├── caffe.proto ├── README.md ├── visualize.py ├── solver.prototxt ├── solver_center_loss.prototxt ├── predict.py ├── center_loss_layer.hpp ├── center_loss_layer.cpp ├── deploy.prototxt ├── deploy_center_loss.prototxt ├── train.prototxt ├── train_center_loss.prototxt └── center_feat.log /caffe.proto: -------------------------------------------------------------------------------- 1 | message LayerParameter { 2 | optional CenterLossParameter center_loss_param = 200; 3 | } 4 | message CenterLossParameter{ 5 | optional float loss_weight = 1 [default = 0.003]; 6 | optional float alpha = 2 [default = 0.5]; 7 | required uint32 cluster_num = 3; 8 | } 9 | -------------------------------------------------------------------------------- /README.md: -------------------------------------------------------------------------------- 1 | 根据论文《A Discriminative Feature Learning Approach for Deep Face Recognition》实现了一个简单版本的center loss cpu版。 2 | 3 | 详细内容欢迎阅读知乎专栏——《无痛的机器学习》：https://zhuanlan.zhihu.com/p/23444100 4 | 5 | 实验了论文中提出的MNist数据库，和论文结果大体一致。 6 | 7 | 基本的文件都在，大家按需放在Caffe中该放的位置，应该就可以跑起来了。 8 | 9 | predict.py用于预测数据的2维representation 10 | 11 | visualize.py用于把这些数据画出来 12 | -------------------------------------------------------------------------------- /visualize.py: -------------------------------------------------------------------------------- 1 | import numpy as np 2 | import matplotlib.pyplot as plt 3 | 4 | def draw(path): 5 | with open(path,'r') as f: 6 | lines = f.readlines() 7 | 8 | d = dict() 9 | 10 | for line in lines: 11 | sps = line.split() 12 | label = int(sps[0]) 13 | if label not in d: 14 | d[label] = [] 15 | pt = [float(sps[1]), float(sps[2])] 16 | d[label].append(pt) 17 | print len(d) 18 | color = ['blue','green','red','cyan','magenta', 19 | 'yellow','black','white','gray','pink'] 20 | for key in d: 21 | print str(key) + "\t" + str(len(d[key])) 22 | val = np.array(d[key]) 23 | x = val[:,0] 24 | y = val[:,1] 25 | plt.scatter(x,y, label=key, c = color[key]) 26 | 27 | plt.legend() 28 | plt.show() 29 | 30 | draw('center_feat.log') 31 | -------------------------------------------------------------------------------- /solver.prototxt: -------------------------------------------------------------------------------- 1 | # The train/test net protocol buffer definition 2 | net: "train.prototxt" 3 | # test_iter specifies how many forward passes the test should carry out. 4 | # In the case of MNIST, we have test batch size 100 and 100 test iterations, 5 | # covering the full 10,000 testing images. 6 | test_iter: 100 7 | # Carry out testing every 500 training iterations. 8 | test_interval: 500 9 | # The base learning rate, momentum and the weight decay of the network. 10 | base_lr: 0.01 11 | momentum: 0.9 12 | weight_decay: 0.0005 13 | # The learning rate policy 14 | lr_policy: "inv" 15 | gamma: 0.0001 16 | power: 0.75 17 | # Display every 100 iterations 18 | display: 100 19 | # The maximum number of iterations 20 | max_iter: 10000 21 | # snapshot intermediate results 22 | snapshot: 5000 23 | # solver mode: CPU or GPU 24 | snapshot_prefix: "loss" 25 | solver_mode: GPU 26 | #debug_info: true 27 | -------------------------------------------------------------------------------- /solver_center_loss.prototxt: -------------------------------------------------------------------------------- 1 | # The train/test net protocol buffer definition 2 | net: "train_center_loss.prototxt" 3 | # test_iter specifies how many forward passes the test should carry out. 4 | # In the case of MNIST, we have test batch size 100 and 100 test iterations, 5 | # covering the full 10,000 testing images. 6 | test_iter: 100 7 | # Carry out testing every 500 training iterations. 8 | test_interval: 500 9 | # The base learning rate, momentum and the weight decay of the network. 10 | base_lr: 0.01 11 | momentum: 0.9 12 | weight_decay: 0.0005 13 | # The learning rate policy 14 | lr_policy: "inv" 15 | gamma: 0.0001 16 | power: 0.75 17 | # Display every 100 iterations 18 | display: 100 19 | # The maximum number of iterations 20 | max_iter: 10000 21 | # snapshot intermediate results 22 | snapshot: 5000 23 | # solver mode: CPU or GPU 24 | snapshot_prefix: "center_loss" 25 | solver_mode: GPU 26 | #debug_info: true 27 | -------------------------------------------------------------------------------- /predict.py: -------------------------------------------------------------------------------- 1 | import caffe 2 | import numpy as np 3 | import lmdb 4 | from caffe.proto import caffe_pb2 5 | import matplotlib.pyplot as plt 6 | 7 | BATCH=100 8 | 9 | if __name__ == '__main__': 10 | model_file = sys.argv[1] 11 | weight_file = sys.argv[2] 12 | lmdb_file = sys.argv[3] 13 | n = caffe.Net(model_file, weight_file, caffe.TEST) 14 | input_name = n.inputs[0] 15 | #transformer = caffe.io.Transformer({input_name: n.blobs[input_name].data.shape}); 16 | #transformer.set_input_scale(input_name, 255.0) 17 | 18 | lmdb_env = lmdb.open(lmdb_file) 19 | lmdb_txn = lmdb_env.begin() 20 | lmdb_cursor = lmdb_txn.cursor() 21 | datum = caffe_pb2.Datum() 22 | 23 | count = 0 24 | batch_data = [] 25 | batch_label = [] 26 | for key, value in lmdb_cursor: 27 | datum.ParseFromString(value) 28 | label = datum.label 29 | data = caffe.io.datum_to_array(datum) 30 | im = data.astype(np.uint8) 31 | count += 1 32 | batch_data.append(im) 33 | batch_label.append(label) 34 | if count % 64 == 0: 35 | data = np.array(batch_data, dtype=np.float32) / 255.0 36 | n.forward_all(**{input_name: data}) 37 | res_data = n.blobs['ip1'].data 38 | for res, label in zip(res_data, batch_label): 39 | featStr = [str(f) for f in res] 40 | print str(label) + '\t' + '\t'.join(featStr) 41 | batch_data = [] 42 | batch_label = [] 43 | -------------------------------------------------------------------------------- /center_loss_layer.hpp: -------------------------------------------------------------------------------- 1 | #ifndef CAFFE_CENTER_LOSS_LAYER_HPP_ 2 | #define CAFFE_CENTER_LOSS_LAYER_HPP_ 3 | #include 4 | 5 | #include "caffe/blob.hpp" 6 | #include "caffe/layer.hpp" 7 | #include "caffe/proto/caffe.pb.h" 8 | #include "caffe/layers/loss_layer.hpp" 9 | 10 | namespace caffe{ 11 | /* 12 | NOTE:currently we won't store center info. 13 | */ 14 | template 15 | class CenterLossLayer: public LossLayer{ 16 | public: 17 | explicit CenterLossLayer(const LayerParameter ¶m): LossLayer(param){} 18 | virtual void LayerSetUp(const vector*> &bottom, const vector*> &top); 19 | virtual inline int ExactNumBottomBlobs() const {return 2;} 20 | virtual inline const char *type() const {return "CenterLoss";} 21 | virtual inline bool AllowForceBackward(const int bottom_index) const { 22 | return bottom_index != 1; 23 | } 24 | protected: 25 | virtual void Forward_cpu(const vector*> &bottom, const vector*> &top); 26 | virtual void Forward_gpu(const vector*> &bottom, const vector*> &top); 27 | virtual void Backward_cpu(const vector*>& top, const vector& propagate_down, 28 | const vector*>& bottom); 29 | virtual void Backward_gpu(const vector*>& top, const vector& propagate_down, 30 | const vector*>& bottom); 31 | 32 | Blob center_loss_; 33 | Blob center_info_; 34 | vector center_update_count_; 35 | Dtype alpha; 36 | Dtype lossWeight; 37 | int clusterNum; 38 | }; 39 | 40 | } 41 | 42 | #endif 43 | -------------------------------------------------------------------------------- /center_loss_layer.cpp: -------------------------------------------------------------------------------- 1 | #include 2 | 3 | #include "caffe/layers/center_loss_layer.hpp" 4 | #include "caffe/util/math_functions.hpp" 5 | 6 | namespace caffe{ 7 | template 8 | void CenterLossLayer::LayerSetUp(const vector*>& bottom, 9 | const vector*>& top){ 10 | LossLayer::LayerSetUp(bottom, top); 11 | CHECK_EQ(bottom[0]->num(), bottom[1]->num()); 12 | 13 | int channels = bottom[0]->channels(); 14 | int num = bottom[0]->num(); 15 | 16 | alpha = this->layer_param_.center_loss_param().alpha(); 17 | lossWeight = this->layer_param_.center_loss_param().loss_weight(); 18 | clusterNum = this->layer_param_.center_loss_param().cluster_num(); 19 | 20 | center_info_.Reshape(clusterNum, channels, 1, 1); 21 | center_loss_.Reshape(num, channels, 1, 1); 22 | center_update_count_.resize(clusterNum); 23 | caffe_set(clusterNum * channels, Dtype(0.0), center_info_.mutable_cpu_data()); 24 | } 25 | 26 | template 27 | void CenterLossLayer::Forward_cpu( 28 | const vector*> &bottom, 29 | const vector*> &top){ 30 | const Dtype *feature = bottom[0]->cpu_data(); 31 | const Dtype *label = bottom[1]->cpu_data(); 32 | int num = bottom[0]->num(); 33 | int channels = bottom[0]->channels(); 34 | Dtype loss = 0; 35 | caffe_set(clusterNum * channels, Dtype(0.0), center_info_.mutable_cpu_diff()); 36 | for(int i = 0; i < clusterNum; ++i){ 37 | center_update_count_[i] = 1; 38 | } 39 | for(int i = 0; i < num; ++i){ 40 | int targetLabel = label[i]; 41 | caffe_sub(channels, feature + i * channels, 42 | center_info_.cpu_data() + targetLabel * channels, 43 | center_loss_.mutable_cpu_data() + i * channels); 44 | // store the update loss and number 45 | caffe_add(channels, center_loss_.cpu_data() + i * channels, 46 | center_info_.cpu_diff() + targetLabel * channels, 47 | center_info_.mutable_cpu_diff() + targetLabel * channels); 48 | center_update_count_[targetLabel]++; 49 | 50 | loss += caffe_cpu_dot(channels, center_loss_.cpu_data() + i * channels, 51 | center_loss_.cpu_data() + i * channels) * lossWeight / Dtype(2.0) / static_cast(num); 52 | } 53 | top[0]->mutable_cpu_data()[0] = loss; 54 | // update center loss. 55 | for(int i = 0; i < clusterNum; ++i){ 56 | Dtype scale = -alpha * lossWeight / Dtype(center_update_count_[i]); 57 | caffe_scal(channels, scale, center_info_.mutable_cpu_diff() + i * channels); 58 | } 59 | center_info_.Update(); 60 | } 61 | 62 | template 63 | void CenterLossLayer::Backward_cpu( 64 | const vector*> &top, 65 | const vector &propagate_down, 66 | const vector*> &bottom){ 67 | int num = bottom[0]->num(); 68 | int channels = bottom[0]->channels(); 69 | caffe_scal(num * channels, lossWeight, center_loss_.mutable_cpu_data()); 70 | Dtype *out = bottom[0]->mutable_cpu_diff(); 71 | caffe_copy(num * channels, center_loss_.cpu_data(), out); 72 | 73 | } 74 | template 75 | void CenterLossLayer::Forward_gpu( 76 | const vector*>& bottom, 77 | const vector*>& top){ 78 | Forward_cpu(bottom, top); 79 | } 80 | template 81 | void CenterLossLayer::Backward_gpu(const vector*>& top, 82 | const vector& propagate_down, const vector*>& bottom){ 83 | Backward_cpu(top, propagate_down,bottom); 84 | } 85 | INSTANTIATE_CLASS(CenterLossLayer); 86 | REGISTER_LAYER_CLASS(CenterLoss); 87 | } 88 | -------------------------------------------------------------------------------- /deploy.prototxt: -------------------------------------------------------------------------------- 1 | name: "LeNet" 2 | input: "data" 3 | input_dim: 100 4 | input_dim: 1 5 | input_dim: 28 6 | input_dim: 28 7 | 8 | layer { 9 | name: "conv1_1" 10 | type: "Convolution" 11 | bottom: "data" 12 | top: "conv1_1" 13 | param { 14 | lr_mult: 1 15 | } 16 | param { 17 | lr_mult: 2 18 | } 19 | convolution_param { 20 | num_output: 32 21 | kernel_size: 5 22 | stride: 1 23 | pad: 2 24 | weight_filler { 25 | type: "xavier" 26 | } 27 | bias_filler { 28 | type: "constant" 29 | } 30 | } 31 | } 32 | layer { 33 | name: "relu1_1" 34 | type: "PReLU" 35 | bottom: "conv1_1" 36 | top: "conv1_1" 37 | } 38 | layer { 39 | name: "conv1_2" 40 | type: "Convolution" 41 | bottom: "conv1_1" 42 | top: "conv1_2" 43 | param { 44 | lr_mult: 1 45 | } 46 | param { 47 | lr_mult: 2 48 | } 49 | convolution_param { 50 | num_output: 32 51 | kernel_size: 5 52 | stride: 1 53 | pad: 2 54 | weight_filler { 55 | type: "xavier" 56 | } 57 | bias_filler { 58 | type: "constant" 59 | } 60 | } 61 | } 62 | layer { 63 | name: "relu1_2" 64 | type: "PReLU" 65 | bottom: "conv1_2" 66 | top: "conv1_2" 67 | } 68 | layer { 69 | name: "pool1" 70 | type: "Pooling" 71 | bottom: "conv1_2" 72 | top: "pool1" 73 | pooling_param { 74 | pool: MAX 75 | kernel_size: 2 76 | stride: 2 77 | } 78 | } 79 | layer { 80 | name: "conv2_1" 81 | type: "Convolution" 82 | bottom: "pool1" 83 | top: "conv2_1" 84 | param { 85 | lr_mult: 1 86 | } 87 | param { 88 | lr_mult: 2 89 | } 90 | convolution_param { 91 | num_output: 64 92 | kernel_size: 5 93 | stride: 1 94 | pad: 2 95 | weight_filler { 96 | type: "xavier" 97 | } 98 | bias_filler { 99 | type: "constant" 100 | } 101 | } 102 | } 103 | layer { 104 | name: "relu2_1" 105 | type: "PReLU" 106 | bottom: "conv2_1" 107 | top: "conv2_1" 108 | } 109 | layer { 110 | name: "conv2_2" 111 | type: "Convolution" 112 | bottom: "conv2_1" 113 | top: "conv2_2" 114 | param { 115 | lr_mult: 1 116 | } 117 | param { 118 | lr_mult: 2 119 | } 120 | convolution_param { 121 | num_output: 64 122 | kernel_size: 5 123 | stride: 1 124 | pad: 2 125 | weight_filler { 126 | type: "xavier" 127 | } 128 | bias_filler { 129 | type: "constant" 130 | } 131 | } 132 | } 133 | layer { 134 | name: "relu2_2" 135 | type: "PReLU" 136 | bottom: "conv2_2" 137 | top: "conv2_2" 138 | } 139 | layer { 140 | name: "pool2" 141 | type: "Pooling" 142 | bottom: "conv2_2" 143 | top: "pool2" 144 | pooling_param { 145 | pool: MAX 146 | kernel_size: 2 147 | stride: 2 148 | } 149 | } 150 | layer { 151 | name: "conv3_1" 152 | type: "Convolution" 153 | bottom: "pool2" 154 | top: "conv3_1" 155 | param { 156 | lr_mult: 1 157 | } 158 | param { 159 | lr_mult: 2 160 | } 161 | convolution_param { 162 | num_output: 128 163 | kernel_size: 5 164 | stride: 1 165 | pad: 2 166 | weight_filler { 167 | type: "xavier" 168 | } 169 | bias_filler { 170 | type: "constant" 171 | } 172 | } 173 | } 174 | layer { 175 | name: "relu3_1" 176 | type: "PReLU" 177 | bottom: "conv3_1" 178 | top: "conv3_1" 179 | } 180 | layer { 181 | name: "conv3_2" 182 | type: "Convolution" 183 | bottom: "conv3_1" 184 | top: "conv3_2" 185 | param { 186 | lr_mult: 1 187 | } 188 | param { 189 | lr_mult: 2 190 | } 191 | convolution_param { 192 | num_output: 128 193 | kernel_size: 5 194 | stride: 1 195 | pad: 2 196 | weight_filler { 197 | type: "xavier" 198 | } 199 | bias_filler { 200 | type: "constant" 201 | } 202 | } 203 | } 204 | layer { 205 | name: "relu3_2" 206 | type: "PReLU" 207 | bottom: "conv3_2" 208 | top: "conv3_2" 209 | } 210 | layer { 211 | name: "pool3" 212 | type: "Pooling" 213 | bottom: "conv3_2" 214 | top: "pool3" 215 | pooling_param { 216 | pool: MAX 217 | kernel_size: 2 218 | stride: 2 219 | } 220 | } 221 | layer { 222 | name: "ip1" 223 | type: "InnerProduct" 224 | bottom: "pool3" 225 | top: "ip1" 226 | param { 227 | lr_mult: 1 228 | } 229 | param { 230 | lr_mult: 2 231 | } 232 | inner_product_param { 233 | num_output: 2 234 | weight_filler { 235 | type: "xavier" 236 | } 237 | bias_filler { 238 | type: "constant" 239 | } 240 | } 241 | } 242 | -------------------------------------------------------------------------------- /deploy_center_loss.prototxt: -------------------------------------------------------------------------------- 1 | name: "LeNet" 2 | input: "data" 3 | input_dim: 100 4 | input_dim: 1 5 | input_dim: 28 6 | input_dim: 28 7 | 8 | layer { 9 | name: "conv1_1" 10 | type: "Convolution" 11 | bottom: "data" 12 | top: "conv1_1" 13 | param { 14 | lr_mult: 1 15 | } 16 | param { 17 | lr_mult: 2 18 | } 19 | convolution_param { 20 | num_output: 32 21 | kernel_size: 5 22 | stride: 1 23 | pad: 2 24 | weight_filler { 25 | type: "xavier" 26 | } 27 | bias_filler { 28 | type: "constant" 29 | } 30 | } 31 | } 32 | layer { 33 | name: "relu1_1" 34 | type: "PReLU" 35 | bottom: "conv1_1" 36 | top: "conv1_1" 37 | } 38 | layer { 39 | name: "conv1_2" 40 | type: "Convolution" 41 | bottom: "conv1_1" 42 | top: "conv1_2" 43 | param { 44 | lr_mult: 1 45 | } 46 | param { 47 | lr_mult: 2 48 | } 49 | convolution_param { 50 | num_output: 32 51 | kernel_size: 5 52 | stride: 1 53 | pad: 2 54 | weight_filler { 55 | type: "xavier" 56 | } 57 | bias_filler { 58 | type: "constant" 59 | } 60 | } 61 | } 62 | layer { 63 | name: "relu1_2" 64 | type: "PReLU" 65 | bottom: "conv1_2" 66 | top: "conv1_2" 67 | } 68 | layer { 69 | name: "pool1" 70 | type: "Pooling" 71 | bottom: "conv1_2" 72 | top: "pool1" 73 | pooling_param { 74 | pool: MAX 75 | kernel_size: 2 76 | stride: 2 77 | } 78 | } 79 | layer { 80 | name: "conv2_1" 81 | type: "Convolution" 82 | bottom: "pool1" 83 | top: "conv2_1" 84 | param { 85 | lr_mult: 1 86 | } 87 | param { 88 | lr_mult: 2 89 | } 90 | convolution_param { 91 | num_output: 64 92 | kernel_size: 5 93 | stride: 1 94 | pad: 2 95 | weight_filler { 96 | type: "xavier" 97 | } 98 | bias_filler { 99 | type: "constant" 100 | } 101 | } 102 | } 103 | layer { 104 | name: "relu2_1" 105 | type: "PReLU" 106 | bottom: "conv2_1" 107 | top: "conv2_1" 108 | } 109 | layer { 110 | name: "conv2_2" 111 | type: "Convolution" 112 | bottom: "conv2_1" 113 | top: "conv2_2" 114 | param { 115 | lr_mult: 1 116 | } 117 | param { 118 | lr_mult: 2 119 | } 120 | convolution_param { 121 | num_output: 64 122 | kernel_size: 5 123 | stride: 1 124 | pad: 2 125 | weight_filler { 126 | type: "xavier" 127 | } 128 | bias_filler { 129 | type: "constant" 130 | } 131 | } 132 | } 133 | layer { 134 | name: "relu2_2" 135 | type: "PReLU" 136 | bottom: "conv2_2" 137 | top: "conv2_2" 138 | } 139 | layer { 140 | name: "pool2" 141 | type: "Pooling" 142 | bottom: "conv2_2" 143 | top: "pool2" 144 | pooling_param { 145 | pool: MAX 146 | kernel_size: 2 147 | stride: 2 148 | } 149 | } 150 | layer { 151 | name: "conv3_1" 152 | type: "Convolution" 153 | bottom: "pool2" 154 | top: "conv3_1" 155 | param { 156 | lr_mult: 1 157 | } 158 | param { 159 | lr_mult: 2 160 | } 161 | convolution_param { 162 | num_output: 128 163 | kernel_size: 5 164 | stride: 1 165 | pad: 2 166 | weight_filler { 167 | type: "xavier" 168 | } 169 | bias_filler { 170 | type: "constant" 171 | } 172 | } 173 | } 174 | layer { 175 | name: "relu3_1" 176 | type: "PReLU" 177 | bottom: "conv3_1" 178 | top: "conv3_1" 179 | } 180 | layer { 181 | name: "conv3_2" 182 | type: "Convolution" 183 | bottom: "conv3_1" 184 | top: "conv3_2" 185 | param { 186 | lr_mult: 1 187 | } 188 | param { 189 | lr_mult: 2 190 | } 191 | convolution_param { 192 | num_output: 128 193 | kernel_size: 5 194 | stride: 1 195 | pad: 2 196 | weight_filler { 197 | type: "xavier" 198 | } 199 | bias_filler { 200 | type: "constant" 201 | } 202 | } 203 | } 204 | layer { 205 | name: "relu3_2" 206 | type: "PReLU" 207 | bottom: "conv3_2" 208 | top: "conv3_2" 209 | } 210 | layer { 211 | name: "pool3" 212 | type: "Pooling" 213 | bottom: "conv3_2" 214 | top: "pool3" 215 | pooling_param { 216 | pool: MAX 217 | kernel_size: 2 218 | stride: 2 219 | } 220 | } 221 | layer { 222 | name: "ip1" 223 | type: "InnerProduct" 224 | bottom: "pool3" 225 | top: "ip1" 226 | param { 227 | lr_mult: 1 228 | } 229 | param { 230 | lr_mult: 2 231 | } 232 | inner_product_param { 233 | num_output: 2 234 | weight_filler { 235 | type: "xavier" 236 | } 237 | bias_filler { 238 | type: "constant" 239 | } 240 | } 241 | } 242 | -------------------------------------------------------------------------------- /train.prototxt: -------------------------------------------------------------------------------- 1 | name: "LeNet" 2 | layer { 3 | name: "mnist" 4 | type: "Data" 5 | top: "data" 6 | top: "label" 7 | include { 8 | phase: TRAIN 9 | } 10 | transform_param { 11 | scale: 0.00390625 12 | } 13 | data_param { 14 | source: "examples/mnist/mnist_train_lmdb" 15 | batch_size: 64 16 | backend: LMDB 17 | } 18 | } 19 | layer { 20 | name: "mnist" 21 | type: "Data" 22 | top: "data" 23 | top: "label" 24 | include { 25 | phase: TEST 26 | } 27 | transform_param { 28 | scale: 0.00390625 29 | } 30 | data_param { 31 | source: "examples/mnist/mnist_test_lmdb" 32 | batch_size: 100 33 | backend: LMDB 34 | } 35 | } 36 | layer { 37 | name: "conv1_1" 38 | type: "Convolution" 39 | bottom: "data" 40 | top: "conv1_1" 41 | param { 42 | lr_mult: 1 43 | } 44 | param { 45 | lr_mult: 2 46 | } 47 | convolution_param { 48 | num_output: 32 49 | kernel_size: 5 50 | stride: 1 51 | pad: 2 52 | weight_filler { 53 | type: "xavier" 54 | } 55 | bias_filler { 56 | type: "constant" 57 | } 58 | } 59 | } 60 | layer { 61 | name: "relu1_1" 62 | type: "PReLU" 63 | bottom: "conv1_1" 64 | top: "conv1_1" 65 | } 66 | layer { 67 | name: "conv1_2" 68 | type: "Convolution" 69 | bottom: "conv1_1" 70 | top: "conv1_2" 71 | param { 72 | lr_mult: 1 73 | } 74 | param { 75 | lr_mult: 2 76 | } 77 | convolution_param { 78 | num_output: 32 79 | kernel_size: 5 80 | stride: 1 81 | pad: 2 82 | weight_filler { 83 | type: "xavier" 84 | } 85 | bias_filler { 86 | type: "constant" 87 | } 88 | } 89 | } 90 | layer { 91 | name: "relu1_2" 92 | type: "PReLU" 93 | bottom: "conv1_2" 94 | top: "conv1_2" 95 | } 96 | layer { 97 | name: "pool1" 98 | type: "Pooling" 99 | bottom: "conv1_2" 100 | top: "pool1" 101 | pooling_param { 102 | pool: MAX 103 | kernel_size: 2 104 | stride: 2 105 | } 106 | } 107 | layer { 108 | name: "conv2_1" 109 | type: "Convolution" 110 | bottom: "pool1" 111 | top: "conv2_1" 112 | param { 113 | lr_mult: 1 114 | } 115 | param { 116 | lr_mult: 2 117 | } 118 | convolution_param { 119 | num_output: 64 120 | kernel_size: 5 121 | stride: 1 122 | pad: 2 123 | weight_filler { 124 | type: "xavier" 125 | } 126 | bias_filler { 127 | type: "constant" 128 | } 129 | } 130 | } 131 | layer { 132 | name: "relu2_1" 133 | type: "PReLU" 134 | bottom: "conv2_1" 135 | top: "conv2_1" 136 | } 137 | layer { 138 | name: "conv2_2" 139 | type: "Convolution" 140 | bottom: "conv2_1" 141 | top: "conv2_2" 142 | param { 143 | lr_mult: 1 144 | } 145 | param { 146 | lr_mult: 2 147 | } 148 | convolution_param { 149 | num_output: 64 150 | kernel_size: 5 151 | stride: 1 152 | pad: 2 153 | weight_filler { 154 | type: "xavier" 155 | } 156 | bias_filler { 157 | type: "constant" 158 | } 159 | } 160 | } 161 | layer { 162 | name: "relu2_2" 163 | type: "PReLU" 164 | bottom: "conv2_2" 165 | top: "conv2_2" 166 | } 167 | layer { 168 | name: "pool2" 169 | type: "Pooling" 170 | bottom: "conv2_2" 171 | top: "pool2" 172 | pooling_param { 173 | pool: MAX 174 | kernel_size: 2 175 | stride: 2 176 | } 177 | } 178 | layer { 179 | name: "conv3_1" 180 | type: "Convolution" 181 | bottom: "pool2" 182 | top: "conv3_1" 183 | param { 184 | lr_mult: 1 185 | } 186 | param { 187 | lr_mult: 2 188 | } 189 | convolution_param { 190 | num_output: 128 191 | kernel_size: 5 192 | stride: 1 193 | pad: 2 194 | weight_filler { 195 | type: "xavier" 196 | } 197 | bias_filler { 198 | type: "constant" 199 | } 200 | } 201 | } 202 | layer { 203 | name: "relu3_1" 204 | type: "PReLU" 205 | bottom: "conv3_1" 206 | top: "conv3_1" 207 | } 208 | layer { 209 | name: "conv3_2" 210 | type: "Convolution" 211 | bottom: "conv3_1" 212 | top: "conv3_2" 213 | param { 214 | lr_mult: 1 215 | } 216 | param { 217 | lr_mult: 2 218 | } 219 | convolution_param { 220 | num_output: 128 221 | kernel_size: 5 222 | stride: 1 223 | pad: 2 224 | weight_filler { 225 | type: "xavier" 226 | } 227 | bias_filler { 228 | type: "constant" 229 | } 230 | } 231 | } 232 | layer { 233 | name: "relu3_2" 234 | type: "PReLU" 235 | bottom: "conv3_2" 236 | top: "conv3_2" 237 | } 238 | layer { 239 | name: "pool3" 240 | type: "Pooling" 241 | bottom: "conv3_2" 242 | top: "pool3" 243 | pooling_param { 244 | pool: MAX 245 | kernel_size: 2 246 | stride: 2 247 | } 248 | } 249 | layer { 250 | name: "ip1" 251 | type: "InnerProduct" 252 | bottom: "pool3" 253 | top: "ip1" 254 | param { 255 | lr_mult: 1 256 | } 257 | param { 258 | lr_mult: 2 259 | } 260 | inner_product_param { 261 | num_output: 2 262 | weight_filler { 263 | type: "xavier" 264 | } 265 | bias_filler { 266 | type: "constant" 267 | } 268 | } 269 | } 270 | layer { 271 | name: "ip2" 272 | type: "InnerProduct" 273 | bottom: "ip1" 274 | top: "ip2" 275 | param { 276 | lr_mult: 1 277 | } 278 | param { 279 | lr_mult: 2 280 | } 281 | inner_product_param { 282 | num_output: 10 283 | weight_filler { 284 | type: "xavier" 285 | } 286 | bias_filler { 287 | type: "constant" 288 | } 289 | } 290 | } 291 | layer { 292 | name: "accuracy" 293 | type: "Accuracy" 294 | bottom: "ip2" 295 | bottom: "label" 296 | top: "accuracy" 297 | include { 298 | phase: TEST 299 | } 300 | } 301 | layer { 302 | name: "loss" 303 | type: "SoftmaxWithLoss" 304 | bottom: "ip2" 305 | bottom: "label" 306 | top: "loss" 307 | } 308 | -------------------------------------------------------------------------------- /train_center_loss.prototxt: -------------------------------------------------------------------------------- 1 | name: "LeNet" 2 | layer { 3 | name: "mnist" 4 | type: "Data" 5 | top: "data" 6 | top: "label" 7 | include { 8 | phase: TRAIN 9 | } 10 | transform_param { 11 | scale: 0.00390625 12 | } 13 | data_param { 14 | source: "examples/mnist/mnist_train_lmdb" 15 | batch_size: 64 16 | backend: LMDB 17 | } 18 | } 19 | layer { 20 | name: "mnist" 21 | type: "Data" 22 | top: "data" 23 | top: "label" 24 | include { 25 | phase: TEST 26 | } 27 | transform_param { 28 | scale: 0.00390625 29 | } 30 | data_param { 31 | source: "examples/mnist/mnist_test_lmdb" 32 | batch_size: 100 33 | backend: LMDB 34 | } 35 | } 36 | layer { 37 | name: "conv1_1" 38 | type: "Convolution" 39 | bottom: "data" 40 | top: "conv1_1" 41 | param { 42 | lr_mult: 1 43 | } 44 | param { 45 | lr_mult: 2 46 | } 47 | convolution_param { 48 | num_output: 32 49 | kernel_size: 5 50 | stride: 1 51 | pad: 2 52 | weight_filler { 53 | type: "xavier" 54 | } 55 | bias_filler { 56 | type: "constant" 57 | } 58 | } 59 | } 60 | layer { 61 | name: "relu1_1" 62 | type: "PReLU" 63 | bottom: "conv1_1" 64 | top: "conv1_1" 65 | } 66 | layer { 67 | name: "conv1_2" 68 | type: "Convolution" 69 | bottom: "conv1_1" 70 | top: "conv1_2" 71 | param { 72 | lr_mult: 1 73 | } 74 | param { 75 | lr_mult: 2 76 | } 77 | convolution_param { 78 | num_output: 32 79 | kernel_size: 5 80 | stride: 1 81 | pad: 2 82 | weight_filler { 83 | type: "xavier" 84 | } 85 | bias_filler { 86 | type: "constant" 87 | } 88 | } 89 | } 90 | layer { 91 | name: "relu1_2" 92 | type: "PReLU" 93 | bottom: "conv1_2" 94 | top: "conv1_2" 95 | } 96 | layer { 97 | name: "pool1" 98 | type: "Pooling" 99 | bottom: "conv1_2" 100 | top: "pool1" 101 | pooling_param { 102 | pool: MAX 103 | kernel_size: 2 104 | stride: 2 105 | } 106 | } 107 | layer { 108 | name: "conv2_1" 109 | type: "Convolution" 110 | bottom: "pool1" 111 | top: "conv2_1" 112 | param { 113 | lr_mult: 1 114 | } 115 | param { 116 | lr_mult: 2 117 | } 118 | convolution_param { 119 | num_output: 64 120 | kernel_size: 5 121 | stride: 1 122 | pad: 2 123 | weight_filler { 124 | type: "xavier" 125 | } 126 | bias_filler { 127 | type: "constant" 128 | } 129 | } 130 | } 131 | layer { 132 | name: "relu2_1" 133 | type: "PReLU" 134 | bottom: "conv2_1" 135 | top: "conv2_1" 136 | } 137 | layer { 138 | name: "conv2_2" 139 | type: "Convolution" 140 | bottom: "conv2_1" 141 | top: "conv2_2" 142 | param { 143 | lr_mult: 1 144 | } 145 | param { 146 | lr_mult: 2 147 | } 148 | convolution_param { 149 | num_output: 64 150 | kernel_size: 5 151 | stride: 1 152 | pad: 2 153 | weight_filler { 154 | type: "xavier" 155 | } 156 | bias_filler { 157 | type: "constant" 158 | } 159 | } 160 | } 161 | layer { 162 | name: "relu2_2" 163 | type: "PReLU" 164 | bottom: "conv2_2" 165 | top: "conv2_2" 166 | } 167 | layer { 168 | name: "pool2" 169 | type: "Pooling" 170 | bottom: "conv2_2" 171 | top: "pool2" 172 | pooling_param { 173 | pool: MAX 174 | kernel_size: 2 175 | stride: 2 176 | } 177 | } 178 | layer { 179 | name: "conv3_1" 180 | type: "Convolution" 181 | bottom: "pool2" 182 | top: "conv3_1" 183 | param { 184 | lr_mult: 1 185 | } 186 | param { 187 | lr_mult: 2 188 | } 189 | convolution_param { 190 | num_output: 128 191 | kernel_size: 5 192 | stride: 1 193 | pad: 2 194 | weight_filler { 195 | type: "xavier" 196 | } 197 | bias_filler { 198 | type: "constant" 199 | } 200 | } 201 | } 202 | layer { 203 | name: "relu3_1" 204 | type: "PReLU" 205 | bottom: "conv3_1" 206 | top: "conv3_1" 207 | } 208 | layer { 209 | name: "conv3_2" 210 | type: "Convolution" 211 | bottom: "conv3_1" 212 | top: "conv3_2" 213 | param { 214 | lr_mult: 1 215 | } 216 | param { 217 | lr_mult: 2 218 | } 219 | convolution_param { 220 | num_output: 128 221 | kernel_size: 5 222 | stride: 1 223 | pad: 2 224 | weight_filler { 225 | type: "xavier" 226 | } 227 | bias_filler { 228 | type: "constant" 229 | } 230 | } 231 | } 232 | layer { 233 | name: "relu3_2" 234 | type: "PReLU" 235 | bottom: "conv3_2" 236 | top: "conv3_2" 237 | } 238 | layer { 239 | name: "pool3" 240 | type: "Pooling" 241 | bottom: "conv3_2" 242 | top: "pool3" 243 | pooling_param { 244 | pool: MAX 245 | kernel_size: 2 246 | stride: 2 247 | } 248 | } 249 | layer { 250 | name: "ip1" 251 | type: "InnerProduct" 252 | bottom: "pool3" 253 | top: "ip1" 254 | param { 255 | lr_mult: 1 256 | } 257 | param { 258 | lr_mult: 2 259 | } 260 | inner_product_param { 261 | num_output: 2 262 | weight_filler { 263 | type: "xavier" 264 | } 265 | bias_filler { 266 | type: "constant" 267 | } 268 | } 269 | } 270 | layer { 271 | name: "ip2" 272 | type: "InnerProduct" 273 | bottom: "ip1" 274 | top: "ip2" 275 | param { 276 | lr_mult: 1 277 | } 278 | param { 279 | lr_mult: 2 280 | } 281 | inner_product_param { 282 | num_output: 10 283 | weight_filler { 284 | type: "xavier" 285 | } 286 | bias_filler { 287 | type: "constant" 288 | } 289 | } 290 | } 291 | layer { 292 | name: "center_loss" 293 | type: "CenterLoss" 294 | bottom: "ip1" 295 | bottom: "label" 296 | top: "center_loss" 297 | center_loss_param { 298 | loss_weight: 0.003 299 | alpha: 0.5 300 | cluster_num: 10 301 | } 302 | } 303 | layer { 304 | name: "accuracy" 305 | type: "Accuracy" 306 | bottom: "ip2" 307 | bottom: "label" 308 | top: "accuracy" 309 | include { 310 | phase: TEST 311 | } 312 | } 313 | layer { 314 | name: "loss" 315 | type: 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1.06451 -4.08602 391 | 2 -1.94146 -0.331974 392 | 8 1.60234 3.95391 393 | 6 -2.61952 -3.43498 394 | 1 3.3928 1.31168 395 | 9 1.16509 -4.29638 396 | 5 0.210074 0.924186 397 | 2 -1.67223 -0.237785 398 | 5 0.151722 0.975272 399 | 4 0.375885 -1.11834 400 | 4 0.401529 -1.01532 401 | 2 -1.89783 -0.422287 402 | 8 1.6042 3.73233 403 | 3 -1.66993 3.49501 404 | 8 1.8495 4.44985 405 | 2 -1.45955 -0.222057 406 | 4 0.382519 -1.07356 407 | 5 0.202856 1.00975 408 | 0 -5.00092 1.8041 409 | 3 -1.8564 3.41712 410 | 1 3.2769 1.26585 411 | 7 3.59421 -2.07523 412 | 7 3.54546 -1.71885 413 | 5 -0.526138 2.01934 414 | 7 3.5737 -2.07575 415 | 9 0.901932 -4.38871 416 | 7 3.33218 -2.24998 417 | 1 3.39166 1.1342 418 | 9 1.0177 -4.21516 419 | 2 -1.95462 -0.379202 420 | 1 3.41257 1.10704 421 | 4 0.396562 -1.36654 422 | 2 -2.1988 -0.0787692 423 | 9 0.884291 -4.37824 424 | 2 -1.76816 -0.298674 425 | 0 -4.71222 1.708 426 | 4 0.226666 -1.14354 427 | 9 0.824994 -4.45573 428 | 1 3.30696 1.0599 429 | 4 0.406074 -0.895857 430 | 8 1.65916 4.137 431 | 1 3.39298 1.09977 432 | 8 1.64655 4.26131 433 | 4 0.381984 -0.590628 434 | 5 0.285797 1.29559 435 | 9 0.636434 -4.6539 436 | 8 1.71744 3.31886 437 | 8 1.71307 4.31699 438 | 3 -1.76627 3.92297 439 | 7 3.42092 -2.02873 440 | 6 -2.54352 -3.77193 441 | 0 -4.5514 1.78725 442 | 0 -4.55313 1.89089 443 | 3 -1.60921 3.52088 444 | 0 -5.26619 1.73384 445 | 2 -1.88006 -0.298536 446 | 6 -3.25486 0.436633 447 | 6 -2.59874 -3.37546 448 | 4 0.557672 -2.76036 449 | 9 0.633853 -1.6801 450 | 3 -0.956195 2.51898 451 | 3 -1.70903 2.92187 452 | 3 -1.7599 3.53021 453 | 2 -1.9624 -0.323799 454 | 3 -1.7097 3.37072 455 | 9 0.889471 -4.30622 456 | 1 3.33942 1.16363 457 | 2 -1.5566 -0.295639 458 | 6 -2.52329 -3.25402 459 | 8 1.60266 4.23869 460 | 0 -5.13201 1.79722 461 | 5 0.365052 1.00972 462 | 6 -2.55326 -3.27451 463 | 6 -2.45605 -3.21687 464 | 6 -2.61343 -3.37215 465 | 3 -1.71997 3.71597 466 | 8 1.72247 4.15487 467 | 8 1.55618 4.0338 468 | 2 -1.93383 -0.35438 469 | 7 2.53784 -1.40914 470 | 5 0.168781 1.08545 471 | 8 1.62025 4.05045 472 | 9 1.09783 -4.07314 473 | 6 -2.18928 -3.04578 474 | 1 3.42646 1.04562 475 | 8 1.67777 4.31079 476 | 4 0.161956 -0.856546 477 | 1 3.30162 1.08812 478 | 2 -1.98647 -0.260741 479 | 5 -0.00867145 0.982813 480 | 9 0.617618 -5.12141 481 | 1 3.67178 1.33159 482 | 9 0.902779 -4.32926 483 | 7 3.4975 -2.02517 484 | 5 0.386799 1.09863 485 | 4 0.466888 -1.04398 486 | 0 -4.7751 1.72114 487 | 8 1.65734 4.26968 488 | 9 0.945602 -4.63944 489 | 9 0.888489 -4.74357 490 | 1 3.41123 1.17035 491 | 0 -4.42933 1.65847 492 | 5 0.214514 1.10042 493 | 2 -1.68545 0.350077 494 | 3 -1.63418 3.47315 495 | 7 3.47432 -2.22309 496 | 8 -0.251127 3.05718 497 | 9 0.786362 -4.59048 498 | 4 0.72985 -0.374607 499 | 0 -4.73871 1.86299 500 | 6 -2.43292 -3.25737 501 | 3 -1.65123 3.25889 502 | 9 0.876106 -4.26987 503 | 5 -0.0981882 1.18933 504 | 2 -2.00596 -0.464623 505 | 1 3.30926 1.28549 506 | 3 -1.83777 3.49562 507 | 1 3.41208 1.12709 508 | 3 -1.61091 3.34554 509 | 6 -2.81423 -3.75869 510 | 5 0.147494 1.06588 511 | 7 3.90025 -2.17461 512 | 4 0.669635 0.0834491 513 | 2 -1.80018 -0.414596 514 | 2 -2.00178 -0.429607 515 | 6 -2.62112 -4.06269 516 | 3 -1.80363 3.49393 517 | 2 -1.869 -0.422333 518 | 6 -2.45319 -3.41816 519 | 5 0.137302 0.965908 520 | 4 0.494921 -1.04204 521 | 8 1.56212 4.31398 522 | 9 0.921919 -4.35544 523 | 7 3.74254 -1.61989 524 | 1 3.21032 0.795766 525 | 3 -1.65832 3.51531 526 | 0 -4.90017 2.00411 527 | 3 -1.84851 3.58592 528 | 8 1.62281 4.36917 529 | 3 -1.9033 3.77826 530 | 1 3.25838 1.05522 531 | 9 1.14502 -4.32269 532 | 3 -1.70431 3.22583 533 | 4 0.465187 -1.16933 534 | 4 0.478581 -1.06651 535 | 6 -2.47541 -3.2366 536 | 4 0.354956 -1.07526 537 | 2 -2.12168 -0.632964 538 | 1 3.34184 1.06674 539 | 8 1.73733 4.3477 540 | 2 -1.85921 -0.255554 541 | 5 0.240585 0.911195 542 | 4 0.359321 -0.997971 543 | 8 1.39286 3.69372 544 | 8 0.680886 3.56369 545 | 4 0.230764 -1.20299 546 | 0 -4.84991 1.80831 547 | 0 -4.79751 1.68217 548 | 2 -2.10617 -0.366954 549 | 3 -1.67798 3.48315 550 | 2 -1.84521 -0.235461 551 | 7 3.18786 -2.02656 552 | 7 2.86999 -1.46 553 | 0 -5.124 2.12794 554 | 8 1.79679 4.22776 555 | 7 3.6391 -2.00432 556 | 4 0.410547 -0.962585 557 | 4 0.265919 -1.1094 558 | 7 2.97098 -1.0098 559 | 9 0.814936 -4.52661 560 | 6 -2.57897 -3.17498 561 | 9 0.784442 -4.5847 562 | 0 -4.72052 1.81944 563 | 9 0.766953 -4.01924 564 | 8 1.34415 3.94851 565 | 0 -4.88993 1.76161 566 | 4 0.467984 -1.15223 567 | 6 -2.26989 -2.87979 568 | 0 -4.65089 1.61967 569 | 6 -2.55374 -3.45334 570 | 3 -1.90366 3.68026 571 | 5 0.281973 0.71811 572 | 4 0.517499 -1.27389 573 | 8 1.68433 4.1433 574 | 3 -1.71718 3.52139 575 | 3 -1.73524 3.25103 576 | 9 0.775592 -4.12316 577 | 3 -1.8078 3.65531 578 | 3 -1.75339 3.4861 579 | 3 -1.65893 3.26404 580 | 7 3.67526 -2.29764 581 | 8 1.4572 4.18021 582 | 0 -4.76357 1.96386 583 | 8 -0.724643 1.72447 584 | 2 -0.434214 -0.484735 585 | 1 3.38188 1.32126 586 | 7 3.57084 -2.05845 587 | 0 -4.72668 1.60982 588 | 6 -2.75351 -3.22286 589 | 5 0.16155 0.845327 590 | 4 0.55163 -1.08275 591 | 3 -1.72264 3.32042 592 | 8 0.815131 4.91335 593 | 0 -4.68135 1.7407 594 | 9 1.26051 -3.36871 595 | 6 -2.56871 -3.16584 596 | 3 -1.6947 3.39571 597 | 8 1.52312 4.51207 598 | 0 -5.07036 2.21802 599 | 9 0.92938 -4.31852 600 | 9 0.922672 -4.23656 601 | 6 -2.4867 -3.30294 602 | 8 1.89727 4.45267 603 | 6 -2.61174 -3.51538 604 | 8 1.67521 4.74096 605 | 5 0.24166 0.826079 606 | 7 3.45556 -2.4387 607 | 8 1.26341 3.88561 608 | 6 -2.70197 -3.36918 609 | 0 -4.69122 1.7852 610 | 2 -1.71154 -0.221519 611 | 4 0.120656 -1.07243 612 | 0 -4.56709 1.56465 613 | 2 -1.92055 -0.472189 614 | 2 -1.44478 0.266071 615 | 3 -1.70997 3.61218 616 | 1 3.26719 1.12916 617 | 9 1.13415 -4.47377 618 | 7 3.91705 -2.13623 619 | 5 0.139633 1.12682 620 | 1 2.28386 1.88255 621 | 0 -4.78206 1.65211 622 | 8 1.55455 3.82486 623 | 4 0.349049 -1.06333 624 | 6 -2.59984 -3.30155 625 | 2 -1.73749 -0.331594 626 | 6 -1.13323 -2.00518 627 | 7 3.60513 -2.33665 628 | 9 1.02713 -4.88957 629 | 3 -1.95039 3.72928 630 | 2 -1.80653 -0.0399941 631 | 9 0.70785 -4.50341 632 | 8 1.62746 3.74655 633 | 2 -1.88666 -0.460264 634 | 2 -1.92016 -0.264138 635 | 9 0.881847 -4.37118 636 | 2 -1.6039 -0.31807 637 | 7 3.47264 -2.12217 638 | 3 -1.75192 3.73605 639 | 5 0.259135 1.1032 640 | 9 0.781311 -4.30047 641 | 1 3.35743 1.40809 642 | 8 1.68096 4.11782 643 | 0 -5.01324 2.2253 644 | 2 -1.86494 -0.310466 645 | 0 -4.94142 1.84758 646 | 5 0.0779904 1.15028 647 | 2 -0.858253 -0.687647 648 | 1 3.43274 1.08632 649 | 3 -1.7473 3.50037 650 | 7 3.3052 -1.78793 651 | 6 -2.58301 -2.63326 652 | 7 3.59709 -2.04259 653 | 1 3.33168 1.07743 654 | 2 -1.96698 -0.298937 655 | 5 -0.0609865 1.35287 656 | 8 1.52102 3.71684 657 | 0 -4.76155 1.73201 658 | 3 -1.84938 3.49166 659 | 7 2.97078 -2.50427 660 | 2 1.49852 0.193903 661 | 4 0.285346 -1.01615 662 | 0 -5.06035 2.40253 663 | 9 0.824069 -4.47832 664 | 1 3.37819 1.04401 665 | 8 1.70224 4.11613 666 | 6 -2.44351 -3.21632 667 | 7 3.65372 -2.07112 668 | 7 2.93997 -1.1022 669 | 4 0.481773 -0.653179 670 | 3 -1.9263 3.54968 671 | 4 0.548622 -1.22043 672 | 9 1.26009 -4.92957 673 | 1 3.43709 1.08319 674 | 9 1.03813 -4.79901 675 | 5 -0.636857 1.93721 676 | 1 3.35184 1.07747 677 | 7 3.57817 -2.19507 678 | 3 -1.63694 3.48053 679 | 9 0.843202 -4.6007 680 | 7 3.18912 -1.86305 681 | 6 -2.55871 -3.45273 682 | 9 0.808764 -4.37657 683 | 1 3.41201 1.22972 684 | 3 -1.6844 3.2153 685 | 7 2.54764 -1.16543 686 | 8 1.67642 4.30529 687 | 3 -1.76831 3.35471 688 | 3 -1.97252 3.42592 689 | 6 -2.50673 -3.22421 690 | 7 3.1463 -1.50805 691 | 2 -2.09398 -0.330803 692 | 8 1.68882 2.80399 693 | 5 0.234788 1.14945 694 | 8 1.58559 4.27501 695 | 5 0.338372 0.762561 696 | 1 3.38919 1.15999 697 | 1 3.24573 0.952196 698 | 4 0.41094 -0.994559 699 | 4 0.556081 -1.01534 700 | 3 -1.56404 3.38804 701 | 1 3.52481 1.06625 702 | 0 -4.40377 1.81967 703 | 7 3.74595 -2.0339 704 | 7 3.48045 -1.88121 705 | 0 -4.62783 1.71801 706 | 7 3.6993 -2.05378 707 | 9 0.775935 -4.41695 708 | 4 0.411933 -0.907071 709 | 4 0.407736 -1.13513 710 | 8 1.69296 4.20494 711 | 5 0.238925 0.989225 712 | 5 0.234707 0.851968 713 | 4 0.538921 -0.945523 714 | 0 -4.84014 1.63114 715 | 8 1.36613 3.62149 716 | 2 -2.19493 -0.54062 717 | 1 3.75243 0.0453691 718 | 0 -4.53648 2.02438 719 | 8 1.66681 4.11303 720 | 4 0.31015 -0.810804 721 | 5 0.557221 1.23363 722 | 0 -4.77573 1.76773 723 | 4 0.281043 -1.01886 724 | 0 -4.33163 1.66982 725 | 6 -2.3962 -3.16635 726 | 1 3.42844 1.1612 727 | 7 1.3887 -0.378749 728 | 3 -1.95696 3.39798 729 | 2 -1.7498 -0.335291 730 | 6 -2.59798 -3.3208 731 | 7 3.12789 -1.83175 732 | 2 -1.90637 -0.283948 733 | 6 -2.45762 -3.40971 734 | 9 0.902654 -4.41867 735 | 3 -1.94485 3.62114 736 | 1 3.34354 1.0173 737 | 4 0.349552 -1.27964 738 | 6 -2.87232 -3.50684 739 | 2 -2.07334 0.0935517 740 | 5 0.283694 0.921816 741 | 4 1.0094 -1.56395 742 | 2 -1.96489 -0.365126 743 | 0 -4.75549 1.80498 744 | 6 -2.44345 -3.18486 745 | 2 -2.14619 -0.383833 746 | 1 3.40552 1.06825 747 | 7 3.65618 -2.10534 748 | 3 -1.78971 3.55823 749 | 4 0.454645 -1.0677 750 | 1 3.39902 1.04787 751 | 0 -4.81897 1.7973 752 | 5 0.24932 1.09209 753 | 4 0.314914 -1.05042 754 | 3 -1.72198 3.40238 755 | 1 3.40137 1.10971 756 | 1 3.37136 1.11798 757 | 7 3.43542 -2.02337 758 | 4 0.408675 -0.988271 759 | 9 0.886097 -4.56928 760 | 9 0.744408 -4.43098 761 | 4 0.280109 -1.03602 762 | 8 1.24787 3.76702 763 | 4 0.362237 -0.798304 764 | 0 -4.84039 1.76925 765 | 2 -1.88374 -0.209743 766 | 4 0.341249 -1.06178 767 | 5 0.292247 0.963393 768 | 1 3.38337 1.13655 769 | 1 3.39025 1.11885 770 | 6 -2.2934 -3.30631 771 | 4 0.502976 -1.02227 772 | 7 3.84915 -1.85399 773 | 1 3.40224 1.19974 774 | 9 0.951598 -4.40129 775 | 4 0.453632 -1.05063 776 | 2 -1.72561 -0.36723 777 | 4 0.465419 -1.25771 778 | 1 3.3579 1.41455 779 | 5 0.0765385 1.01207 780 | 5 0.268949 1.01808 781 | 3 -1.4787 3.48623 782 | 8 1.54597 4.28809 783 | 3 -1.64249 3.29023 784 | 1 3.36294 1.15315 785 | 4 0.421503 -1.23418 786 | 5 0.397594 1.01796 787 | 6 -2.52096 -1.86667 788 | 8 1.32663 4.78985 789 | 9 0.740277 -4.74869 790 | 4 0.460646 -1.1404 791 | 1 3.36205 1.00922 792 | 5 0.244276 0.908458 793 | 3 -1.99217 3.69494 794 | 8 1.47734 3.82478 795 | 0 -4.82918 1.70944 796 | 3 -1.93015 3.45517 797 | 2 -1.70992 -0.31068 798 | 5 0.863669 1.15652 799 | 1 3.32264 1.25163 800 | 2 -1.95556 -0.271615 801 | 8 1.56285 4.32768 802 | 3 -1.67538 3.83188 803 | 4 0.424305 -1.00421 804 | 4 0.285653 -0.968682 805 | 0 -5.27299 2.1325 806 | 8 1.61977 4.14309 807 | 8 1.42306 3.93647 808 | 3 -1.87449 3.61784 809 | 3 -1.7291 3.4034 810 | 1 3.38 1.12987 811 | 7 4.2572 -2.08798 812 | 3 -1.81067 3.39693 813 | 5 0.367645 1.09991 814 | 9 0.856442 -3.72963 815 | 6 -2.54326 -3.18331 816 | 3 -1.7085 3.41025 817 | 2 -1.77024 -0.330531 818 | 6 -2.30007 -3.26188 819 | 1 3.35661 1.07039 820 | 3 -1.59538 3.12945 821 | 6 -2.57954 -3.51906 822 | 0 -4.93535 1.65081 823 | 7 3.24145 -1.73888 824 | 2 -1.44986 0.0939092 825 | 1 3.42706 1.04936 826 | 7 3.4717 -2.01745 827 | 1 3.38935 1.07407 828 | 4 0.639834 -1.5396 829 | 2 -1.87595 -0.390062 830 | 4 0.866062 0.308663 831 | 2 -1.65895 -0.355432 832 | 1 3.38539 1.25353 833 | 7 3.35575 -1.73131 834 | 9 0.759933 -4.67143 835 | 6 -2.75145 -3.26191 836 | 1 3.36193 1.17058 837 | 1 3.28978 1.13093 838 | 2 -1.83295 -0.455146 839 | 4 0.479428 -0.94426 840 | 8 1.17819 3.71014 841 | 1 3.38131 0.921049 842 | 7 3.56993 -1.77664 843 | 7 3.2808 -2.05369 844 | 4 0.348189 -0.964296 845 | 8 1.87742 3.99293 846 | 0 -5.06033 1.87072 847 | 7 2.52629 -1.96202 848 | 3 -1.88496 3.53549 849 | 1 3.44063 1.13034 850 | 3 -1.6292 3.51361 851 | 1 3.2208 1.22935 852 | 0 -4.56435 1.69816 853 | 7 3.42783 -1.99141 854 | 7 3.86378 -2.42262 855 | 0 -4.53399 1.495 856 | 3 -1.73791 3.42021 857 | 5 0.501217 0.785007 858 | 5 0.0533637 0.909013 859 | 2 -1.73717 -0.231891 860 | 7 3.50578 -1.80399 861 | 6 -2.49173 -3.34531 862 | 6 -2.3112 -3.31327 863 | 9 0.831959 -4.38696 864 | 2 -1.49736 0.060393 865 | 8 1.60757 4.32234 866 | 3 -1.74393 3.37 867 | 5 0.224076 1.11567 868 | 2 -1.79178 -0.420939 869 | 2 -1.92869 -0.320829 870 | 5 0.309571 0.91465 871 | 6 -2.45002 -3.05812 872 | 0 -4.89315 1.73188 873 | 8 1.70324 4.32688 874 | 2 -1.92212 -0.50147 875 | 9 0.749113 -4.47909 876 | 2 -1.88476 -0.584331 877 | 8 1.85218 4.36665 878 | 8 1.60643 3.85161 879 | 8 1.32109 3.76751 880 | 8 1.43289 3.97882 881 | 7 3.68621 -2.33029 882 | 4 0.527971 -1.33187 883 | 9 1.05187 -3.21212 884 | 3 -1.42731 2.57406 885 | 0 -5.07613 1.99322 886 | 6 -2.48189 -3.4295 887 | 6 -2.75657 -3.70115 888 | 3 -2.03402 3.74183 889 | 2 -1.93059 -0.417636 890 | 1 3.37718 1.09251 891 | 3 -2.24571 3.61761 892 | 2 -1.9251 -0.294588 893 | 2 -1.87283 -0.571365 894 | 9 0.874553 -4.31971 895 | 3 -2.02126 3.89287 896 | 0 -4.36848 1.34865 897 | 0 -4.5166 1.49546 898 | 5 0.131469 0.864807 899 | 7 3.82883 -2.29938 900 | 8 1.46994 3.98554 901 | 1 1.28949 1.85619 902 | 4 0.308841 -0.992549 903 | 4 0.346503 -1.24649 904 | 6 -2.42411 -3.49786 905 | 0 -4.43006 1.94623 906 | 2 -1.804 -0.230275 907 | 9 1.00346 -4.51516 908 | 1 3.47033 1.18782 909 | 4 0.340817 -1.10996 910 | 7 3.38007 -1.97133 911 | 4 0.388089 -1.04867 912 | 7 3.46087 -2.22305 913 | 3 -1.9118 3.5069 914 | 9 0.877053 -4.21388 915 | 8 1.56334 4.08022 916 | 8 1.48639 3.99381 917 | 4 -0.378477 -0.788524 918 | 7 3.60304 -2.20985 919 | 1 3.4443 1.07986 920 | 2 -1.85996 -0.393751 921 | 1 3.36238 1.29137 922 | 2 -1.97192 -0.474165 923 | 2 -1.81353 -0.354966 924 | 3 -1.8594 3.66039 925 | 2 -1.34747 -0.173024 926 | 3 -1.78972 3.54529 927 | 2 -1.45998 0.346975 928 | 3 -1.9627 3.59982 929 | 9 0.97355 -4.08738 930 | 1 3.45684 1.3108 931 | 7 3.20416 -1.4802 932 | 4 0.422704 -0.933226 933 | 0 -4.61208 1.96291 934 | 3 -1.71049 3.57244 935 | 5 0.262673 1.07268 936 | 5 0.306394 1.25658 937 | 8 1.25821 2.70357 938 | 6 -2.56975 -3.22212 939 | 3 -0.887342 2.58121 940 | 2 -2.2572 -0.725285 941 | 6 -2.44479 -2.87086 942 | 7 3.43293 -2.23048 943 | 6 -2.46725 -3.19915 944 | 6 -2.57166 -3.21769 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4 0.353966 -1.00256 1062 | 0 -4.24342 1.86618 1063 | 3 -1.55749 3.86537 1064 | 9 0.767014 -4.85177 1065 | 2 -1.78414 -0.293852 1066 | 2 -1.72498 -0.481938 1067 | 3 -1.91504 3.20503 1068 | 3 -1.90426 3.76012 1069 | 8 1.66189 4.49101 1070 | 3 -1.6774 3.45766 1071 | 5 0.204992 0.916317 1072 | 7 3.74728 -2.11473 1073 | 3 -1.62668 3.40875 1074 | 5 0.198608 1.19054 1075 | 8 1.63367 3.98874 1076 | 1 3.39403 1.15553 1077 | 2 -1.86935 -0.450608 1078 | 4 0.514557 -0.977416 1079 | 4 0.352194 -0.967496 1080 | 6 -2.20074 -3.40822 1081 | 4 0.483646 -0.982896 1082 | 9 1.06593 -4.71831 1083 | 5 0.0109815 0.748652 1084 | 1 3.31748 1.02773 1085 | 0 -4.9171 2.02438 1086 | 6 -2.27696 -3.22153 1087 | 9 0.841158 -4.481 1088 | 5 0.188812 1.00107 1089 | 9 0.790832 -4.53627 1090 | 5 0.100909 0.915301 1091 | 9 0.988077 -4.07812 1092 | 7 3.79468 -1.90789 1093 | 3 -1.92151 3.26454 1094 | 8 1.43598 3.96832 1095 | 0 -4.89453 1.81393 1096 | 3 -1.73942 3.4891 1097 | 7 3.68469 -2.28477 1098 | 1 3.40495 1.09546 1099 | 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1.18942 1138 | 1 3.36156 1.09586 1139 | 2 -1.44483 -0.0401404 1140 | 1 3.30404 1.24465 1141 | 4 0.430561 -1.02777 1142 | 7 3.58293 -2.25792 1143 | 4 0.572063 -0.868627 1144 | 7 3.34251 -2.30103 1145 | 5 0.236792 0.88653 1146 | 4 0.527716 -0.896608 1147 | 5 0.0798274 0.965182 1148 | 4 1.03158 -0.846991 1149 | 0 -4.88754 1.75172 1150 | 8 1.7204 4.16058 1151 | 3 -1.70891 3.45644 1152 | 6 -2.11461 -2.76326 1153 | 9 0.886024 -4.5922 1154 | 6 -2.701 -3.58986 1155 | 0 -4.96555 1.80178 1156 | 2 -1.73751 -0.506201 1157 | 7 3.11733 -0.419581 1158 | 4 0.283172 -0.934924 1159 | 4 0.398072 -1.05947 1160 | 4 0.293704 -1.08498 1161 | 4 0.493613 -1.09175 1162 | 6 -2.46255 -2.61157 1163 | 6 -2.39289 -3.20049 1164 | 4 0.421427 -1.14316 1165 | 7 3.67145 -2.02625 1166 | 9 0.753484 -4.01308 1167 | 3 -1.69482 3.66278 1168 | 4 0.275387 -1.1477 1169 | 5 0.328149 1.01327 1170 | 5 0.240857 1.0864 1171 | 8 1.6955 4.354 1172 | 7 3.63087 -2.10299 1173 | 3 -1.71716 3.30982 1174 | 7 3.59749 -2.06531 1175 | 2 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1328 | 9 0.834218 -4.533 1329 | 7 2.53454 -0.864024 1330 | 1 3.32866 1.15605 1331 | 4 0.316394 -1.04363 1332 | 5 -0.0885508 1.07671 1333 | 6 -2.62707 -3.35755 1334 | 0 -4.78263 1.71696 1335 | 5 0.225555 1.05585 1336 | 2 -1.73457 -0.187714 1337 | 2 -1.91981 -0.218212 1338 | 2 -2.14224 -0.686672 1339 | 1 3.41122 1.15569 1340 | 5 0.263849 1.06255 1341 | 5 0.1483 1.0423 1342 | 2 -1.75042 -0.435546 1343 | 4 0.423286 -0.951689 1344 | 9 0.904857 -4.33306 1345 | 6 -2.40466 -2.13873 1346 | 2 -1.94361 -0.429774 1347 | 7 3.54157 -2.18102 1348 | 7 3.48713 -1.81749 1349 | 2 -1.9464 -0.233801 1350 | 2 -1.5927 0.103933 1351 | 1 3.39165 1.08847 1352 | 1 3.40515 1.07587 1353 | 2 -2.08956 -0.216908 1354 | 8 1.69792 4.28405 1355 | 3 -1.92204 3.626 1356 | 7 3.86435 -1.42159 1357 | 2 -1.81541 -0.265512 1358 | 4 0.563429 -1.00606 1359 | 1 3.40166 1.18833 1360 | 7 3.4196 -2.1714 1361 | 1 3.40245 1.10467 1362 | 7 3.52834 -2.3346 1363 | 6 -2.27321 -3.2905 1364 | 7 3.42763 -1.98717 1365 | 8 0.395715 2.94594 1366 | 2 -1.75741 -0.291746 1367 | 7 3.51032 -1.98604 1368 | 3 -1.77332 3.51397 1369 | 1 3.3217 1.12123 1370 | 7 3.49115 -2.09764 1371 | 5 0.118551 1.02335 1372 | 8 1.484 3.88556 1373 | 2 -1.93949 -0.436777 1374 | 6 -2.55361 -3.407 1375 | 2 -1.82182 -0.484881 1376 | 2 -1.93721 -0.517161 1377 | 5 0.367275 0.957968 1378 | 6 -2.84109 -3.80457 1379 | 5 -0.602143 0.424342 1380 | 0 -4.97326 2.00002 1381 | 9 1.15007 -4.55007 1382 | 2 -1.85208 -0.354783 1383 | 4 0.396255 -0.878305 1384 | 3 -1.81316 3.22482 1385 | 3 -1.6975 3.70131 1386 | 9 0.788898 -4.19166 1387 | 7 3.45037 -2.10458 1388 | 6 -2.5062 -3.0993 1389 | 6 -2.6119 -3.34803 1390 | 8 1.58762 3.98748 1391 | 0 -4.91745 1.88312 1392 | 4 0.292366 -0.748184 1393 | 1 3.26205 1.21518 1394 | 5 -0.475308 1.60342 1395 | 8 0.522692 4.17657 1396 | 2 -0.672432 1.03066 1397 | 9 0.864026 -4.54853 1398 | 1 3.34713 1.14311 1399 | 8 1.41279 4.01911 1400 | 0 -5.19722 1.7723 1401 | 6 -2.57995 -3.2616 1402 | 7 3.34231 -1.90126 1403 | 2 -2.30546 -0.246771 1404 | 1 2.20794 0.801474 1405 | 0 -4.69205 1.61802 1406 | 5 0.163373 0.951998 1407 | 5 0.316595 1.01275 1408 | 2 -1.83098 -0.25918 1409 | 0 -4.86298 1.97638 1410 | 2 -2.00222 -0.228792 1411 | 2 -2.03997 -0.210527 1412 | 0 -5.46117 1.89805 1413 | 2 -1.74013 -0.356703 1414 | 4 0.712769 -1.04691 1415 | 9 0.415462 -1.41676 1416 | 8 1.51374 3.76048 1417 | 0 -4.66582 1.79429 1418 | 9 0.844599 -4.33154 1419 | 9 0.827988 -4.61318 1420 | 4 0.619811 -1.08525 1421 | 6 -2.5457 -3.29625 1422 | 5 0.210167 1.41441 1423 | 4 0.438936 -1.32521 1424 | 9 0.976982 -4.46436 1425 | 1 3.34837 1.04293 1426 | 8 1.02974 1.91631 1427 | 3 -1.78758 3.42069 1428 | 4 0.54797 -1.16214 1429 | 9 0.857685 -4.24841 1430 | 9 0.843809 -3.91499 1431 | 1 3.38502 1.00516 1432 | 2 -2.12968 -0.305867 1433 | 2 -1.71087 -0.335114 1434 | 8 1.98813 3.9481 1435 | 1 3.52272 1.17452 1436 | 9 0.961972 -4.28387 1437 | 6 -3.02195 -3.51544 1438 | 4 0.511546 -1.05273 1439 | 0 -4.3564 1.75761 1440 | 9 0.657577 -4.50673 1441 | 4 0.671041 -0.860754 1442 | 8 0.586939 3.72949 1443 | 3 -1.74431 3.38646 1444 | 8 1.56139 4.01478 1445 | 6 -2.87824 -1.69458 1446 | 0 -4.80304 1.81614 1447 | 2 -1.82307 -0.310668 1448 | 5 0.203284 0.758326 1449 | 1 3.43316 1.15709 1450 | 9 0.783078 -4.21528 1451 | 6 -2.34466 -3.36923 1452 | 2 -1.87685 -0.342329 1453 | 9 0.867467 -4.30154 1454 | 4 0.328606 -0.798617 1455 | 0 -4.74148 1.81028 1456 | 9 0.934503 -4.29746 1457 | 6 -2.53627 -3.56813 1458 | 0 -4.9082 1.83662 1459 | 6 -2.46292 -3.60693 1460 | 2 -1.68214 1.02153 1461 | 5 0.168729 1.05614 1462 | 4 0.553538 -1.07253 1463 | 2 -2.10476 -0.575423 1464 | 3 -2.15804 3.2895 1465 | 8 1.51982 4.52103 1466 | 4 0.266519 -0.798089 1467 | 5 0.123693 1.17407 1468 | 5 -0.0388887 1.52597 1469 | 0 -4.35538 1.75785 1470 | 3 -1.65309 3.43732 1471 | 8 1.79835 4.15581 1472 | 5 0.210156 0.989582 1473 | 3 -1.76101 3.28669 1474 | 5 0.337319 1.0861 1475 | 8 1.61791 4.24966 1476 | 6 -2.69164 -3.33234 1477 | 5 0.180445 1.04414 1478 | 7 3.69623 -1.76294 1479 | 6 -2.43619 -3.12451 1480 | 3 -1.80263 3.48649 1481 | 3 -1.89184 3.80097 1482 | 9 0.930254 -4.45001 1483 | 6 -2.35814 -2.81796 1484 | 1 3.4419 1.11847 1485 | 1 3.43638 1.19072 1486 | 2 -1.9017 -0.281345 1487 | 9 0.747078 -4.18972 1488 | 0 -4.85099 1.68774 1489 | 4 0.605035 -0.704442 1490 | 3 -1.76046 3.53326 1491 | 3 -1.64631 3.15916 1492 | 6 -2.50183 -3.15121 1493 | 9 0.891645 -3.81505 1494 | 5 0.317324 0.918625 1495 | 7 2.91989 -1.01329 1496 | 3 -1.59593 3.40584 1497 | 7 3.30967 -2.02952 1498 | 7 3.34031 -2.2287 1499 | 7 3.70487 -2.32112 1500 | 8 1.87745 4.73632 1501 | 7 2.00691 -0.326168 1502 | 9 0.98422 -4.13363 1503 | 8 1.57888 3.95591 1504 | 3 -1.67036 3.33438 1505 | 0 -4.7547 1.58189 1506 | 7 3.01917 -1.55272 1507 | 2 -1.89806 -0.376027 1508 | 7 3.57496 -2.04289 1509 | 9 0.689764 -4.17852 1510 | 4 0.478188 -1.04214 1511 | 5 0.275756 1.11398 1512 | 4 0.606537 -0.928899 1513 | 9 0.701687 -4.55742 1514 | 3 -1.61 3.15082 1515 | 2 -1.99794 -0.469376 1516 | 1 3.34245 1.02081 1517 | 4 0.33911 -0.957535 1518 | 0 -4.75779 1.8223 1519 | 2 -1.82809 -0.260782 1520 | 3 -1.88172 3.50238 1521 | 7 2.85741 -1.23524 1522 | 5 0.196903 0.974969 1523 | 7 2.79008 -1.89122 1524 | 8 1.3029 3.64064 1525 | 8 1.39544 3.65139 1526 | 5 0.228729 0.981246 1527 | 0 -4.72635 2.06611 1528 | 1 1.65796 1.42768 1529 | 1 3.43895 1.12041 1530 | 4 0.445562 -0.936431 1531 | 8 2.48629 2.88897 1532 | 3 -2.08257 3.5117 1533 | 9 0.808265 -4.54452 1534 | 0 -4.74896 1.87432 1535 | 0 -4.90029 1.69569 1536 | 0 -4.76652 1.71412 1537 | 6 -2.69156 -3.54983 1538 | 6 -2.51336 -3.1291 1539 | 2 -1.98106 -0.435908 1540 | 3 -1.69619 3.42098 1541 | 7 3.60869 -1.93092 1542 | 8 1.42458 3.79191 1543 | 4 0.371311 -1.08625 1544 | 7 3.57387 -1.4407 1545 | 7 3.6119 -1.99126 1546 | 9 0.99093 -4.54231 1547 | 2 -2.03318 -0.382755 1548 | 4 0.531786 -1.00917 1549 | 1 3.37497 1.21758 1550 | 4 -0.133689 -1.53417 1551 | 5 0.328441 1.17183 1552 | 2 -0.475619 0.665018 1553 | 4 0.393883 -1.08425 1554 | 9 0.587316 -1.87576 1555 | 9 1.28595 -2.8489 1556 | 1 3.41435 1.1297 1557 | 8 1.65478 4.08639 1558 | 4 0.402327 -1.00677 1559 | 0 -4.79003 1.68245 1560 | 9 -0.271243 -2.48638 1561 | 8 1.6772 4.20665 1562 | 4 0.387324 -1.07538 1563 | 8 0.872411 3.99202 1564 | 7 3.71394 -2.14437 1565 | 7 3.5534 -2.06518 1566 | 0 -4.84263 1.66404 1567 | 7 3.62281 -1.71355 1568 | 8 1.61907 4.58897 1569 | 8 1.31644 3.78836 1570 | 6 -2.30037 -2.63379 1571 | 0 -4.27844 0.77339 1572 | 4 0.44994 -0.808024 1573 | 8 1.60404 4.2868 1574 | 8 1.8645 4.40103 1575 | 2 -1.9876 -0.397195 1576 | 4 0.47326 -1.04996 1577 | 7 3.39933 -1.96528 1578 | 6 -2.59498 -3.36618 1579 | 6 -2.6932 -3.3536 1580 | 6 -2.47934 -3.34023 1581 | 4 0.531935 -1.08369 1582 | 7 2.45877 -2.6381 1583 | 1 3.492 1.26305 1584 | 8 1.32596 4.41332 1585 | 8 1.24157 4.03412 1586 | 2 -1.81538 -0.377271 1587 | 3 -1.80325 3.5835 1588 | 6 -2.60214 -3.41721 1589 | 3 -1.68503 3.33082 1590 | 0 -4.82299 1.69493 1591 | 0 -4.84242 1.65002 1592 | 3 -1.69634 3.50247 1593 | 7 3.52293 -2.26019 1594 | 6 -2.56121 -3.3379 1595 | 9 0.748775 -4.72093 1596 | 7 2.7789 -1.89533 1597 | 9 0.753312 -4.64104 1598 | 9 0.986498 -4.25075 1599 | 5 0.210136 0.946213 1600 | 4 0.377764 -1.01139 1601 | 3 -1.7869 3.36137 1602 | 3 -1.86182 3.84139 1603 | 6 -2.3769 -3.36549 1604 | 1 3.24483 1.06789 1605 | 2 -1.65277 -0.323215 1606 | 3 -1.75411 3.49572 1607 | 7 3.33315 -1.95027 1608 | 3 -1.76927 3.46843 1609 | 3 -1.96127 3.5528 1610 | 2 -2.23546 -0.872786 1611 | 0 -5.02581 1.66883 1612 | 3 -1.54055 3.24813 1613 | 3 -1.74147 3.55828 1614 | 8 1.81844 4.84303 1615 | 4 0.0414573 -0.908029 1616 | 3 -1.72059 3.35874 1617 | 6 -2.76344 -3.43881 1618 | 3 -1.71746 3.02423 1619 | 5 0.167334 1.49506 1620 | 0 -4.81244 1.89466 1621 | 2 -1.90158 -0.22303 1622 | 0 -4.17552 -0.321367 1623 | 9 0.971259 -4.30632 1624 | 0 -4.60477 1.72325 1625 | 7 3.49227 -2.1128 1626 | 4 0.468343 -0.943706 1627 | 6 -2.43688 -3.08906 1628 | 9 0.236106 -3.61257 1629 | 3 -2.00093 3.51998 1630 | 5 0.184084 0.986668 1631 | 1 3.33102 1.21818 1632 | 9 0.919518 -4.28897 1633 | 6 -2.56858 -3.31735 1634 | 1 3.32919 1.07441 1635 | 4 0.600768 -0.883139 1636 | 5 0.117417 0.98784 1637 | 4 0.347436 -1.05609 1638 | 5 0.223937 1.06811 1639 | 0 -4.88361 1.78361 1640 | 5 0.253682 0.961578 1641 | 9 0.96795 -4.95464 1642 | 5 0.189598 0.358493 1643 | 2 -2.03682 -0.563324 1644 | 1 3.34648 1.13152 1645 | 2 -1.93335 -0.60064 1646 | 9 0.931858 -4.40396 1647 | 1 3.41693 1.06211 1648 | 9 0.799317 -4.58279 1649 | 9 0.731699 -4.26635 1650 | 4 0.327423 -1.06432 1651 | 0 -4.17485 1.64655 1652 | 8 1.38289 3.85551 1653 | 4 0.501353 -1.14479 1654 | 5 0.178866 1.03829 1655 | 2 -1.67014 0.280797 1656 | 9 0.782787 -4.33139 1657 | 2 -1.75765 -0.228752 1658 | 1 3.36781 1.0583 1659 | 2 -2.21717 -0.373882 1660 | 1 3.32693 1.17202 1661 | 7 3.86273 -2.38647 1662 | 3 -1.76596 3.50048 1663 | 6 -2.5098 -3.43948 1664 | 8 1.4956 3.98074 1665 | 8 1.45412 4.05951 1666 | 4 0.422999 -1.00846 1667 | 9 0.753648 -4.35144 1668 | 1 3.31374 1.11034 1669 | 9 0.807932 -4.54278 1670 | 8 1.07174 3.73349 1671 | 5 -0.0712139 1.16214 1672 | 7 3.35186 -1.25805 1673 | 5 0.189028 1.06823 1674 | 1 3.51648 1.19265 1675 | 1 3.33811 1.01712 1676 | 8 1.48622 4.13253 1677 | 6 -1.86728 -2.68122 1678 | 5 0.364721 1.19339 1679 | 2 -2.34632 -0.0753223 1680 | 4 0.360576 -1.04377 1681 | 4 0.506081 -1.08904 1682 | 3 -0.39629 1.95167 1683 | 2 -2.21866 -0.332617 1684 | 3 -1.74485 3.45121 1685 | 5 0.26884 0.795455 1686 | 6 -2.52843 -3.38507 1687 | 8 1.39303 3.99263 1688 | 8 1.63068 4.63453 1689 | 6 -2.60658 -3.18311 1690 | 2 -1.93743 -0.219352 1691 | 3 -2.27868 4.18339 1692 | 1 2.01645 1.59904 1693 | 0 -4.53299 1.75758 1694 | 5 0.286939 1.04502 1695 | 8 1.74428 4.36389 1696 | 9 0.942724 -4.43225 1697 | 2 -1.83262 -0.520908 1698 | 9 0.831443 -4.13705 1699 | 6 -2.34639 -3.08817 1700 | 7 3.4825 -2.28831 1701 | 0 -4.86806 1.81164 1702 | 4 0.413722 -1.02001 1703 | 8 1.63567 4.06258 1704 | 7 3.3241 -1.92693 1705 | 1 3.40331 1.36198 1706 | 7 3.67848 -2.08423 1707 | 4 0.552658 -1.23345 1708 | 1 3.34643 1.06663 1709 | 0 -4.60975 1.67568 1710 | 9 0.0521182 -0.00615762 1711 | 7 3.64421 -2.02734 1712 | 2 -1.91298 -0.374609 1713 | 0 -4.81328 1.52912 1714 | 0 -4.7094 1.76973 1715 | 9 1.02059 -4.26451 1716 | 1 3.3555 1.09792 1717 | 7 3.55374 -1.70324 1718 | 8 0.836456 3.78319 1719 | 7 2.85061 -1.40897 1720 | 8 1.52591 4.20418 1721 | 4 0.525254 -0.990259 1722 | 7 3.33631 -1.46332 1723 | 2 -1.8813 -0.166047 1724 | 0 -4.82224 1.73189 1725 | 4 0.352429 -1.14143 1726 | 6 -2.61022 -2.89289 1727 | 0 -4.93681 1.93392 1728 | 3 -1.86675 3.76969 1729 | 1 3.35189 1.16511 1730 | 1 3.21459 1.04917 1731 | 3 -1.77309 3.41352 1732 | 3 -1.86261 3.29172 1733 | 9 0.674376 -4.34141 1734 | 6 -2.3786 -3.18968 1735 | 7 3.52628 -1.94558 1736 | 4 0.554289 -0.887892 1737 | 1 3.35749 1.10681 1738 | 5 0.135099 1.98703 1739 | 3 -1.68218 3.30833 1740 | 0 -4.93257 1.64413 1741 | 8 1.67072 4.18606 1742 | 7 3.66541 -2.61153 1743 | 3 -1.72435 3.25784 1744 | 9 0.872072 -4.2791 1745 | 6 -2.57094 -3.36043 1746 | 9 0.864052 -4.51592 1747 | 3 -1.77545 3.66805 1748 | 5 0.411275 1.5077 1749 | 0 -2.36595 0.456369 1750 | 2 -1.90483 -0.37628 1751 | 7 3.39647 -1.65294 1752 | 4 0.593743 -0.959615 1753 | 5 0.144899 0.845007 1754 | 1 3.28197 1.04507 1755 | 7 3.27565 -1.16712 1756 | 5 0.381434 0.960145 1757 | 8 1.36001 3.82592 1758 | 0 -4.96522 1.91493 1759 | 8 1.74256 4.38766 1760 | 8 1.91571 5.16354 1761 | 1 3.3117 1.13056 1762 | 5 0.159019 1.06471 1763 | 0 -4.99172 1.74252 1764 | 3 -1.82137 3.72669 1765 | 0 -4.96037 1.7601 1766 | 3 -1.73299 3.54029 1767 | 1 3.26078 1.28309 1768 | 4 0.425525 -1.04974 1769 | 0 -4.87121 1.74511 1770 | 3 -1.76269 3.4773 1771 | 7 3.57931 -2.42505 1772 | 2 -1.62965 -0.235232 1773 | 7 3.60847 -2.00208 1774 | 1 2.7853 0.794899 1775 | 8 1.80075 3.81885 1776 | 0 -4.90061 1.77467 1777 | 7 3.09991 -1.71574 1778 | 0 -4.79628 1.83437 1779 | 4 0.466771 -1.00151 1780 | 3 -1.75127 3.47592 1781 | 1 3.44055 1.15625 1782 | 9 0.668263 -4.55454 1783 | 8 1.14728 4.04359 1784 | 7 3.50571 -2.22232 1785 | 7 3.60779 -2.1516 1786 | 1 3.65778 1.33591 1787 | 4 0.349691 -0.915589 1788 | 9 0.810484 -4.26046 1789 | 9 0.79836 -4.57539 1790 | 3 -1.86236 3.18428 1791 | 2 -0.203179 0.772568 1792 | 1 3.46327 1.08005 1793 | 7 3.58408 -1.71424 1794 | 9 0.782818 -4.4104 1795 | 0 -4.57791 1.86019 1796 | 2 -2.02856 -0.462157 1797 | 0 -4.96091 1.79693 1798 | 3 -1.88668 3.35127 1799 | 3 -1.8856 3.57623 1800 | 7 3.562 -1.97874 1801 | 6 -2.26213 -2.87808 1802 | 9 0.571313 -4.57975 1803 | 2 -1.91892 -0.272108 1804 | 3 -1.69738 3.46548 1805 | 3 -1.73023 3.42512 1806 | 7 3.594 -2.20169 1807 | 7 3.48448 -1.86386 1808 | 0 -4.74734 1.63057 1809 | 0 -4.74731 2.02089 1810 | 7 3.44916 -1.2052 1811 | 5 0.192559 1.03142 1812 | 2 -1.70733 -0.350521 1813 | 9 0.822973 -4.27017 1814 | 8 0.911173 4.07328 1815 | 7 3.61457 -2.01065 1816 | 4 0.300013 -1.02339 1817 | 4 0.382283 -1.06647 1818 | 2 -1.73914 -0.302666 1819 | 6 -2.49412 -3.16361 1820 | 6 -2.65397 -3.28011 1821 | 1 3.4349 1.09508 1822 | 9 0.852258 -4.10923 1823 | 6 -1.67657 -2.01841 1824 | 8 0.805466 4.22797 1825 | 2 -1.79104 -0.322015 1826 | 9 0.779972 -4.02674 1827 | 0 -4.7468 1.77973 1828 | 8 1.44707 4.19649 1829 | 3 -1.40714 2.91484 1830 | 1 3.41384 1.29984 1831 | 1 3.42019 1.15507 1832 | 6 -2.53601 -3.39759 1833 | 3 -1.90362 3.39149 1834 | 5 0.220615 1.11957 1835 | 1 3.41165 1.15862 1836 | 1 3.38978 1.10328 1837 | 1 3.49811 1.24108 1838 | 3 -1.68465 3.36479 1839 | 1 2.9026 1.2049 1840 | 2 -2.10706 -0.138931 1841 | 3 -1.7113 3.30948 1842 | 0 -5.0235 1.78212 1843 | 2 -1.90255 -0.404869 1844 | 0 -4.36107 1.63071 1845 | 1 3.45814 1.33558 1846 | 3 -1.70385 3.258 1847 | 5 0.297814 0.988601 1848 | 5 0.578036 1.26474 1849 | 7 3.76336 -2.4572 1850 | 4 0.379374 -0.925255 1851 | 8 1.62191 4.26824 1852 | 9 0.837016 -4.18389 1853 | 6 -2.4053 -2.86799 1854 | 9 1.04413 -4.33468 1855 | 6 -2.70114 -3.31035 1856 | 8 1.17595 3.93944 1857 | 3 -1.93463 3.59167 1858 | 6 -2.31049 -2.70305 1859 | 6 -2.42577 -3.27033 1860 | 8 1.49171 3.80095 1861 | 5 0.159044 1.12847 1862 | 1 3.29983 1.0136 1863 | 4 0.439956 -0.839612 1864 | 2 -1.80731 -0.313794 1865 | 4 0.445481 -0.998126 1866 | 4 0.528528 -0.816445 1867 | 5 0.156549 0.93292 1868 | 1 3.3131 1.18767 1869 | 1 3.3728 1.5369 1870 | 9 0.898356 -4.45725 1871 | 0 -4.76587 2.09697 1872 | 2 -1.25461 -0.0647389 1873 | 4 0.35619 -1.08926 1874 | 9 0.699572 -4.48422 1875 | 5 0.305702 1.05297 1876 | 7 3.72521 -2.02532 1877 | 1 3.31892 1.13985 1878 | 8 1.47325 4.18955 1879 | 8 -0.512324 2.13334 1880 | 5 0.207436 1.08556 1881 | 6 -2.48211 -1.99406 1882 | 9 0.994433 -4.46515 1883 | 8 1.35705 4.23625 1884 | 7 3.96536 -2.25237 1885 | 1 3.45361 1.04421 1886 | 1 3.09093 0.856147 1887 | 6 -2.54554 -3.22499 1888 | 7 2.92669 -1.76727 1889 | 6 -2.27146 -2.9097 1890 | 3 -1.8742 3.56528 1891 | 2 -1.82411 -0.408514 1892 | 2 -1.88453 -0.297727 1893 | 0 -4.82474 1.87205 1894 | 8 1.52694 3.97923 1895 | 9 1.26365 -4.42408 1896 | 2 -1.72077 -0.366988 1897 | 5 0.124934 1.09208 1898 | 1 3.3979 1.17832 1899 | 0 -4.72854 1.3732 1900 | 8 1.19748 3.91981 1901 | 1 2.67022 0.448457 1902 | 9 0.611972 -0.869196 1903 | 5 0.180365 1.08121 1904 | 7 1.74853 -1.09863 1905 | 9 0.946075 -4.33407 1906 | 6 -2.64543 -3.28271 1907 | 9 0.869777 -4.56819 1908 | 0 -4.65149 1.81805 1909 | 6 -2.5104 -3.46588 1910 | 1 3.28423 0.659533 1911 | 5 0.329792 1.12637 1912 | 5 -0.441451 0.754066 1913 | 8 1.76211 4.12766 1914 | 3 -1.64734 3.55389 1915 | 8 1.63841 4.39703 1916 | 2 -1.69198 -0.200899 1917 | 6 -2.44077 -2.98218 1918 | 5 0.0980281 0.874005 1919 | 0 -4.81735 1.54375 1920 | 7 3.42137 -2.11487 1921 | 4 0.479808 -0.67472 1922 | 6 -2.57293 -3.45583 1923 | 1 3.52247 1.13536 1924 | 3 -1.61476 3.45453 1925 | 4 0.724143 -1.36747 1926 | 7 3.67384 -2.13582 1927 | 3 -1.87752 3.89154 1928 | 2 -1.79719 -0.380728 1929 | 3 -1.89595 3.43296 1930 | 4 0.486819 -1.10631 1931 | 2 -1.85595 -0.363837 1932 | 5 0.0920319 0.850943 1933 | 2 -1.75405 -0.22247 1934 | 7 3.43845 -1.73221 1935 | 1 3.40483 0.990627 1936 | 7 3.57139 -2.15305 1937 | 2 -1.79152 -0.396714 1938 | 6 -2.61115 -3.21459 1939 | 4 0.188839 -1.25445 1940 | 1 3.372 1.07126 1941 | 5 -0.169375 2.26012 1942 | 7 3.22866 -1.84733 1943 | 8 1.42888 3.90947 1944 | 6 -2.43038 -3.05333 1945 | 0 -4.66969 1.68885 1946 | 1 3.5874 1.10248 1947 | 8 1.68645 4.03835 1948 | 2 -2.09784 -0.420568 1949 | 5 0.305151 1.16678 1950 | 7 2.68665 -1.49374 1951 | 7 3.6988 -2.14008 1952 | 6 -2.41335 -2.96419 1953 | 9 0.272101 -3.08956 1954 | 3 -2.03048 3.71626 1955 | 5 -0.00526236 0.881662 1956 | 8 0.930306 3.48818 1957 | 4 0.864824 -1.50952 1958 | 2 -2.01209 -0.2976 1959 | 4 0.481686 -1.05197 1960 | 0 -5.0869 1.93376 1961 | 8 1.40231 4.21207 1962 | 8 1.50826 4.32295 1963 | 3 -1.914 3.75088 1964 | 4 0.51392 -1.10963 1965 | 9 0.804735 -4.81475 1966 | 2 -1.75596 -0.119489 1967 | 7 3.50055 -2.2257 1968 | 5 0.314663 0.921364 1969 | 8 2.04495 4.44361 1970 | 6 -2.87282 -2.90785 1971 | 5 0.166127 1.00816 1972 | 6 -2.37135 -2.96546 1973 | 0 -4.49995 1.76714 1974 | 8 1.75886 4.40178 1975 | 6 -2.52797 -3.3858 1976 | 7 3.32455 -2.24431 1977 | 3 -2.28367 4.17931 1978 | 6 -2.48496 -3.27647 1979 | 4 0.430364 -1.12798 1980 | 9 0.951525 -4.4324 1981 | 4 0.398409 -0.934828 1982 | 6 -2.17591 -3.39127 1983 | 6 -1.6585 -1.59824 1984 | 3 -1.75278 3.14948 1985 | 2 -1.79171 -0.0620194 1986 | 4 0.394878 -0.795624 1987 | 1 3.32637 1.15743 1988 | 0 -4.27587 1.51187 1989 | 1 3.30885 1.08002 1990 | 4 0.442279 -0.678097 1991 | 6 -2.19946 -3.02031 1992 | 2 -1.83368 -0.347511 1993 | 9 0.959804 -3.86809 1994 | 1 2.61451 0.796827 1995 | 1 3.42103 1.14238 1996 | 0 -4.85056 2.10187 1997 | 6 -2.52041 -3.46224 1998 | 3 -1.89886 3.38837 1999 | 9 0.882993 -4.36921 2000 | 5 0.0668837 1.14862 2001 | 6 -2.75289 -3.48301 2002 | 5 0.514288 1.03499 2003 | 6 -2.48351 -3.30568 2004 | 5 0.160346 1.08127 2005 | 8 1.07376 3.94922 2006 | 4 0.9049 -1.28526 2007 | 6 -2.62698 -3.48312 2008 | 4 0.460175 -1.04138 2009 | 3 -1.7171 3.35192 2010 | 9 0.536121 -3.81803 2011 | 1 3.57386 1.21116 2012 | 3 -1.75666 3.55024 2013 | 4 0.339859 -0.916972 2014 | 1 3.39113 1.16699 2015 | 9 0.806419 -4.56111 2016 | 1 3.38604 1.21813 2017 | 7 2.81344 -2.17083 2018 | 1 3.33684 1.31615 2019 | 1 2.74059 0.248352 2020 | 9 0.888301 -4.29271 2021 | 3 -1.94007 3.69188 2022 | 5 0.333388 1.25539 2023 | 4 0.442185 -0.878908 2024 | 0 -4.27317 1.91199 2025 | 7 3.46339 -1.95311 2026 | 3 -1.75415 2.95395 2027 | 6 -2.50791 -3.24461 2028 | 1 3.64957 1.27695 2029 | 7 3.63663 -1.73565 2030 | 5 0.487213 0.726292 2031 | 5 0.188009 0.901316 2032 | 3 -1.86245 3.60003 2033 | 3 -1.77657 3.44115 2034 | 0 -4.00388 1.53344 2035 | 1 3.28851 0.959324 2036 | 5 -1.12641 2.31908 2037 | 7 3.73472 -2.09031 2038 | 5 0.196483 0.777992 2039 | 8 1.4345 3.86362 2040 | 6 -2.48747 -3.49469 2041 | 5 0.161926 0.793679 2042 | 1 3.2846 1.11004 2043 | 0 -4.73874 1.79094 2044 | 4 0.312688 -0.170923 2045 | 2 -1.44868 -0.109311 2046 | 3 -1.9058 3.64343 2047 | 4 0.444931 -0.929129 2048 | 6 -2.64246 -3.59754 2049 | 7 3.50543 -2.5827 2050 | 9 0.902253 -4.53264 2051 | 8 1.71419 4.42012 2052 | 1 3.48207 1.01136 2053 | 8 1.45731 3.97382 2054 | 4 0.187752 -1.98583 2055 | 9 0.919057 -4.57984 2056 | 2 -1.94411 -0.428117 2057 | 8 1.18856 3.88164 2058 | 6 -2.20751 -3.38283 2059 | 2 -1.73443 -0.417045 2060 | 7 3.62581 -2.01004 2061 | 0 -5.06085 2.22721 2062 | 0 -5.02414 1.62341 2063 | 6 -2.31403 -3.24392 2064 | 7 3.0053 -1.86627 2065 | 5 0.188006 1.08616 2066 | 8 1.50417 3.99028 2067 | 6 -2.69537 -3.66943 2068 | 0 -4.94183 1.79801 2069 | 9 0.858353 -4.36167 2070 | 3 -1.70834 3.31887 2071 | 7 2.84758 -0.646263 2072 | 1 3.53045 1.11168 2073 | 3 -1.75945 3.58619 2074 | 5 -0.449047 0.963646 2075 | 4 0.589071 -1.07651 2076 | 3 -1.57083 3.35071 2077 | 3 -1.80907 3.39011 2078 | 5 0.15884 1.05345 2079 | 5 0.217973 0.921537 2080 | 6 -2.35656 -3.35353 2081 | 3 -1.74281 3.32417 2082 | 0 -4.59848 1.72357 2083 | 2 -1.63235 -0.143043 2084 | 3 -1.75551 3.30512 2085 | 4 0.468085 -0.773186 2086 | 2 -1.80393 -0.265621 2087 | 3 -1.72524 3.35784 2088 | 0 -4.71922 1.82176 2089 | 9 0.704602 -4.54783 2090 | 9 0.80528 -4.68831 2091 | 4 0.667866 -0.297371 2092 | 7 3.83884 -2.12062 2093 | 2 -1.81287 -0.338438 2094 | 8 0.815692 4.54087 2095 | 4 0.465679 -1.15813 2096 | 7 3.69705 -2.4056 2097 | 0 -4.76921 1.76185 2098 | 6 -2.68287 -3.47155 2099 | 2 -2.6769 0.0298426 2100 | 8 1.65651 4.67109 2101 | 5 0.169708 0.928725 2102 | 2 -1.8562 -0.304375 2103 | 8 1.78293 4.21119 2104 | 5 0.389039 1.18822 2105 | 7 3.19778 -1.77009 2106 | 3 -1.97943 3.42888 2107 | 0 -4.22812 1.58798 2108 | 8 0.94586 4.26528 2109 | 2 -1.8542 -0.241101 2110 | 3 -1.43397 2.77968 2111 | 2 -1.62683 -0.087987 2112 | 8 1.69043 4.05502 2113 | 2 -1.93232 -0.215426 2114 | 5 -0.175051 1.40727 2115 | 5 0.264657 0.963361 2116 | 7 4.02183 -2.10964 2117 | 6 -2.65163 -3.66139 2118 | 4 0.323868 -0.735223 2119 | 6 -2.81206 0.302274 2120 | 8 1.63052 4.33755 2121 | 4 0.409243 -1.16714 2122 | 8 1.57925 4.35693 2123 | 2 -2.08694 -0.328971 2124 | 7 3.58593 -2.47207 2125 | 4 0.382741 -1.06322 2126 | 5 0.107047 0.928429 2127 | 2 -1.70795 -0.355837 2128 | 0 -5.06072 1.87545 2129 | 3 -1.73595 3.41859 2130 | 9 0.714972 -1.4973 2131 | 4 0.610702 -3.37205 2132 | 6 -2.7426 -3.12159 2133 | 7 3.61375 -2.00638 2134 | 2 -1.97938 -0.410568 2135 | 5 0.322191 1.22598 2136 | 6 1.90834 1.56383 2137 | 1 3.66442 1.47491 2138 | 1 3.33593 1.08527 2139 | 2 -2.10412 -0.415193 2140 | 3 -1.74348 3.47507 2141 | 6 -2.31051 -3.34224 2142 | 7 3.45476 -1.96491 2143 | 8 1.71786 4.42415 2144 | 7 3.23536 -2.12021 2145 | 6 -2.24332 -3.06857 2146 | 4 0.148554 -1.21444 2147 | 8 1.68618 4.09459 2148 | 9 0.774064 -4.43845 2149 | 4 0.589117 -1.2046 2150 | 8 1.71462 4.23171 2151 | 6 -2.48555 -3.35087 2152 | 3 -1.67348 3.42181 2153 | 8 1.74295 3.86312 2154 | 3 -1.67753 3.19432 2155 | 1 3.35462 1.04798 2156 | 0 -4.9941 1.81562 2157 | 6 -2.47249 -3.27919 2158 | 2 -1.55822 -0.109902 2159 | 2 -1.75496 -0.369289 2160 | 5 0.378157 1.14288 2161 | 6 -2.53961 -3.16533 2162 | 9 0.913588 -3.9688 2163 | 5 0.361517 1.2081 2164 | 8 1.63284 4.30693 2165 | 1 3.2826 1.14733 2166 | 4 0.564578 -1.01014 2167 | 1 3.48961 1.36763 2168 | 7 3.6764 -2.30194 2169 | 8 1.22729 3.91792 2170 | 4 0.639508 -1.2423 2171 | 6 -2.63331 -3.06861 2172 | 1 3.38188 1.10584 2173 | 8 1.52674 4.12531 2174 | 4 0.398622 -1.16917 2175 | 3 -1.85831 3.67423 2176 | 1 3.06258 1.30321 2177 | 2 -1.79797 -0.28865 2178 | 8 1.40412 4.30958 2179 | 0 -4.75192 1.80832 2180 | 8 1.42477 4.18976 2181 | 5 0.184201 0.913947 2182 | 9 0.923729 -4.78283 2183 | 1 1.08507 1.76764 2184 | 4 0.427502 -0.897907 2185 | 2 -1.52737 -0.309257 2186 | 0 -3.84881 1.89575 2187 | 2 -2.05735 0.152241 2188 | 7 3.6037 -2.16173 2189 | 0 -4.46839 2.35533 2190 | 9 1.00232 -2.43688 2191 | 0 -4.65965 1.6985 2192 | 2 -1.73382 -0.407342 2193 | 5 0.240831 0.972613 2194 | 7 3.69013 -1.99429 2195 | 6 -2.55215 -3.34516 2196 | 7 1.88953 -0.352311 2197 | 9 0.950018 -4.51294 2198 | 4 0.274276 -1.11048 2199 | 2 -2.00726 -0.476034 2200 | 6 -2.43811 -3.31143 2201 | 2 -1.94757 -0.737936 2202 | 4 0.174528 -0.832675 2203 | 4 0.469076 -0.863759 2204 | 8 1.01437 4.15317 2205 | 0 -5.0769 1.98478 2206 | 4 0.387847 -1.11668 2207 | 4 0.335853 -0.916148 2208 | 5 0.299704 1.16684 2209 | 8 1.64467 4.22756 2210 | 0 -4.72613 1.67056 2211 | 6 -2.44491 -3.19328 2212 | 8 1.67927 4.12113 2213 | 9 0.929931 -4.59709 2214 | 8 1.63386 4.01188 2215 | 5 0.276552 0.970165 2216 | 6 -2.70855 -2.87168 2217 | 9 0.864059 -4.32288 2218 | 0 -4.7621 1.72439 2219 | 4 0.515772 -1.06117 2220 | 8 1.68276 4.42302 2221 | 7 3.4776 -1.93391 2222 | 1 2.98567 1.00769 2223 | 3 -1.75449 3.61538 2224 | 4 0.428146 -1.09515 2225 | 5 0.349158 1.0032 2226 | 8 0.967902 3.45791 2227 | 0 -4.79183 1.83615 2228 | 9 0.881102 -3.82748 2229 | 1 3.50036 1.13107 2230 | 3 -1.8457 3.53447 2231 | 3 -1.8428 3.4109 2232 | 6 -2.47745 -3.39481 2233 | 9 0.852204 -4.47261 2234 | 8 1.68531 5.0843 2235 | 7 3.38707 -1.98688 2236 | 1 3.51234 1.13956 2237 | 0 -5.04169 1.62966 2238 | 5 0.662126 1.61396 2239 | 7 3.49478 -2.08947 2240 | 1 3.49267 1.105 2241 | 7 3.5555 -2.18107 2242 | 5 0.30016 1.10468 2243 | 2 -1.86348 -0.396528 2244 | 7 3.63002 -2.18207 2245 | 9 0.902398 -4.41384 2246 | 1 3.40257 1.10244 2247 | 8 1.54173 4.11836 2248 | 5 0.183465 0.937373 2249 | 2 -1.80107 -0.399179 2250 | 4 0.308423 -0.946974 2251 | 9 0.992498 -4.44947 2252 | 4 0.484304 -1.22232 2253 | 7 3.68048 -2.09139 2254 | 2 -1.73937 -0.232107 2255 | 2 -1.86544 -0.327862 2256 | 3 -1.75538 3.46247 2257 | 4 0.374804 -0.967641 2258 | 9 0.835974 -4.40037 2259 | 1 2.99911 0.980306 2260 | 9 0.864531 -4.37306 2261 | 2 -2.03401 -0.290403 2262 | 1 3.39494 1.05045 2263 | 7 3.37419 -2.05811 2264 | 9 0.858768 -4.37013 2265 | 4 0.412797 -0.833362 2266 | 4 0.409147 -1.02497 2267 | 1 1.00994 1.9964 2268 | 6 -2.60202 -3.43358 2269 | 7 2.82493 -2.82484 2270 | 2 -1.87206 -0.280111 2271 | 7 3.5494 -2.53303 2272 | 8 1.4308 3.67917 2273 | 8 0.498146 3.96217 2274 | 1 3.40743 1.19114 2275 | 9 1.02198 -4.62697 2276 | 7 3.64047 -2.11675 2277 | 1 3.21834 1.34994 2278 | 1 3.25774 1.19084 2279 | 7 3.64865 -2.27677 2280 | 5 0.18596 0.891336 2281 | 3 -1.39327 3.07168 2282 | 3 -1.81663 3.45597 2283 | 5 0.196941 0.843653 2284 | 1 3.38193 1.15858 2285 | 3 -2.0262 3.6782 2286 | 7 3.49659 -2.10569 2287 | 6 -2.46439 -3.51059 2288 | 1 3.30759 1.06161 2289 | 3 -1.5199 3.32222 2290 | 8 1.98714 4.84473 2291 | 7 3.71786 -2.24953 2292 | 5 0.200985 0.855555 2293 | 9 0.410385 -3.4482 2294 | 9 -0.879229 -1.21946 2295 | 0 -4.29939 1.71014 2296 | 0 -4.91206 1.7297 2297 | 2 -1.85961 -0.30192 2298 | 8 1.70136 4.29745 2299 | 8 1.51176 3.95724 2300 | 2 -2.05739 -0.0441591 2301 | 3 -1.95559 3.47346 2302 | 7 3.60223 -2.11105 2303 | 1 3.33309 1.09982 2304 | 3 -1.69413 3.37303 2305 | 0 -4.99342 1.90586 2306 | 3 -2.00062 3.75928 2307 | 4 0.253877 -1.14382 2308 | 4 0.49719 -1.10271 2309 | 3 -1.33237 3.15398 2310 | 8 1.54612 3.93661 2311 | 9 0.773249 -4.62926 2312 | 2 -1.68527 -0.287748 2313 | 3 -1.7472 3.32751 2314 | 9 0.794931 -4.82591 2315 | 7 2.76218 -1.94303 2316 | 1 3.33719 1.25888 2317 | 1 3.29533 1.03628 2318 | 7 3.58812 -2.25885 2319 | 0 -4.29485 1.53745 2320 | 4 0.852366 -1.07718 2321 | 9 1.02209 -4.26387 2322 | 6 -2.40663 -3.10303 2323 | 5 0.141223 0.89348 2324 | 9 0.825529 -4.5523 2325 | 1 3.3179 1.22541 2326 | 7 3.66475 -1.28818 2327 | 0 -3.56237 1.28708 2328 | 2 -1.89251 -0.189063 2329 | 0 -4.8069 1.79211 2330 | 0 -3.07169 0.848877 2331 | 4 0.328782 -1.0567 2332 | 6 -2.48691 -3.34858 2333 | 7 3.51556 -2.067 2334 | 0 -4.51993 1.54341 2335 | 7 3.02193 -1.73473 2336 | 1 3.30637 1.06675 2337 | 4 0.465935 -1.00608 2338 | 6 -2.59582 -2.89503 2339 | 4 0.705286 -1.10607 2340 | 5 0.370992 1.21852 2341 | 4 0.385055 -1.06234 2342 | 9 0.984555 -4.48419 2343 | 9 0.937848 -5.0208 2344 | 1 3.57811 0.617761 2345 | 7 3.71874 -2.05567 2346 | 9 0.818106 -4.27203 2347 | 5 0.169313 1.0247 2348 | 3 -1.91747 3.47547 2349 | 3 -1.96654 3.96922 2350 | 8 1.53244 4.05248 2351 | 2 -1.89285 -0.405088 2352 | 3 -1.80429 3.44685 2353 | 6 -2.55626 -3.48336 2354 | 2 -1.73147 -0.171524 2355 | 2 -1.78481 -0.377673 2356 | 1 3.40379 1.25691 2357 | 1 3.3226 1.09362 2358 | 1 3.36747 1.10542 2359 | 1 3.25644 1.25987 2360 | 1 3.46003 1.11742 2361 | 6 -2.33539 -3.15495 2362 | 9 0.798923 -4.33449 2363 | 8 1.69348 4.13869 2364 | 4 1.02162 -1.11337 2365 | 3 -1.70535 3.59646 2366 | 7 3.63091 -1.87137 2367 | 1 3.34669 1.41887 2368 | 6 -2.55879 -3.26129 2369 | 4 0.291221 -1.0373 2370 | 5 -0.492893 1.28118 2371 | 0 -5.22124 1.87222 2372 | 4 0.374645 -1.26466 2373 | 7 3.36129 -2.06643 2374 | 4 0.40651 -0.876978 2375 | 2 -1.91868 -0.422195 2376 | 4 0.509254 -1.09986 2377 | 0 -4.94334 1.69497 2378 | 7 3.46426 -2.05937 2379 | 0 -4.80245 2.08361 2380 | 1 3.34705 1.07555 2381 | 9 0.492625 -3.6849 2382 | 8 1.48053 4.09211 2383 | 8 1.36621 3.80297 2384 | 6 -2.3355 -3.24665 2385 | 0 -4.90137 1.92234 2386 | 0 -4.94185 1.9215 2387 | 4 0.934228 -1.10334 2388 | 9 1.37328 -2.51691 2389 | 6 -2.45595 -3.17619 2390 | 8 1.59843 4.05793 2391 | 2 -1.89047 -0.272483 2392 | 2 -1.75886 -0.231508 2393 | 3 -1.90765 3.50115 2394 | 8 1.09829 3.8622 2395 | 4 0.520399 -0.857381 2396 | 8 1.2576 4.10223 2397 | 2 -1.90341 -0.376733 2398 | 2 -1.89113 -0.303893 2399 | 1 3.55461 1.37834 2400 | 7 3.42104 -1.93046 2401 | 5 -0.0598555 1.1244 2402 | 4 0.331048 -1.07234 2403 | 4 0.417552 -0.986984 2404 | 0 -4.53771 2.18036 2405 | 4 0.703222 -0.855991 2406 | 3 -1.63215 2.82902 2407 | 9 0.721831 -3.73068 2408 | 7 3.37077 -1.93578 2409 | 3 -1.52024 3.22264 2410 | 1 3.33673 0.933593 2411 | 0 -4.95878 1.74717 2412 | 1 3.33753 1.11797 2413 | 2 -1.67699 -0.216668 2414 | 5 0.269986 0.898663 2415 | 9 0.541768 -2.55757 2416 | 2 -1.67133 -0.0415621 2417 | 1 3.54447 1.1686 2418 | 0 -4.78302 1.42689 2419 | 1 3.41974 1.06321 2420 | 8 1.30533 4.02578 2421 | 9 0.736392 -4.71008 2422 | 1 3.43787 1.10154 2423 | 6 -1.28265 -2.10605 2424 | 8 1.6655 4.32286 2425 | 3 -1.6038 3.31035 2426 | 8 1.43184 4.4779 2427 | 9 0.629592 -4.12505 2428 | 3 -1.80698 3.36285 2429 | 6 -2.31188 -3.02881 2430 | 2 -1.89807 -0.525151 2431 | 8 1.28344 3.64017 2432 | 3 -1.52027 3.25364 2433 | 2 -1.83422 -0.290267 2434 | 2 -1.46013 -0.858169 2435 | 1 3.51356 0.91966 2436 | 0 -5.16927 1.62304 2437 | 4 0.295273 -0.89352 2438 | 2 -1.41317 -0.15715 2439 | 9 0.815895 -4.06362 2440 | 2 -1.84363 -0.324313 2441 | 4 0.510667 -1.02397 2442 | 3 -1.83739 3.50624 2443 | 7 3.60501 -2.17834 2444 | 9 0.811129 -4.36963 2445 | 1 3.32211 0.998008 2446 | 5 0.293713 1.13381 2447 | 2 -1.86093 -0.31148 2448 | 4 0.514945 -2.56921 2449 | 9 0.821136 -4.60097 2450 | 0 -5.13305 1.61364 2451 | 3 -1.97126 3.78011 2452 | 8 1.72173 4.0723 2453 | 5 0.242943 1.0299 2454 | 3 -1.81873 3.46459 2455 | 6 -1.78474 -1.10624 2456 | 0 -4.50646 1.23594 2457 | 9 0.910937 -4.42862 2458 | 4 0.395849 -0.835512 2459 | 6 -2.5404 -3.32606 2460 | 2 -1.29322 0.429911 2461 | 5 0.153539 0.942499 2462 | 0 -4.6644 1.70538 2463 | 2 -2.76867 0.774092 2464 | 7 3.60042 -1.93648 2465 | 4 0.442232 -0.99212 2466 | 6 -2.45067 -3.16728 2467 | 6 -2.43487 -3.12405 2468 | 8 1.61034 4.0913 2469 | 6 -2.44699 -3.28991 2470 | 6 -2.20287 -3.28953 2471 | 8 1.64288 4.31756 2472 | 6 -2.63248 -3.18636 2473 | 9 0.88597 -4.43027 2474 | 1 3.54879 1.33906 2475 | 7 3.6972 -2.17664 2476 | 2 -1.92015 -0.39321 2477 | 5 0.143493 0.839437 2478 | 9 0.906312 -4.47897 2479 | 9 0.592927 -4.56314 2480 | 0 -4.72219 1.73914 2481 | 7 2.75743 -1.57765 2482 | 2 -1.8894 -0.357713 2483 | 7 3.57196 -2.14419 2484 | 6 -2.47404 -3.31439 2485 | 7 3.70839 -2.15538 2486 | 0 -4.90609 1.74047 2487 | 6 -2.59683 -3.27251 2488 | 5 0.358379 1.22164 2489 | 2 -0.589549 0.175099 2490 | 4 0.614407 -1.18047 2491 | 7 3.62662 -2.19637 2492 | 2 -2.11132 -0.368522 2493 | 0 -4.79193 1.84116 2494 | 9 0.922048 -4.45375 2495 | 9 0.80533 -4.39827 2496 | 2 -1.83208 -0.286804 2497 | 2 -1.83872 0.172537 2498 | 9 0.967414 -4.71423 2499 | 4 0.37354 -0.967839 2500 | 4 0.463824 -1.14736 2501 | 2 -1.72213 -0.400369 2502 | 3 -1.74026 3.34559 2503 | 3 -1.58734 3.41135 2504 | 2 -1.86765 -0.367268 2505 | 1 3.36872 1.18263 2506 | 7 3.6924 -2.04895 2507 | 0 -5.02753 2.04421 2508 | 7 3.3685 -2.08022 2509 | 6 -2.45261 -2.90966 2510 | 4 0.44714 -0.939563 2511 | 1 3.34172 1.25562 2512 | 3 -1.84876 3.16609 2513 | 8 1.51995 3.74356 2514 | 7 2.96786 -1.98074 2515 | 4 0.551441 -1.21578 2516 | 5 0.272177 0.920476 2517 | 9 0.590688 -4.41152 2518 | 2 -1.64866 0.018705 2519 | 5 0.220907 1.03422 2520 | 1 3.32824 1.31671 2521 | 8 1.39923 4.01663 2522 | 7 3.22554 -1.9893 2523 | 3 -1.8793 3.60508 2524 | 7 2.94262 -1.51043 2525 | 1 3.39916 1.2669 2526 | 5 0.00144679 1.11369 2527 | 5 0.229974 1.01422 2528 | 0 -5.03078 1.92032 2529 | 9 1.06432 -4.3661 2530 | 1 3.29138 1.12136 2531 | 4 0.392835 -1.01512 2532 | 0 -4.91136 1.75633 2533 | 6 -2.29579 -2.71783 2534 | 3 -1.48849 3.14067 2535 | 3 -1.31974 2.77272 2536 | 6 -2.35126 -3.71631 2537 | 0 -4.85764 1.93061 2538 | 4 0.488829 -1.01848 2539 | 9 0.796532 -4.43589 2540 | 7 3.39374 -2.01817 2541 | 5 0.161949 1.01321 2542 | 1 3.3258 1.13911 2543 | 6 -2.56495 -3.34409 2544 | 8 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2583 | 9 1.12498 -1.6813 2584 | 3 -1.86783 3.45783 2585 | 8 1.85727 4.18431 2586 | 9 0.82259 -4.39741 2587 | 5 0.163041 1.02012 2588 | 3 -1.80903 3.49134 2589 | 7 3.6766 -2.03464 2590 | 9 0.996551 -4.39681 2591 | 1 3.33403 1.14977 2592 | 7 3.64639 -2.13177 2593 | 0 -4.63955 1.72337 2594 | 0 -4.58058 2.01795 2595 | 3 -1.83218 3.38856 2596 | 7 3.49977 -1.95445 2597 | 2 -1.55956 -0.273913 2598 | 5 -1.26913 3.03893 2599 | 8 1.15541 3.74046 2600 | 1 3.48904 1.03025 2601 | 8 1.46274 4.28813 2602 | 6 -2.39276 -3.1103 2603 | 2 -1.90637 -0.370633 2604 | 9 0.823542 -4.40858 2605 | 5 0.0430908 0.870039 2606 | 7 3.5123 -1.99731 2607 | 5 0.254204 1.023 2608 | 7 1.45975 -1.42487 2609 | 8 1.36062 3.98831 2610 | 6 -2.50528 -3.03487 2611 | 2 -1.57079 0.0529907 2612 | 5 -0.243194 1.66016 2613 | 1 3.22491 1.17465 2614 | 4 0.354399 -1.02833 2615 | 8 1.51956 4.02244 2616 | 4 0.441462 -0.99544 2617 | 5 0.144265 0.911964 2618 | 8 1.53848 4.05402 2619 | 3 -1.37408 2.91507 2620 | 0 -4.75914 1.69191 2621 | 6 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0.782122 -4.68791 2698 | 5 0.311943 1.22007 2699 | 5 0.459839 1.26859 2700 | 2 -1.62273 -0.48066 2701 | 7 2.83551 -1.51643 2702 | 4 0.426992 -1.03644 2703 | 6 -2.50048 -3.69093 2704 | 0 -4.56978 2.65347 2705 | 1 3.40191 1.02079 2706 | 1 3.57431 1.36299 2707 | 1 3.4394 1.1279 2708 | 0 -4.75541 1.85611 2709 | 4 0.462364 -0.604186 2710 | 4 0.441871 -0.896719 2711 | 7 3.32015 -1.99108 2712 | 6 -2.30687 -3.19396 2713 | 3 -1.81456 3.33835 2714 | 0 -3.29115 2.15713 2715 | 0 -4.82761 1.76045 2716 | 4 0.724417 -1.14043 2717 | 3 -1.92085 3.61225 2718 | 0 -4.89145 1.74156 2719 | 6 -2.57544 -3.22679 2720 | 1 3.48184 1.09115 2721 | 9 0.687878 -3.11229 2722 | 6 -2.12747 -2.24759 2723 | 1 3.50632 1.0558 2724 | 3 -1.80527 3.51068 2725 | 8 1.34541 3.7899 2726 | 1 3.37995 1.17751 2727 | 2 -1.87169 -0.351699 2728 | 5 0.259541 1.02637 2729 | 6 -2.64541 -3.71587 2730 | 2 -1.6682 -0.417162 2731 | 7 3.81795 -2.08594 2732 | 3 -1.7938 3.67633 2733 | 6 -2.61444 -3.33017 2734 | 0 -4.76184 1.74872 2735 | 1 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0.215359 1.39072 2774 | 5 0.192846 1.06737 2775 | 8 1.89522 4.41152 2776 | 5 0.137148 0.994034 2777 | 3 -1.77902 3.36472 2778 | 0 -4.58937 1.81428 2779 | 4 0.0588544 -0.990125 2780 | 0 -4.91043 1.82091 2781 | 2 -2.13731 -0.157617 2782 | 9 0.754665 -4.2699 2783 | 6 -2.6943 -3.12416 2784 | 8 1.33413 4.16119 2785 | 2 -2.09106 -0.516868 2786 | 3 -1.80255 3.48496 2787 | 1 3.32913 1.10675 2788 | 2 -1.77016 -0.314173 2789 | 1 3.56803 1.17146 2790 | 1 3.45405 1.10134 2791 | 5 0.230112 0.99845 2792 | 6 -2.45272 -3.46983 2793 | 9 0.872404 -4.33899 2794 | 8 1.49063 4.09261 2795 | 0 -5.29572 1.75594 2796 | 6 -2.67362 -3.453 2797 | 6 -2.55477 -3.43597 2798 | 5 0.155027 1.02665 2799 | 5 0.236545 0.94238 2800 | 3 -1.79466 3.54007 2801 | 8 1.44575 3.9574 2802 | 6 -2.53193 -3.45191 2803 | 2 -2.04823 -0.295129 2804 | 1 3.20336 1.0587 2805 | 4 0.340288 -1.0997 2806 | 5 0.303431 1.07487 2807 | 4 0.365586 -0.965957 2808 | 3 -1.77032 3.25994 2809 | 7 3.71523 -1.79133 2810 | 8 1.77335 4.21911 2811 | 5 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3.44207 2926 | 5 0.375117 0.952477 2927 | 9 0.698677 -4.25036 2928 | 3 -1.80166 1.87806 2929 | 1 3.3192 1.14468 2930 | 9 0.501042 -3.75079 2931 | 5 0.387381 1.3898 2932 | 3 -1.64455 3.55672 2933 | 0 -4.77022 1.60745 2934 | 6 -2.41741 -3.19154 2935 | 9 0.690669 -4.63089 2936 | 8 1.67284 4.06487 2937 | 4 0.186048 -0.933644 2938 | 0 -5.08045 1.70636 2939 | 4 -0.144189 -1.57768 2940 | 9 0.242697 -0.944486 2941 | 2 -1.55777 0.17992 2942 | 9 0.8717 -4.74087 2943 | 0 -4.69553 1.76748 2944 | 1 3.1666 1.1269 2945 | 0 -4.63615 1.67111 2946 | 3 -1.93437 3.9097 2947 | 1 3.39027 0.944882 2948 | 6 -2.55348 -3.22463 2949 | 5 0.197045 0.924708 2950 | 8 1.58461 4.18695 2951 | 1 3.48711 1.12285 2952 | 5 0.117402 0.958892 2953 | 3 -1.68653 3.27105 2954 | 3 -1.18016 2.8432 2955 | 0 -5.06782 1.99906 2956 | 3 -1.9409 3.72728 2957 | 5 0.0398768 1.15217 2958 | 5 0.16212 1.48735 2959 | 9 0.722891 -4.5614 2960 | 2 -2.08165 0.159307 2961 | 8 1.43227 4.48673 2962 | 7 3.03167 -2.33264 2963 | 0 -4.6717 1.71103 2964 | 4 0.413226 -1.18818 2965 | 9 0.836908 -4.60872 2966 | 1 3.37816 1.19626 2967 | 9 0.744828 -4.25211 2968 | 7 3.3317 -1.96134 2969 | 7 3.40322 -2.00951 2970 | 5 0.263073 1.23855 2971 | 5 -0.294023 1.84031 2972 | 2 -1.72472 -0.131078 2973 | 0 -4.9497 1.71171 2974 | 9 0.75677 -4.36413 2975 | 1 3.35732 1.00988 2976 | 8 1.55968 4.75294 2977 | 6 -2.49912 -3.50782 2978 | 2 -1.8827 -0.279105 2979 | 3 -1.7384 3.59408 2980 | 9 0.663847 -4.09318 2981 | 6 -2.57489 -3.23701 2982 | 2 -2.2034 -0.327931 2983 | 1 3.46561 1.06488 2984 | 9 0.993222 -4.35706 2985 | 1 3.38676 1.50376 2986 | 3 -1.81695 3.60385 2987 | 5 0.111861 1.17992 2988 | 5 0.316905 1.05307 2989 | 0 -4.91947 1.78959 2990 | 3 -1.80026 3.6413 2991 | 8 1.96394 4.72871 2992 | 3 -1.76647 3.49711 2993 | 3 -2.20054 3.6714 2994 | 7 3.58289 -1.72709 2995 | 6 -2.52067 -3.24992 2996 | 6 -1.05638 -0.680416 2997 | 0 -4.5828 1.82046 2998 | 1 3.38444 1.23594 2999 | 4 0.316783 -0.834695 3000 | 0 -4.90009 1.85215 3001 | 6 -2.63487 -3.39031 3002 | 9 0.669627 -4.00289 3003 | 8 1.49309 3.87645 3004 | 1 3.40434 1.25259 3005 | 2 -1.83739 -0.143658 3006 | 9 1.25141 -1.98316 3007 | 9 0.836905 -4.83734 3008 | 5 0.325187 1.15803 3009 | 9 0.904778 -4.34554 3010 | 7 3.52346 -2.36728 3011 | 3 -1.96088 3.28069 3012 | 7 3.99971 -2.34887 3013 | 8 1.50278 4.01495 3014 | 0 -4.84559 1.88939 3015 | 1 3.43154 1.20372 3016 | 3 -1.99243 3.54144 3017 | 0 -4.56983 2.43545 3018 | 4 0.42047 -0.946097 3019 | 6 -2.5188 -3.36335 3020 | 1 3.43319 1.07279 3021 | 0 -4.68194 1.53255 3022 | 2 -2.0079 -0.312446 3023 | 5 0.366235 1.05169 3024 | 8 1.14983 2.90185 3025 | 4 0.516329 -1.01348 3026 | 4 0.383557 -1.02531 3027 | 1 3.55779 0.924054 3028 | 1 3.4659 1.05217 3029 | 5 0.19714 0.991288 3030 | 4 0.484336 -0.977955 3031 | 6 -3.65652 -1.27438 3032 | 6 -2.39137 -3.28001 3033 | 0 -4.97767 1.89849 3034 | 6 -2.56915 -3.63646 3035 | 9 0.931475 -4.41637 3036 | 2 -1.90135 -0.319772 3037 | 6 -2.38942 -3.35526 3038 | 2 -2.06794 -0.485923 3039 | 7 3.55594 -1.89913 3040 | 1 3.25135 1.12908 3041 | 7 3.39521 -2.32873 3042 | 9 0.772014 -4.49586 3043 | 4 0.37055 -1.26781 3044 | 0 -4.78832 1.81693 3045 | 0 -4.94429 1.89509 3046 | 3 -1.69313 3.52639 3047 | 8 1.60877 4.04464 3048 | 2 -1.97845 -0.448112 3049 | 2 -1.83557 -0.348436 3050 | 3 -1.83766 3.55873 3051 | 1 3.21797 1.16178 3052 | 6 -2.45317 -2.92484 3053 | 0 -4.76784 1.65175 3054 | 5 0.194717 1.01944 3055 | 7 3.71333 -2.05285 3056 | 7 3.79286 -2.05918 3057 | 9 0.738254 -4.44337 3058 | 2 -2.01333 -0.428712 3059 | 6 -2.61167 -3.21012 3060 | 7 3.28785 -1.65641 3061 | 9 1.55696 -1.96425 3062 | 7 4.19016 -2.58013 3063 | 8 -0.322505 2.37093 3064 | 6 -2.48377 -3.25087 3065 | 8 1.23463 3.92249 3066 | 8 0.915262 4.27453 3067 | 4 0.497545 -0.855046 3068 | 6 -2.41507 -3.20869 3069 | 8 1.5945 4.11854 3070 | 4 0.657849 -1.34763 3071 | 1 3.33782 1.21548 3072 | 2 -1.95725 -0.450974 3073 | 8 1.72817 4.10551 3074 | 1 0.641259 0.631637 3075 | 3 -1.71856 3.33045 3076 | 9 0.853067 -4.49048 3077 | 4 0.283066 -1.09069 3078 | 0 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4.30633 3155 | 4 0.1959 -0.976168 3156 | 4 0.406763 -1.08887 3157 | 6 -2.48458 -3.28026 3158 | 5 -0.153783 1.20092 3159 | 8 1.32792 4.03011 3160 | 6 -2.4874 -3.34019 3161 | 9 0.703965 -4.47257 3162 | 7 3.65039 -2.24901 3163 | 7 3.53589 -2.10793 3164 | 8 1.28936 3.97261 3165 | 6 -1.9247 -2.32528 3166 | 9 0.923294 -4.43358 3167 | 7 2.87309 -1.80483 3168 | 3 -1.78462 3.42918 3169 | 9 0.753411 -4.42831 3170 | 4 0.38437 -0.974778 3171 | 0 -4.95824 1.69529 3172 | 5 0.21691 1.06756 3173 | 4 0.636084 -0.903814 3174 | 6 -2.74794 -3.25224 3175 | 4 0.376284 -1.01384 3176 | 1 3.53154 1.28333 3177 | 2 -2.20387 -0.159616 3178 | 3 -1.72533 3.49713 3179 | 0 -5.03454 1.93812 3180 | 0 -4.71303 1.85975 3181 | 2 -1.75975 -0.395185 3182 | 6 -2.89376 -3.35393 3183 | 6 -2.72955 -3.41952 3184 | 5 0.122831 1.15025 3185 | 7 3.32394 -1.66953 3186 | 0 -4.67124 1.54041 3187 | 8 1.68848 4.68599 3188 | 6 -2.51605 -3.38853 3189 | 4 0.312461 -0.942158 3190 | 7 2.86258 -1.48312 3191 | 9 0.951819 -4.44343 3192 | 0 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3231 | 1 3.41065 1.12395 3232 | 1 3.34004 1.19007 3233 | 4 0.410043 -1.26989 3234 | 4 0.390116 -1.02731 3235 | 4 0.329729 -1.03748 3236 | 4 0.458144 -0.906053 3237 | 7 2.90398 -0.778474 3238 | 1 3.43031 1.11491 3239 | 6 -2.37996 -3.14019 3240 | 2 -1.13478 0.0177246 3241 | 9 0.611333 -4.88807 3242 | 9 0.912275 -4.53103 3243 | 0 -4.84249 1.66532 3244 | 0 -4.68201 1.69267 3245 | 1 3.52071 1.1938 3246 | 8 1.64296 4.4099 3247 | 8 1.47954 4.25906 3248 | 4 0.406756 -0.988024 3249 | 3 -1.80284 3.47261 3250 | 4 0.450836 -1.08977 3251 | 2 -1.12976 -0.285329 3252 | 0 -4.73084 1.73117 3253 | 6 -2.17703 -2.87074 3254 | 1 3.4112 1.1531 3255 | 6 -2.58493 -2.18412 3256 | 1 3.38367 1.29483 3257 | 2 -1.94511 -0.24975 3258 | 2 -1.8606 -0.302778 3259 | 2 -1.93469 -0.435897 3260 | 1 3.26403 1.11458 3261 | 2 -1.7992 -0.505053 3262 | 3 -1.8792 3.95356 3263 | 7 3.83622 -1.81204 3264 | 8 1.85775 4.26375 3265 | 1 3.2474 1.09591 3266 | 0 -4.9274 1.78656 3267 | 0 -4.46896 0.416909 3268 | 2 -1.59853 -0.170756 3269 | 1 3.30861 1.08 3270 | 6 -2.49317 -2.71296 3271 | 6 -2.59957 -3.42583 3272 | 0 -4.84087 1.90728 3273 | 1 3.37604 1.22807 3274 | 6 -2.73935 -3.45382 3275 | 2 -1.77527 -0.291829 3276 | 5 0.165711 0.740618 3277 | 1 3.3604 1.19647 3278 | 7 3.98626 -2.1106 3279 | 4 0.284028 -1.03663 3280 | 8 1.66784 4.03513 3281 | 2 -1.89871 -0.656198 3282 | 1 3.36165 1.17702 3283 | 4 0.466153 -1.06172 3284 | 3 -1.6572 3.47808 3285 | 8 1.22334 4.26298 3286 | 3 -1.80545 3.97095 3287 | 9 0.899717 -4.27342 3288 | 9 0.844468 -4.48662 3289 | 4 0.477988 -1.32829 3290 | 8 1.05349 3.0216 3291 | 3 -1.68397 3.55367 3292 | 4 0.309308 -1.00936 3293 | 7 3.64241 -1.80991 3294 | 2 -1.83256 -0.429597 3295 | 7 3.91408 -2.05813 3296 | 5 0.366916 1.06731 3297 | 7 3.62296 -2.3502 3298 | 0 -4.94918 1.78634 3299 | 4 0.400535 -0.779684 3300 | 3 -1.64571 3.50004 3301 | 3 -1.80189 3.30894 3302 | 2 -1.92943 -0.398149 3303 | 6 -2.47287 -3.31417 3304 | 7 3.81642 -1.97976 3305 | 6 -2.54136 -3.32992 3306 | 0 -4.80588 1.57746 3307 | 0 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-2.80942 3346 | 5 0.174631 1.0216 3347 | 0 -4.86837 1.90233 3348 | 0 -4.98204 1.75211 3349 | 8 1.58704 4.26964 3350 | 7 3.82684 -2.08363 3351 | 6 -2.39395 -3.20173 3352 | 1 3.27077 0.888802 3353 | 7 3.43509 -1.93899 3354 | 1 3.32231 1.14694 3355 | 1 3.38288 1.23632 3356 | 2 -1.96041 -0.46432 3357 | 7 3.361 -2.01266 3358 | 4 0.336909 -0.979536 3359 | 0 -4.61167 2.03869 3360 | 0 -4.87117 1.96497 3361 | 7 3.72684 -2.12013 3362 | 7 2.68291 -1.42306 3363 | 6 -2.48122 -3.37432 3364 | 3 -2.11938 3.74328 3365 | 8 1.65076 4.24692 3366 | 6 -1.98381 -1.82564 3367 | 4 0.373909 -1.10858 3368 | 2 -1.86378 -0.319338 3369 | 0 -5.13175 1.94928 3370 | 9 1.6748 -1.97078 3371 | 4 0.28365 -0.953454 3372 | 0 -4.73734 1.65278 3373 | 5 0.2537 0.970323 3374 | 7 3.27958 -2.32803 3375 | 8 1.45795 3.87203 3376 | 2 -2.02027 -0.231059 3377 | 7 3.2045 -1.40415 3378 | 4 0.501232 -1.26102 3379 | 7 3.67493 -2.06653 3380 | 1 3.36338 1.13935 3381 | 1 3.33101 1.13596 3382 | 3 -1.97388 3.48328 3383 | 6 -2.36048 -3.20926 3384 | 6 -2.12259 -3.41761 3385 | 2 -2.25025 -0.122188 3386 | 9 0.721844 -4.52081 3387 | 1 3.38574 1.14398 3388 | 9 0.942385 -4.55333 3389 | 4 0.392987 -1.04349 3390 | 8 1.6803 4.15121 3391 | 3 -1.79985 3.44774 3392 | 6 -2.40221 -3.17097 3393 | 9 0.962284 -4.48767 3394 | 5 0.296005 1.06491 3395 | 9 0.353669 -3.63195 3396 | 6 -2.32502 -3.08046 3397 | 2 -1.76375 -0.223068 3398 | 4 0.413165 -0.96301 3399 | 6 -2.62192 -3.19593 3400 | 7 3.45612 -2.01034 3401 | 7 3.56955 -2.31267 3402 | 0 -4.73701 1.96015 3403 | 6 -2.55529 -2.91787 3404 | 6 -2.45252 -3.08286 3405 | 9 0.922769 -5.00177 3406 | 4 0.44405 -1.15262 3407 | 8 1.52813 4.02484 3408 | 3 -1.72681 3.46172 3409 | 5 0.0331006 1.01249 3410 | 3 -1.75754 3.43319 3411 | 4 0.413097 -0.991243 3412 | 9 0.870889 -4.53082 3413 | 0 -4.76324 1.24744 3414 | 0 -4.89182 1.79262 3415 | 5 0.294271 1.08309 3416 | 2 -1.71876 -0.360739 3417 | 5 0.253858 1.28448 3418 | 0 -5.07988 1.77104 3419 | 7 3.69002 -2.23687 3420 | 1 3.38581 1.11998 3421 | 1 3.43534 1.08957 3422 | 1 3.39249 1.20589 3423 | 6 -4.5811 0.986333 3424 | 7 3.57699 -2.28986 3425 | 6 -2.38975 -3.25257 3426 | 7 2.97242 -1.85123 3427 | 9 0.917936 -4.69453 3428 | 6 -2.24103 -3.87526 3429 | 6 -2.63 -3.39721 3430 | 4 0.549998 -1.04258 3431 | 1 3.26584 1.22802 3432 | 4 0.424043 -0.982476 3433 | 3 -2.15137 3.95751 3434 | 1 3.43998 1.16998 3435 | 1 3.44374 1.11063 3436 | 2 -1.68194 -0.371359 3437 | 2 -2.1796 -0.44161 3438 | 4 0.246055 -1.09044 3439 | 1 3.28333 1.10237 3440 | 0 -4.80349 1.79036 3441 | 8 1.39151 3.60472 3442 | 7 2.06373 -1.24956 3443 | 6 -2.64113 -3.41828 3444 | 3 -1.76127 3.4921 3445 | 4 0.348737 -1.00646 3446 | 0 -5.10348 1.97785 3447 | 0 -4.67944 1.89928 3448 | 6 -2.51965 -2.66213 3449 | 3 -1.55924 2.81042 3450 | 3 -2.01516 3.45655 3451 | 0 -5.27448 1.93348 3452 | 7 2.28681 -0.846031 3453 | 1 3.38395 1.21837 3454 | 7 3.76794 -2.42641 3455 | 1 3.31079 1.08415 3456 | 1 3.3579 1.09766 3457 | 3 -1.75921 3.30014 3458 | 1 2.4219 0.188532 3459 | 0 -4.88144 1.64614 3460 | 9 0.90653 -4.3399 3461 | 9 0.983098 -4.49315 3462 | 7 3.39738 -2.16903 3463 | 5 0.330548 0.951285 3464 | 4 0.446137 -0.991972 3465 | 1 3.4433 1.14729 3466 | 4 0.326704 -1.04505 3467 | 8 1.38668 3.92498 3468 | 9 0.846548 -4.60276 3469 | 5 0.309536 1.0523 3470 | 3 -1.91538 3.78253 3471 | 5 0.285897 1.0397 3472 | 1 3.29516 1.05097 3473 | 9 0.770498 -4.49304 3474 | 8 1.88773 4.06775 3475 | 2 0.636614 -1.12683 3476 | 3 -1.08687 2.24137 3477 | 3 -1.55544 3.24292 3478 | 9 0.842057 -4.75504 3479 | 9 0.897995 -4.38092 3480 | 0 -4.74416 1.65482 3481 | 1 3.46316 1.20302 3482 | 0 -4.60298 1.77205 3483 | 2 -1.98809 -0.367559 3484 | 9 0.858402 -4.12293 3485 | 3 -1.88311 3.4529 3486 | 9 0.812382 -4.19892 3487 | 3 -1.75846 3.35357 3488 | 3 -1.75982 3.15203 3489 | 6 -2.37614 -3.34937 3490 | 2 -1.74597 -0.209709 3491 | 4 0.506803 -1.10719 3492 | 9 0.844857 -3.75962 3493 | 8 1.34385 4.32007 3494 | 3 -1.78905 3.43095 3495 | 7 3.3648 -2.50847 3496 | 4 0.489105 -0.936409 3497 | 0 -5.04008 1.71129 3498 | 4 0.357859 -1.13702 3499 | 7 3.54182 -1.72151 3500 | 8 1.67559 4.14037 3501 | 4 0.421271 -0.915621 3502 | 9 0.892678 -4.27473 3503 | 8 1.67196 4.49266 3504 | 9 1.28357 -3.16573 3505 | 9 0.476208 -3.2347 3506 | 7 3.56214 -2.09197 3507 | 5 -0.0759983 1.04081 3508 | 9 0.702674 -4.57961 3509 | 2 -1.74447 -0.370915 3510 | 8 1.83886 4.02562 3511 | 2 -1.85338 -0.32927 3512 | 2 -2.01199 -0.133464 3513 | 0 -4.80593 1.82078 3514 | 2 -1.83628 -0.378661 3515 | 2 -1.85359 -0.411902 3516 | 3 -1.77212 3.4424 3517 | 8 1.30143 4.03251 3518 | 4 0.470696 -0.953168 3519 | 6 -2.54774 -3.42161 3520 | 8 1.52169 4.23431 3521 | 6 -0.939506 -1.05317 3522 | 8 1.4531 4.01814 3523 | 2 -1.85535 -0.166561 3524 | 4 0.449638 -1.08143 3525 | 6 -2.44646 -3.30978 3526 | 7 3.28558 -1.99771 3527 | 9 0.765559 -4.43137 3528 | 3 -1.79328 3.46089 3529 | 3 -1.89496 3.51187 3530 | 9 0.888887 -3.90136 3531 | 4 0.392498 -1.1304 3532 | 3 -1.88926 3.89108 3533 | 1 3.33085 0.979087 3534 | 4 0.871409 -1.50189 3535 | 4 0.677429 -0.199844 3536 | 7 3.80531 -1.86051 3537 | 0 -4.91634 2.09645 3538 | 5 0.247617 1.00025 3539 | 9 0.905807 -4.45629 3540 | 6 -2.73929 -3.73639 3541 | 0 -5.12187 2.28996 3542 | 4 0.353764 -0.696818 3543 | 4 0.064643 -1.24784 3544 | 4 0.724524 -0.573889 3545 | 4 0.441929 -1.08423 3546 | 6 -2.44894 -3.21531 3547 | 1 3.2124 1.10832 3548 | 2 -1.74966 -0.176921 3549 | 3 -1.8915 3.50014 3550 | 3 -1.69494 3.16207 3551 | 6 -3.16336 -3.13988 3552 | 4 0.534848 -1.04016 3553 | 5 0.63226 1.01641 3554 | 9 0.883368 -4.48993 3555 | 6 -2.60347 -3.22258 3556 | 8 1.15482 3.96599 3557 | 5 0.253693 1.06568 3558 | 6 -2.75182 -2.81535 3559 | 5 -2.05076 2.51976 3560 | 8 1.0497 3.21947 3561 | 6 -2.50225 -3.21635 3562 | 4 0.4629 -1.06555 3563 | 1 3.44325 1.0989 3564 | 8 1.45 4.15392 3565 | 6 -2.15779 -3.11076 3566 | 5 0.00375088 0.728504 3567 | 2 -1.85643 -0.392653 3568 | 8 1.76908 4.98784 3569 | 4 0.539611 -0.861107 3570 | 5 0.239643 0.973919 3571 | 5 0.334058 1.02052 3572 | 4 0.532673 -0.912762 3573 | 7 3.60465 -2.26151 3574 | 7 3.39459 -2.07735 3575 | 0 -4.18291 2.05189 3576 | 7 3.39438 -2.52702 3577 | 8 1.59505 4.0709 3578 | 2 -1.82302 -0.116435 3579 | 2 -2.2001 -0.391341 3580 | 3 -1.64452 3.37641 3581 | 7 3.96356 -2.11684 3582 | 0 -4.82153 1.63617 3583 | 1 3.41756 1.11833 3584 | 8 1.31012 3.89205 3585 | 0 -4.76124 1.72288 3586 | 7 3.5396 -1.90196 3587 | 1 3.57764 1.33157 3588 | 9 0.8877 -4.59279 3589 | 8 1.45265 4.06496 3590 | 7 2.96908 -1.7305 3591 | 5 0.32328 1.10634 3592 | 5 0.0938768 1.0215 3593 | 9 0.853713 -4.18431 3594 | 1 3.56086 1.07811 3595 | 7 3.64993 -2.03839 3596 | 5 0.260254 1.29005 3597 | 4 0.334008 -0.791228 3598 | 9 -0.031668 -1.85353 3599 | 1 3.50235 1.17394 3600 | 2 -1.18865 -0.114618 3601 | 2 -1.33102 -0.240694 3602 | 1 2.4381 0.390977 3603 | 6 -2.45967 -3.21729 3604 | 6 -2.52184 -3.28796 3605 | 7 2.35634 -1.33835 3606 | 1 3.46764 1.20885 3607 | 1 3.13195 1.44275 3608 | 4 0.545118 -1.11791 3609 | 0 -4.69793 1.77414 3610 | 7 3.47015 -2.21329 3611 | 4 0.366023 -1.0414 3612 | 2 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| 0 -4.77339 1.70764 3652 | 1 3.25618 1.15503 3653 | 1 3.42726 1.09467 3654 | 4 0.325665 -1.10916 3655 | 5 0.44949 1.0247 3656 | 2 -1.86493 -0.301222 3657 | 7 3.31455 -1.68515 3658 | 6 -2.40608 -3.28709 3659 | 2 -1.97415 -0.342131 3660 | 3 -1.87623 3.592 3661 | 0 -4.79147 1.85567 3662 | 2 -1.89877 -0.50608 3663 | 8 0.460155 3.40153 3664 | 5 0.375948 1.39713 3665 | 9 0.344214 -3.24004 3666 | 6 -2.72778 -3.73228 3667 | 9 0.780795 -4.57559 3668 | 7 3.71654 -2.00135 3669 | 2 -1.85423 -0.335981 3670 | 1 3.38162 1.10814 3671 | 3 -1.75825 3.44274 3672 | 6 -2.68044 -3.14344 3673 | 4 0.375324 -1.6326 3674 | 1 3.38538 1.19394 3675 | 8 1.45681 3.84662 3676 | 2 -1.85259 -0.373574 3677 | 4 0.441148 -1.07759 3678 | 0 -4.86148 1.89638 3679 | 5 0.260881 1.12755 3680 | 1 3.41285 1.14132 3681 | 0 -4.69442 1.91416 3682 | 2 -1.59489 1.04429 3683 | 2 -1.9084 -0.512894 3684 | 6 -2.68327 -3.60561 3685 | 4 0.315149 -1.13351 3686 | 4 0.529947 -1.08635 3687 | 3 -1.70485 3.435 3688 | 9 1.00184 -4.78709 3689 | 6 -1.85872 -2.46557 3690 | 1 3.36939 1.17489 3691 | 6 -2.68797 -3.25851 3692 | 5 0.097527 1.01078 3693 | 7 3.49267 -2.2557 3694 | 9 0.989913 -4.5539 3695 | 2 -1.87128 -0.155758 3696 | 0 -4.42424 1.84454 3697 | 2 -1.73552 -0.368075 3698 | 6 -2.56219 -3.42107 3699 | 0 -4.80477 1.51969 3700 | 1 3.27925 1.21997 3701 | 4 0.241884 -1.05786 3702 | 3 -1.73975 3.36064 3703 | 5 -0.131619 1.88764 3704 | 2 -1.78669 -0.325877 3705 | 8 1.70566 4.10874 3706 | 8 1.23914 3.15128 3707 | 0 -4.82082 1.82549 3708 | 8 1.45577 3.99462 3709 | 8 1.61458 4.2369 3710 | 9 0.793137 -4.54264 3711 | 0 -4.59012 1.67893 3712 | 9 0.851856 -4.41372 3713 | 6 -2.67843 -3.49711 3714 | 7 3.91303 -2.42527 3715 | 6 -2.65377 -3.2166 3716 | 3 -1.71433 3.43787 3717 | 9 1.14544 -5.41162 3718 | 3 -1.78894 3.56222 3719 | 4 0.440504 -1.41251 3720 | 7 3.40462 -2.10249 3721 | 7 3.13907 -1.8674 3722 | 7 3.61315 -1.5897 3723 | 4 0.307691 -1.16725 3724 | 9 0.402928 -4.07114 3725 | 0 -4.44141 1.92512 3726 | 6 -2.1838 -2.8121 3727 | 4 0.448845 -1.72543 3728 | 8 0.827397 3.48237 3729 | 4 0.49859 -1.02571 3730 | 2 -1.94655 0.0114088 3731 | 7 3.55227 -2.25592 3732 | 2 -1.81969 -0.358791 3733 | 8 1.46009 4.20832 3734 | 1 3.47433 1.12545 3735 | 0 -4.86047 1.71041 3736 | 0 -4.81704 1.68755 3737 | 7 3.53309 -1.84346 3738 | 8 1.65527 3.9921 3739 | 3 -1.92105 3.86304 3740 | 3 -1.59598 3.31765 3741 | 3 -1.49898 3.29657 3742 | 1 3.51125 1.15583 3743 | 3 -1.66208 3.70167 3744 | 7 3.58018 -2.20254 3745 | 6 -2.21649 -3.20925 3746 | 1 3.41712 1.16296 3747 | 3 -1.80353 3.9258 3748 | 1 3.36145 1.1908 3749 | 6 -2.55689 -3.37196 3750 | 6 -2.5638 -2.76241 3751 | 5 0.272635 1.15961 3752 | 7 3.56952 -1.73602 3753 | 4 0.514107 -0.987245 3754 | 7 3.60314 -2.36822 3755 | 5 0.107091 1.17494 3756 | 9 -0.836856 -1.81212 3757 | 5 0.248597 0.861804 3758 | 8 1.94325 5.06307 3759 | 4 0.426391 -1.03091 3760 | 9 0.860655 -4.36423 3761 | 9 1.00924 -4.82906 3762 | 1 3.4403 1.01449 3763 | 6 -0.407765 0.305569 3764 | 5 0.116486 1.16749 3765 | 0 -4.9374 1.80553 3766 | 1 3.35844 1.06515 3767 | 3 -1.51585 2.95273 3768 | 7 1.22324 -0.176007 3769 | 0 -4.76574 1.94155 3770 | 3 -1.95226 3.9831 3771 | 4 0.300392 -1.04257 3772 | 8 1.59015 4.43131 3773 | 2 -1.40009 -0.417145 3774 | 2 -1.8401 -0.251141 3775 | 0 -4.76795 2.02416 3776 | 2 -1.78544 -0.307881 3777 | 5 -0.0669481 2.28025 3778 | 1 3.35931 1.16936 3779 | 5 -0.304011 0.968475 3780 | 1 3.45456 1.15938 3781 | 4 -0.0925804 -1.35422 3782 | 8 1.48239 3.86003 3783 | 8 1.5391 4.17958 3784 | 9 0.747438 -4.28306 3785 | 1 3.47555 1.2577 3786 | 2 -1.68465 -0.473804 3787 | 1 3.35045 1.19762 3788 | 3 -1.97871 3.87835 3789 | 5 0.191528 1.04118 3790 | 1 3.30748 1.12353 3791 | 0 -4.81611 2.099 3792 | 9 0.930146 -4.11943 3793 | 4 0.41742 -0.994883 3794 | 4 0.47417 -0.997079 3795 | 8 0.672241 4.41812 3796 | 3 -2.00218 3.75426 3797 | 2 -1.39947 0.520837 3798 | 5 0.212384 0.858685 3799 | 9 1.0136 -4.21785 3800 | 7 4.0112 -2.38188 3801 | 6 -2.25854 -3.24275 3802 | 6 -2.89954 -3.57181 3803 | 2 -1.84568 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3842 | 4 0.217807 -1.16716 3843 | 9 0.918614 -4.51359 3844 | 1 3.38605 1.24295 3845 | 2 -1.82323 -0.262196 3846 | 8 1.527 3.94191 3847 | 6 -2.07059 -2.25848 3848 | 0 -4.37478 1.70205 3849 | 7 3.53393 -2.05692 3850 | 0 -4.70209 1.73178 3851 | 9 0.662311 -3.29769 3852 | 1 3.354 1.10581 3853 | 1 3.36422 1.09224 3854 | 6 -2.69182 0.236044 3855 | 7 3.31026 -2.11939 3856 | 5 0.0926499 1.47655 3857 | 9 0.628669 -4.0374 3858 | 9 0.857618 -4.40154 3859 | 1 3.41671 1.07094 3860 | 9 0.645205 -1.8525 3861 | 5 0.0913125 0.938986 3862 | 9 0.959467 -4.82354 3863 | 2 -1.90822 -0.106276 3864 | 5 0.192109 0.836096 3865 | 0 -5.39606 1.86287 3866 | 4 0.381036 -0.991404 3867 | 1 3.40719 1.19424 3868 | 0 -4.78853 1.85857 3869 | 8 1.4741 3.80049 3870 | 9 0.635944 -2.84803 3871 | 0 -4.43568 1.48387 3872 | 8 0.903356 3.87914 3873 | 9 0.917003 -4.20834 3874 | 8 1.61529 4.42804 3875 | 9 0.722565 -4.42226 3876 | 4 0.450295 -0.942285 3877 | 2 -2.01715 -0.120688 3878 | 5 0.219977 0.866296 3879 | 7 3.62086 -2.13773 3880 | 9 0.958096 -4.04386 3881 | 8 1.49674 4.16656 3882 | 9 1.1022 -4.52507 3883 | 8 1.54025 4.09419 3884 | 0 -4.74157 2.02948 3885 | 9 0.704465 -3.74974 3886 | 9 0.886867 -4.06489 3887 | 6 -2.63652 -3.49062 3888 | 8 1.45227 3.79086 3889 | 9 0.88471 -4.07577 3890 | 9 0.858206 -4.48472 3891 | 5 0.134824 1.1284 3892 | 9 1.01569 -4.435 3893 | 8 1.53842 3.66127 3894 | 5 -0.261461 1.06011 3895 | 1 3.52563 1.2409 3896 | 0 -4.96198 1.88964 3897 | 3 -1.62049 3.29633 3898 | 3 -1.74425 3.59528 3899 | 5 0.0592983 0.954574 3900 | 2 -1.72979 -0.35508 3901 | 1 3.42805 1.31111 3902 | 6 -2.39347 -3.19912 3903 | 5 0.0557449 1.41376 3904 | 0 -4.8699 1.83479 3905 | 2 -1.72046 -0.30486 3906 | 8 1.65901 4.15318 3907 | 1 3.05455 1.27859 3908 | 5 0.245063 1.09073 3909 | 6 -2.12435 -2.66832 3910 | 2 -1.75219 -0.369285 3911 | 3 -1.71446 3.36998 3912 | 0 -5.1252 2.14256 3913 | 2 -1.64372 -0.202521 3914 | 2 -1.95967 -0.308981 3915 | 6 -2.56136 -3.23779 3916 | 4 0.329648 -0.939201 3917 | 3 -1.81877 3.29176 3918 | 5 0.176391 0.934633 3919 | 5 0.114403 1.34768 3920 | 1 3.35188 1.11692 3921 | 7 3.70332 -1.98573 3922 | 2 -1.88249 -0.338504 3923 | 1 3.5002 1.09689 3924 | 6 -2.51452 -3.20806 3925 | 9 0.785629 -4.27874 3926 | 1 3.64659 1.11175 3927 | 9 0.53486 -2.61031 3928 | 9 0.909408 -4.51854 3929 | 5 0.249809 0.947007 3930 | 5 0.221688 1.05887 3931 | 1 3.42425 1.23322 3932 | 6 -2.45497 -3.17841 3933 | 2 -1.57653 -0.229028 3934 | 2 -1.81391 -0.503618 3935 | 8 1.42249 3.77246 3936 | 6 -2.87243 -3.32676 3937 | 7 4.21354 -2.34344 3938 | 1 3.33502 1.23569 3939 | 4 0.380777 -0.997528 3940 | 6 -2.36123 -2.73025 3941 | 0 -4.6136 2.06913 3942 | 4 -0.484599 -1.84737 3943 | 0 -4.63468 1.47375 3944 | 3 -1.57014 3.02676 3945 | 3 -1.63708 3.37986 3946 | 2 -1.7356 -0.495502 3947 | 2 -1.66478 -0.0642605 3948 | 3 -1.66738 3.2943 3949 | 6 -2.48187 -3.42265 3950 | 8 1.34458 3.87036 3951 | 9 1.08451 -4.39197 3952 | 8 1.2181 3.80976 3953 | 5 0.159715 0.751509 3954 | 3 -1.99078 3.3206 3955 | 8 1.68165 4.16569 3956 | 5 0.233888 1.01062 3957 | 4 0.465886 -1.02396 3958 | 5 0.158416 0.85509 3959 | 2 -1.92558 -0.505557 3960 | 0 -4.85859 1.58528 3961 | 5 0.292813 1.01574 3962 | 6 -2.54355 -3.41038 3963 | 3 -1.88076 3.36395 3964 | 2 -1.61986 -0.185955 3965 | 8 1.42979 3.84008 3966 | 3 -1.85173 3.66288 3967 | 9 0.796944 -4.21519 3968 | 9 0.889848 -4.27891 3969 | 5 0.288152 1.44587 3970 | 7 3.31259 -1.61129 3971 | 9 0.830897 -4.04892 3972 | 4 1.05692 -0.622994 3973 | 6 -2.55032 -3.21819 3974 | 7 3.56906 -2.10772 3975 | 1 3.24906 1.25901 3976 | 3 -1.81353 3.16572 3977 | 7 3.25952 -0.555325 3978 | 3 -1.61992 3.74706 3979 | 6 -2.21378 -2.94583 3980 | 6 -2.62976 -3.43508 3981 | 0 -4.61496 1.87974 3982 | 9 0.627923 -3.933 3983 | 0 -4.91844 1.9762 3984 | 1 3.3319 1.09942 3985 | 9 0.90006 -4.03126 3986 | 9 0.826035 -2.90069 3987 | 2 -1.9343 -0.316924 3988 | 8 1.55414 4.40522 3989 | 8 0.834432 3.89533 3990 | 0 -5.20554 2.34137 3991 | 1 3.29493 1.08681 3992 | 6 -2.54594 -3.44711 3993 | 9 0.825847 -4.45152 3994 | 7 3.61565 -2.13378 3995 | 5 0.380982 1.20544 3996 | 3 -1.69863 3.28479 3997 | 4 0.272209 -0.685783 3998 | 7 3.06523 -1.80196 3999 | 4 0.386777 -1.12409 4000 | 9 0.857687 -4.45141 4001 | 9 1.02126 -4.1397 4002 | 4 0.400419 -1.45327 4003 | 3 -1.8521 3.57889 4004 | 6 -2.44224 -3.17698 4005 | 3 -1.60836 3.03186 4006 | 1 3.40849 1.01451 4007 | 1 3.28968 1.37079 4008 | 7 3.33056 -1.64095 4009 | 6 -2.41252 -3.08733 4010 | 9 0.792199 -4.43096 4011 | 1 3.29407 1.05275 4012 | 8 1.58634 4.32333 4013 | 4 0.215878 -0.938165 4014 | 1 4.62186 1.97819 4015 | 1 3.35592 1.11011 4016 | 9 0.728475 -4.03792 4017 | 9 0.867683 -4.71991 4018 | 4 0.336237 -0.920443 4019 | 3 -1.04384 2.47378 4020 | 6 -2.42999 -3.27091 4021 | 8 1.62153 4.17819 4022 | 1 3.29742 1.13586 4023 | 6 -2.4959 -3.31152 4024 | 0 -4.78076 1.78794 4025 | 4 0.428355 -1.06569 4026 | 1 3.25741 1.17424 4027 | 3 -1.8722 3.36685 4028 | 7 3.15225 -0.442694 4029 | 7 3.49668 -2.02341 4030 | 4 0.569458 -0.82004 4031 | 9 0.97008 -4.34225 4032 | 5 0.0564732 1.00734 4033 | 1 3.33624 1.10839 4034 | 0 -4.78202 1.79216 4035 | 0 -4.55431 1.50958 4036 | 1 3.2932 1.12758 4037 | 1 3.31382 1.12121 4038 | 6 -2.35742 -2.97718 4039 | 2 -1.82128 -0.38918 4040 | 1 3.37916 1.08217 4041 | 9 0.957816 -4.25921 4042 | 8 1.66271 3.76305 4043 | 4 0.326301 -0.916381 4044 | 0 -4.71232 1.83788 4045 | 3 -1.5271 3.14656 4046 | 6 -2.68782 -3.68597 4047 | 4 0.288783 -0.990397 4048 | 9 0.88981 -4.41813 4049 | 0 -4.38175 1.39813 4050 | 7 3.68656 -2.27047 4051 | 1 3.32189 1.23144 4052 | 6 -2.26008 -3.21635 4053 | 5 0.153557 0.916116 4054 | 7 3.36563 -1.29959 4055 | 5 0.191413 0.958404 4056 | 2 -1.79099 -0.253966 4057 | 5 0.231833 0.814064 4058 | 1 3.39771 1.11084 4059 | 8 1.55861 3.87802 4060 | 5 -0.0295813 1.19817 4061 | 4 0.353929 -1.03104 4062 | 7 3.66102 -2.13019 4063 | 0 -4.78376 1.81292 4064 | 6 -1.76974 -2.1578 4065 | 7 3.50705 -2.24981 4066 | 0 -3.75525 1.43447 4067 | 2 -2.024 -0.37953 4068 | 5 0.108114 1.15771 4069 | 8 1.83595 4.27813 4070 | 1 3.30843 1.11991 4071 | 0 -4.74927 1.90534 4072 | 4 0.517239 -1.06176 4073 | 5 0.231912 1.12225 4074 | 7 3.61786 -2.12998 4075 | 1 3.37635 1.19044 4076 | 8 0.706925 3.35287 4077 | 5 0.219351 1.18472 4078 | 1 3.36844 1.13612 4079 | 9 0.365161 -1.48796 4080 | 0 -4.88768 1.73806 4081 | 0 -4.9747 1.72886 4082 | 6 -2.72543 -3.38332 4083 | 0 -4.87713 2.2391 4084 | 7 3.52654 -2.1445 4085 | 3 -1.57821 3.40033 4086 | 1 3.26186 1.1109 4087 | 8 2.15239 5.34651 4088 | 3 -1.67221 3.57879 4089 | 9 0.815354 -4.3794 4090 | 7 3.79651 -2.12901 4091 | 0 -5.18168 1.7416 4092 | 0 -4.70831 1.90975 4093 | 8 1.8201 4.3928 4094 | 9 0.579942 -3.54107 4095 | 5 0.243054 1.27195 4096 | 9 0.799661 -4.39756 4097 | 8 1.54698 4.11053 4098 | 3 -1.87211 3.64741 4099 | 2 -1.81172 -0.0826177 4100 | 7 3.64211 -2.30895 4101 | 2 -2.10204 -0.395757 4102 | 9 0.851686 -4.39272 4103 | 7 2.91395 -1.81155 4104 | 2 -1.79004 -0.217404 4105 | 1 3.42032 1.26179 4106 | 1 3.36422 1.19075 4107 | 3 -1.92867 3.57206 4108 | 7 3.82476 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0.844704 -4.47976 4300 | 9 0.887942 -4.34875 4301 | 5 0.246514 1.17078 4302 | 9 0.932476 -4.4783 4303 | 5 0.220067 0.95132 4304 | 1 3.41343 0.989133 4305 | 1 3.36448 1.23922 4306 | 8 1.75699 4.13926 4307 | 3 -1.68682 3.2167 4308 | 5 0.300413 1.08407 4309 | 1 3.63062 1.32944 4310 | 9 0.778259 -4.26485 4311 | 5 0.256105 1.39438 4312 | 3 -1.98652 3.46407 4313 | 5 0.221631 1.09545 4314 | 4 0.599554 -0.95068 4315 | 9 0.951718 -3.99409 4316 | 5 0.159107 0.951183 4317 | 9 0.695715 -4.36983 4318 | 3 -1.77865 3.04878 4319 | 1 3.48044 1.2385 4320 | 9 0.771418 -4.36043 4321 | 0 -4.9206 1.77387 4322 | 9 0.328042 -3.53122 4323 | 7 3.64141 -2.12839 4324 | 5 0.115196 1.22837 4325 | 4 0.54352 -1.04382 4326 | 9 0.767053 -4.37124 4327 | 2 -1.76379 -0.333092 4328 | 0 -4.72215 1.5248 4329 | 1 3.30303 1.12838 4330 | 0 -5.14162 1.93654 4331 | 5 0.0457775 0.803302 4332 | 1 3.38501 1.08468 4333 | 4 0.342455 -1.02527 4334 | 9 1.21761 -4.14425 4335 | 3 -1.74081 3.38645 4336 | 3 -1.53961 3.46877 4337 | 6 -2.55855 -3.11942 4338 | 1 3.38823 1.03831 4339 | 5 0.219321 0.925226 4340 | 2 -1.76932 -0.402697 4341 | 5 0.153564 0.912792 4342 | 2 -2.27949 -0.685484 4343 | 2 -1.78232 -0.112181 4344 | 0 -4.27452 2.00002 4345 | 9 0.830805 -3.67822 4346 | 2 -1.75665 -0.342489 4347 | 6 -2.49642 -3.27798 4348 | 6 -2.46126 -3.2852 4349 | 0 -4.90762 1.7848 4350 | 1 3.5775 1.22031 4351 | 2 -1.66556 0.00291926 4352 | 0 -4.68335 1.73488 4353 | 3 -1.84047 3.4743 4354 | 0 -5.08088 1.80582 4355 | 2 -1.81908 -0.380565 4356 | 5 0.0160909 1.29717 4357 | 5 0.245323 1.07469 4358 | 7 3.57014 -1.93126 4359 | 9 0.814666 -4.94604 4360 | 5 -0.854658 1.36183 4361 | 5 -0.472328 1.93142 4362 | 0 -4.9551 1.97601 4363 | 8 1.54813 4.00626 4364 | 9 0.847632 -4.34204 4365 | 5 0.267054 1.00196 4366 | 0 -4.87237 1.83926 4367 | 3 -1.75049 3.34496 4368 | 2 -1.87348 -0.204383 4369 | 5 0.390505 0.913333 4370 | 9 0.563291 -3.4546 4371 | 0 -4.48629 1.59514 4372 | 8 1.61537 4.18688 4373 | 8 1.59042 4.00482 4374 | 4 0.407349 -1.06879 4375 | 5 0.247883 1.32536 4376 | 8 1.55441 4.06486 4377 | 8 1.72542 4.37393 4378 | 4 0.445797 -1.12513 4379 | 5 0.217191 0.936862 4380 | 4 0.360539 -1.04507 4381 | 8 1.32322 3.61977 4382 | 5 0.128519 0.99274 4383 | 4 0.470836 -1.47132 4384 | 9 0.936764 -4.92302 4385 | 2 -1.65795 -0.50225 4386 | 2 -1.97781 -0.447221 4387 | 1 3.40637 1.04683 4388 | 2 -1.4379 -0.107715 4389 | 6 -2.62104 -3.16036 4390 | 8 1.48138 4.01906 4391 | 8 1.48799 4.08186 4392 | 7 3.72803 -1.83297 4393 | 0 -4.70395 1.66726 4394 | 3 -1.69063 3.31239 4395 | 6 -2.89752 -3.41871 4396 | 6 -2.4168 -3.16623 4397 | 4 0.43025 -1.08509 4398 | 3 -1.85722 3.64046 4399 | 8 1.55796 3.97742 4400 | 8 1.84844 4.20527 4401 | 7 2.9577 -1.86735 4402 | 2 -2.05257 -0.109874 4403 | 2 -1.88862 -0.317085 4404 | 0 -4.38177 1.72808 4405 | 0 -4.80035 1.7065 4406 | 9 0.874132 -3.8086 4407 | 3 -1.92737 3.71439 4408 | 9 0.835391 -4.65529 4409 | 9 1.04332 -4.71661 4410 | 1 3.40392 1.09733 4411 | 9 0.630515 -4.64502 4412 | 8 1.35573 3.88533 4413 | 6 -2.52703 -3.37925 4414 | 6 -2.09876 -2.80895 4415 | 4 0.399855 -0.982693 4416 | 2 -1.94117 -0.229548 4417 | 6 -2.36628 -3.21532 4418 | 9 0.760381 -4.36187 4419 | 2 -1.92738 -0.356606 4420 | 8 1.67757 4.26246 4421 | 5 0.0716176 0.991117 4422 | 4 0.422501 -1.12377 4423 | 5 -0.0403415 1.01687 4424 | 7 3.74032 -2.03273 4425 | 9 0.817355 -4.43226 4426 | 9 0.707156 -3.17391 4427 | 9 0.929197 -4.51498 4428 | 2 -2.18701 -0.31978 4429 | 1 3.50186 1.14055 4430 | 8 1.63007 4.2325 4431 | 3 -1.63864 3.41106 4432 | 4 0.463851 -1.13212 4433 | 0 -4.902 1.82573 4434 | 7 3.87545 -2.15218 4435 | 8 1.65112 4.20909 4436 | 3 -1.83928 3.65891 4437 | 9 0.859185 -4.43291 4438 | 3 -2.30348 2.97146 4439 | 4 0.465703 -0.91089 4440 | 6 -2.34974 -2.75133 4441 | 5 0.261148 1.06632 4442 | 6 -2.35646 -3.42083 4443 | 2 -1.91816 -0.498151 4444 | 3 -1.44602 1.97024 4445 | 9 0.905778 -4.39201 4446 | 2 -1.87979 -0.236148 4447 | 6 -2.54753 -3.4141 4448 | 0 -5.07018 2.15836 4449 | 0 -4.85135 1.96432 4450 | 6 -2.53771 -3.22259 4451 | 1 3.26932 1.04837 4452 | 2 -1.74298 -0.232916 4453 | 8 1.52733 4.10474 4454 | 7 3.77744 -2.16408 4455 | 9 0.366363 -4.87517 4456 | 8 1.90785 4.55709 4457 | 2 -1.83771 -0.377987 4458 | 0 -4.90904 2.00121 4459 | 4 0.196517 -1.35093 4460 | 7 3.46134 -2.17279 4461 | 7 2.46767 -1.3695 4462 | 5 0.238508 1.0855 4463 | 0 -4.81751 1.83816 4464 | 5 0.138993 1.25756 4465 | 6 -2.54628 -3.31754 4466 | 4 0.674196 -0.873951 4467 | 6 -2.6544 -3.29264 4468 | 7 3.53321 -2.3089 4469 | 4 0.487546 -0.936129 4470 | 3 -1.87191 3.37026 4471 | 0 -4.77322 2.1123 4472 | 7 3.58241 -2.21326 4473 | 5 0.298097 1.02633 4474 | 0 -4.63267 1.65527 4475 | 7 3.62553 -2.16183 4476 | 4 0.464032 -0.929321 4477 | 2 -2.01779 -0.415342 4478 | 0 -4.5969 0.868099 4479 | 8 1.56628 4.12039 4480 | 9 0.861268 -4.13519 4481 | 9 0.777093 -4.53443 4482 | 4 0.649211 -0.809543 4483 | 2 -1.9005 -0.102902 4484 | 4 0.465407 -1.10123 4485 | 6 -2.53293 -3.26152 4486 | 7 3.71719 -2.20398 4487 | 8 1.41502 4.22706 4488 | 7 2.24802 -1.53642 4489 | 6 -2.23552 -3.00262 4490 | 9 1.11209 -4.54622 4491 | 4 0.404029 -1.172 4492 | 1 3.75293 1.06335 4493 | 3 -1.90297 3.51055 4494 | 7 3.59092 -2.04821 4495 | 3 -1.83136 3.32662 4496 | 0 -4.80724 1.75319 4497 | 8 1.68516 4.1587 4498 | 8 1.5347 3.74733 4499 | 7 3.30938 -1.83709 4500 | 6 -2.20712 -3.11061 4501 | 9 1.24638 -2.10864 4502 | 3 -1.88512 3.75328 4503 | 9 0.895673 -4.47608 4504 | 2 -2.0859 -0.641511 4505 | 2 -0.167587 -0.659745 4506 | 9 0.155015 -2.35012 4507 | 2 -1.95026 -0.664164 4508 | 1 2.11523 0.26622 4509 | 8 1.61422 4.1052 4510 | 3 -1.87492 3.60579 4511 | 2 -1.80074 -0.22027 4512 | 9 0.633556 -3.8319 4513 | 6 -2.74962 -3.39458 4514 | 8 1.6344 4.26328 4515 | 4 0.468953 -1.08279 4516 | 0 -4.8203 1.89517 4517 | 1 3.46754 1.0603 4518 | 2 -1.95435 -0.262116 4519 | 8 1.85982 4.23253 4520 | 4 0.435742 -1.09697 4521 | 5 0.394088 1.23649 4522 | 2 -2.00584 -0.225811 4523 | 7 3.49434 -2.0986 4524 | 8 1.75964 4.93884 4525 | 1 3.39347 1.15683 4526 | 1 3.33623 1.12713 4527 | 3 -1.76964 3.26745 4528 | 0 -4.82263 1.95216 4529 | 3 -1.79327 3.30048 4530 | 5 0.248221 0.891137 4531 | 7 3.40109 -1.82982 4532 | 0 -5.08287 1.80167 4533 | 3 -1.84518 3.236 4534 | 1 3.42305 1.29386 4535 | 9 1.11019 -4.05172 4536 | 3 -1.76357 3.58248 4537 | 6 -1.74246 -2.12 4538 | 3 -1.70212 3.32667 4539 | 1 3.52121 1.16145 4540 | 7 3.66236 -2.11726 4541 | 7 3.83139 -2.60316 4542 | 3 -1.86144 3.80323 4543 | 0 -4.67018 1.71329 4544 | 8 1.23655 4.19932 4545 | 4 0.403032 -0.953469 4546 | 8 1.46285 3.70166 4547 | 2 -1.69147 -0.399854 4548 | 6 -1.82895 -2.1088 4549 | 5 -0.292549 1.26607 4550 | 2 -1.88239 -0.269151 4551 | 9 0.793676 -4.54927 4552 | 7 2.72802 -1.04746 4553 | 3 -1.88431 3.73273 4554 | 9 0.79755 -4.27502 4555 | 0 -4.71199 1.45287 4556 | 9 0.919259 -4.14375 4557 | 9 0.922467 -4.54887 4558 | 6 -2.47005 -3.45518 4559 | 4 0.505594 -1.26923 4560 | 2 -1.78843 -0.42556 4561 | 9 0.652061 -4.31272 4562 | 7 3.81047 -1.80745 4563 | 2 -1.74857 -0.28924 4564 | 1 3.26094 1.28261 4565 | 1 3.43419 1.15782 4566 | 6 -2.46331 -3.21783 4567 | 7 3.82126 -2.4033 4568 | 4 0.538734 -1.28859 4569 | 7 4.16376 -2.18364 4570 | 5 0.155483 1.29653 4571 | 9 0.825145 -4.2579 4572 | 6 -1.46965 -0.386543 4573 | 8 1.43294 4.04572 4574 | 2 -1.94825 -0.365755 4575 | 1 3.43663 1.2451 4576 | 4 -0.0952934 -1.25516 4577 | 4 0.315379 -1.01124 4578 | 5 0.0947661 1.24353 4579 | 7 3.14869 -1.59974 4580 | 6 -2.61639 -3.45647 4581 | 1 3.27734 1.01006 4582 | 3 -1.59936 3.23171 4583 | 2 -1.80043 -0.375042 4584 | 5 0.259613 1.19921 4585 | 9 0.496988 -4.16633 4586 | 9 0.942704 -4.33301 4587 | 3 -1.65887 3.33412 4588 | 6 -2.49946 -3.22474 4589 | 1 3.44821 0.878357 4590 | 1 3.48088 1.06063 4591 | 4 0.284448 -1.10665 4592 | 6 -2.51976 -3.01262 4593 | 9 0.877212 -4.40721 4594 | 7 3.28615 -1.88044 4595 | 2 -1.77127 -0.277042 4596 | 1 3.39665 1.17677 4597 | 5 0.117965 1.02317 4598 | 1 3.48886 1.08033 4599 | 4 0.464776 -0.96349 4600 | 6 -2.59833 -3.33117 4601 | 3 -1.66634 3.45479 4602 | 8 1.6172 4.70497 4603 | 1 3.45602 1.06354 4604 | 1 3.52497 1.12137 4605 | 0 -4.97195 2.08291 4606 | 3 -1.68953 3.57822 4607 | 1 3.35985 1.12345 4608 | 6 -2.66354 -3.47668 4609 | 8 1.93507 4.4504 4610 | 4 0.45367 -0.95325 4611 | 9 0.831401 -4.56025 4612 | 0 -4.8656 1.78538 4613 | 7 3.60924 -2.21294 4614 | 3 -1.88927 3.58911 4615 | 0 -4.88312 2.29177 4616 | 2 -1.68244 -0.307598 4617 | 9 0.831341 -4.53042 4618 | 0 -4.93927 2.17562 4619 | 6 -2.59559 -3.13422 4620 | 6 -2.30571 -3.50794 4621 | 6 -2.08477 -1.86837 4622 | 3 -1.75504 3.58802 4623 | 6 -2.61883 -2.97353 4624 | 7 3.4582 -2.0775 4625 | 7 3.27418 -2.16015 4626 | 2 -1.69343 -0.283312 4627 | 8 1.58263 4.06211 4628 | 6 -2.45268 -3.6059 4629 | 0 -4.77226 1.71092 4630 | 8 1.49968 4.23827 4631 | 3 -1.64454 3.4218 4632 | 0 -4.73196 1.72241 4633 | 2 -1.67904 -0.267755 4634 | 9 0.929368 -4.14507 4635 | 8 1.47458 4.19015 4636 | 3 -1.705 3.13493 4637 | 2 -2.09646 -0.431943 4638 | 5 0.17615 1.04351 4639 | 3 -1.94398 3.41453 4640 | 8 1.40929 2.91946 4641 | 8 1.85958 4.30884 4642 | 0 -4.70683 1.60277 4643 | 0 -4.86562 1.71266 4644 | 1 3.20168 1.14988 4645 | 9 0.766172 -4.32844 4646 | 5 0.293954 0.986445 4647 | 1 3.3574 1.15468 4648 | 3 -1.6368 3.30351 4649 | 9 0.924664 -4.35665 4650 | 6 -2.57499 -3.24009 4651 | 0 -4.70195 1.87962 4652 | 1 3.43725 1.09076 4653 | 4 0.356511 -0.958969 4654 | 1 3.43716 1.34481 4655 | 7 3.63543 -1.91828 4656 | 1 3.4171 1.17219 4657 | 2 -1.78664 -0.399195 4658 | 3 -2.05354 3.10722 4659 | 7 3.69241 -2.2741 4660 | 9 0.773109 -4.57545 4661 | 7 3.2096 -1.41519 4662 | 4 0.315528 -1.0457 4663 | 9 0.863549 -4.08316 4664 | 9 0.707909 -4.62824 4665 | 3 -1.75524 3.46593 4666 | 9 1.00683 -4.58897 4667 | 2 -1.66553 -0.299236 4668 | 8 1.83751 4.20661 4669 | 2 -1.32984 -0.025849 4670 | 7 3.62517 -1.8885 4671 | 1 3.35528 1.06383 4672 | 8 1.32241 3.96735 4673 | 0 -4.45384 1.71469 4674 | 9 1.00832 -4.57382 4675 | 1 3.35564 1.27546 4676 | 0 -4.85634 1.84217 4677 | 1 3.33997 1.23362 4678 | 7 3.60982 -2.20242 4679 | 7 4.04642 -2.13969 4680 | 9 0.778356 -4.35144 4681 | 6 -2.6469 -3.41363 4682 | 9 0.797207 -4.31253 4683 | 9 0.881047 -4.64398 4684 | 9 0.871738 -4.45952 4685 | 2 -1.6879 -0.317652 4686 | 1 3.45356 1.22583 4687 | 6 -2.42505 -3.34248 4688 | 1 3.30955 1.16565 4689 | 3 -1.65608 3.5878 4690 | 5 0.135374 0.929627 4691 | 7 2.84511 -2.5245 4692 | 1 3.37582 1.04833 4693 | 9 0.755644 -4.384 4694 | 7 3.98751 -2.11828 4695 | 6 -2.36915 -3.01865 4696 | 4 0.430247 -0.949436 4697 | 5 -0.113019 1.09253 4698 | 7 3.37001 -2.19993 4699 | 6 -2.42054 -3.36434 4700 | 6 -0.338444 -1.20891 4701 | 9 0.891253 -4.35584 4702 | 9 0.87527 -4.7396 4703 | 6 -2.77782 -4.16194 4704 | 3 -1.65542 3.45723 4705 | 6 -2.48315 -3.14369 4706 | 2 -1.94515 -0.399588 4707 | 9 0.784537 -4.5313 4708 | 8 1.54504 4.29221 4709 | 1 3.39223 1.13308 4710 | 2 -1.80795 -0.442636 4711 | 2 -1.84943 -0.464459 4712 | 5 0.146822 0.921185 4713 | 5 0.31828 1.1469 4714 | 2 -1.58717 -0.523489 4715 | 3 -1.73115 3.4441 4716 | 7 3.52297 -2.08062 4717 | 2 -1.90602 -0.355477 4718 | 1 3.40699 0.998534 4719 | 0 -4.68444 1.67623 4720 | 1 3.32523 1.08954 4721 | 0 -4.81471 1.86007 4722 | 4 0.585071 -0.977523 4723 | 5 0.243579 1.16605 4724 | 2 -1.7563 0.54355 4725 | 8 1.48051 4.51626 4726 | 2 -1.70441 -0.335007 4727 | 8 1.62001 4.14181 4728 | 3 -1.93955 3.6211 4729 | 5 0.138124 1.15831 4730 | 1 3.30432 1.17352 4731 | 7 3.32349 -1.92557 4732 | 8 1.58625 3.51745 4733 | 1 3.46496 1.07976 4734 | 1 3.29837 1.06996 4735 | 2 -1.69343 -0.33464 4736 | 9 0.991937 -4.47649 4737 | 7 3.36754 -2.05864 4738 | 8 1.64925 4.15391 4739 | 4 0.439149 -0.513634 4740 | 0 -4.45106 1.67815 4741 | 3 -0.98523 2.16177 4742 | 0 -4.64864 1.65109 4743 | 7 3.63114 -2.04968 4744 | 8 0.525897 4.44953 4745 | 8 1.4243 4.36541 4746 | 4 0.484005 -0.95597 4747 | 7 3.60887 -2.11553 4748 | 7 3.75859 -2.41092 4749 | 8 1.57555 3.92583 4750 | 5 0.320296 1.01406 4751 | 8 1.62051 4.0845 4752 | 4 0.186159 -0.914947 4753 | 9 0.913664 -4.39309 4754 | 8 1.50781 4.18332 4755 | 1 3.29775 1.20738 4756 | 3 -1.87523 3.40355 4757 | 8 1.6768 4.36371 4758 | 0 -4.76334 1.8296 4759 | 3 -1.78752 3.34206 4760 | 1 3.1943 1.29785 4761 | 7 3.45226 -2.09731 4762 | 9 0.495367 -1.65843 4763 | 5 0.112166 0.9138 4764 | 5 0.23355 0.223032 4765 | 1 3.41263 1.10193 4766 | 6 -2.40076 -3.41949 4767 | 5 0.283937 0.959884 4768 | 7 3.20876 -1.83172 4769 | 4 0.673118 -0.957953 4770 | 9 0.821088 -4.40659 4771 | 3 -1.65979 3.40914 4772 | 5 0.322273 1.29454 4773 | 4 0.410637 -0.965163 4774 | 7 3.48575 -1.90856 4775 | 1 3.34871 1.06498 4776 | 2 -1.77221 -0.283334 4777 | 0 -4.81106 2.16342 4778 | 8 1.5049 4.10452 4779 | 1 3.55968 1.17961 4780 | 6 -2.50437 -3.47048 4781 | 0 -4.73412 1.78783 4782 | 7 3.69522 -2.32335 4783 | 3 -1.87017 3.9683 4784 | 4 0.439508 -1.81616 4785 | 7 3.60442 -2.19611 4786 | 3 -1.79017 3.458 4787 | 9 0.941011 -4.55983 4788 | 6 -2.54214 -3.21776 4789 | 0 -4.85727 1.94635 4790 | 8 1.82596 4.13857 4791 | 6 -2.58945 -3.62352 4792 | 4 0.452155 -0.768836 4793 | 8 1.56304 4.03643 4794 | 7 3.4139 -2.19609 4795 | 7 3.78736 -1.95271 4796 | 9 0.602731 -4.26924 4797 | 3 -1.60114 3.45948 4798 | 8 1.55899 4.17913 4799 | 6 -2.68792 -3.53539 4800 | 9 0.703802 -4.17513 4801 | 7 3.5448 -2.18232 4802 | 2 -1.86723 -0.40908 4803 | 3 -1.9125 3.80236 4804 | 4 0.47327 -0.91776 4805 | 0 -4.46654 1.63619 4806 | 2 -1.68124 -0.328626 4807 | 1 3.32387 1.11946 4808 | 8 -0.490001 3.28996 4809 | 3 -1.32195 3.01473 4810 | 5 0.323268 1.25541 4811 | 5 0.306085 1.08838 4812 | 7 3.6367 -2.30299 4813 | 2 -2.02362 -0.39498 4814 | 4 0.59476 -0.860802 4815 | 6 -3.69418 -0.413296 4816 | 7 2.99581 -2.57452 4817 | 2 -1.94239 -0.135279 4818 | 8 1.50446 4.07262 4819 | 3 -1.71553 3.50222 4820 | 0 -4.82269 1.65408 4821 | 8 1.40174 3.96393 4822 | 7 3.49936 -2.01763 4823 | 8 1.51404 3.88206 4824 | 9 0.592255 -3.14875 4825 | 0 -4.78684 1.76428 4826 | 8 1.46658 4.37537 4827 | 4 0.648353 -1.06101 4828 | 4 0.444024 -0.786411 4829 | 5 0.212412 1.21019 4830 | 8 1.65654 4.42615 4831 | 5 0.236861 1.03611 4832 | 6 -2.19705 -3.24989 4833 | 6 -2.47313 -3.2432 4834 | 3 -1.84736 3.59837 4835 | 0 -5.26592 2.33304 4836 | 9 0.96491 -4.54895 4837 | 3 -1.88157 3.6569 4838 | 7 3.33192 -2.03783 4839 | 6 -1.81919 -1.85443 4840 | 8 1.43794 4.12934 4841 | 9 0.812955 -4.00189 4842 | 3 -2.0862 3.7898 4843 | 4 0.274059 -1.10219 4844 | 9 0.851997 -4.57575 4845 | 5 0.196274 0.817301 4846 | 8 1.30363 4.0807 4847 | 9 0.706532 -4.00749 4848 | 1 3.45523 1.24663 4849 | 2 -1.94226 -0.426139 4850 | 8 1.62751 4.01582 4851 | 8 1.42566 3.90922 4852 | 6 -2.50539 -3.44518 4853 | 8 1.5914 4.283 4854 | 1 3.44415 1.10896 4855 | 3 -2.01255 3.97087 4856 | 7 3.6914 -2.05076 4857 | 9 0.934125 -4.43127 4858 | 0 -4.99758 1.86039 4859 | 1 3.37063 1.23242 4860 | 1 3.38725 1.10735 4861 | 4 0.690986 -2.6155 4862 | 7 3.28108 -1.95754 4863 | 0 -4.65153 1.7812 4864 | 8 1.11061 4.51874 4865 | 1 3.28573 1.22888 4866 | 7 3.59898 -2.24898 4867 | 4 0.431498 -0.989773 4868 | 5 0.174793 0.877655 4869 | 7 3.81665 -2.5709 4870 | 1 3.37662 1.08495 4871 | 2 -1.84063 -0.331844 4872 | 1 3.23094 1.28549 4873 | 1 3.35118 1.06237 4874 | 3 -1.77528 3.66645 4875 | 9 -1.90385 -1.51027 4876 | 6 -2.32553 -3.34889 4877 | 2 -1.21225 -0.221689 4878 | 1 3.61729 1.181 4879 | 2 -1.93907 -0.195591 4880 | 8 1.43968 3.96229 4881 | 0 -3.79631 1.05445 4882 | 7 3.38935 -2.08687 4883 | 6 -2.55315 -3.37781 4884 | 6 -2.50989 -3.4815 4885 | 9 0.927841 -4.42166 4886 | 3 -1.73283 3.40874 4887 | 7 3.20902 -1.63788 4888 | 0 -5.02746 1.737 4889 | 5 -0.0534934 0.487224 4890 | 2 -2.04262 -0.430509 4891 | 8 1.30146 4.04282 4892 | 0 -4.98465 1.74897 4893 | 5 0.195153 0.982377 4894 | 4 0.509007 -0.957314 4895 | 3 -1.7702 3.50903 4896 | 8 1.60958 4.17315 4897 | 4 0.524244 -0.882459 4898 | 6 -2.45516 -3.29415 4899 | 6 -2.48011 -3.14628 4900 | 2 -1.55381 -0.150717 4901 | 7 3.65128 -2.01276 4902 | 9 0.85914 -4.36414 4903 | 5 0.19374 1.06337 4904 | 1 3.24023 1.17699 4905 | 3 -2.21897 3.84751 4906 | 2 -1.68063 -0.207609 4907 | 4 0.570376 -1.01939 4908 | 3 -1.79465 3.29073 4909 | 6 -2.50992 -3.34507 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0.798178 -4.47714 4949 | 8 1.87738 4.38335 4950 | 1 3.3301 1.08512 4951 | 2 -2.23676 0.222827 4952 | 1 2.89524 0.676093 4953 | 6 -2.78714 -3.55421 4954 | 1 3.34571 1.13053 4955 | 2 -1.98796 -0.25344 4956 | 7 3.36489 -2.00558 4957 | 8 0.902538 3.11505 4958 | 0 -4.78103 1.95414 4959 | 0 -4.75358 1.79678 4960 | 0 -4.98087 1.7924 4961 | 8 1.61245 3.79425 4962 | 2 -1.88158 -0.286778 4963 | 2 -1.72045 -0.346661 4964 | 9 1.03838 -4.73786 4965 | 2 -1.70646 -0.345218 4966 | 2 -1.81888 -0.28533 4967 | 7 2.29786 -0.150819 4968 | 9 0.78028 -4.39185 4969 | 9 0.848559 -3.55328 4970 | 2 -1.84369 -0.356998 4971 | 7 3.51719 -1.93688 4972 | 5 0.232837 0.987161 4973 | 1 3.28631 1.16173 4974 | 3 -1.75877 3.27708 4975 | 4 0.327463 -0.983616 4976 | 9 0.830022 -4.61203 4977 | 4 0.343625 -0.917885 4978 | 1 3.33779 1.08877 4979 | 8 1.44794 4.87044 4980 | 5 0.15695 1.02882 4981 | 6 -2.66918 -3.44777 4982 | 2 -1.88472 -0.20098 4983 | 8 1.48357 3.86058 4984 | 3 -1.78933 3.46939 4985 | 1 3.48883 1.15508 4986 | 2 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0.425529 -0.986225 5025 | 2 -1.75136 -0.437886 5026 | 1 3.48328 1.14659 5027 | 9 0.803965 -4.33352 5028 | 4 0.369949 -1.11915 5029 | 3 -1.90153 3.68323 5030 | 9 0.778229 -4.2398 5031 | 6 -2.65092 -3.42161 5032 | 0 -4.59298 1.76816 5033 | 4 0.468286 -1.12102 5034 | 0 -4.82063 1.68916 5035 | 6 -2.55531 -3.38964 5036 | 0 -4.82926 1.5555 5037 | 1 3.38783 1.09809 5038 | 2 -1.77032 -0.303903 5039 | 3 -1.61221 3.8229 5040 | 4 0.381472 -1.06237 5041 | 7 3.68221 -2.26719 5042 | 8 1.80559 4.47833 5043 | 9 0.615686 -4.80037 5044 | 0 -4.67569 1.66466 5045 | 1 3.30208 1.06572 5046 | 2 -1.72772 -0.248005 5047 | 3 -1.65921 3.72287 5048 | 4 0.39572 -1.06865 5049 | 7 3.55474 -2.39356 5050 | 8 1.65957 4.12587 5051 | 9 0.799286 -4.65198 5052 | 0 -4.92444 1.52852 5053 | 1 3.42223 1.14692 5054 | 2 -1.87614 -0.173438 5055 | 3 -1.66044 3.56507 5056 | 4 0.509372 -0.993565 5057 | 5 0.302207 1.04261 5058 | 6 -2.65367 -3.27342 5059 | 7 3.55685 -2.54653 5060 | 8 1.71484 4.19992 5061 | 9 0.8969 -4.95139 5062 | 8 1.71655 4.25919 5063 | 3 -1.7975 3.48176 5064 | 4 0.467815 -0.943325 5065 | 7 3.512 -2.35555 5066 | 8 1.34803 3.81298 5067 | 6 -2.70621 -3.59974 5068 | 3 -1.87916 3.2458 5069 | 4 0.40894 -1.31443 5070 | 0 -4.65551 1.6916 5071 | 9 0.817842 -4.61709 5072 | 7 3.60537 -2.2432 5073 | 1 3.41703 1.14853 5074 | 9 0.803252 -4.61784 5075 | 3 -1.74937 3.42186 5076 | 8 1.6602 4.24485 5077 | 4 0.488762 -1.10218 5078 | 7 3.64819 -2.36154 5079 | 3 -1.72951 3.6183 5080 | 0 -4.71145 1.7142 5081 | 9 0.847524 -4.49965 5082 | 1 3.42408 0.998072 5083 | 4 0.477645 -1.08695 5084 | 5 0.401237 1.1436 5085 | 4 0.597991 -1.05809 5086 | 6 -2.49555 -3.35498 5087 | 2 -1.56814 -0.252009 5088 | 0 -4.7782 1.84997 5089 | 6 -2.51941 -2.93674 5090 | 2 -1.88518 -0.411751 5091 | 1 3.44335 0.989289 5092 | 1 3.35767 1.23366 5093 | 1 3.31165 1.24682 5094 | 1 3.30872 1.21765 5095 | 7 3.6427 -2.17363 5096 | 2 -1.76591 -0.275204 5097 | 4 0.454825 -1.09815 5098 | 7 3.67451 -2.14011 5099 | 5 0.291342 1.10341 5100 | 2 -1.73898 -0.265027 5101 | 9 0.8074 -4.51389 5102 | 4 0.432041 -1.12407 5103 | 5 0.393449 1.00792 5104 | 8 1.62829 4.18518 5105 | 4 0.394242 -1.03807 5106 | 2 -1.68197 -0.362677 5107 | 9 0.920616 -4.55184 5108 | 7 3.68374 -2.33798 5109 | 0 -5.05958 1.50637 5110 | 0 -4.57102 1.8084 5111 | 7 3.60192 -2.32239 5112 | 5 0.325595 1.06883 5113 | 1 3.48021 1.12327 5114 | 1 3.452 1.10392 5115 | 7 3.44328 -2.03351 5116 | 6 -2.61239 -3.33843 5117 | 6 -2.50921 -3.28719 5118 | 6 -2.61854 -3.21341 5119 | 8 1.51445 4.0391 5120 | 2 -1.86121 -0.408252 5121 | 2 -1.68835 -0.311772 5122 | 7 3.74499 -1.94932 5123 | 7 3.53689 -2.23567 5124 | 4 0.394068 -1.27776 5125 | 0 -4.57995 1.68152 5126 | 2 -1.5529 -0.201926 5127 | 4 0.319399 -1.15069 5128 | 2 -1.40757 -0.0251309 5129 | 1 3.46681 1.04366 5130 | 8 1.61374 4.01535 5131 | 9 0.908496 -4.41268 5132 | 6 -2.52243 -3.21841 5133 | 1 3.4884 1.16366 5134 | 0 -4.64751 1.72938 5135 | 5 0.200483 1.46995 5136 | 9 0.975401 -4.64606 5137 | 6 -2.63903 -3.62813 5138 | 9 0.813905 -4.59721 5139 | 8 1.75976 4.19937 5140 | 0 -4.58108 1.88909 5141 | 3 -1.20637 3.34629 5142 | 0 -4.71374 1.66106 5143 | 8 1.59881 3.95122 5144 | 3 -1.52413 3.37245 5145 | 9 0.975795 -4.58823 5146 | 6 -2.51257 -3.40241 5147 | 3 -1.89479 3.81663 5148 | 0 -4.94147 1.91562 5149 | 1 3.46046 1.12398 5150 | 2 -1.88823 -0.385595 5151 | 3 -1.75088 3.52059 5152 | 4 0.395229 -1.08748 5153 | 5 0.0124433 1.11761 5154 | 6 -2.50212 -3.28503 5155 | 7 3.66354 -2.25679 5156 | 0 -4.4518 2.21402 5157 | 1 3.30953 1.0708 5158 | 2 -1.58827 -0.405189 5159 | 3 -1.81167 3.52473 5160 | 4 0.44002 -1.39176 5161 | 5 0.202289 1.04062 5162 | 6 -2.41937 -2.99004 5163 | 7 3.75742 -2.36202 5164 | 8 1.6351 4.28494 5165 | 9 0.739589 -4.58034 5166 | 0 -3.84544 1.18969 5167 | 1 3.37818 1.05114 5168 | 2 -1.45739 -0.176706 5169 | 3 -1.79921 3.63371 5170 | 4 0.335671 -1.01615 5171 | 5 0.373971 0.973571 5172 | 6 -2.64258 -3.28532 5173 | 7 3.55382 -2.01621 5174 | 8 1.39875 3.98124 5175 | 5 0.269484 1.36759 5176 | 4 0.446094 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