15.890 5.844 661 | 76 -10.894 -15.893 4.814 662 | 77 -11.391 -14.897 4.292 663 | 78 -12.066 -15.126 3.556 664 | 79 -12.946 -14.395 3.679 665 | 80 -12.223 -13.656 3.610 666 | 81 -11.950 -13.563 2.222 667 | 82 -11.078 -13.737 1.130 668 | 83 -11.844 -13.989 0.370 669 | 84 -12.004 -14.797 -0.259 670 | 85 -12.865 -14.470 0.196 671 | 86 -13.111 -13.507 0.525 672 | 87 -12.538 -12.716 0.386 673 | 88 -11.751 -12.032 0.468 674 | 89 -10.753 -12.402 0.456 675 | 90 -9.838 -12.252 0.983 676 | 91 -9.306 -13.046 1.119 677 | 92 -8.850 -12.976 0.350 678 | 93 -8.690 -13.995 0.015 679 | 94 -9.711 -14.437 0.554 680 | 95 -8.994 -15.470 0.200 681 | 96 -7.975 -16.167 0.154 682 | 97 -7.678 -16.826 0.278 683 | 98 -6.908 -17.508 0.441 684 | 99 -7.441 -18.278 0.981 685 | 100 -8.135 -18.956 0.962 686 | 101 -8.591 -18.784 0.515 687 | 102 -8.471 -17.946 -0.057 688 | 103 -9.104 -17.292 1.066 689 | 104 -8.259 -17.331 1.757 690 | 105 -7.750 -16.505 2.197 691 | 106 -8.336 -16.475 3.139 692 | 107 -8.772 -17.261 3.111 693 | 108 -9.671 -17.936 3.220 694 | 109 -9.579 -18.701 2.269 695 | 110 -9.816 -18.396 2.818 696 | 111 -10.536 -19.221 3.437 697 | 112 -11.456 -18.295 2.753 698 | 113 -11.988 -18.305 3.478 699 | 114 -13.065 -18.544 3.501 700 | 115 -13.037 -19.573 3.029 701 | 116 -12.075 -19.490 2.406 702 | 117 -11.098 -19.047 1.855 703 | 118 -10.837 -19.730 1.186 704 | 119 -11.526 -20.783 1.263 705 | 120 -11.793 -20.652 0.775 706 | 121 -12.673 -19.962 1.152 707 | 122 -12.730 -19.787 1.090 708 | 123 -12.392 -18.526 1.031 709 | 124 -11.692 -17.355 1.239 710 | 125 -11.594 -16.321 0.840 711 | 126 -11.010 -16.922 0.239 712 | 127 -10.641 -17.940 0.512 713 | 128 -10.997 -18.863 0.001 714 | 129 -12.366 -18.627 -0.173 715 | 130 -13.572 -18.428 -0.150 716 | 131 -13.929 -18.525 0.925 717 | 132 -14.773 -17.917 1.263 718 | 133 -14.801 -17.372 2.254 719 | 134 -13.709 -17.101 2.515 720 | 135 -13.184 -17.944 2.086 721 | 136 -13.633 -17.110 0.984 722 | 137 -13.076 -17.003 -0.040 723 | 138 -12.727 -17.209 1.118 724 | 139 -12.475 -17.017 2.549 725 | 140 -13.043 -16.295 3.120 726 | 141 -13.209 -15.710 2.293 727 | 142 -12.607 -15.832 1.882 728 | 143 -11.478 -15.626 2.093 729 | 144 -11.364 -14.570 2.795 730 | 145 -11.215 -12.247 3.550 731 | 146 -10.947 -11.978 2.627 732 | 147 -10.261 -12.810 2.704 733 | 148 -10.355 -13.380 3.665 734 | 149 -11.032 -13.248 4.261 735 | 150 -11.738 -13.177 5.017 736 | 151 -11.702 -12.118 5.297 737 | 152 -10.909 -11.381 4.939 738 | 153 -10.996 -10.399 4.692 739 | 154 -10.882 -9.389 4.928 740 | 155 -10.386 -8.915 5.746 741 | 156 -9.736 -9.394 6.425 742 | 157 -9.351 -10.303 6.651 743 | 158 -8.795 -10.974 7.290 744 | 159 -7.699 -11.217 7.249 745 | 160 -6.959 -10.673 6.644 746 | 161 -6.864 -9.628 6.614 747 | 162 -7.619 -9.510 7.243 748 | 163 -8.412 -9.998 7.924 749 | 164 -8.216 -10.966 8.579 750 | 165 -8.854 -10.787 9.507 751 | 166 -8.359 -11.062 10.569 752 | 167 -8.309 -11.380 10.131 753 | 168 -8.074 -12.353 10.302 754 | 169 -7.561 -12.837 9.492 755 | 170 -6.934 -12.148 9.066 756 | 171 -6.386 -11.799 8.776 757 | 172 -6.290 -10.542 8.355 758 | 173 -6.622 -10.377 8.624 759 | 174 -6.889 -10.412 9.568 760 | 175 -5.613 -10.219 9.828 761 | 176 -5.223 -10.056 10.506 762 | 177 -4.548 -10.910 10.077 763 | 178 -3.648 -11.417 10.324 764 | 179 -3.831 -10.479 11.086 765 | 180 -4.525 -10.900 11.899 766 | 181 -5.343 -11.156 11.310 767 | 182 -6.003 -11.674 10.747 768 | 183 -5.268 -12.111 10.334 769 | 184 -4.882 -13.061 10.081 770 | 185 -5.839 -13.527 9.464 771 | 186 -6.278 -13.551 9.498 772 | 187 -6.672 -13.417 10.602 773 | 188 -6.642 -12.724 11.547 774 | 189 -6.443 -12.202 12.513 775 | 190 -5.686 -11.890 13.139 776 | 191 -5.974 -10.994 13.504 777 | 192 -7.108 -10.877 13.144 778 | 193 -6.936 -10.491 12.054 779 | 194 -7.869 -10.837 12.008 780 | 195 -8.000 -11.589 12.885 781 | 196 -8.097 -11.409 14.122 782 | 197 -7.494 -11.108 14.577 783 | 198 -6.907 -10.292 14.903 784 | 199 -6.869 -9.867 14.815 785 | 200 -7.600 -9.887 13.966 786 | 201 -7.897 -8.904 13.964 787 | 202 -8.181 -9.630 13.187 788 | 203 -8.698 -9.235 12.391 789 | 204 -8.672 -10.138 12.987 790 | 205 -9.394 -10.186 13.745 791 | 206 -9.687 -9.262 14.265 792 | 207 -10.038 -8.417 13.852 793 | 208 -10.772 -8.227 13.116 794 | 209 -10.832 -8.618 12.227 795 | 210 -10.477 -9.333 11.607 796 | 211 -9.887 -10.273 11.374 797 | 212 -10.445 -10.701 10.551 798 | 213 -11.271 -10.090 10.124 799 | 214 -11.749 -9.824 11.063 800 | 215 -12.638 -9.825 11.549 801 | 216 -13.667 -9.885 11.507 802 | 217 -14.651 -9.773 11.253 803 | 218 -15.438 -9.557 10.582 804 | 219 -15.918 -10.006 9.740 805 | 220 -16.314 -10.458 8.909 806 | 221 -16.895 -10.557 8.074 807 | 222 -17.823 -10.692 7.668 808 | 223 -18.784 -10.369 7.531 809 | 224 -19.703 -10.197 7.050 810 | 225 -20.726 -10.289 6.982 811 | 226 -21.652 -10.533 7.110 812 | 227 -22.496 -10.788 7.602 813 | 228 -23.347 -10.954 8.137 814 | 229 -23.828 -11.293 8.995 815 | 230 -24.485 -11.824 9.545 816 | 231 -24.811 -12.593 10.138 817 | 232 -24.949 -13.561 10.404 818 | 233 -24.773 -14.573 10.386 819 | 234 -24.338 -15.492 10.430 820 | 235 -23.685 -16.204 10.634 821 | 236 -22.921 -16.716 11.137 822 | 237 -22.220 -16.891 11.793 823 | 238 -21.390 -16.767 12.354 824 | 239 -20.708 -16.632 13.093 825 | 240 -19.957 -16.478 13.731 826 | 241 -19.073 -16.528 14.180 827 | 242 -18.228 -16.816 14.616 828 | 243 -17.284 -17.163 14.768 829 | 244 -16.560 -17.830 14.866 830 | 245 -15.656 -18.096 15.408 831 | 246 -15.339 -19.149 15.146 832 | 247 -15.972 -19.660 14.466 833 | 248 -16.872 -19.018 14.171 834 | 249 -17.523 -19.816 13.725 835 | 250 -16.821 -20.694 13.946 836 | 251 -17.075 -21.201 12.998 837 | 252 -17.929 -20.664 12.639 838 | 253 -18.965 -20.907 12.896 839 | 254 -19.231 -21.345 13.805 840 | 255 -18.629 -21.509 14.656 841 | 256 -17.581 -21.440 14.872 842 | 257 -16.886 -22.021 15.413 843 | 258 -16.212 -22.806 15.339 844 | 259 -15.611 -23.652 15.293 845 | 260 -14.798 -24.267 15.148 846 | 261 -14.500 -25.245 14.983 847 | 262 -14.729 -26.197 14.777 848 | 263 -15.166 -27.049 14.448 849 | 264 -15.514 -27.675 13.784 850 | 265 -15.979 -28.089 12.996 851 | 266 -16.184 -28.349 12.049 852 | 267 -16.163 -28.476 11.046 853 | 268 -16.081 -28.779 10.090 854 | 269 -15.827 -28.721 9.103 855 | 270 -15.636 -28.221 8.257 856 | 271 -15.107 -27.615 7.625 857 | 272 -14.287 -27.097 7.367 858 | 273 -13.448 -26.641 6.960 859 | 274 -12.392 -26.858 7.012 860 | 275 -11.986 -25.925 6.674 861 | 276 -12.898 -25.378 6.509 862 | 277 -13.888 -25.422 6.419 863 | 278 -14.812 -25.129 6.101 864 | 279 -15.588 -24.488 5.899 865 | 280 -16.458 -24.050 6.179 866 | 281 -17.104 -23.360 6.492 867 | 282 -17.538 -22.460 6.698 868 | 283 -17.820 -21.933 7.577 869 | 284 -18.003 -20.866 7.668 870 | 285 -18.149 -20.283 6.779 871 | 286 -18.288 -20.796 5.826 872 | 287 -18.027 -21.796 5.537 873 | 288 -17.983 -22.317 4.662 874 | 289 -18.335 -22.519 3.748 875 | 290 -18.943 -22.898 3.031 876 | 291 -19.642 -23.019 2.292 877 | 292 -20.185 -22.884 1.469 878 | 293 -20.865 -22.748 0.651 879 | 294 -20.333 -21.994 0.017 880 | 295 -19.455 -21.893 0.645 881 | 296 -18.501 -21.508 0.581 882 | 297 -17.464 -21.598 0.468 883 | 298 -16.974 -20.632 0.310 884 | 299 -17.010 -19.998 -0.576 885 | 300 -18.013 -19.621 -0.506 886 | 301 -18.382 -20.077 0.449 887 | 302 -18.539 -19.746 1.421 888 | 303 -19.073 -19.243 2.128 889 | 304 -19.789 -18.751 2.660 890 | 305 -20.196 -18.110 3.322 891 | 306 -20.901 -17.348 3.500 892 | 307 -21.546 -17.140 4.351 893 | 308 -21.470 -17.480 5.362 894 | 309 -20.951 -18.001 6.022 895 | 310 -20.319 -18.337 5.318 896 | 311 -19.633 -18.443 4.589 897 | 312 -18.669 -18.798 4.408 898 | 313 -17.731 -19.091 4.672 899 | 314 -16.774 -18.995 5.028 900 | 315 -15.933 -18.730 5.419 901 | 316 -15.245 -18.157 5.960 902 | 317 -14.986 -17.234 6.232 903 | 318 -14.511 -16.336 6.319 904 | 319 -14.232 -15.455 5.917 905 | 320 -14.263 -14.511 5.545 906 | 321 -14.656 -13.609 5.267 907 | 322 -15.227 -12.787 5.142 908 | 323 -15.876 -11.974 5.237 909 | 324 -16.833 -11.509 5.070 910 | 325 -16.581 -10.437 5.153 911 | 326 -15.532 -10.540 5.427 912 | 327 -14.529 -10.477 5.491 913 | 328 -13.666 -10.454 6.015 914 | 329 -12.695 -10.375 6.198 915 | 330 -11.823 -10.680 6.673 916 | 331 -11.094 -10.914 7.105 917 | 332 -10.599 -11.375 6.640 918 | 333 -9.757 -12.125 6.207 919 | 334 -8.887 -11.701 5.785 920 | 335 -7.862 -11.975 5.663 921 | 336 -7.157 -12.911 5.491 922 | 337 -7.030 -13.190 6.266 923 | 338 -6.171 -13.831 6.073 924 | 339 -5.443 -13.615 6.213 925 | 340 -4.202 -14.443 6.580 926 | 341 -4.667 -15.234 6.470 927 | 342 -5.277 -15.104 6.503 928 | 343 -6.254 -15.676 6.155 929 | 344 -6.136 -15.302 5.232 930 | 345 -5.491 -14.766 4.615 931 | 346 -5.054 -15.802 4.574 932 | 347 -4.994 -16.005 3.573 933 | 348 -3.968 -15.633 3.428 934 | 349 -3.949 -14.540 3.693 935 | 350 -2.903 -14.249 3.452 936 | 351 -2.931 -14.254 2.330 937 | 352 -3.587 -13.500 2.023 938 | 353 -4.356 -13.822 1.054 939 | 354 -5.037 -14.467 0.387 940 | 355 -5.073 -14.562 -0.628 941 | 356 -4.921 -13.775 -0.764 942 | 357 -4.562 -12.855 -0.314 943 | 358 -4.324 -12.700 -0.118 944 | 359 -4.040 -12.011 0.506 945 | 360 -4.498 -11.482 1.312 946 | 361 -4.109 -10.444 1.156 947 | 362 -3.633 -10.562 0.217 948 | 363 -2.831 -10.155 -0.298 949 | 364 -3.359 -9.265 -0.213 950 | 365 -3.906 -8.497 -0.074 951 | 366 -4.759 -7.897 -0.099 952 | 367 -4.962 -6.882 -0.197 953 | 368 -5.840 -7.052 -0.569 954 | 369 -6.427 -7.972 -0.734 955 | 370 -5.832 -8.809 -0.503 956 | 371 -5.698 -9.802 -0.159 957 | 372 -5.469 -10.743 -0.504 958 | 373 -5.179 -11.178 -1.364 959 | 374 -5.682 -11.903 -0.839 960 | 375 -6.709 -12.139 -0.970 961 | 376 -7.484 -12.723 -0.984 962 | 377 -7.722 -13.787 -0.925 963 | 378 -7.279 -14.348 -0.024 964 | 379 -6.437 -14.699 0.771 965 | 380 -6.444 -15.679 1.122 966 | 381 -5.906 -16.257 1.945 967 | 382 -4.862 -15.901 1.760 968 | 383 -4.918 -14.769 1.988 969 | 384 -5.917 -14.306 2.149 970 | 385 -6.558 -14.725 2.893 971 | 386 -7.172 -15.148 3.651 972 | 387 -6.464 -15.957 3.392 973 | 388 -7.037 -16.196 4.407 974 | 389 -7.879 -15.586 5.077 975 | 390 -9.508 -17.135 4.704 976 | 391 -10.542 -17.427 5.494 977 | 392 -11.138 -18.001 6.321 978 | 393 -10.886 -18.723 6.145 979 | 394 -9.990 -18.645 5.243 980 | 395 -9.343 -18.879 4.214 981 | 396 -9.681 -19.146 4.898 982 | 397 -9.549 -19.862 5.748 983 | 398 -9.096 -19.845 5.962 984 | 399 -10.066 -20.412 5.811 985 | 400 -10.569 -20.006 4.759 986 | 401 -11.587 -19.469 4.352 987 | 402 -11.381 -20.507 3.584 988 | 403 -10.402 -20.414 2.867 989 | 404 -9.258 -19.858 2.556 990 | 405 -8.043 -19.990 2.247 991 | 406 -8.264 -20.194 2.393 992 | 407 -8.883 -20.557 1.377 993 | 408 -9.249 -20.597 0.895 994 | 409 -10.158 -20.492 0.351 995 | 410 -10.141 -21.062 1.219 996 | 411 -10.536 -21.971 1.506 997 | 412 -9.695 -22.818 1.554 998 | 413 -8.577 -23.153 1.598 999 | 414 -8.500 -23.855 2.551 1000 | 415 -7.594 -23.640 3.337 1001 | 416 -8.276 -23.366 4.200 1002 | 417 -9.298 -22.975 3.852 1003 | 418 -9.196 -22.150 3.196 1004 | 419 -8.477 -21.511 2.669 1005 | 420 -7.849 -22.093 1.945 1006 | 421 -7.041 -22.570 2.310 1007 | 422 -7.150 -23.210 1.576 1008 | 423 -6.975 -23.829 1.563 1009 | 424 -7.185 -24.931 2.140 1010 | 425 -6.937 -25.349 3.210 1011 | 426 -7.087 -25.153 4.335 1012 | 427 -6.359 -24.290 4.644 1013 | 428 -5.988 -24.648 3.685 1014 | 429 -5.838 -23.861 2.920 1015 | 430 -5.696 -23.903 2.307 1016 | 431 -5.517 -25.066 1.733 1017 | 432 -5.082 -24.822 0.714 1018 | 433 -6.067 -24.562 0.118 1019 | 434 -5.399 -23.743 0.473 1020 | 435 -4.752 -23.499 1.450 1021 | 436 -4.425 -24.345 2.445 1022 | 437 -3.645 -24.030 1.819 1023 | 438 -4.406 -23.442 1.444 1024 | 439 -5.142 -22.734 2.029 1025 | 440 -4.874 -21.654 2.216 1026 | 441 -4.494 -22.088 2.739 1027 | 442 -4.142 -22.552 3.125 1028 | 443 -3.782 -22.971 3.391 1029 | 444 -3.133 -23.736 3.588 1030 | 445 -3.729 -23.958 4.551 1031 | 446 -4.790 -23.571 4.584 1032 | 447 -5.456 -22.863 4.606 1033 | 448 -5.556 -22.747 4.096 1034 | 449 -5.392 -22.198 3.069 1035 | 450 -4.908 -20.855 2.956 1036 | 451 -4.108 -20.465 2.100 1037 | 452 -3.467 -20.157 1.428 1038 | 453 -3.516 -19.403 1.662 1039 | 454 -4.425 -19.778 2.269 1040 | 455 -5.431 -19.656 1.843 1041 | 456 -6.295 -19.573 2.480 1042 | 457 -5.930 -19.336 3.681 1043 | 458 -5.770 -19.971 4.425 1044 | 459 -6.939 -19.584 4.173 1045 | 460 -8.061 -19.235 3.592 1046 | 461 -8.130 -18.882 2.821 1047 | 462 -7.212 -18.114 2.987 1048 | 463 -7.001 -17.961 3.980 1049 | 464 -7.635 -19.983 5.315 1050 | 465 -8.014 -20.806 6.188 1051 | 466 -8.002 -20.801 5.523 1052 | 467 -7.619 -21.336 4.428 1053 | 468 -6.665 -21.193 3.544 1054 | 469 -7.009 -20.708 3.657 1055 | 470 -7.614 -19.685 4.587 1056 | 471 -8.373 -20.585 4.371 1057 | 472 -9.517 -20.697 4.184 1058 | 473 -9.573 -20.491 4.399 1059 | 474 -8.915 -21.642 5.005 1060 | 475 -7.610 -21.385 5.287 1061 | 476 -6.291 -20.909 5.490 1062 | 477 -6.351 -19.953 6.069 1063 | 478 -7.873 -19.561 6.765 1064 | 479 -8.622 -19.281 7.758 1065 | 480 -7.630 -19.018 7.999 1066 | 481 -6.676 -18.953 7.563 1067 | 482 -7.041 -18.200 7.126 1068 | 483 -7.745 -18.868 6.163 1069 | 484 -8.004 -18.359 5.291 1070 | 485 -8.695 -18.047 6.127 1071 | 486 -9.317 -18.460 7.093 1072 | 487 -8.573 -18.082 6.443 1073 | 488 -6.745 -18.461 5.421 1074 | 489 -5.946 -17.487 5.982 1075 | 490 -4.928 -17.058 6.068 1076 | 491 -4.439 -17.867 5.719 1077 | 492 -3.656 -18.591 5.759 1078 | 493 -3.151 -18.504 5.147 1079 | 494 -4.387 -18.864 4.830 1080 | 495 -4.611 -19.236 3.858 1081 | 496 -4.151 -19.675 4.656 1082 | 497 -3.851 -19.752 3.454 1083 | 498 -3.524 -18.589 3.840 1084 | 499 -3.831 -17.637 4.463 1085 | 500 -4.612 -17.864 3.794 1086 | 501 -5.661 -17.590 4.000 1087 | 502 -5.722 -17.630 4.639 1088 | 503 -5.443 -18.553 5.008 1089 | 504 -5.381 -19.022 5.908 1090 | 505 -4.876 -19.700 6.652 1091 | 506 -5.139 -20.627 7.047 1092 | 507 -5.583 -21.454 7.434 1093 | 508 -5.710 -22.336 7.868 1094 | 509 -5.583 -23.142 8.482 1095 | 510 -5.752 -23.997 9.001 1096 | 511 -6.316 -24.693 9.406 1097 | 512 -6.834 -25.309 10.069 1098 | 513 -7.382 -25.282 10.940 1099 | 514 -7.850 -24.645 11.608 1100 | 515 -8.896 -24.793 11.810 1101 | 516 -8.631 -25.734 11.399 1102 | 517 -9.205 -26.559 10.973 1103 | 518 -10.131 -26.550 10.562 1104 | 519 -10.788 -25.668 10.430 1105 | 520 -10.547 -24.671 10.613 1106 | 521 -9.714 -24.069 10.889 1107 | 522 -9.197 -23.206 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7.496 1170 | 585 -4.712 -18.547 8.341 1171 | 586 -3.608 -18.011 8.366 1172 | 587 -4.165 -18.626 8.604 1173 | 588 -5.155 -18.966 9.162 1174 | 589 -5.045 -19.950 8.815 1175 | 590 -4.935 -20.893 9.247 1176 | 591 -4.112 -20.843 8.558 1177 | 592 -3.548 -21.033 8.081 1178 | 593 -3.451 -19.956 8.208 1179 | 594 -3.049 -19.537 7.295 1180 | 595 -2.438 -18.689 7.270 1181 | 596 -1.749 -18.705 8.201 1182 | 597 -1.704 -19.732 8.757 1183 | 598 -1.730 -20.859 8.886 1184 | 599 -2.525 -21.308 9.570 1185 | 600 -3.189 -20.503 10.104 1186 | 601 -2.925 -19.577 9.498 1187 | 602 -2.000 -19.386 10.013 1188 | 603 -1.985 -20.232 10.753 1189 | 604 -2.327 -20.354 11.712 1190 | 605 -1.508 -19.706 11.934 1191 | 606 -0.943 -21.211 12.042 1192 | 607 -1.445 -21.107 12.937 1193 | 608 -1.232 -19.884 13.206 1194 | 609 -1.633 -19.993 14.152 1195 | 610 -1.787 -19.959 15.153 1196 | 611 -2.314 -19.180 15.697 1197 | 612 -3.437 -19.661 15.780 1198 | 613 -3.407 -19.139 16.484 1199 | 614 -3.401 -18.349 16.622 1200 | 615 -4.035 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1291 | 706 -2.073 -13.386 5.101 1292 | 707 -1.580 -14.527 4.774 1293 | 708 -2.432 -15.224 4.801 1294 | 709 -3.534 -15.271 5.680 1295 | 710 -2.959 -15.755 5.760 1296 | 711 -2.872 -15.204 6.789 1297 | 712 -3.307 -16.157 6.939 1298 | 713 -2.382 -15.680 6.680 1299 | 714 -1.773 -15.738 7.575 1300 | 715 -1.014 -15.706 8.484 1301 | 716 -1.444 -16.763 8.657 1302 | 717 -1.117 -16.806 9.150 1303 | 718 -0.309 -16.437 9.889 1304 | 719 -0.737 -16.881 10.754 1305 | 720 -1.801 -16.744 10.813 1306 | 721 -2.487 -16.380 11.572 1307 | 722 -1.756 -16.090 12.514 1308 | 723 -1.059 -15.409 11.844 1309 | 724 -1.781 -14.904 11.180 1310 | 725 -2.310 -14.604 12.304 1311 | 726 -2.851 -15.417 12.571 1312 | 727 -3.037 -14.817 13.579 1313 | 728 -3.777 -14.200 14.413 1314 | 729 -4.679 -14.879 14.659 1315 | 730 -4.297 -15.838 14.554 1316 | 731 -2.976 -16.281 14.594 1317 | 732 -2.525 -16.914 14.487 1318 | 733 -2.435 -17.922 14.362 1319 | 734 -1.727 -18.230 14.063 1320 | 735 -1.402 -17.807 14.405 1321 | 736 -0.605 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1352 | 767 0.281 -18.177 16.664 1353 | 768 0.140 -19.553 16.955 1354 | 769 0.535 -19.934 17.905 1355 | 770 0.228 -19.299 18.836 1356 | 771 -0.420 -18.481 18.378 1357 | 772 -1.398 -19.192 18.073 1358 | 773 -1.590 -19.062 17.048 1359 | 774 -1.339 -18.407 16.057 1360 | 775 -1.840 -17.741 16.873 1361 | 776 -2.301 -16.866 16.371 1362 | 777 -2.585 -16.083 16.332 1363 | 778 -3.437 -17.028 16.849 1364 | 779 -4.194 -16.946 17.581 1365 | 780 -4.523 -17.977 17.426 1366 | 781 -4.555 -18.008 17.675 1367 | 782 -3.537 -17.336 19.002 1368 | 783 -2.806 -17.997 18.591 1369 | 784 -2.536 -17.871 19.593 1370 | 785 -2.063 -17.730 19.979 1371 | 786 -0.843 -17.476 19.989 1372 | 787 -0.097 -16.897 20.523 1373 | 788 0.319 -15.942 20.241 1374 | 789 0.877 -15.012 20.647 1375 | 790 1.001 -14.095 19.992 1376 | 791 0.023 -14.640 19.842 1377 | 792 -0.688 -15.149 19.054 1378 | 793 -1.456 -15.849 19.599 1379 | 794 -2.393 -16.395 19.335 1380 | 795 -2.670 -16.107 18.282 1381 | 796 -2.971 -15.577 17.445 1382 | 797 -3.176 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15.487 1413 | 828 0.884 -15.458 15.060 1414 | 829 1.051 -14.729 15.056 1415 | 830 1.082 -13.566 15.298 1416 | 831 1.906 -12.985 15.171 1417 | 832 2.620 -13.656 14.946 1418 | 833 2.551 -14.656 14.300 1419 | 834 1.905 -17.019 15.549 1420 | 835 1.778 -18.547 14.312 1421 | 836 1.122 -19.501 13.436 1422 | 837 0.176 -18.966 13.242 1423 | 838 0.667 -18.414 12.446 1424 | 839 1.141 -18.641 11.654 1425 | 840 0.965 -19.744 11.966 1426 | 841 0.421 -19.492 11.758 1427 | 842 -0.373 -19.646 11.287 1428 | 843 0.258 -20.316 11.983 1429 | 844 1.378 -20.123 12.017 1430 | 845 2.443 -20.594 12.627 1431 | 846 2.572 -20.682 13.030 1432 | 847 3.655 -20.003 12.700 1433 | 848 3.950 -18.753 13.130 1434 | 849 3.861 -18.186 13.543 1435 | 850 3.041 -18.207 14.380 1436 | 851 3.620 -17.701 14.250 1437 | 852 2.981 -16.865 13.853 1438 | 853 2.250 -17.350 12.882 1439 | 854 2.788 -17.511 11.985 1440 | 855 3.757 -17.468 12.398 1441 | 856 3.675 -16.771 13.288 1442 | 857 2.323 -16.565 13.557 1443 | 858 1.491 -16.099 14.091 1444 | 859 1.940 -16.792 15.263 1445 | 860 2.679 -17.615 15.922 1446 | 861 2.960 -18.744 15.881 1447 | 862 2.552 -18.815 16.089 1448 | 863 1.446 -19.473 15.973 1449 | 864 1.249 -18.738 15.113 1450 | 865 0.950 -18.319 16.004 1451 | 866 1.632 -18.517 17.291 1452 | 867 1.851 -19.379 17.879 1453 | 868 2.653 -20.023 17.685 1454 | 869 3.049 -20.145 16.728 1455 | 870 2.750 -20.029 15.775 1456 | 871 1.993 -19.650 15.069 1457 | 872 1.860 -18.506 14.362 1458 | 873 1.312 -17.501 13.791 1459 | 874 0.740 -16.951 14.496 1460 | 875 0.268 -17.886 14.814 1461 | 876 -0.216 -18.951 14.945 1462 | 877 0.020 -19.014 13.908 1463 | 878 0.153 -20.234 13.227 1464 | 879 -0.015 -20.988 14.070 1465 | 880 0.415 -20.514 14.881 1466 | 881 1.427 -20.639 14.430 1467 | 882 1.732 -21.547 13.851 1468 | 883 1.403 -21.766 12.831 1469 | 884 0.545 -21.863 11.925 1470 | 885 1.029 -21.651 10.849 1471 | 886 1.513 -21.073 9.913 1472 | 887 1.215 -20.609 9.030 1473 | 888 0.202 -20.206 9.001 1474 | 889 0.099 -19.069 8.859 1475 | 890 0.511 -18.813 9.835 1476 | 891 1.529 -19.143 10.064 1477 | 892 1.960 -19.371 8.887 1478 | 893 2.419 -19.900 9.441 1479 | 894 3.196 -18.901 10.080 1480 | 895 2.819 -17.845 10.156 1481 | 896 3.550 -17.040 10.375 1482 | 897 4.458 -17.461 10.032 1483 | 898 4.726 -17.127 8.979 1484 | 899 3.961 -16.589 8.485 1485 | 900 2.938 -16.383 8.714 1486 | 901 1.905 -16.884 8.700 1487 | 902 1.154 -17.423 9.133 1488 | 903 0.413 -16.996 8.294 1489 | 904 0.598 -16.761 8.122 1490 | 905 1.201 -15.899 8.325 1491 | 906 1.795 -15.469 7.452 1492 | 907 0.972 -15.604 6.850 1493 | 908 0.057 -15.993 7.171 1494 | 909 -0.219 -16.226 6.732 1495 | 910 -1.192 -16.960 6.065 1496 | 911 -0.844 -17.313 6.798 1497 | 912 -0.686 -17.961 6.694 1498 | 913 -1.298 -18.746 6.815 1499 | 914 -1.648 -19.210 6.022 1500 | 915 -1.731 -19.699 4.946 1501 | 916 -1.844 -19.769 3.908 1502 | 917 -2.195 -20.762 3.941 1503 | 918 -2.503 -21.958 4.072 1504 | 919 -2.759 -22.950 4.927 1505 | 920 -2.193 -23.403 5.599 1506 | 921 -1.241 -23.532 5.953 1507 | 922 -0.333 -23.223 5.990 1508 | 923 -0.418 -22.971 5.028 1509 | 924 0.550 -22.636 4.433 1510 | 925 0.569 -23.352 3.468 1511 | 926 -0.201 -23.494 3.302 1512 | 927 -0.972 -23.203 3.947 1513 | 928 -0.863 -22.226 3.297 1514 | 929 -1.359 -22.106 4.302 1515 | 930 -2.391 -21.432 4.643 1516 | 931 -3.640 -21.427 4.585 1517 | 932 -4.279 -21.157 4.314 1518 | 933 -4.181 -21.048 5.494 1519 | 934 -4.692 -21.885 5.173 1520 | 935 -4.804 -22.210 5.847 1521 | 936 -4.009 -22.437 6.673 1522 | 937 -3.143 -21.851 6.461 1523 | 938 -2.248 -22.272 7.206 1524 | 939 -1.152 -22.113 7.480 1525 | 940 -0.324 -21.270 7.015 1526 | 941 0.013 -20.762 7.148 1527 | 942 -0.685 -19.880 7.054 1528 | 943 -1.737 -20.034 6.912 1529 | 944 -2.095 -20.911 6.344 1530 | 945 -1.158 -21.312 5.889 1531 | 946 -0.400 -21.034 5.317 1532 | 947 0.348 -21.259 4.666 1533 | 948 0.267 -21.526 3.570 1534 | 949 -0.186 -20.780 3.423 1535 | 950 0.253 -19.912 4.083 1536 | 951 0.527 -19.275 4.992 1537 | 952 -0.105 -18.553 5.402 1538 | 953 0.495 -18.833 6.035 1539 | 954 1.539 -19.302 6.058 1540 | 955 0.937 -20.135 6.278 1541 | 956 0.794 -19.698 7.319 1542 | 957 0.784 -18.632 7.497 1543 | 958 1.277 -18.084 6.749 1544 | 959 1.842 -17.325 6.790 1545 | 960 2.234 -16.753 6.956 1546 | 961 1.436 -17.304 6.782 1547 | 962 0.932 -17.147 5.838 1548 | 963 1.682 -16.198 5.331 1549 | 964 2.847 -15.521 5.846 1550 | 965 3.287 -16.286 6.645 1551 | 966 2.709 -16.516 6.043 1552 | 967 2.372 -17.466 5.606 1553 | 968 2.884 -18.473 5.976 1554 | 969 3.686 -17.837 6.660 1555 | 970 3.105 -17.996 7.350 1556 | 971 2.656 -18.149 8.352 1557 | 972 3.378 -18.872 8.134 1558 | 973 2.733 -19.442 7.527 1559 | 974 3.442 -19.977 6.654 1560 | 975 2.433 -19.182 6.165 1561 | 976 1.846 -18.349 5.216 1562 | 977 2.597 -17.345 5.205 1563 | 978 3.584 -14.827 5.481 1564 | 979 5.431 -13.110 5.452 1565 | 980 4.950 -13.390 6.302 1566 | 981 4.204 -14.578 6.501 1567 | 982 4.110 -14.360 5.447 1568 | 983 4.234 -13.441 5.627 1569 | 984 3.810 -14.152 6.502 1570 | 985 3.957 -14.528 7.689 1571 | 986 2.635 -13.863 7.925 1572 | 987 1.851 -13.619 8.296 1573 | 988 1.251 -13.927 8.590 1574 | 989 0.852 -14.856 8.097 1575 | 990 0.428 -15.243 9.285 1576 | 991 0.451 -14.662 9.224 1577 | 992 0.373 -13.624 9.985 1578 | 993 -0.627 -13.539 10.930 1579 | 994 -0.276 -14.405 10.468 1580 | 995 0.437 -14.334 11.160 1581 | 996 0.616 -14.853 11.365 1582 | 997 0.772 -15.607 10.730 1583 | 998 1.508 -16.354 10.744 1584 | 999 1.384 -16.429 11.813 1585 | 1000 2.019 -15.640 12.246 1586 | 1001 3.052 -15.721 11.727 1587 | 1002 2.613 -15.347 10.850 1588 | 1003 2.030 -14.621 10.125 1589 | 1004 2.946 -14.514 9.392 1590 | 1005 2.147 -14.330 10.205 1591 | 1006 2.232 -13.436 10.771 1592 | 1007 2.371 -14.028 11.517 1593 | 1008 2.502 -14.254 12.532 1594 | 1009 2.648 -14.531 13.518 1595 | 1010 3.618 -14.912 12.707 1596 | 1011 3.489 -13.940 13.191 1597 | 1012 4.449 -13.643 13.551 1598 | 1013 3.852 -13.943 13.633 1599 | 1014 3.881 -15.094 13.484 1600 | 1015 5.048 -15.115 13.301 1601 | 1016 5.473 -15.984 13.842 1602 | 1017 4.741 -16.071 14.062 1603 | 1018 4.051 -15.294 14.519 1604 | 1019 3.370 -16.050 15.114 1605 | 1020 3.218 -16.062 15.185 1606 | 1021 2.611 -15.295 15.935 1607 | 1022 2.918 -14.461 15.877 1608 | 1023 4.057 -14.082 15.900 1609 | 1024 4.449 -13.603 16.741 1610 | 1025 3.650 -14.097 17.549 1611 | 1026 4.230 -13.172 15.685 1612 | 1027 5.048 -13.707 14.962 1613 | 1028 5.612 -13.410 15.944 1614 | 1029 6.709 -13.422 15.580 1615 | 1030 7.150 -13.961 16.344 1616 | 1031 7.237 -15.028 16.685 1617 | 1032 8.059 -14.290 17.239 1618 | 1033 9.102 -15.089 17.704 1619 | 1034 9.516 -15.395 16.695 1620 | 1035 8.705 -16.116 16.756 1621 | 1036 8.220 -15.975 17.672 1622 | 1037 7.854 -16.523 17.785 1623 | 1038 7.048 -17.312 18.496 1624 | 1039 7.721 -17.687 19.327 1625 | 1040 7.799 -16.622 19.613 1626 | 1041 7.087 -16.154 18.643 1627 | 1042 7.161 -15.164 18.786 1628 | 1043 8.081 -14.818 18.788 1629 | 1044 8.243 -14.831 19.493 1630 | 1045 7.479 -14.715 19.910 1631 | 1046 6.433 -13.790 19.766 1632 | 1047 5.543 -14.480 19.921 1633 | 1048 5.813 -15.226 19.344 1634 | 1049 6.606 -14.886 18.522 1635 | 1050 6.448 -14.030 18.217 1636 | 1051 6.346 -12.745 18.377 1637 | 1052 5.515 -12.201 18.722 1638 | 1053 5.214 -11.780 17.667 1639 | 1054 4.904 -11.884 17.028 1640 | 1055 4.432 -12.373 17.843 1641 | 1056 4.369 -11.709 18.740 1642 | 1057 3.620 -11.025 17.844 1643 | 1058 2.986 -11.085 18.081 1644 | 1059 2.533 -12.171 18.429 1645 | 1060 2.088 -11.781 17.402 1646 | 1061 1.961 -10.625 17.241 1647 | 1062 2.657 -10.851 16.641 1648 | 1063 3.175 -11.625 16.079 1649 | 1064 3.015 -12.291 16.998 1650 | 1065 2.880 -13.276 17.087 1651 | 1066 3.429 -14.309 17.441 1652 | 1067 4.127 -15.855 17.086 1653 | 1068 4.328 -16.079 18.224 1654 | 1069 5.264 -16.532 18.369 1655 | 1070 6.016 -16.320 17.401 1656 | 1071 5.879 -16.660 17.032 1657 | 1072 4.603 -17.288 16.843 1658 | 1073 4.420 -17.369 16.050 1659 | 1074 5.192 -16.658 15.629 1660 | 1075 5.187 -16.056 15.766 1661 | 1076 5.291 -15.505 15.636 1662 | 1077 4.520 -15.024 16.387 1663 | 1078 4.101 -15.443 16.804 1664 | 1079 3.295 -16.237 17.157 1665 | 1080 3.209 -16.843 17.465 1666 | 1081 2.938 -16.062 18.237 1667 | 1082 3.412 -15.316 18.859 1668 | 1083 3.431 -14.867 19.856 1669 | 1084 2.840 -13.899 19.776 1670 | 1085 2.275 -13.716 18.907 1671 | 1086 1.802 -14.796 18.976 1672 | 1087 1.096 -15.438 18.517 1673 | 1088 0.469 -14.810 17.978 1674 | 1089 1.103 -15.580 18.680 1675 | 1090 1.763 -16.071 19.564 1676 | 1091 2.955 -16.674 19.474 1677 | 1092 4.090 -17.409 19.135 1678 | 1093 5.585 -17.373 18.026 1679 | 1094 6.328 -18.269 18.016 1680 | 1095 7.451 -17.763 17.474 1681 | 1096 8.003 -18.778 17.684 1682 | 1097 7.758 -19.539 16.939 1683 | 1098 9.055 -19.800 16.956 1684 | 1099 9.273 -19.377 18.052 1685 | 1100 10.019 -19.377 18.892 1686 | 1101 10.898 -18.666 19.080 1687 | 1102 11.221 -17.950 18.274 1688 | 1103 11.633 -17.146 17.336 1689 | 1104 11.383 -17.889 16.412 1690 | 1105 10.898 -16.936 16.211 1691 | 1106 9.905 -17.359 16.223 1692 | 1107 10.265 -18.335 16.828 1693 | 1108 10.881 -19.117 17.184 1694 | 1109 11.896 -18.830 17.584 1695 | 1110 12.828 -19.082 17.044 1696 | 1111 13.413 -18.488 16.085 1697 | 1112 13.263 -17.469 16.441 1698 | 1113 12.312 -17.029 15.629 1699 | 1114 12.088 -16.516 15.409 1700 | 1115 11.402 -16.402 14.380 1701 | 1116 11.522 -16.702 14.374 1702 | 1117 11.456 -15.653 13.994 1703 | 1118 12.156 -14.935 14.569 1704 | 1119 13.250 -14.516 15.005 1705 | 1120 13.197 -14.476 14.970 1706 | 1121 12.868 -15.554 14.620 1707 | 1122 13.505 -16.089 14.983 1708 | 1123 14.509 -15.630 15.271 1709 | 1124 14.899 -15.874 16.394 1710 | 1125 15.292 -16.421 17.459 1711 | 1126 14.926 -17.518 17.174 1712 | 1127 15.769 -17.624 16.449 1713 | 1128 16.087 -16.718 15.970 1714 | 1129 15.887 -16.512 14.899 1715 | 1130 16.670 -16.610 14.382 1716 | 1131 16.754 -17.341 14.141 1717 | 1132 15.785 -17.732 13.855 1718 | 1133 15.691 -17.985 14.583 1719 | 1134 15.315 -18.677 15.550 1720 | 1135 14.421 -18.804 16.412 1721 | 1136 13.253 -17.220 17.393 1722 | 1137 13.176 -16.163 18.004 1723 | 1138 13.916 -16.196 16.989 1724 | 1139 13.805 -16.414 16.312 1725 | 1140 14.496 -17.243 15.891 1726 | 1141 14.117 -17.391 14.826 1727 | 1142 14.562 -17.223 14.414 1728 | 1143 14.382 -16.583 13.531 1729 | 1144 14.479 -17.473 12.958 1730 | 1145 14.341 -17.073 12.017 1731 | 1146 14.295 -17.942 12.463 1732 | 1147 14.251 -18.737 13.276 1733 | 1148 13.409 -18.597 14.107 1734 | 1149 13.243 -17.568 14.452 1735 | 1150 12.604 -16.761 14.076 1736 | 1151 12.930 -16.953 13.571 1737 | 1152 13.075 -17.474 12.535 1738 | 1153 12.867 -17.297 11.472 1739 | 1154 12.618 -17.375 10.271 1740 | 1155 13.402 -18.161 10.063 1741 | 1156 13.951 -17.267 9.502 1742 | 1157 14.980 -17.591 9.551 1743 | 1158 15.154 -18.588 9.223 1744 | 1159 14.496 -18.463 8.167 1745 | 1160 14.091 -18.329 7.860 1746 | 1161 13.147 -18.018 7.948 1747 | 1162 12.096 -17.518 8.058 1748 | 1163 11.480 -16.660 8.778 1749 | 1164 11.731 -15.742 8.180 1750 | 1165 12.303 -15.574 7.952 1751 | 1166 12.958 -15.975 8.892 1752 | 1167 12.757 -16.336 9.470 1753 | 1168 12.689 -17.530 9.187 1754 | 1169 11.815 -18.231 9.405 1755 | 1170 10.893 -18.462 9.830 1756 | 1171 10.806 -17.463 9.605 1757 | 1172 11.333 -16.954 10.498 1758 | 1173 11.952 -18.135 10.789 1759 | 1174 11.987 -18.802 10.440 1760 | 1175 11.519 -19.572 11.001 1761 | 1176 10.887 -20.576 11.156 1762 | 1177 10.667 -21.624 11.647 1763 | 1178 9.732 -21.724 12.169 1764 | 1179 9.191 -22.472 12.907 1765 | 1180 8.257 -22.955 13.379 1766 | 1181 8.191 -22.752 14.460 1767 | 1182 8.342 -22.064 15.446 1768 | 1183 7.762 -22.864 16.158 1769 | 1184 7.981 -22.874 17.196 1770 | 1185 8.226 -21.815 17.457 1771 | 1186 8.105 -21.244 16.558 1772 | 1187 8.268 -20.389 15.798 1773 | 1188 8.532 -19.682 15.011 1774 | 1189 9.121 -20.594 15.581 1775 | 1190 10.116 -20.358 16.008 1776 | 1191 9.953 -21.099 15.296 1777 | 1192 9.238 -21.375 14.297 1778 | 1193 9.428 -21.555 13.970 1779 | 1194 10.079 -22.422 13.951 1780 | 1195 10.003 -21.936 12.963 1781 | 1196 8.930 -21.881 12.113 1782 | 1197 7.902 -22.046 12.411 1783 | 1198 7.738 -21.906 12.546 1784 | 1199 8.730 -22.845 11.146 1785 | 1200 9.364 -23.281 8.986 1786 | 1201 9.527 -24.161 9.371 1787 | 1202 9.707 -24.901 10.061 1788 | 1203 10.086 -25.543 10.715 1789 | 1204 10.674 -26.136 11.303 1790 | 1205 11.640 -26.419 11.422 1791 | 1206 12.676 -26.390 11.390 1792 | 1207 13.629 -26.274 11.818 1793 | 1208 14.522 -26.369 11.110 1794 | 1209 14.169 -26.377 10.076 1795 | 1210 13.019 -26.417 9.960 1796 | 1211 12.569 -26.932 9.139 1797 | 1212 13.132 -27.497 8.363 1798 | 1213 14.195 -27.728 8.638 1799 | 1214 14.728 -26.799 9.039 1800 | 1215 14.803 -25.970 8.318 1801 | 1216 14.184 -25.974 7.447 1802 | 1217 13.336 -26.654 7.253 1803 | 1218 13.529 -27.331 6.354 1804 | 1219 14.505 -27.140 5.945 1805 | 1220 15.073 -26.340 6.398 1806 | 1221 16.015 -26.038 6.578 1807 | 1222 17.051 -25.861 6.517 1808 | 1223 17.899 -25.315 6.624 1809 | 1224 18.607 -24.711 6.927 1810 | 1225 19.316 -24.137 7.417 1811 | 1226 19.883 -23.738 8.135 1812 | 1227 20.355 -23.037 8.714 1813 | 1228 20.618 -22.269 9.228 1814 | 1229 20.404 -21.513 9.910 1815 | 1230 19.554 -20.968 10.208 1816 | 1231 18.605 -20.754 10.045 1817 | 1232 17.724 -20.444 9.745 1818 | 1233 16.938 -20.270 9.110 1819 | 1234 16.181 -20.720 8.584 1820 | 1235 15.680 -21.202 7.973 1821 | 1236 14.989 -20.474 7.967 1822 | 1237 13.881 -20.602 8.455 1823 | 1238 13.574 -19.773 9.034 1824 | 1239 12.980 -19.240 8.985 1825 | 1240 12.357 -20.339 9.031 1826 | 1241 12.456 -20.949 9.914 1827 | 1242 12.528 -20.129 10.608 1828 | 1243 13.174 -20.358 11.444 1829 | 1244 12.285 -20.069 11.978 1830 | 1245 12.239 -19.243 12.438 1831 | 1246 11.815 -18.321 12.785 1832 | 1247 12.589 -18.740 13.169 1833 | 1248 11.948 -19.407 13.797 1834 | 1249 11.075 -19.149 13.956 1835 | 1250 10.711 -19.610 13.620 1836 | 1251 10.481 -20.145 12.598 1837 | 1252 11.161 -21.169 13.119 1838 | 1253 11.262 -21.044 13.904 1839 | 1254 12.269 -20.543 13.352 1840 | 1255 12.393 -19.852 14.248 1841 | 1256 11.755 -19.686 15.604 1842 | 1257 11.219 -19.810 15.428 1843 | 1258 11.411 -19.100 15.779 1844 | 1259 11.738 -18.162 15.012 1845 | 1260 11.800 -18.224 14.022 1846 | 1261 10.884 -17.963 14.577 1847 | 1262 10.539 -18.660 15.423 1848 | 1263 9.884 -19.196 14.742 1849 | 1264 9.452 -19.758 13.850 1850 | 1265 10.180 -20.003 12.945 1851 | 1266 10.773 -19.524 12.076 1852 | 1267 10.965 -18.366 12.527 1853 | 1268 10.543 -17.412 13.144 1854 | 1269 11.306 -16.773 12.479 1855 | 1270 11.290 -16.677 12.356 1856 | 1271 10.199 -16.598 12.848 1857 | 1272 9.535 -16.837 13.913 1858 | 1273 8.937 -17.860 14.389 1859 | 1274 9.402 -17.952 13.306 1860 | 1275 9.109 -18.685 13.408 1861 | 1276 8.984 -18.219 12.457 1862 | 1277 8.878 -17.665 11.911 1863 | 1278 9.146 -18.840 12.171 1864 | 1279 9.118 -19.989 12.626 1865 | 1280 8.471 -20.808 12.947 1866 | 1281 8.090 -20.359 12.014 1867 | 1282 9.266 -20.218 11.348 1868 | 1283 10.739 -20.744 9.398 1869 | 1284 10.089 -20.174 9.990 1870 | 1285 10.259 -19.883 9.762 1871 | 1286 9.485 -19.374 8.917 1872 | 1287 8.808 -19.887 9.101 1873 | 1288 7.978 -20.396 9.874 1874 | 1289 8.539 -19.859 10.532 1875 | 1290 8.836 -21.003 10.553 1876 | 1291 8.745 -21.603 10.279 1877 | 1292 9.859 -21.726 10.029 1878 | 1293 9.649 -21.541 8.979 1879 | 1294 8.683 -21.731 9.256 1880 | 1295 8.022 -21.741 9.293 1881 | 1296 6.971 -22.210 8.940 1882 | 1297 6.191 -21.545 9.004 1883 | 1298 5.284 -21.339 8.747 1884 | 1299 5.407 -20.108 8.625 1885 | 1300 5.618 -19.824 9.673 1886 | 1301 6.004 -18.849 9.979 1887 | 1302 6.898 -19.496 9.601 1888 | 1303 7.118 -20.272 10.155 1889 | 1304 7.364 -21.356 10.570 1890 | 1305 6.899 -22.312 10.832 1891 | 1306 7.220 -22.107 10.506 1892 | 1307 6.099 -21.286 10.428 1893 | 1308 5.884 -20.894 10.328 1894 | 1309 6.688 -20.355 11.025 1895 | 1310 6.472 -19.757 11.430 1896 | 1311 6.821 -18.902 10.858 1897 | 1312 7.294 -18.576 10.499 1898 | 1313 7.843 -18.664 9.968 1899 | 1314 7.235 -17.594 9.477 1900 | 1315 7.911 -16.743 10.047 1901 | 1316 8.773 -16.156 9.675 1902 | 1317 9.790 -15.925 9.802 1903 | 1318 10.912 -15.592 9.825 1904 | 1319 9.897 -16.748 11.007 1905 | 1320 9.879 -17.798 10.436 1906 | 1321 10.171 -18.522 11.109 1907 | 1322 9.348 -19.215 11.263 1908 | 1323 8.443 -20.347 12.553 1909 | 1324 7.425 -19.708 13.167 1910 | 1325 7.390 -18.750 13.620 1911 | 1326 7.258 -18.041 12.897 1912 | 1327 7.361 -18.790 12.035 1913 | 1328 6.669 -17.834 11.728 1914 | 1329 6.494 -17.158 11.260 1915 | 1330 5.573 -17.966 11.061 1916 | 1331 4.325 -18.568 11.139 1917 | 1332 4.532 -19.590 11.137 1918 | 1333 4.029 -20.382 10.702 1919 | 1334 4.152 -21.467 10.972 1920 | 1335 3.124 -21.428 10.929 1921 | 1336 2.639 -20.530 11.080 1922 | 1337 2.713 -19.510 11.165 1923 | 1338 2.668 -19.025 12.369 1924 | 1339 1.670 -19.053 13.038 1925 | 1340 0.112 -17.359 12.804 1926 | 1341 -0.936 -16.736 12.967 1927 | 1342 -1.016 -17.901 12.413 1928 | 1343 -0.717 -18.552 11.663 1929 | 1344 -2.007 -18.562 11.501 1930 | 1345 -2.764 -18.097 11.508 1931 | 1346 -2.761 -17.383 12.343 1932 | 1347 -3.262 -17.727 12.827 1933 | 1348 -2.723 -18.704 12.794 1934 | 1349 -3.241 -19.202 13.330 1935 | 1350 -4.083 -19.230 12.249 1936 | 1351 -3.824 -19.680 11.266 1937 | 1352 -3.457 -18.654 11.444 1938 | 1353 -3.226 -17.862 10.735 1939 | 1354 -4.117 -18.086 9.839 1940 | 1355 -4.604 -17.680 10.572 1941 | 1356 -4.474 -18.016 11.654 1942 | 1357 -4.950 -17.697 10.611 1943 | 1358 -5.266 -18.779 10.200 1944 | 1359 -5.453 -19.064 10.528 1945 | 1360 -5.991 -18.394 11.587 1946 | 1361 -6.512 -18.216 12.740 1947 | 1362 -6.512 -17.498 11.774 1948 | 1363 -5.668 -16.900 11.916 1949 | 1364 -4.043 -16.606 11.976 1950 | 1365 -4.263 -15.990 11.476 1951 | 1366 -5.017 -15.824 10.794 1952 | 1367 -5.368 -15.093 10.167 1953 | 1368 -5.789 -15.094 10.288 1954 | 1369 -5.549 -14.365 11.223 1955 | 1370 -5.913 -15.194 11.793 1956 | 1371 -6.228 -15.038 12.148 1957 | 1372 -6.370 -15.611 12.150 1958 | 1373 -5.864 -16.632 12.370 1959 | 1374 -5.455 -16.894 13.347 1960 | 1375 -6.464 -17.000 13.707 1961 | 1376 -7.470 -16.652 13.156 1962 | 1377 -6.605 -16.220 13.681 1963 | 1378 -5.688 -15.138 13.659 1964 | 1379 -6.063 -13.961 13.648 1965 | 1380 -6.106 -13.496 14.703 1966 | 1381 -5.032 -12.941 14.669 1967 | 1382 -4.930 -13.167 15.017 1968 | 1383 -6.057 -12.299 15.119 1969 | 1384 -6.588 -12.638 16.098 1970 | 1385 -6.165 -13.415 16.571 1971 | 1386 -5.762 -14.361 15.783 1972 | 1387 -5.507 -14.153 16.265 1973 | 1388 -4.486 -14.173 16.694 1974 | 1389 -4.807 -15.165 17.017 1975 | 1390 -5.091 -16.264 16.688 1976 | 1391 -4.536 -15.747 15.832 1977 | 1392 -3.983 -14.905 15.772 1978 | 1393 -4.675 -12.502 16.548 1979 | 1394 -5.149 -12.437 17.169 1980 | 1395 -5.180 -11.602 17.664 1981 | 1396 -4.575 -12.142 18.508 1982 | 1397 -3.751 -11.972 19.186 1983 | 1398 -2.868 -11.496 18.734 1984 | 1399 -2.311 -10.925 18.553 1985 | 1400 -2.884 -10.652 17.704 1986 | 1401 -3.251 -11.552 17.377 1987 | 1402 -3.255 -13.337 18.354 1988 | 1403 -3.298 -13.393 17.852 1989 | 1404 -2.342 -13.100 16.987 1990 | 1405 -2.520 -13.354 16.676 1991 | 1406 -1.607 -12.409 16.430 1992 | 1407 -0.356 -12.463 16.437 1993 | 1408 0.604 -12.989 17.242 1994 | 1409 1.275 -12.030 18.036 1995 | 1410 0.800 -11.186 17.459 1996 | 1411 0.813 -10.184 17.969 1997 | 1412 0.342 -10.262 18.811 1998 | 1413 0.504 -10.422 19.231 1999 | 1414 0.833 -11.599 19.347 2000 | 1415 1.531 -13.125 18.115 2001 | 1416 0.991 -13.627 17.534 2002 | 1417 1.701 -14.495 17.284 2003 | 1418 4.936 -17.574 17.352 2004 | 1419 5.085 -18.924 17.307 2005 | 1420 5.121 -19.260 16.226 2006 | 1421 6.305 -18.253 16.120 2007 | 1422 6.895 -17.024 16.049 2008 | 1423 6.850 -17.190 15.420 2009 | 1424 6.143 -17.852 16.251 2010 | 1425 7.064 -18.770 16.274 2011 | 1426 6.699 -18.834 15.393 2012 | 1427 6.635 -20.012 15.236 2013 | 1428 6.653 -20.556 16.319 2014 | 1429 6.824 -21.705 16.067 2015 | 1430 6.511 -22.254 14.846 2016 | 1431 6.460 -22.258 13.877 2017 | 1432 7.307 -21.655 14.149 2018 | 1433 7.571 -20.860 14.687 2019 | 1434 6.262 -20.448 14.682 2020 | 1435 5.456 -21.387 15.159 2021 | 1436 5.263 -20.931 14.787 2022 | 1437 4.306 -20.392 15.202 2023 | 1438 3.444 -20.733 14.293 2024 | 1439 3.055 -19.805 13.697 2025 | 1440 4.227 -19.473 14.326 2026 | 1441 5.261 -19.127 15.197 2027 | 1442 6.111 -18.964 14.610 2028 | 1443 5.514 -18.180 14.640 2029 | 1444 4.860 -18.370 15.687 2030 | 1445 5.300 -19.625 16.065 2031 | 1446 5.767 -20.202 16.251 2032 | 1447 5.072 -21.109 16.724 2033 | 1448 4.772 -20.427 17.665 2034 | 1449 4.609 -20.593 18.614 2035 | 1450 4.507 -20.821 19.608 2036 | 1451 4.758 -20.876 20.566 2037 | 1452 4.798 -21.093 21.520 2038 | 1453 4.751 -21.668 22.330 2039 | 1454 4.331 -21.770 23.326 2040 | 1455 4.025 -22.816 23.558 2041 | 1456 4.422 -23.520 22.787 2042 | 1457 4.795 -23.045 21.887 2043 | 1458 4.598 -23.004 20.883 2044 | 1459 4.452 -23.300 19.956 2045 | 1460 4.448 -23.613 18.983 2046 | 1461 4.071 -23.834 18.052 2047 | 1462 3.985 -23.972 17.060 2048 | 1463 4.128 -24.435 16.156 2049 | 1464 4.441 -24.493 15.177 2050 | 1465 4.352 -24.439 14.187 2051 | 1466 4.540 -24.448 13.184 2052 | 1467 4.335 -23.420 13.220 2053 | 1468 4.446 -22.438 13.049 2054 | 1469 4.888 -21.542 12.842 2055 | 1470 5.482 -20.769 12.786 2056 | 1471 5.529 -19.737 12.933 2057 | 1472 5.566 -18.733 12.806 2058 | 1473 5.451 -17.583 12.867 2059 | 1474 5.299 -16.660 12.316 2060 | 1475 5.008 -15.971 11.557 2061 | 1476 5.137 -15.002 11.119 2062 | 1477 4.803 -14.629 10.229 2063 | 1478 5.182 -13.715 10.540 2064 | 1479 5.213 -13.140 11.491 2065 | 1480 4.985 -13.758 11.926 2066 | 1481 5.953 -14.074 12.463 2067 | 1482 6.288 -14.476 11.920 2068 | 1483 7.601 -14.405 11.509 2069 | 1484 6.832 -13.969 10.977 2070 | 1485 6.681 -13.985 10.280 2071 | 1486 7.726 -14.332 10.067 2072 | 1487 8.333 -13.554 9.994 2073 | 1488 7.821 -12.564 9.961 2074 | 1489 6.745 -12.554 10.099 2075 | 1490 6.956 -11.781 10.601 2076 | 1491 7.757 -11.959 11.140 2077 | 1492 7.805 -13.164 11.345 2078 | 1493 7.571 -12.836 12.519 2079 | 1494 7.240 -12.041 13.268 2080 | 1495 6.614 -11.390 13.413 2081 | 1496 6.903 -11.017 14.326 2082 | 1497 7.218 -11.651 15.216 2083 | 1498 6.424 -12.200 15.831 2084 | 1499 6.796 -11.656 16.466 2085 | 1500 7.754 -11.658 16.802 2086 | 1501 8.047 -12.368 16.562 2087 | 1502 7.228 -12.791 17.072 2088 | 1503 6.732 -13.347 17.839 2089 | 1504 6.772 -12.183 18.258 2090 | 1505 7.800 -11.957 18.317 2091 | 1506 8.555 -12.989 18.305 2092 | 1507 8.226 -13.140 18.306 2093 | 1508 7.730 -13.390 18.610 2094 | 1509 7.678 -13.082 19.623 2095 | 1510 7.340 -13.974 20.131 2096 | 1511 7.018 -14.294 21.328 2097 | 1512 6.132 -14.078 21.767 2098 | 1513 5.260 -13.187 21.694 2099 | 1514 5.390 -13.090 21.236 2100 | 1515 6.241 -12.356 20.414 2101 | 1516 6.018 -12.448 19.948 2102 | 1517 6.766 -12.902 21.034 2103 | 1518 7.118 -12.574 21.447 2104 | 1519 7.523 -12.647 22.755 2105 | 1520 8.379 -13.093 22.205 2106 | 1521 8.619 -13.156 21.322 2107 | 1522 8.437 -12.386 20.378 2108 | 1523 8.136 -11.658 20.370 2109 | 1524 9.145 -11.188 20.896 2110 | 1525 10.442 -11.185 21.528 2111 | 1526 11.197 -10.965 22.278 2112 | 1527 11.253 -11.619 21.536 2113 | 1528 10.211 -12.265 21.560 2114 | 1529 9.651 -12.116 20.509 2115 | 1530 9.585 -12.759 19.776 2116 | 1531 9.244 -13.763 19.915 2117 | 1532 9.774 -14.483 20.543 2118 | 1533 10.018 -14.525 21.580 2119 | 1534 10.293 -13.917 22.316 2120 | 1535 10.583 -12.817 22.355 2121 | 1536 11.493 -12.792 23.121 2122 | 1537 11.308 -12.193 24.015 2123 | 1538 10.386 -11.710 23.928 2124 | 1539 9.738 -12.010 23.043 2125 | 1540 8.666 -11.975 23.122 2126 | 1541 8.274 -11.544 22.190 2127 | 1542 8.162 -10.935 22.483 2128 | 1543 6.872 -11.196 21.981 2129 | 1544 5.634 -11.376 21.448 2130 | 1545 4.650 -11.515 20.879 2131 | 1546 5.302 -11.446 20.360 2132 | 1547 4.466 -12.164 19.754 2133 | 1548 3.320 -11.718 19.528 2134 | 1549 3.058 -11.969 19.837 2135 | 1550 2.676 -11.627 21.040 2136 | 1551 1.900 -12.214 20.648 2137 | 1552 1.593 -12.963 21.433 2138 | 1553 2.460 -13.262 22.059 2139 | 1554 3.394 -12.770 21.637 2140 | 1555 4.048 -13.394 20.941 2141 | 1556 4.735 -13.549 19.969 2142 | 1557 4.639 -13.755 18.684 2143 | 1558 4.379 -13.486 18.964 2144 | 1559 4.946 -13.578 18.537 2145 | 1560 5.181 -14.552 18.306 2146 | 1561 5.240 -15.150 17.463 2147 | 1562 5.427 -14.335 16.801 2148 | 1563 6.191 -14.694 15.644 2149 | 1564 6.921 -15.109 14.734 2150 | 1565 7.290 -15.419 13.737 2151 | 1566 6.752 -15.431 12.895 2152 | 1567 7.952 -16.099 12.515 2153 | 1568 7.854 -16.467 11.556 2154 | 1569 8.732 -16.805 12.347 2155 | 1570 9.628 -15.915 12.273 2156 | 1571 10.684 -15.471 11.645 2157 | 1572 9.850 -14.679 11.218 2158 | 1573 11.119 -14.466 10.837 2159 | 1574 12.288 -14.729 10.409 2160 | 1575 12.651 -15.571 10.782 2161 | 1576 13.284 -15.585 10.602 2162 | 1577 14.244 -15.982 10.404 2163 | 1578 14.533 -14.903 10.363 2164 | 1579 14.892 -14.373 10.810 2165 | 1580 15.667 -15.265 10.634 2166 | 1581 16.543 -15.922 10.283 2167 | 1582 16.614 -15.961 9.103 2168 | 1583 16.549 -16.034 8.014 2169 | 1584 17.360 -15.649 6.931 2170 | 1585 17.302 -15.661 7.082 2171 | 1586 16.241 -15.299 7.182 2172 | 1587 15.751 -15.033 6.653 2173 | 1588 16.647 -15.074 5.836 2174 | 1589 16.840 -14.735 4.463 2175 | 1590 16.251 -13.994 3.959 2176 | 1591 16.318 -13.369 3.842 2177 | 1592 16.431 -14.567 3.354 2178 | 1593 17.119 -15.550 3.121 2179 | 1594 17.868 -15.167 3.204 2180 | 1595 17.088 -15.800 3.610 2181 | 1596 16.138 -16.176 3.528 2182 | 1597 15.596 -15.415 3.739 2183 | 1598 14.906 -14.997 3.722 2184 | 1599 14.314 -15.427 4.543 2185 | 1600 14.476 -16.443 5.005 2186 | 1601 15.506 -16.667 4.365 2187 | 1602 15.555 -18.156 5.084 2188 | 1603 15.230 -18.830 5.710 2189 | 1604 14.510 -17.910 5.495 2190 | 1605 13.704 -17.633 4.786 2191 | 1606 14.243 -17.472 5.758 2192 | 1607 14.357 -16.863 6.787 2193 | 1608 13.900 -16.280 6.759 2194 | 1609 13.829 -16.619 7.843 2195 | 1610 14.301 -15.582 7.757 2196 | 1611 15.077 -15.809 8.407 2197 | 1612 15.062 -15.668 9.201 2198 | 1613 14.564 -14.587 8.905 2199 | 1614 15.408 -14.269 9.503 2200 | 1615 16.645 -14.291 10.190 2201 | 1616 17.794 -14.374 10.092 2202 | 1617 18.133 -15.494 10.075 2203 | 1618 18.316 -15.808 10.801 2204 | 1619 17.958 -16.714 10.271 2205 | 1620 17.815 -17.226 9.324 2206 | 1621 16.710 -16.980 9.091 2207 | 1622 16.595 -15.706 9.831 2208 | 1623 15.960 -15.088 10.922 2209 | 1624 15.573 -14.215 11.809 2210 | 1625 15.667 -14.605 12.210 2211 | 1626 16.955 -14.505 12.606 2212 | 1627 17.304 -14.440 11.363 2213 | 1628 17.083 -15.580 11.644 2214 | 1629 16.758 -16.769 11.448 2215 | 1630 15.762 -16.806 10.926 2216 | 1631 15.409 -16.510 11.843 2217 | 1632 16.030 -16.372 12.700 2218 | 1633 15.722 -15.529 13.284 2219 | 1634 14.925 -15.311 13.289 2220 | 1635 14.388 -15.440 12.049 2221 | 1636 13.217 -15.481 11.728 2222 | 1637 13.968 -15.468 12.429 2223 | 1638 14.319 -15.765 13.346 2224 | 1639 13.255 -15.335 13.116 2225 | 1640 13.407 -14.169 13.067 2226 | 1641 13.257 -14.231 12.036 2227 | 1642 13.471 -14.193 13.051 2228 | 1643 13.861 -13.712 12.287 2229 | 1644 13.046 -12.864 12.456 2230 | 1645 11.841 -13.433 12.351 2231 | 1646 11.808 -14.145 12.619 2232 | 1647 11.736 -14.541 12.631 2233 | 1648 12.188 -14.084 13.440 2234 | 1649 12.639 -13.186 13.610 2235 | 1650 12.122 -13.194 13.942 2236 | 1651 11.743 -13.312 15.181 2237 | 1652 11.619 -14.232 16.033 2238 | 1653 11.023 -14.515 15.111 2239 | 1654 12.438 -15.642 16.358 2240 | 1655 13.026 -15.383 16.547 2241 | 1656 12.252 -15.677 17.407 2242 | 1657 13.249 -15.469 17.999 2243 | 1658 14.278 -14.876 17.954 2244 | 1659 13.895 -14.822 18.851 2245 | 1660 13.215 -15.568 19.328 2246 | 1661 12.133 -15.504 19.093 2247 | 1662 11.266 -15.475 19.664 2248 | 1663 10.540 -15.275 18.785 2249 | 1664 9.856 -15.590 18.650 2250 | 1665 9.190 -16.541 19.084 2251 | 1666 8.896 -17.547 18.467 2252 | 1667 9.798 -17.997 17.890 2253 | 1668 10.685 -17.159 18.026 2254 | 1669 11.118 -15.835 17.790 2255 | 1670 11.031 -14.810 17.807 2256 | 1671 10.556 -13.830 17.555 2257 | END 2258 | --------------------------------------------------------------------------------