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Ricardo Montañana Gómez
2020-11-20 11:23:40 +01:00
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NON-MUSK-j96 j96_1+1 28 67 30 31 -117 109 17 -144 -17 -284 -326 -204 -302 -293 -286 -308 -40 -97 -220 -237 -55 -36 -65 -63 -89 13 1 -43 97 -148 -117 -24 102 -278 20 37 97 23 85 68 73 -7 -291 -319 -279 -336 -131 -16 -191 -273 -131 -23 -23 -131 -73 -31 32 67 118 -254 -35 -13 50 -175 105 35 -165 14 129 40 59 24 -318 -247 -269 -182 -38 -268 -218 -179 -8 -20 -116 -61 -222 22 91 -24 51 -92 -110 50 16 -325 50 -40 123 -38 23 36 77 79 -293 -317 -307 -223 -165 -40 -246 -280 -241 -48 -13 -30 -248 -247 -84 61 45 4 -110 -25 -22 52 -99 -10 -285 -216 -305 56 85 109 -69 -165 -221 15 17 90 -45 -106 -134 62 8 -26 -178 -103 -114 59 85 36 44 72 7 30 -1 24 -244 -321 -205 24 31 65 162 -46 -146 52 0.
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NON-MUSK-j96 j96_2+1 19 70 35 156 -112 -144 5 -132 -33 -277 -316 -244 -290 -306 -280 -294 11 -137 -183 -242 -118 -33 -28 -70 -89 13 36 -147 35 -141 -117 -43 75 -271 9 57 -175 53 60 30 81 16 -281 -311 -293 -326 22 -41 -144 -271 -195 -41 9 -141 73 -18 18 25 -70 -244 115 12 20 -182 -8 45 -165 12 107 13 67 53 -305 -281 -262 -175 -11 -264 -219 -193 -58 -11 -120 199 -219 15 59 -101 110 -141 -112 25 71 -317 75 -33 -137 -22 21 4 84 69 -281 -300 -306 -212 -59 -20 -244 -282 -245 -72 -43 -10 -251 -252 -87 -4 2 -31 -107 -50 -110 122 -102 -3 -280 -210 -298 -28 104 -124 -135 -245 -254 28 27 110 1 -35 -82 31 -9 -26 -178 -103 -123 35 60 45 43 -10 40 60 3 53 -233 -311 -202 16 26 70 166 -42 -141 78 0.
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NON-MUSK-j97 j97_1+1 22 69 29 39 -117 72 15 -142 -17 -181 -327 -202 -294 -295 -288 -309 -44 -98 -219 -231 -54 -36 -64 -48 32 12 2 -39 39 -11 -117 -35 71 -189 39 38 140 20 85 70 74 -7 -249 -321 -280 -338 -133 -17 -190 -229 -129 -22 -25 -130 5 -30 32 68 72 -75 -67 -12 20 -68 99 43 -165 13 127 39 59 24 -320 -247 -268 -183 -39 -270 -217 -178 -8 -22 -114 -16 -61 21 90 -19 11 -13 -107 41 12 -324 81 -49 120 -39 24 36 78 77 -295 -320 -309 -226 -167 -43 -247 -280 -242 -47 -12 -29 -83 -157 39 62 45 4 15 4 7 123 -94 7 -136 -69 -270 85 105 -5 -69 -164 -222 16 20 93 -47 -106 -133 61 7 -26 -178 -104 -112 58 84 40 42 56 -14 31 -3 26 -246 -321 -188 23 34 69 165 -44 -147 62 0.
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NON-MUSK-jp13 jp13_1+1 39 -199 -158 30 -99 -89 -43 -8 135 -89 -52 -76 -38 -126 -82 -299 116 -86 12 -56 -69 64 3 -51 -98 -35 -85 -156 9 -144 -117 107 -41 -223 -37 70 -170 -42 -110 -39 -186 109 -51 -75 -118 -125 107 25 18 -91 -91 120 23 97 -49 -56 -38 -178 -19 -150 -12 48 -8 -192 -16 61 -165 -108 -66 -104 -170 -121 -40 -117 -44 -178 147 -91 -31 55 41 -14 -74 -15 -168 -47 -180 -79 29 -152 -189 94 4 -113 19 -42 -87 132 -153 -24 -208 136 -45 -53 -104 -123 -108 -24 -63 -105 -73 -47 48 38 -171 -42 -91 -70 -76 -172 -118 -68 -104 -70 47 -10 -118 -183 -99 -52 35 -114 -65 -81 -103 -80 64 45 21 -38 -44 -53 -14 59 -177 -102 -119 -124 -160 -48 -25 0 7 -46 124 23 -238 -260 -212 27 64 122 76 -29 5 70 0.
NON-MUSK-jp13 jp13_1+2 43 -104 -20 23 -117 -76 -167 48 -229 6 -101 -104 -86 -86 -81 -261 -216 -35 -24 -30 -171 -183 -174 263 81 -193 -165 -161 -71 -14 -117 -105 -18 -85 -155 144 -175 -153 -28 -127 -50 -24 -50 -80 -118 -142 -150 -189 28 -29 -137 -200 -189 49 233 -75 -166 -156 -82 42 -62 -131 27 -74 -158 74 -165 -40 29 -35 -33 -35 -117 -93 -15 -177 -242 -21 -77 -7 -209 -173 -121 251 45 -193 -82 -162 8 9 -195 18 -97 -82 -28 194 -174 -183 -26 -153 -72 75 -57 -101 -113 -17 -157 -191 -3 -117 -63 -180 -207 -192 10 -4 214 -197 -189 -189 9 135 28 48 -135 55 -10 -51 -43 -188 -87 -106 -113 -91 -41 -28 -174 -49 -176 -50 -81 -137 -155 -169 -174 -11 -88 -33 -52 -136 -99 -124 -111 -57 -67 -86 -236 -260 -204 -16 143 120 55 -37 -19 -36 0.
NON-MUSK-jp13 jp13_1+3 52 -123 -24 -43 -117 -82 -163 60 -234 -13 -106 -105 -93 -83 -88 -282 -221 -45 -31 -15 -174 -184 -177 289 218 -183 -171 -155 -101 -22 -87 135 -122 -118 -122 76 -175 -152 -21 -131 -61 59 -61 -80 -111 -159 -150 -198 29 -23 -138 -202 -187 65 167 -59 -162 -171 -88 10 -101 65 -34 -60 -152 58 -165 -41 -28 -42 -41 -38 -115 -85 -32 -183 -250 -29 -85 -7 -211 -171 -129 128 47 -187 -105 -141 -72 10 4 132 -120 -102 4 -51 -172 -187 -26 -151 -87 138 -92 -109 -108 -36 -170 -212 -1 -120 -63 -185 -209 -193 44 -2 308 -188 -181 -190 27 42 19 -85 123 68 -26 -53 -41 -185 41 -3 -116 -88 -43 -23 -174 -32 -173 -46 -86 -139 -154 -170 -177 -48 -101 -43 -68 -143 -99 -122 -112 -51 118 -19 -247 -285 -212 -20 -44 96 99 -13 11 97 0.
NON-MUSK-jp13 jp13_1+4 49 -199 -161 29 -95 -86 -48 2 112 -79 -47 -43 -30 -134 -89 -244 96 -57 5 -58 -78 68 15 -58 -98 -64 -72 -157 10 -139 -117 -60 -8 -212 -36 91 -169 -4 -117 -50 -186 60 -41 -79 -100 -116 11 -45 -25 -87 -90 112 11 83 -51 -39 -29 -177 -18 -139 -16 -192 33 -190 -14 55 -155 -117 57 -115 -170 -141 -33 -104 -42 -129 148 -93 -11 56 -25 -11 -53 -21 -163 -72 -171 -166 28 -148 -202 31 3 -98 -3 116 -82 167 -155 -20 -208 100 -44 -54 -113 -87 111 -16 -67 -97 -65 -19 29 34 -173 -57 -94 -91 -62 -140 -117 -67 -102 7 -125 46 -102 -173 -83 -50 -56 -108 -80 -89 -98 -89 119 -38 2 -59 -41 -56 9 112 -177 -102 -122 -126 -152 -49 -25 0 6 -158 31 -188 -220 -246 -209 33 152 134 47 -43 -15 -10 0.
NON-MUSK-jp13 jp13_2+1 38 -123 -139 30 -117 -88 214 -13 -74 -129 -40 -26 -59 -109 -106 -271 -112 -91 -18 -19 -52 104 -6 -60 -98 63 53 102 9 -144 -116 110 -43 -217 -36 73 -170 -42 -143 83 -124 107 -84 -64 -87 -87 -153 -64 -31 -98 -71 4 92 50 -50 -42 210 -65 -18 -168 -13 54 -12 -191 -15 61 -165 -114 -133 -53 -141 -123 -47 -70 -80 -183 -129 -48 -12 61 -2 174 -50 -17 -180 174 -50 97 28 -147 -160 97 4 -108 17 -41 -85 -34 -155 206 -120 135 -69 -61 -109 -89 -182 -72 -72 -97 -62 -3 29 47 -145 -22 -95 123 194 36 -116 -68 -102 -67 55 -6 -146 -180 -112 -51 35 -110 -95 -89 -111 -136 -51 -150 -22 -60 -64 31 185 110 -147 -97 -71 -33 -36 85 -25 0 7 -49 124 25 -236 -226 -210 20 55 119 79 -28 4 74 0.
NON-MUSK-jp13 jp13_2+2 43 -102 -20 -101 -116 200 -166 66 -222 -49 -120 -80 -48 -82 -98 -99 -216 -22 -59 -2 -112 -183 -201 -59 49 -206 -163 -160 72 118 -117 -104 -18 37 -156 144 -93 -153 -28 -126 -49 -24 -52 -100 -100 -151 -151 -135 13 -35 -95 -200 -198 11 47 -100 -164 -153 159 29 -98 -129 27 197 -81 74 -46 -40 28 -35 -32 -34 -73 -67 -46 -145 -241 -42 -88 8 -176 -172 -127 -61 23 -195 -80 -143 -67 230 -194 18 -105 -84 -29 194 117 -184 -26 -152 -71 76 -93 -122 -114 -51 -169 -164 -4 -119 -62 -165 -195 -198 53 -2 28 -198 -187 -188 91 167 226 48 -135 55 -2 98 -55 -187 -87 -104 -68 -57 -34 -29 -175 -50 -206 -97 -130 -137 -155 -169 -178 -102 -122 -32 -51 -135 -99 -106 -111 -57 -66 -85 114 32 136 -15 143 121 55 -37 -19 -36 0.
NON-MUSK-jp13 jp13_2+3 39 -58 27 31 -117 -92 85 21 -73 -68 -47 -27 -23 -112 -98 -291 -90 -63 -64 -65 -46 -17 -2 -67 -100 -33 127 147 9 -132 -116 113 -43 -198 -38 73 -171 114 -142 185 -42 105 -32 -89 -87 -113 -153 -98 -44 -79 -60 -35 2 56 -50 -42 114 17 -20 -125 -9 60 -12 -188 -17 60 -165 133 -133 159 -12 -48 -29 -47 -41 -181 -117 -97 -35 55 -4 29 -58 -11 -155 50 31 -10 29 -144 -78 98 5 -86 16 -49 -91 -55 -71 132 -73 134 -44 -58 -114 -104 -182 -136 -69 -105 -53 -1 30 18 -176 -94 -100 84 83 116 -116 -68 -102 -62 63 -2 -85 -161 -69 -54 35 -113 -88 -45 -99 56 -26 -160 -40 -44 -70 164 91 11 -127 -97 -87 134 81 174 -26 -1 7 -27 125 29 -228 -232 -206 13 45 116 79 -28 3 74 0.
NON-MUSK-jp13 jp13_2+4 52 -121 -24 -104 -116 195 -162 76 -226 -56 -138 -69 -53 -83 -106 -94 -221 -34 -63 7 -105 -183 -196 -46 55 -201 -169 -155 65 121 -98 136 -121 35 -122 75 -85 -152 -22 -130 -60 58 -52 -106 -91 -156 -151 -142 9 -45 -87 -201 -197 33 49 -92 -160 -169 153 33 -101 65 -33 196 -76 57 -104 -40 -29 -41 -40 -38 -86 -62 -58 -152 -249 -56 -80 17 -174 -170 -114 -55 20 -191 -103 -115 -70 230 6 132 -118 -85 5 -53 109 -187 -25 -150 -86 138 -100 -124 -113 -76 -180 -189 -13 -114 -69 -148 -192 -195 53 2 31 -190 -179 -189 95 166 224 -83 124 69 4 95 -60 -143 41 -5 -70 -54 -39 -24 -175 -34 -207 -104 -127 -138 -154 -170 -178 -102 -114 -42 -66 -141 -98 -107 -111 -50 118 -18 99 34 133 -20 -46 95 98 -14 12 96 0.

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1. Title: MUSK "Clean1" database
2. Sources:
(a) Creators: AI Group at Arris Pharmaceutical Corporation
contact: David Chapman or Ajay Jain
Arris Pharmaceutical Corporation
385 Oyster Point Blvd.
South San Francisco, CA 94080
415-737-8600
zvona@arris.com, jain@arris.com
(b) Donor: Tom Dietterich
Department of Computer Science
Oregon State University
Corvallis, OR 97331
503-737-5559
tgd@cs.orst.edu
(c) Date received: September 12, 1994
3. Past Usage:
Dietterich, T. G., Lathrop, R. H., Lozano-Perez, T. (submitted)
Solving the multiple-instance problem with axis-parallel rectangles.
Submitted to Artificial Intelligence.
This paper compares several axis-parallel rectangle algorithms and
includes the following table:
Algorithm TP FN FP TN errs %correct [CI]
iterated-discrim APR 42 5 2 43 7 92.4 [87.0--97.8]
GFS elim-kde APR 46 1 7 38 8 91.3 [85.5--97.1]
GFS elim-count APR 46 1 8 37 9 90.2 [84.2--96.3]
GFS all-positive APR 47 0 15 30 15 83.7 [76.2--91.2]
all-positive APR 36 11 7 38 18 80.4 [72.3--88.5]
backpropagation 45 2 21 24 23 75.0 [66.2--83.8]
C4.5 (pruned) 42 5 24 21 29 68.5 [40.9--61.3]
key: TP = true positives
FN = false negatives
FP = false positives
TN = true negatives
errs = errors = FN+FP
%correct = 10-fold cross-validation %correct.
CI = 95% confidence interval on proportion of correct
predictions.
For explanations of the various algorithms, see the
paper.
C4.5 and backprop were applied ignoring the multiple instance
problem (see below) during training, but obeying it during
testing.
This paper also gives more details on the construction of the
data set.
This paper also describes an artificial generator that can
generate data sets with statistics and properties similar to
this one.
4. Relevant Information:
This dataset describes a set of 92 molecules of which 47 are judged
by human experts to be musks and the remaining 45 molecules are
judged to be non-musks. The goal is to learn to predict whether
new molecules will be musks or non-musks. However, the 166 features
that describe these molecules depend upon the exact shape, or
conformation, of the molecule. Because bonds can rotate, a single
molecule can adopt many different shapes. To generate this data
set, the low-energy conformations of the molecules were generated
and then filtered to remove highly similar conformations. This left
476 conformations. Then, a feature vector was extracted that
describes each conformation.
This many-to-one relationship between feature vectors and molecules
is called the "multiple instance problem". When learning a
classifier for this data, the classifier should classify a molecule
as "musk" if ANY of its conformations is classified as a musk. A
molecule should be classified as "non-musk" if NONE of its
conformations is classified as a musk.
5. Number of Instances 476
6. Number of Attributes 168 plus the class.
7. For Each Attribute:
Attribute: Description:
molecule_name: Symbolic name of each molecule. Musks have names such
as MUSK-188. Non-musks have names such as
NON-MUSK-jp13.
conformation_name: Symbolic name of each conformation. These
have the format MOL_ISO+CONF, where MOL is the
molecule number, ISO is the stereoisomer
number (usually 1), and CONF is the
conformation number.
f1 through f162: These are "distance features" along rays (see
paper cited above). The distances are
measured in hundredths of Angstroms. The
distances may be negative or positive, since
they are actually measured relative to an
origin placed along each ray. The origin was
defined by a "consensus musk" surface that is
no longer used. Hence, any experiments with
the data should treat these feature values as
lying on an arbitrary continuous scale. In
particular, the algorithm should not make any
use of the zero point or the sign of each
feature value.
f163: This is the distance of the oxygen atom in the
molecule to a designated point in 3-space.
This is also called OXY-DIS.
f164: OXY-X: X-displacement from the designated
point.
f165: OXY-Y: Y-displacement from the designated
point.
f166: OXY-Z: Z-displacement from the designated
point.
class: 0 => non-musk, 1 => musk
Please note that the molecule_name and conformation_name attributes
should not be used to predict the class.
8. Missing Attribute Values: none.
9. Class Distribution:
Musks: 47
Non-musks: 45

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@@ -0,0 +1,169 @@
0,1.
molecule_name: MUSK-jf78,MUSK-jf67,MUSK-jf59,MUSK-jf58,MUSK-jf47,MUSK-jf46,MUSK-jf17,MUSK-j51,MUSK-j33,MUSK-f205,MUSK-f184,MUSK-f159,MUSK-f158,MUSK-f152,MUSK-344,MUSK-333,MUSK-331,MUSK-330,MUSK-323,MUSK-322,MUSK-321,MUSK-316,MUSK-315,MUSK-314,MUSK-311,MUSK-301,MUSK-293,MUSK-292,MUSK-285,MUSK-284,MUSK-273,MUSK-272,MUSK-256,MUSK-254,MUSK-246,MUSK-240,MUSK-238,MUSK-236,MUSK-228,MUSK-227,MUSK-224,MUSK-219,MUSK-213,MUSK-212,MUSK-211,MUSK-190,MUSK-188,NON-MUSK-jp13,NON-MUSK-jp10,NON-MUSK-j97,NON-MUSK-j96,NON-MUSK-j93,NON-MUSK-j90,NON-MUSK-j84,NON-MUSK-j83,NON-MUSK-j81,NON-MUSK-j148,NON-MUSK-j147,NON-MUSK-j146,NON-MUSK-j130,NON-MUSK-j129,NON-MUSK-j100,NON-MUSK-f209,NON-MUSK-f164,NON-MUSK-f161,NON-MUSK-f150,NON-MUSK-334,NON-MUSK-327,NON-MUSK-320,NON-MUSK-319,NON-MUSK-318,NON-MUSK-309,NON-MUSK-308,NON-MUSK-305,NON-MUSK-297,NON-MUSK-296,NON-MUSK-295,NON-MUSK-290,NON-MUSK-289,NON-MUSK-288,NON-MUSK-286,NON-MUSK-271,NON-MUSK-257,NON-MUSK-253,NON-MUSK-249,NON-MUSK-247,NON-MUSK-232,NON-MUSK-226,NON-MUSK-220,NON-MUSK-208,NON-MUSK-200,NON-MUSK-199.
conformation_name: 188_1+1,188_1+2,188_1+3,188_1+4,190_1+1,190_1+2,190_1+3,190_1+4,211_1+1,211_1+2,212_1+1,212_1+2,212_1+3,213_1+1,213_1+2,213_1+3,213_1+4,219_1+1,219_1+2,224_1+1,224_1+2,227_1+1,227_1+2,228_1+1,228_1+2,228_1+3,228_2+1,228_2+2,236_1+1,236_1+2,236_1+3,236_2+1,236_2+2,236_2+3,238_1+1,238_1+2,238_1+3,238_2+1,238_2+2,240_1+1,240_1+2,240_2+1,240_2+2,240_3+1,240_3+2,240_4+1,240_4+2,246_1+1,246_1+2,246_2+1,246_2+2,254_1+1,254_1+2,256_1+1,256_1+2,256_1+3,256_1+4,272_1+1,272_1+2,272_1+3,273_1+1,273_1+2,273_1+3,273_1+4,273_1+5,284_1+1,284_1+2,284_2+1,284_2+2,285_1+1,285_1+2,285_1+3,285_1+4,285_2+1,285_2+2,285_2+3,285_2+4,292_1+1,292_1+2,292_2+1,292_2+2,293_1+1,293_1+2,293_2+1,293_2+2,301_1+1,301_1+2,301_2+1,301_2+2,311_1+1,311_1+2,314_1+1,314_1+2,314_2+1,314_2+2,314_3+1,314_3+2,314_4+1,314_4+2,315_1+1,315_1+2,315_2+1,315_2+2,316_1+1,316_1+2,316_2+1,316_2+2,321_1+1,321_1+2,322_1+1,322_1+2,322_2+1,322_2+2,322_3+1,322_3+2,322_4+1,322_4+2,323_1+1,323_1+2,323_2+1,323_2+2,330_1+1,330_1+2,330_2+1,330_2+2,331_1+1,331_1+2,331_2+1,331_2+2,333_1+1,333_1+2,333_2+1,333_2+2,333_3+1,333_3+2,333_4+1,333_4+2,344_1+1,344_1+2,f152_1+1,f152_1+2,f152_1+3,f152_1+4,f158_1+1,f158_1+2,f158_1+3,f158_1+4,f159_1+1,f159_1+2,f184_1+1,f184_1+2,f184_1+3,f184_1+4,f184_2+1,f184_2+2,f184_2+3,f184_2+4,f205_1+1,f205_1+2,f205_1+3,f205_1+4,f205_2+1,f205_2+2,f205_2+3,f205_2+4,j33_1+1,j33_1+2,j51_1+1,j51_1+2,j51_2+1,j51_2+2,jf17_1+1,jf17_1+2,jf17_1+3,jf46_1+1,jf46_1+2,jf46_2+1,jf46_2+2,jf46_2+3,jf47_1+1,jf47_1+2,jf47_2+1,jf47_2+2,jf58_1+1,jf58_1+2,jf58_2+1,jf58_2+2,jf58_2+3,jf59_1+1,jf59_1+2,jf59_2+1,jf59_2+2,jf59_2+3,jf67_1+1,jf67_1+2,jf67_2+1,jf67_2+2,jf67_3+1,jf67_3+2,jf67_4+1,jf67_4+2,jf78_1+1,jf78_1+2,jf78_1+3,jf78_2+1,jf78_2+2,jf78_2+3,199_1+1,199_1+2,199_1+3,199_1+4,200_1+1,200_1+2,200_1+3,200_1+4,208_1+1,208_1+2,220_1+1,220_1+2,220_1+3,220_1+4,226_1+1,226_1+2,232_1+1,232_1+2,232_1+3,232_2+1,232_2+2,232_3+1,232_3+2,232_4+1,232_4+2,247_1+1,247_1+2,249_1+1,249_1+2,253_1+1,253_1+2,257_1+1,257_1+2,257_1+3,257_1+4,271_1+1,271_1+2,286_1+1,286_1+2,286_1+3,286_1+4,286_2+1,286_2+2,286_2+3,286_2+4,286_2+5,288_1+1,288_1+2,288_1+3,288_1+4,288_1+5,288_1+6,288_1+7,288_1+8,288_2+1,288_2+2,288_2+3,288_2+4,288_2+5,288_2+6,288_2+7,288_2+8,288_3+1,288_3+2,288_3+3,288_3+4,288_3+5,288_3+6,288_3+7,288_3+8,288_4+1,288_4+2,288_4+3,288_4+4,288_4+5,288_4+6,288_4+7,288_4+8,289_1+1,289_1+2,289_1+3,289_1+4,290_1+1,290_1+2,295_1+1,295_1+2,296_1+1,296_1+2,296_2+1,296_2+2,297_1+1,297_1+2,297_2+1,297_2+2,305_1+1,305_1+2,308_1+1,308_1+2,309_1+1,309_1+2,318_1+1,318_1+2,319_1+1,319_1+2,319_2+1,319_2+2,320_1+1,320_1+2,327_1+1,327_1+2,327_2+1,327_2+2,334_1+1,334_1+2,f150_1+1,f150_1+2,f161_1+1,f161_1+2,f164_1+1,f164_1+2,f209_1+1,f209_1+2,f209_1+3,f209_1+4,f209_2+1,f209_2+2,f209_2+3,f209_2+4,j100_1+1,j100_1+2,j100_2+1,j100_2+2,j129_1+1,j129_1+2,j129_2+1,j129_2+2,j129_3+1,j129_3+2,j129_4+1,j129_4+2,j130_1+1,j130_1+2,j146_1+1,j146_1+10,j146_1+2,j146_1+3,j146_1+4,j146_1+5,j146_1+6,j146_1+7,j146_1+8,j146_1+9,j146_2+1,j146_2+10,j146_2+2,j146_2+3,j146_2+4,j146_2+5,j146_2+6,j146_2+7,j146_2+8,j146_2+9,j146_3+1,j146_3+10,j146_3+2,j146_3+3,j146_3+4,j146_3+5,j146_3+6,j146_3+7,j146_3+8,j146_3+9,j146_4+1,j146_4+10,j146_4+2,j146_4+3,j146_4+4,j146_4+5,j146_4+6,j146_4+7,j146_4+8,j146_4+9,j147_1+1,j147_1+10,j147_1+2,j147_1+3,j147_1+4,j147_1+5,j147_1+6,j147_1+7,j147_1+8,j147_1+9,j147_2+1,j147_2+10,j147_2+2,j147_2+3,j147_2+4,j147_2+5,j147_2+6,j147_2+7,j147_2+8,j147_2+9,j147_3+1,j147_3+10,j147_3+2,j147_3+3,j147_3+4,j147_3+5,j147_3+6,j147_3+7,j147_3+8,j147_3+9,j147_4+1,j147_4+10,j147_4+2,j147_4+3,j147_4+4,j147_4+5,j147_4+6,j147_4+7,j147_4+8,j147_4+9,j148_1+1,j148_1+2,j81_1+1,j81_1+2,j83_1+1,j83_1+2,j84_1+1,j84_1+2,j90_1+1,j90_1+2,j90_1+3,j90_1+4,j93_1+1,j93_1+2,j93_1+3,j93_1+4,j93_2+1,j93_2+2,j93_2+3,j93_2+4,j93_3+1,j93_3+2,j93_3+3,j93_3+4,j93_4+1,j93_4+2,j93_4+3,j93_4+4,j96_1+1,j96_1+2,j96_2+1,j96_2+2,j97_1+1,j97_1+2,j97_2+1,j97_2+2,jp10_1+1,jp10_1+2,jp10_1+3,jp13_1+1,jp13_1+2,jp13_1+3,jp13_1+4,jp13_2+1,jp13_2+2,jp13_2+3,jp13_2+4.
f1: continuous.
f2: continuous.
f3: continuous.
f4: continuous.
f5: continuous.
f6: continuous.
f7: continuous.
f8: continuous.
f9: continuous.
f10: continuous.
f11: continuous.
f12: continuous.
f13: continuous.
f14: continuous.
f15: continuous.
f16: continuous.
f17: continuous.
f18: continuous.
f19: continuous.
f20: continuous.
f21: continuous.
f22: continuous.
f23: continuous.
f24: continuous.
f25: continuous.
f26: continuous.
f27: continuous.
f28: continuous.
f29: continuous.
f30: continuous.
f31: continuous.
f32: continuous.
f33: continuous.
f34: continuous.
f35: continuous.
f36: continuous.
f37: continuous.
f38: continuous.
f39: continuous.
f40: continuous.
f41: continuous.
f42: continuous.
f43: continuous.
f44: continuous.
f45: continuous.
f46: continuous.
f47: continuous.
f48: continuous.
f49: continuous.
f50: continuous.
f51: continuous.
f52: continuous.
f53: continuous.
f54: continuous.
f55: continuous.
f56: continuous.
f57: continuous.
f58: continuous.
f59: continuous.
f60: continuous.
f61: continuous.
f62: continuous.
f63: continuous.
f64: continuous.
f65: continuous.
f66: continuous.
f67: continuous.
f68: continuous.
f69: continuous.
f70: continuous.
f71: continuous.
f72: continuous.
f73: continuous.
f74: continuous.
f75: continuous.
f76: continuous.
f77: continuous.
f78: continuous.
f79: continuous.
f80: continuous.
f81: continuous.
f82: continuous.
f83: continuous.
f84: continuous.
f85: continuous.
f86: continuous.
f87: continuous.
f88: continuous.
f89: continuous.
f90: continuous.
f91: continuous.
f92: continuous.
f93: continuous.
f94: continuous.
f95: continuous.
f96: continuous.
f97: continuous.
f98: continuous.
f99: continuous.
f100: continuous.
f101: continuous.
f102: continuous.
f103: continuous.
f104: continuous.
f105: continuous.
f106: continuous.
f107: continuous.
f108: continuous.
f109: continuous.
f110: continuous.
f111: continuous.
f112: continuous.
f113: continuous.
f114: continuous.
f115: continuous.
f116: continuous.
f117: continuous.
f118: continuous.
f119: continuous.
f120: continuous.
f121: continuous.
f122: continuous.
f123: continuous.
f124: continuous.
f125: continuous.
f126: continuous.
f127: continuous.
f128: continuous.
f129: continuous.
f130: continuous.
f131: continuous.
f132: continuous.
f133: continuous.
f134: continuous.
f135: continuous.
f136: continuous.
f137: continuous.
f138: continuous.
f139: continuous.
f140: continuous.
f141: continuous.
f142: continuous.
f143: continuous.
f144: continuous.
f145: continuous.
f146: continuous.
f147: continuous.
f148: continuous.
f149: continuous.
f150: continuous.
f151: continuous.
f152: continuous.
f153: continuous.
f154: continuous.
f155: continuous.
f156: continuous.
f157: continuous.
f158: continuous.
f159: continuous.
f160: continuous.
f161: continuous.
f162: continuous.
f163: continuous.
f164: continuous.
f165: continuous.
f166: continuous.

2
data/tanveer/musk-1/conxuntos.dat Executable file
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@@ -0,0 +1,2 @@
342 238 268 404 360 245 231 459 426 315 283 467 247 412 345 214 314 213 350 333 287 294 380 372 275 336 424 373 375 438 259 318 209 418 337 284 436 219 448 390 224 423 220 458 405 359 413 430 351 411 332 322 228 267 254 271 272 229 391 398 447 278 344 234 341 230 324 441 269 262 417 394 327 431 316 347 226 280 239 330 361 367 440 392 415 462 237 208 321 416 397 216 414 374 356 465 329 250 365 453 469 338 256 222 382 298 363 212 445 456 386 473 293 246 393 310 408 297 248 403 312 313 429 303 354 309 410 400 457 409 304 241 290 395 8 134 30 61 63 160 14 28 77 9 155 146 156 120 71 142 47 188 75 64 109 130 34 7 150 206 126 57 174 102 33 66 42 170 39 4 182 198 59 105 110 128 17 100 143 183 191 76 157 48 25 78 55 189 159 93 163 36 1 49 62 172 185 18 180 181 6 171 136 144 175 166 27 41 11 118 85 3 106 197 101 22 113 32 46 124 125 83 74 119 132 154 94 178 158 84 40 98 91 38 184 2 104 153
364 258 421 428 277 300 328 306 454 225 470 420 282 379 289 334 434 326 296 295 261 466 227 355 307 370 419 432 452 232 233 317 388 320 305 319 435 311 301 464 449 371 325 358 383 353 396 302 215 387 461 369 472 352 378 439 463 266 437 455 274 291 211 368 366 402 381 348 442 265 260 357 276 263 406 401 299 471 210 218 407 385 285 422 242 331 399 236 253 288 349 450 389 308 376 257 335 240 340 249 339 444 425 474 273 433 270 427 279 244 281 384 377 221 251 243 446 286 264 235 207 460 451 217 252 343 362 443 223 346 255 292 468 323 475 203 82 31 80 122 147 54 50 60 201 196 195 19 24 35 99 103 92 20 97 86 44 15 114 121 29 79 45 90 21 70 65 53 12 145 179 115 177 186 169 152 5 133 16 138 123 37 116 190 135 192 168 51 141 151 67 117 26 129 95 131 204 176 72 164 52 96 108 58 193 165 167 107 23 162 161 112 139 199 81 43 187 140 148 69 205 88 149 111 89 87 0 56 68 173 194 10 13 200 73 127 137 202

8
data/tanveer/musk-1/conxuntos_kfold.dat Executable file
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@@ -0,0 +1,8 @@
309 341 377 333 222 391 361 380 329 409 467 326 257 276 469 334 365 296 359 462 308 293 323 214 230 300 406 337 228 411 278 432 245 425 218 452 208 253 215 364 263 312 401 343 217 340 290 251 216 213 224 260 311 210 242 429 306 313 248 342 280 289 417 288 451 389 292 393 433 233 298 374 235 283 234 240 268 446 353 441 350 347 383 307 423 368 402 231 294 405 430 221 331 303 346 398 322 355 459 376 277 424 386 422 450 299 254 400 399 243 325 223 351 338 443 321 356 407 320 385 354 212 366 252 413 304 295 440 460 382 420 291 428 330 265 345 394 287 220 427 431 207 464 457 445 226 209 335 363 438 229 435 267 238 369 319 474 362 410 264 384 387 344 408 232 403 237 448 421 437 279 396 271 336 349 273 348 284 397 465 434 315 255 327 463 390 414 269 470 241 419 259 404 285 392 372 270 317 473 379 371 88 27 18 147 14 44 100 60 94 149 76 5 101 53 109 80 29 106 93 82 32 113 190 171 72 170 86 48 126 85 192 196 65 34 165 78 33 202 140 177 84 188 129 204 159 83 151 198 137 110 13 186 17 3 51 206 155 43 195 35 133 12 120 92 200 148 98 97 50 63 146 2 58 156 96 187 41 107 68 115 183 11 117 150 152 197 49 26 178 136 116 7 158 99 19 104 21 111 8 118 90 194 205 28 189 22 141 145 199 139 66 166 77 160 73 6 89 59 153 114 45 105 125 173 157 128 39 191 46 182 108 81 180 167 24 122 112 123 4 176 56 130 74 30 87 25 37 23 16 62 135 67 47 168 161 193
227 454 378 381 466 225 456 395 281 332 468 310 444 244 415 239 328 247 436 447 275 316 426 439 339 373 458 367 282 305 261 274 453 258 297 211 449 250 455 314 302 416 471 262 272 370 375 357 246 352 249 461 301 388 324 472 358 360 256 412 236 219 442 418 266 286 318 475 138 132 184 42 55 175 172 201 54 179 95 61 131 70 36 64 9 0 91 103 164 52 31 79 134 40 169 144 102 162 154 15 124 1 57 75 174 181 119 121 185 203 20 143 127 69 38 71 163 10 142
378 350 423 366 266 353 348 298 313 356 255 324 450 212 319 308 472 323 332 364 300 446 328 405 240 448 296 263 253 325 411 372 292 458 233 275 208 215 461 381 279 288 455 358 307 453 335 236 230 385 229 295 410 280 344 435 363 321 304 334 235 242 373 241 261 228 436 475 371 337 452 351 254 311 424 270 398 273 382 302 322 445 216 360 400 437 349 250 248 259 245 422 361 386 368 285 299 370 396 320 404 355 456 243 237 207 433 232 341 345 333 272 474 390 282 293 290 227 343 251 388 427 466 468 407 225 234 209 451 222 327 258 269 268 425 342 471 374 316 440 449 346 283 310 443 219 377 420 383 312 462 384 218 409 401 286 213 318 340 347 354 430 287 387 417 214 429 264 393 338 394 395 414 426 389 459 441 444 365 415 211 416 431 317 413 367 226 419 305 306 454 408 403 467 402 438 294 331 276 267 309 134 177 39 127 89 3 97 30 122 65 48 57 144 115 27 93 35 197 153 120 193 36 52 79 176 160 21 184 44 60 116 138 188 194 13 198 1 165 167 161 85 143 94 90 149 170 46 25 124 201 91 8 6 112 137 59 87 2 16 158 20 180 185 64 61 178 107 130 139 174 157 199 121 181 142 10 92 117 105 133 11 173 179 195 70 72 103 118 19 40 54 110 58 125 51 80 50 205 68 152 131 162 76 86 109 99 26 175 78 55 5 164 7 192 190 100 156 155 102 146 166 77 136 111 32 47 83 67 168 69 183 106 182 74 4 49 38 41 53 113 154 62 101 187 23 82 148 140 81 33 18 145 129 95 14 37
432 421 447 303 473 434 247 442 278 284 265 297 391 465 210 406 439 262 260 376 457 379 470 463 397 291 399 464 301 271 252 274 244 326 460 289 277 380 352 223 357 238 469 281 339 412 329 249 418 359 231 336 239 428 220 257 392 375 256 224 221 246 217 369 330 362 315 314 73 98 75 0 196 163 34 29 63 141 15 132 88 172 202 206 171 22 45 200 71 28 114 31 189 159 150 84 169 119 42 12 108 56 151 126 191 186 9 96 24 123 147 17 204 43 104 203 66 128 135
207 405 243 212 410 451 308 268 277 399 294 437 364 327 319 396 415 337 237 290 241 255 324 389 465 314 245 374 394 376 266 219 223 276 264 303 407 250 267 253 436 291 373 390 271 301 348 213 386 359 360 251 299 300 357 381 379 432 280 274 371 283 315 455 230 295 321 236 334 387 363 474 461 454 234 218 475 220 457 309 472 317 332 257 270 362 446 377 445 282 468 217 310 382 231 453 330 423 222 388 462 397 400 424 401 244 215 366 289 443 456 333 209 279 272 448 449 248 409 427 349 350 275 434 426 210 428 307 232 293 226 318 412 416 262 402 249 326 225 473 413 435 369 239 384 302 208 254 395 365 467 358 354 385 447 305 458 398 339 320 298 224 452 304 433 258 441 421 460 286 420 355 417 414 328 336 323 335 340 391 263 229 288 403 260 316 352 341 444 284 246 313 346 368 406 342 422 247 238 285 418 124 176 192 20 50 150 206 71 134 200 0 129 7 181 41 202 136 98 49 197 114 87 56 44 80 113 75 141 106 116 51 38 169 86 70 123 1 13 88 188 31 92 103 74 57 135 76 183 151 69 108 126 107 204 16 47 117 127 12 100 157 137 109 102 143 164 81 36 149 101 25 161 186 10 111 35 43 185 190 112 2 34 22 165 40 139 191 173 85 60 42 23 9 58 11 140 67 174 171 37 133 82 179 138 194 32 160 195 105 48 96 64 68 39 30 17 144 77 59 61 125 90 205 167 193 83 142 159 180 93 52 152 45 177 118 163 27 21 99 8 94 3 91 130 166 63 28 97 153 146 66 73 84 203 33 110
408 466 227 431 269 419 338 411 442 470 216 464 345 425 306 393 353 469 256 370 438 278 439 233 211 242 228 297 404 361 347 296 325 259 383 235 273 312 459 261 367 287 240 252 463 392 429 372 351 292 331 471 214 281 430 221 450 343 344 311 329 378 265 322 375 440 356 380 65 4 170 5 189 122 24 26 175 54 119 172 72 148 145 156 128 184 18 89 154 131 19 78 198 158 182 62 6 147 53 15 121 29 162 178 201 55 104 132 115 95 120 155 199 14 196 187 79 168 46
424 318 286 248 319 271 295 403 213 262 317 211 244 394 347 379 348 396 353 256 292 322 407 441 474 247 340 461 272 346 447 463 446 212 381 216 296 208 344 454 472 237 442 404 412 350 342 351 334 422 316 331 311 475 217 259 279 315 464 471 390 245 297 435 384 242 288 275 223 310 460 364 450 210 362 355 300 455 291 429 281 453 284 224 361 293 263 382 278 250 258 470 431 354 439 218 238 214 302 207 338 414 473 443 427 392 385 452 356 313 398 270 268 456 265 368 401 430 371 462 325 380 330 336 221 383 249 352 257 333 294 419 393 341 416 363 274 428 366 282 467 469 444 426 269 345 243 328 229 423 432 308 370 324 386 413 305 301 410 343 320 409 377 260 376 400 209 251 261 365 375 253 240 264 388 372 232 306 418 369 236 449 289 349 367 304 303 307 230 408 405 391 417 267 359 434 420 357 321 399 395 89 126 20 68 28 19 24 174 93 13 172 187 124 71 107 100 97 72 87 36 150 3 44 201 92 25 98 186 59 83 90 22 5 21 4 60 106 181 140 31 130 147 76 142 178 120 157 177 117 204 156 94 43 195 64 152 170 49 179 8 48 155 202 137 17 7 82 176 135 18 132 185 123 46 175 141 133 99 192 139 119 84 10 109 169 161 197 160 122 103 127 189 131 34 194 85 51 112 129 104 56 78 165 0 184 40 50 52 158 57 125 29 153 115 173 63 198 42 134 1 26 171 12 183 143 45 110 199 151 205 91 136 67 41 164 101 73 128 62 149 6 206 148 55 190 144 86 65 163 23 32 77 145 69 108 196
415 387 327 465 468 220 438 285 457 280 397 231 234 233 358 402 425 266 255 411 406 445 246 440 314 329 227 254 277 299 373 466 337 374 389 421 451 433 273 458 332 222 437 215 436 335 219 283 339 323 448 309 235 298 287 226 276 225 241 252 326 228 459 378 312 360 239 290 191 154 203 159 121 30 166 102 2 74 116 167 138 88 35 180 188 79 47 61 53 58 37 80 111 96 162 105 39 113 9 33 118 11 182 38 168 27 193 146 14 16 54 15 70 75 200 81 66 114 95

24
data/tanveer/musk-1/le_datos.m Executable file
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@@ -0,0 +1,24 @@
printf('lendo problema %s ...\n', problema);
n_entradas= 166; n_clases= 2; n_fich= 1; fich{1}= 'clean1.data'; n_patrons(1)= 476;
n_max= max(n_patrons);
x = zeros(n_fich, n_max, n_entradas); cl= zeros(n_fich, n_max);
n_patrons_total = sum(n_patrons); n_iter=0;
for i_fich=1:n_fich
f=fopen(fich{i_fich}, 'r');
if -1==f
error('erro en fopen abrindo %s\n', fich{i_fich});
end
for i=1:n_patrons(i_fich)
fprintf(2,'%5.1f%%\r', 100*n_iter++/n_patrons_total);
fscanf(f,'%s',2);
for j = 1:n_entradas
x(i_fich,i,j) = fscanf(f,'%g',1);
end
cl(i_fich,i) = fscanf(f,'%g',1); % lectura da clase
end
fclose(f);
end

645
data/tanveer/musk-1/musk-1.arff Executable file
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@@ -0,0 +1,645 @@
@relation musk-1
@attribute 'f1' real
@attribute 'f2' real
@attribute 'f3' real
@attribute 'f4' real
@attribute 'f5' real
@attribute 'f6' real
@attribute 'f7' real
@attribute 'f8' real
@attribute 'f9' real
@attribute 'f10' real
@attribute 'f11' real
@attribute 'f12' real
@attribute 'f13' real
@attribute 'f14' real
@attribute 'f15' real
@attribute 'f16' real
@attribute 'f17' real
@attribute 'f18' real
@attribute 'f19' real
@attribute 'f20' real
@attribute 'f21' real
@attribute 'f22' real
@attribute 'f23' real
@attribute 'f24' real
@attribute 'f25' real
@attribute 'f26' real
@attribute 'f27' real
@attribute 'f28' real
@attribute 'f29' real
@attribute 'f30' real
@attribute 'f31' real
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5
data/tanveer/musk-1/musk-1.cost Executable file
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% Rows Columns
2 2
% Matrix elements
0.0 1.0
1.0 0.0

8
data/tanveer/musk-1/musk-1.txt Executable file
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@@ -0,0 +1,8 @@
n_entradas= 166
n_clases= 2
n_arquivos= 1
fich1= musk-1_R.dat
n_patrons1= 476
n_patrons_entrena= 238
n_patrons_valida= 238
n_conxuntos= 1

477
data/tanveer/musk-1/musk-1_R.dat Executable file
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@@ -0,0 +1,477 @@
f1 f2 f3 f4 f5 f6 f7 f8 f9 f10 f11 f12 f13 f14 f15 f16 f17 f18 f19 f20 f21 f22 f23 f24 f25 f26 f27 f28 f29 f30 f31 f32 f33 f34 f35 f36 f37 f38 f39 f40 f41 f42 f43 f44 f45 f46 f47 f48 f49 f50 f51 f52 f53 f54 f55 f56 f57 f58 f59 f60 f61 f62 f63 f64 f65 f66 f67 f68 f69 f70 f71 f72 f73 f74 f75 f76 f77 f78 f79 f80 f81 f82 f83 f84 f85 f86 f87 f88 f89 f90 f91 f92 f93 f94 f95 f96 f97 f98 f99 f100 f101 f102 f103 f104 f105 f106 f107 f108 f109 f110 f111 f112 f113 f114 f115 f116 f117 f118 f119 f120 f121 f122 f123 f124 f125 f126 f127 f128 f129 f130 f131 f132 f133 f134 f135 f136 f137 f138 f139 f140 f141 f142 f143 f144 f145 f146 f147 f148 f149 f150 f151 f152 f153 f154 f155 f156 f157 f158 f159 f160 f161 f162 f163 f164 f165 f166 clase
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10 0.291294 -0.439991 0.234829 -1.19052 -0.163793 0.290794 0.202965 -1.60665 0.623417 0.59444 -2.148 -2.08448 -0.0206997 -2.39482 -2.27295 -0.483891 0.598999 -1.78196 -1.70651 -1.87367 -0.703791 0.406376 0.379532 0.546006 1.35731 0.980092 0.504163 -0.758353 0.471591 0.911051 -0.363541 -0.928511 -0.0163013 1.32103 -1.32414 1.19958 -0.575811 1.04189 0.402021 0.690953 0.550716 0.0683094 0.497575 -2.43415 -2.30458 -1.47272 -0.156462 0.46243 -1.63373 -0.515151 -1.53608 0.433904 0.759632 -1.48856 1.30903 0.842287 -0.0615193 -0.462006 0.465441 1.27032 -0.925326 -0.626712 0.756594 0.510639 -1.31667 0.63625 -0.145623 0.978407 0.783268 0.572375 0.354057 0.551498 -0.953408 -2.38581 -2.08293 -0.0978067 0.702162 -2.31254 -1.86759 -2.3507 0.0735267 0.338977 -0.619807 -0.961613 0.839709 0.560203 0.327127 -0.144246 -0.122455 0.837651 -0.621737 -0.423894 -1.0901 1.07366 -0.534531 1.31742 -1.19986 0.305892 0.313208 0.0818561 0.536803 0.407479 -2.1551 -2.3009 -2.33071 -1.46172 0.767815 0.968799 -2.27424 -2.24298 -2.36829 -0.119184 0.222287 0.547182 0.825445 1.43661 0.813386 0.268644 0.048942 0.603039 1.06865 1.53388 1.22491 0.55741 -0.861415 0.590181 1.55678 1.06297 1.49821 -1.2371 -1.87381 -0.892266 -1.32733 -2.314 -2.31451 0.428441 0.242058 0.272886 0.874013 0.373031 -0.249898 1.15359 0.226839 0.198312 -0.114399 -0.295417 -0.505242 0.219962 0.202856 0.339779 -0.92497 -1.21029 -1.21925 0.491324 -0.397741 0.0841944 -0.210578 1.58994 -0.0224755 0.201729 1.3236 1.10105 -0.849979 -0.179275 0.297222 -1.08351 1
11 0.180723 -0.564547 0.234829 -1.07134 -0.163793 0.736323 0.259271 -1.89694 0.602653 1.14641 -2.51592 -2.1327 -0.503544 -2.40683 -2.27295 -0.530859 0.598999 -1.7055 -1.78001 -0.0237135 -0.716638 0.429224 0.368842 1.31297 0.984112 1.00246 0.536644 -0.805341 -1.11251 1.17371 -0.363541 -0.949806 -0.480267 1.17714 -1.1106 -1.3445 -0.427297 1.07869 0.346502 0.567295 0.515384 -0.64276 0.622075 -2.45665 -2.31715 -2.0461 -0.126666 0.476483 -1.74141 1.09729 -1.6005 0.422908 0.791494 -2.00778 0.842096 0.79425 -0.0345881 -0.550103 -0.0459784 0.997953 -0.945461 -0.68089 0.613084 1.31519 -1.12061 -0.362972 -0.145623 1.01286 -0.160464 0.540214 0.354057 0.597465 -2.57782 -2.39803 -0.331382 -0.18139 0.693372 -2.38289 -1.92684 -2.36276 0.0735267 0.402381 -0.670179 0.658844 1.0931 0.588635 0.301894 -0.23149 -1.29224 1.21319 -0.621737 -1.28525 -1.18519 -2.39158 0.569582 -0.838294 0.189386 0.276391 0.328635 0.0336697 0.460183 -1.07345 -1.92496 -2.39402 -2.35553 -1.69862 0.947927 1.00865 -1.79379 -2.2564 -2.3546 -0.141679 0.222287 0.578365 1.09109 0.327427 1.22022 0.287471 0.0658479 0.529071 1.0882 0.622787 1.0265 -1.47432 -0.881929 -1.00352 0.789908 1.20809 -0.13358 -1.2371 0.00111404 -1.00697 -1.31212 -2.314 -2.30182 0.476464 0.282757 0.259911 0.874013 0.311845 -0.30256 1.10189 0.206344 0.176839 -0.114399 -0.279346 -0.433602 0.219962 0.243309 0.339779 -0.725443 -1.25377 -1.21925 0.5053 -0.881818 0.0523708 -0.242313 -1.04497 1.41437 -0.636835 -0.749332 -0.94891 -0.807863 -0.241699 0.57304 -0.123905 1
12 0.125438 0.2847 0.263742 -1.20376 -0.163793 0.269061 0.437573 -2.2664 0.820673 0.704835 -1.78007 -1.61434 0.0698336 -2.15452 -2.32539 -0.609139 0.123721 -0.451657 -2.24551 -2.0182 0.285446 0.406376 -0.0587749 0.699399 1.36797 0.890625 -0.0588436 0.666944 0.454372 0.894106 -0.363541 -0.949806 -0.592258 1.2311 -1.08547 -1.29558 -0.575811 1.04189 0.762898 0.678588 0.633158 -0.862546 0.606512 -2.1754 -2.12852 -1.57391 -0.782186 1.13695 -2.49513 -0.454873 -0.608357 0.631833 0.377295 -1.22291 1.30903 0.185788 0.324495 -0.361324 0.450399 1.29211 -0.945461 -0.67186 0.541329 0.442967 -1.27991 -0.272134 -0.145623 1.04732 0.0446954 0.604536 0.469832 0.0611918 -0.840949 -1.89728 -1.98485 -0.348557 0.412093 -1.85526 -1.91499 -2.33864 0.806005 0.338977 -0.619807 -0.920588 0.870116 0.664454 0.13788 0.800897 -0.139166 0.829827 -0.621737 -1.24218 -1.20897 0.994003 0.600252 -0.908808 -1.22029 0.138722 0.344062 0.303513 0.635315 -1.00999 -2.1551 -2.3009 -2.33071 -1.39938 -0.558464 0.915668 -2.26126 -2.22957 -2.34091 0.128258 0.579507 0.349692 0.764142 1.43661 0.829991 0.946425 0.581479 0.180368 1.05888 1.52249 1.21546 -1.47432 -0.840902 -1.20636 1.55678 1.01459 1.47031 -1.22678 0.0768686 -1.00697 0.224653 -1.05674 -1.70507 0.380418 0.170834 0.285861 0.158491 -1.18722 -1.06617 1.15359 0.278075 0.187576 -0.114399 -0.295417 -0.218682 0.160473 0.0545313 0.0957826 -0.739695 -1.1958 -1.23427 -0.0816819 -0.792646 -0.24465 -0.305783 1.4113 -0.194897 -0.438629 -0.795142 -0.989504 -0.765747 -0.179275 0.57304 -0.0316353 1
13 0.346579 -0.892923 -0.415719 -0.038447 -0.163793 0.0408637 0.381267 -1.36914 0.675326 -0.357708 -2.24834 -1.77106 -2.57072 -2.0584 -2.29917 -0.499547 -0.0836728 -0.0846777 -1.84126 -1.80141 0.0413487 0.520618 0.112272 -0.161306 0.674892 1.03601 -0.0047084 -0.507751 0.36828 1.08898 -0.363541 -1.00304 -0.0962954 1.51888 -0.243843 -1.09988 -0.48845 1.29952 -0.944329 0.975367 -0.94501 -1.10819 -2.00799 -2.27665 -2.14109 -1.55142 -0.663001 1.1791 -1.59335 -0.605568 -0.866057 0.455896 0.579084 -1.69383 0.955984 1.08247 0.315517 -0.789224 0.179648 0.976163 -0.68371 -1.01499 0.469574 0.999384 0.374327 0.0912201 -0.145623 1.04732 -1.03239 0.733179 -0.752245 -0.996032 -2.50284 -1.89728 -2.58738 -0.264974 0.438463 -1.92561 -1.90314 -2.37482 0.622885 0.529189 -0.733144 0.833196 0.809302 0.522293 -1.21208 0.757275 0.0446568 0.782884 -0.621737 -1.26372 0.38391 0.0779036 0.538913 -0.787927 0.220031 0.709065 -0.751259 0.708279 -1.06128 -1.07345 -2.51308 -2.4173 -2.26867 -1.00039 0.374844 1.28758 -2.28723 -2.24298 -2.3546 -0.119184 0.283525 0.308115 1.06044 1.32877 0.589213 0.541639 0.108113 -0.855176 0.853674 1.35166 0.809194 -1.10114 -0.871672 -1.32226 1.05831 1.27258 0.772969 0.332146 0.0958073 -0.915207 0.194222 -1.10968 -1.50192 0.460456 0.6694 -0.9857 0.735525 0.296548 -0.526376 1.32159 0.954394 1.04651 -0.114399 -0.279346 -0.505242 0.0414929 -0.74103 0.5373 -0.212372 0.0359855 0.0575278 -1.18577 -0.792646 -1.23118 -0.194711 1.72392 1.07774 -1.44491 -0.898216 -1.0098 -0.639398 -0.366549 0.486847 0.0790881 1
14 0.125438 2.37951 -0.892787 -0.0516892 -0.128956 0.0191306 0.615875 -2.33238 0.488452 -0.371507 -2.53822 -0.577622 -2.58581 -2.08243 -2.29917 -0.577827 0.823675 -1.36911 -0.775507 -1.78695 0.542391 0.429224 0.646793 0.0858271 0.664229 0.398559 0.753185 0.525981 0.333843 1.09745 1.05047 1.65879 -0.336278 1.50089 -0.206158 -0.488321 -0.497186 0.428498 -0.80553 0.604393 -0.32081 0.740594 -2.00799 -2.4904 -1.75125 -2.06859 0.0074178 0.279749 -1.22995 -0.650777 0.074549 0.488885 0.515361 -1.93533 0.99015 -0.374637 0.773348 1.02306 0.119481 0.997953 -0.643441 2.30795 -0.570875 0.984346 0.374327 0.499993 -0.145623 -0.623728 -1.03239 -0.263807 -0.790837 -0.628302 -2.57782 -1.31104 -2.60139 -0.432141 0.684582 -2.47669 -0.623359 -2.32658 0.622885 0.48692 0.362445 0.843453 0.799166 0.541248 0.339744 -0.973064 0.0446568 0.782884 3.68252 1.12655 0.372023 0.0380732 0.477573 -0.787927 0.209816 0.659898 -0.967238 0.717916 0.70099 1.99419 -2.52587 -2.45222 -2.23145 -2.11008 -0.476595 -0.173512 -2.28723 -1.84052 -2.21769 0.623141 0.630539 0.609547 1.05022 1.35958 0.589213 0.67343 0.758992 0.76154 0.873218 1.34027 0.78085 -0.506829 1.86688 -0.742733 1.07109 1.27258 0.772969 0.311498 0.531396 -0.846384 0.0572821 -0.62001 -1.81934 -0.692096 0.730448 -0.388845 0.631659 0.327141 0.368886 0.391099 0.59574 0.520412 -0.114399 -0.263276 -0.361962 -0.285701 -0.0398574 0.699965 -0.183868 0.0359855 0.0425068 1.03638 1.39844 2.03604 -0.242313 1.6681 1.0449 0.887828 -0.165246 1.48669 -0.281409 0.569823 0.693711 0.595797 1
15 1.72872 1.02071 0.263742 -1.17728 -0.163793 0.225595 0.268655 -1.65943 0.613035 0.677236 -2.11455 -2.19298 0.0094781 -2.43086 -2.32539 -0.546515 0.54715 -1.50672 -1.82901 -1.98929 -0.716638 0.4178 0.336771 0.682356 1.35731 1.02482 0.536644 -0.460764 0.454372 0.894106 5.67816 1.2329 -1.82417 1.24908 -1.02266 0.221086 -0.575811 1.10323 0.249342 0.517832 0.456497 0.831093 0.559825 -2.47915 -2.36746 -1.45024 -0.156462 0.546745 -1.75487 -0.485012 -1.62627 0.411912 0.780873 -1.35573 1.33181 0.826274 -0.025611 0.972715 0.420316 1.29211 -0.784384 1.60363 -2.65177 0.450486 -1.27991 0.136639 -0.145623 0.943952 -0.119432 0.508053 0.354057 0.674075 -0.965903 -2.41024 -2.0409 -0.348557 0.667002 -2.27736 -1.98608 -2.32658 0.0964167 0.391814 -0.75833 -0.869308 0.870116 0.60759 0.327127 -0.0860832 -0.105744 0.806356 3.68252 2.48319 -1.23274 0.980726 -0.933239 0.289928 -1.2305 0.256724 0.344062 0.0143952 0.394508 0.470948 -2.18067 -2.40566 -2.41757 -1.36197 0.964301 1.03521 -2.27424 -2.28323 -2.34091 -0.197915 0.212081 0.547182 0.774359 1.45201 0.838294 0.343953 0.0827539 0.476237 1.04911 1.53388 1.19656 -0.672685 2.03099 2.47365 1.55678 1.03072 1.45637 -1.20613 0.285194 0.679194 -1.17518 -2.30077 -2.28912 0.460456 0.292932 0.337762 0.862473 0.296548 -0.355223 1.06312 0.196097 0.176839 14.1838 0.427764 -0.218682 0.20509 0.270277 0.363017 -1.26702 -1.18131 -1.21925 0.617106 0.9271 0.678235 -0.321651 1.43363 -0.153844 -0.331902 -1.36778 -1.0098 0.666207 1.63104 0.417892 1.51849 1
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