diff --git a/.DS_Store b/.DS_Store
index 32a66af..932f98b 100644
Binary files a/.DS_Store and b/.DS_Store differ
diff --git a/Tutorial.ipynb b/Tutorial.ipynb
index 5241476..158e81d 100644
--- a/Tutorial.ipynb
+++ b/Tutorial.ipynb
@@ -127,7 +127,7 @@
     {
      "data": {
       "text/plain": [
-       "<networkx.classes.graph.Graph at 0x7f9d1092b748>"
+       "<networkx.classes.graph.Graph at 0x7ff4fceb2f28>"
       ]
      },
      "execution_count": 5,
@@ -264,6 +264,7 @@
       "drne\n",
       "node2vec\n",
       "degree\n",
+      "gae\n",
       "role2vec\n",
       "line\n",
       "degree1\n",
@@ -384,9 +385,9 @@
      "output_type": "stream",
      "text": [
       "max degree:  80\n",
-      "got k hop neighbors in time:  0.041130781173706055\n",
-      "got degree sequences in time:  0.012970924377441406\n",
-      "computed representation in time:  0.00899505615234375\n"
+      "got k hop neighbors in time:  0.061563968658447266\n",
+      "got degree sequences in time:  0.020946979522705078\n",
+      "computed representation in time:  0.023149967193603516\n"
      ]
     }
    ],
@@ -578,26 +579,26 @@
     {
      "data": {
       "text/plain": [
-       "{'overall': {'accuracy': {'mean': 0.6949, 'std': 0.0676},\n",
-       "  'f1_macro': {'mean': 0.6749, 'std': 0.0669},\n",
-       "  'f1_micro': {'mean': 0.6949, 'std': 0.0676},\n",
-       "  'auc_micro': {'mean': 0.8998, 'std': 0.0458},\n",
-       "  'auc_macro': {'mean': 0.9096, 'std': 0.0449}},\n",
+       "{'overall': {'accuracy': {'mean': 0.7026, 'std': 0.0771},\n",
+       "  'f1_macro': {'mean': 0.6841, 'std': 0.0785},\n",
+       "  'f1_micro': {'mean': 0.7026, 'std': 0.0771},\n",
+       "  'auc_micro': {'mean': 0.9007, 'std': 0.046},\n",
+       "  'auc_macro': {'mean': 0.9098, 'std': 0.0451}},\n",
        " 'detailed': {0: {'accuracy': 0.6667,\n",
        "   'f1_macro': 0.6293,\n",
        "   'f1_micro': 0.6667,\n",
-       "   'auc_micro': 0.8944,\n",
-       "   'auc_macro': 0.8958},\n",
+       "   'auc_micro': 0.8967,\n",
+       "   'auc_macro': 0.901},\n",
        "  1: {'accuracy': 0.5769,\n",
        "   'f1_macro': 0.5673,\n",
        "   'f1_micro': 0.5769,\n",
-       "   'auc_micro': 0.821,\n",
-       "   'auc_macro': 0.8355},\n",
-       "  2: {'accuracy': 0.7692,\n",
-       "   'f1_macro': 0.7478,\n",
-       "   'f1_micro': 0.7692,\n",
-       "   'auc_micro': 0.9576,\n",
-       "   'auc_macro': 0.9641},\n",
+       "   'auc_micro': 0.822,\n",
+       "   'auc_macro': 0.8336},\n",
+       "  2: {'accuracy': 0.8077,\n",
+       "   'f1_macro': 0.7939,\n",
+       "   'f1_micro': 0.8077,\n",
+       "   'auc_micro': 0.9596,\n",
+       "   'auc_macro': 0.9634},\n",
        "  3: {'accuracy': 0.7308,\n",
        "   'f1_macro': 0.7049,\n",
        "   'f1_micro': 0.7308,\n",
@@ -606,8 +607,8 @@
        "  4: {'accuracy': 0.7308,\n",
        "   'f1_macro': 0.725,\n",
        "   'f1_micro': 0.7308,\n",
-       "   'auc_micro': 0.896,\n",
-       "   'auc_macro': 0.9056}}}"
+       "   'auc_micro': 0.895,\n",
+       "   'auc_macro': 0.904}}}"
       ]
      },
      "execution_count": 21,
@@ -689,44 +690,44 @@
        "    <tr>\n",
        "      <th>0</th>\n",
        "      <td>xnetmf</td>\n",
-       "      <td>0.6949</td>\n",
-       "      <td>0.0676</td>\n",
-       "      <td>0.6749</td>\n",
-       "      <td>0.0669</td>\n",
-       "      <td>0.6949</td>\n",
-       "      <td>0.0676</td>\n",
-       "      <td>0.8998</td>\n",
-       "      <td>0.0458</td>\n",
-       "      <td>0.9096</td>\n",
-       "      <td>0.0449</td>\n",
+       "      <td>0.7026</td>\n",
+       "      <td>0.0771</td>\n",
+       "      <td>0.6841</td>\n",
+       "      <td>0.0785</td>\n",
+       "      <td>0.7026</td>\n",
+       "      <td>0.0771</td>\n",
+       "      <td>0.9007</td>\n",
+       "      <td>0.0460</td>\n",
+       "      <td>0.9098</td>\n",
+       "      <td>0.0451</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>1</th>\n",
        "      <td>struc2vec</td>\n",
-       "      <td>0.7863</td>\n",
-       "      <td>0.0751</td>\n",
-       "      <td>0.7752</td>\n",
-       "      <td>0.0740</td>\n",
-       "      <td>0.7863</td>\n",
-       "      <td>0.0751</td>\n",
-       "      <td>0.9271</td>\n",
-       "      <td>0.0314</td>\n",
-       "      <td>0.9374</td>\n",
-       "      <td>0.0272</td>\n",
+       "      <td>0.8168</td>\n",
+       "      <td>0.0661</td>\n",
+       "      <td>0.8166</td>\n",
+       "      <td>0.0612</td>\n",
+       "      <td>0.8168</td>\n",
+       "      <td>0.0661</td>\n",
+       "      <td>0.9212</td>\n",
+       "      <td>0.0341</td>\n",
+       "      <td>0.9256</td>\n",
+       "      <td>0.0358</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>2</th>\n",
        "      <td>node2vec</td>\n",
-       "      <td>0.4347</td>\n",
-       "      <td>0.0840</td>\n",
-       "      <td>0.4030</td>\n",
-       "      <td>0.0753</td>\n",
-       "      <td>0.4347</td>\n",
-       "      <td>0.0840</td>\n",
-       "      <td>0.6382</td>\n",
-       "      <td>0.0372</td>\n",
-       "      <td>0.6258</td>\n",
-       "      <td>0.0312</td>\n",
+       "      <td>0.4271</td>\n",
+       "      <td>0.0755</td>\n",
+       "      <td>0.3991</td>\n",
+       "      <td>0.0732</td>\n",
+       "      <td>0.4271</td>\n",
+       "      <td>0.0755</td>\n",
+       "      <td>0.6484</td>\n",
+       "      <td>0.0250</td>\n",
+       "      <td>0.6338</td>\n",
+       "      <td>0.0327</td>\n",
        "    </tr>\n",
        "  </tbody>\n",
        "</table>\n",
@@ -734,19 +735,19 @@
       ],
       "text/plain": [
        "     methods  accuracy_mean  accuracy_std  f1_macro_mean  f1_macro_std  \\\n",
-       "0     xnetmf         0.6949        0.0676         0.6749        0.0669   \n",
-       "1  struc2vec         0.7863        0.0751         0.7752        0.0740   \n",
-       "2   node2vec         0.4347        0.0840         0.4030        0.0753   \n",
+       "0     xnetmf         0.7026        0.0771         0.6841        0.0785   \n",
+       "1  struc2vec         0.8168        0.0661         0.8166        0.0612   \n",
+       "2   node2vec         0.4271        0.0755         0.3991        0.0732   \n",
        "\n",
        "   f1_micro_mean  f1_micro_std  auc_micro_mean  auc_micro_std  auc_macro_mean  \\\n",
-       "0         0.6949        0.0676          0.8998         0.0458          0.9096   \n",
-       "1         0.7863        0.0751          0.9271         0.0314          0.9374   \n",
-       "2         0.4347        0.0840          0.6382         0.0372          0.6258   \n",
+       "0         0.7026        0.0771          0.9007         0.0460          0.9098   \n",
+       "1         0.8168        0.0661          0.9212         0.0341          0.9256   \n",
+       "2         0.4271        0.0755          0.6484         0.0250          0.6338   \n",
        "\n",
        "   auc_macro_std  \n",
-       "0         0.0449  \n",
-       "1         0.0272  \n",
-       "2         0.0312  "
+       "0         0.0451  \n",
+       "1         0.0358  \n",
+       "2         0.0327  "
       ]
      },
      "execution_count": 24,
@@ -783,7 +784,7 @@
    "outputs": [
     {
      "data": {
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\n",
       "text/plain": [
        "<Figure size 2400x750 with 1 Axes>"
       ]
@@ -831,7 +832,7 @@
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "/Library/Frameworks/Python.framework/Versions/3.6/lib/python3.6/site-packages/sklearn/metrics/cluster/supervised.py:859: FutureWarning: The behavior of NMI will change in version 0.22. To match the behavior of 'v_measure_score', NMI will use average_method='arithmetic' by default.\n",
+      "/Users/mark/GoogleDrive/UM/S4/GEMS/Git/SEMB_env/lib/python3.6/site-packages/sklearn/metrics/cluster/supervised.py:859: FutureWarning: The behavior of NMI will change in version 0.22. To match the behavior of 'v_measure_score', NMI will use average_method='arithmetic' by default.\n",
       "  FutureWarning)\n"
      ]
     }
@@ -849,7 +850,7 @@
     {
      "data": {
       "text/plain": [
-       "{'overall': {'purity': 0.48091603053435117, 'nmi': 0.26573864312927054}}"
+       "{'overall': {'purity': 0.4732824427480916, 'nmi': 0.29277522884736923}}"
       ]
      },
      "execution_count": 28,
@@ -870,7 +871,7 @@
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "/Library/Frameworks/Python.framework/Versions/3.6/lib/python3.6/site-packages/sklearn/metrics/cluster/supervised.py:859: FutureWarning: The behavior of NMI will change in version 0.22. To match the behavior of 'v_measure_score', NMI will use average_method='arithmetic' by default.\n",
+      "/Users/mark/GoogleDrive/UM/S4/GEMS/Git/SEMB_env/lib/python3.6/site-packages/sklearn/metrics/cluster/supervised.py:859: FutureWarning: The behavior of NMI will change in version 0.22. To match the behavior of 'v_measure_score', NMI will use average_method='arithmetic' by default.\n",
       "  FutureWarning)\n"
      ]
     }
@@ -889,7 +890,7 @@
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "/Library/Frameworks/Python.framework/Versions/3.6/lib/python3.6/site-packages/sklearn/metrics/cluster/supervised.py:859: FutureWarning: The behavior of NMI will change in version 0.22. To match the behavior of 'v_measure_score', NMI will use average_method='arithmetic' by default.\n",
+      "/Users/mark/GoogleDrive/UM/S4/GEMS/Git/SEMB_env/lib/python3.6/site-packages/sklearn/metrics/cluster/supervised.py:859: FutureWarning: The behavior of NMI will change in version 0.22. To match the behavior of 'v_measure_score', NMI will use average_method='arithmetic' by default.\n",
       "  FutureWarning)\n"
      ]
     }
@@ -941,20 +942,20 @@
        "    <tr>\n",
        "      <th>0</th>\n",
        "      <td>xnetmf</td>\n",
-       "      <td>0.480916</td>\n",
-       "      <td>0.265739</td>\n",
+       "      <td>0.473282</td>\n",
+       "      <td>0.292775</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>1</th>\n",
        "      <td>struc2vec</td>\n",
-       "      <td>0.656489</td>\n",
-       "      <td>0.458403</td>\n",
+       "      <td>0.679389</td>\n",
+       "      <td>0.495486</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>2</th>\n",
        "      <td>node2vec</td>\n",
-       "      <td>0.343511</td>\n",
-       "      <td>0.060804</td>\n",
+       "      <td>0.335878</td>\n",
+       "      <td>0.075801</td>\n",
        "    </tr>\n",
        "  </tbody>\n",
        "</table>\n",
@@ -962,9 +963,9 @@
       ],
       "text/plain": [
        "     methods    purity       nmi\n",
-       "0     xnetmf  0.480916  0.265739\n",
-       "1  struc2vec  0.656489  0.458403\n",
-       "2   node2vec  0.343511  0.060804"
+       "0     xnetmf  0.473282  0.292775\n",
+       "1  struc2vec  0.679389  0.495486\n",
+       "2   node2vec  0.335878  0.075801"
       ]
      },
      "execution_count": 31,
@@ -992,7 +993,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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       "text/plain": [
        "<Figure size 2400x750 with 1 Axes>"
       ]
@@ -1032,7 +1033,7 @@
     {
      "data": {
       "text/plain": [
-       "0.9412555521743982"
+       "0.9411434204626116"
       ]
      },
      "execution_count": 34,
@@ -1055,7 +1056,7 @@
     {
      "data": {
       "text/plain": [
-       "0.3768488827461426"
+       "0.39624927055697595"
       ]
      },
      "execution_count": 35,
@@ -1078,7 +1079,7 @@
     {
      "data": {
       "text/plain": [
-       "0.874282478463245"
+       "0.877219211430064"
       ]
      },
      "execution_count": 36,
@@ -1096,9 +1097,9 @@
  ],
  "metadata": {
   "kernelspec": {
-   "display_name": "SEMB",
+   "display_name": "SEMB_env",
    "language": "python",
-   "name": "semb"
+   "name": "semb_env"
   },
   "language_info": {
    "codemirror_mode": {
diff --git a/semb/methods/gae/LICENCE b/semb/methods/gae/LICENCE
new file mode 100644
index 0000000..cde584a
--- /dev/null
+++ b/semb/methods/gae/LICENCE
@@ -0,0 +1,21 @@
+The MIT License
+
+Copyright (c) 2017 Thomas Kipf
+
+Permission is hereby granted, free of charge, to any person obtaining a copy
+of this software and associated documentation files (the "Software"), to deal
+in the Software without restriction, including without limitation the rights
+to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
+copies of the Software, and to permit persons to whom the Software is
+furnished to do so, subject to the following conditions:
+
+The above copyright notice and this permission notice shall be included in
+all copies or substantial portions of the Software.
+
+THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
+IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
+FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
+AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
+LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
+OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN
+THE SOFTWARE.
\ No newline at end of file
diff --git a/semb/methods/gae/README.md b/semb/methods/gae/README.md
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+Graph Auto-Encoders
+============
+
+This is a TensorFlow implementation of the (Variational) Graph Auto-Encoder model as described in our paper:
+ 
+T. N. Kipf, M. Welling, [Variational Graph Auto-Encoders](https://arxiv.org/abs/1611.07308), NIPS Workshop on Bayesian Deep Learning (2016)
+
+Graph Auto-Encoders (GAEs) are end-to-end trainable neural network models for unsupervised learning, clustering and link prediction on graphs. 
+
+![(Variational) Graph Auto-Encoder](figure.png)
+
+GAEs have successfully been used for:
+* Link prediction in large-scale relational data: M. Schlichtkrull & T. N. Kipf et al., [Modeling Relational Data with Graph Convolutional Networks](https://arxiv.org/abs/1703.06103) (2017),
+* Matrix completion / recommendation with side information: R. Berg et al., [Graph Convolutional Matrix Completion](https://arxiv.org/abs/1706.02263) (2017).
+
+
+GAEs are based on Graph Convolutional Networks (GCNs), a recent class of models for end-to-end (semi-)supervised learning on graphs:
+
+T. N. Kipf, M. Welling, [Semi-Supervised Classification with Graph Convolutional Networks](https://arxiv.org/abs/1609.02907), ICLR (2017). 
+
+A high-level introduction is given in our blog post:
+
+Thomas Kipf, [Graph Convolutional Networks](http://tkipf.github.io/graph-convolutional-networks/) (2016)
+
+
+
+## Installation
+
+```bash
+python setup.py install
+```
+
+## Requirements
+* TensorFlow (1.0 or later)
+* python 2.7
+* networkx
+* scikit-learn
+* scipy
+
+## Run the demo
+
+```bash
+python train.py
+```
+
+## Data
+
+In order to use your own data, you have to provide 
+* an N by N adjacency matrix (N is the number of nodes), and
+* an N by D feature matrix (D is the number of features per node) -- optional
+
+Have a look at the `load_data()` function in `input_data.py` for an example.
+
+In this example, we load citation network data (Cora, Citeseer or Pubmed). The original datasets can be found here: http://linqs.cs.umd.edu/projects/projects/lbc/ and here (in a different format): https://github.com/kimiyoung/planetoid
+
+You can specify a dataset as follows:
+
+```bash
+python train.py --dataset citeseer
+```
+
+(or by editing `train.py`)
+
+## Models
+
+You can choose between the following models: 
+* `gcn_ae`: Graph Auto-Encoder (with GCN encoder)
+* `gcn_vae`: Variational Graph Auto-Encoder (with GCN encoder)
+
+## Cite
+
+Please cite our paper if you use this code in your own work:
+
+```
+@article{kipf2016variational,
+  title={Variational Graph Auto-Encoders},
+  author={Kipf, Thomas N and Welling, Max},
+  journal={NIPS Workshop on Bayesian Deep Learning},
+  year={2016}
+}
+```
diff --git a/semb/methods/gae/figure.png b/semb/methods/gae/figure.png
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+from __future__ import print_function
+from __future__ import division
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diff --git a/semb/methods/gae/gae/data/ind.pubmed.tx b/semb/methods/gae/gae/data/ind.pubmed.tx
new file mode 100644
index 0000000..eee4f3c
Binary files /dev/null and b/semb/methods/gae/gae/data/ind.pubmed.tx differ
diff --git a/semb/methods/gae/gae/data/ind.pubmed.x b/semb/methods/gae/gae/data/ind.pubmed.x
new file mode 100644
index 0000000..16c0eca
Binary files /dev/null and b/semb/methods/gae/gae/data/ind.pubmed.x differ
diff --git a/semb/methods/gae/gae/initializations.py b/semb/methods/gae/gae/initializations.py
new file mode 100644
index 0000000..cc2ec8f
--- /dev/null
+++ b/semb/methods/gae/gae/initializations.py
@@ -0,0 +1,11 @@
+import tensorflow as tf
+import numpy as np
+
+def weight_variable_glorot(input_dim, output_dim, name=""):
+    """Create a weight variable with Glorot & Bengio (AISTATS 2010)
+    initialization.
+    """
+    init_range = np.sqrt(6.0 / (input_dim + output_dim))
+    initial = tf.random_uniform([input_dim, output_dim], minval=-init_range,
+                                maxval=init_range, dtype=tf.float32)
+    return tf.Variable(initial, name=name)
diff --git a/semb/methods/gae/gae/input_data.py b/semb/methods/gae/gae/input_data.py
new file mode 100644
index 0000000..a7dd580
--- /dev/null
+++ b/semb/methods/gae/gae/input_data.py
@@ -0,0 +1,41 @@
+import numpy as np
+import sys
+import pickle as pkl
+import networkx as nx
+import scipy.sparse as sp
+
+
+def parse_index_file(filename):
+    index = []
+    for line in open(filename):
+        index.append(int(line.strip()))
+    return index
+
+
+def load_data(dataset):
+    # load the data: x, tx, allx, graph
+    names = ['x', 'tx', 'allx', 'graph']
+    objects = []
+    for i in range(len(names)):
+        with open("data/ind.{}.{}".format(dataset, names[i]), 'rb') as f:
+            if sys.version_info > (3, 0):
+                objects.append(pkl.load(f, encoding='latin1'))
+            else:
+                objects.append(pkl.load(f))
+    x, tx, allx, graph = tuple(objects)
+    test_idx_reorder = parse_index_file("data/ind.{}.test.index".format(dataset))
+    test_idx_range = np.sort(test_idx_reorder)
+
+    if dataset == 'citeseer':
+        # Fix citeseer dataset (there are some isolated nodes in the graph)
+        # Find isolated nodes, add them as zero-vecs into the right position
+        test_idx_range_full = range(min(test_idx_reorder), max(test_idx_reorder)+1)
+        tx_extended = sp.lil_matrix((len(test_idx_range_full), x.shape[1]))
+        tx_extended[test_idx_range-min(test_idx_range), :] = tx
+        tx = tx_extended
+
+    features = sp.vstack((allx, tx)).tolil()
+    features[test_idx_reorder, :] = features[test_idx_range, :]
+    adj = nx.adjacency_matrix(nx.from_dict_of_lists(graph))
+
+    return adj, features
diff --git a/semb/methods/gae/gae/layers.py b/semb/methods/gae/gae/layers.py
new file mode 100644
index 0000000..6ba1710
--- /dev/null
+++ b/semb/methods/gae/gae/layers.py
@@ -0,0 +1,120 @@
+from .initializations import *
+import tensorflow as tf
+
+flags = tf.app.flags
+FLAGS = flags.FLAGS
+
+# global unique layer ID dictionary for layer name assignment
+_LAYER_UIDS = {}
+
+
+def get_layer_uid(layer_name=''):
+    """Helper function, assigns unique layer IDs
+    """
+    if layer_name not in _LAYER_UIDS:
+        _LAYER_UIDS[layer_name] = 1
+        return 1
+    else:
+        _LAYER_UIDS[layer_name] += 1
+        return _LAYER_UIDS[layer_name]
+
+
+def dropout_sparse(x, keep_prob, num_nonzero_elems):
+    """Dropout for sparse tensors. Currently fails for very large sparse tensors (>1M elements)
+    """
+    noise_shape = [num_nonzero_elems]
+    random_tensor = keep_prob
+    random_tensor += tf.random_uniform(noise_shape)
+    dropout_mask = tf.cast(tf.floor(random_tensor), dtype=tf.bool)
+    pre_out = tf.sparse_retain(x, dropout_mask)
+    return pre_out * (1./keep_prob)
+
+
+class Layer(object):
+    """Base layer class. Defines basic API for all layer objects.
+
+    # Properties
+        name: String, defines the variable scope of the layer.
+
+    # Methods
+        _call(inputs): Defines computation graph of layer
+            (i.e. takes input, returns output)
+        __call__(inputs): Wrapper for _call()
+    """
+    def __init__(self, **kwargs):
+        allowed_kwargs = {'name', 'logging'}
+        for kwarg in kwargs.keys():
+            assert kwarg in allowed_kwargs, 'Invalid keyword argument: ' + kwarg
+        name = kwargs.get('name')
+        if not name:
+            layer = self.__class__.__name__.lower()
+            name = layer + '_' + str(get_layer_uid(layer))
+        self.name = name
+        self.vars = {}
+        logging = kwargs.get('logging', False)
+        self.logging = logging
+        self.issparse = False
+
+    def _call(self, inputs):
+        return inputs
+
+    def __call__(self, inputs):
+        with tf.name_scope(self.name):
+            outputs = self._call(inputs)
+            return outputs
+
+
+class GraphConvolution(Layer):
+    """Basic graph convolution layer for undirected graph without edge labels."""
+    def __init__(self, input_dim, output_dim, adj, dropout=0., act=tf.nn.relu, **kwargs):
+        super(GraphConvolution, self).__init__(**kwargs)
+        with tf.variable_scope(self.name + '_vars'):
+            self.vars['weights'] = weight_variable_glorot(input_dim, output_dim, name="weights")
+        self.dropout = dropout
+        self.adj = adj
+        self.act = act
+
+    def _call(self, inputs):
+        x = inputs
+        x = tf.nn.dropout(x, 1-self.dropout)
+        x = tf.matmul(x, self.vars['weights'])
+        x = tf.sparse_tensor_dense_matmul(self.adj, x)
+        outputs = self.act(x)
+        return outputs
+
+
+class GraphConvolutionSparse(Layer):
+    """Graph convolution layer for sparse inputs."""
+    def __init__(self, input_dim, output_dim, adj, features_nonzero, dropout=0., act=tf.nn.relu, **kwargs):
+        super(GraphConvolutionSparse, self).__init__(**kwargs)
+        with tf.variable_scope(self.name + '_vars'):
+            self.vars['weights'] = weight_variable_glorot(input_dim, output_dim, name="weights")
+        self.dropout = dropout
+        self.adj = adj
+        self.act = act
+        self.issparse = True
+        self.features_nonzero = features_nonzero
+
+    def _call(self, inputs):
+        x = inputs
+        x = dropout_sparse(x, 1-self.dropout, self.features_nonzero)
+        x = tf.sparse_tensor_dense_matmul(x, self.vars['weights'])
+        x = tf.sparse_tensor_dense_matmul(self.adj, x)
+        outputs = self.act(x)
+        return outputs
+
+
+class InnerProductDecoder(Layer):
+    """Decoder model layer for link prediction."""
+    def __init__(self, input_dim, dropout=0., act=tf.nn.sigmoid, **kwargs):
+        super(InnerProductDecoder, self).__init__(**kwargs)
+        self.dropout = dropout
+        self.act = act
+
+    def _call(self, inputs):
+        inputs = tf.nn.dropout(inputs, 1-self.dropout)
+        x = tf.transpose(inputs)
+        x = tf.matmul(inputs, x)
+        x = tf.reshape(x, [-1])
+        outputs = self.act(x)
+        return outputs
diff --git a/semb/methods/gae/gae/model.py b/semb/methods/gae/gae/model.py
new file mode 100644
index 0000000..50e6ef3
--- /dev/null
+++ b/semb/methods/gae/gae/model.py
@@ -0,0 +1,116 @@
+from .layers import GraphConvolution, GraphConvolutionSparse, InnerProductDecoder
+import tensorflow as tf
+
+flags = tf.app.flags
+FLAGS = flags.FLAGS
+
+
+class Model(object):
+    def __init__(self, **kwargs):
+        allowed_kwargs = {'name', 'logging'}
+        for kwarg in kwargs.keys():
+            assert kwarg in allowed_kwargs, 'Invalid keyword argument: ' + kwarg
+
+        for kwarg in kwargs.keys():
+            assert kwarg in allowed_kwargs, 'Invalid keyword argument: ' + kwarg
+        name = kwargs.get('name')
+        if not name:
+            name = self.__class__.__name__.lower()
+        self.name = name
+
+        logging = kwargs.get('logging', False)
+        self.logging = logging
+
+        self.vars = {}
+
+    def _build(self):
+        raise NotImplementedError
+
+    def build(self):
+        """ Wrapper for _build() """
+        with tf.variable_scope(self.name):
+            self._build()
+        variables = tf.get_collection(tf.GraphKeys.GLOBAL_VARIABLES, scope=self.name)
+        self.vars = {var.name: var for var in variables}
+
+    def fit(self):
+        pass
+
+    def predict(self):
+        pass
+
+
+class GCNModelAE(Model):
+    def __init__(self, placeholders, num_features, features_nonzero, **kwargs):
+        super(GCNModelAE, self).__init__(**kwargs)
+
+        self.inputs = placeholders['features']
+        self.input_dim = num_features
+        self.features_nonzero = features_nonzero
+        self.adj = placeholders['adj']
+        self.dropout = placeholders['dropout']
+        self.build()
+
+    def _build(self):
+        self.hidden1 = GraphConvolutionSparse(input_dim=self.input_dim,
+                                              output_dim=FLAGS.hidden1,
+                                              adj=self.adj,
+                                              features_nonzero=self.features_nonzero,
+                                              act=tf.nn.relu,
+                                              dropout=self.dropout,
+                                              logging=self.logging)(self.inputs)
+
+        self.embeddings = GraphConvolution(input_dim=FLAGS.hidden1,
+                                           output_dim=FLAGS.hidden2,
+                                           adj=self.adj,
+                                           act=lambda x: x,
+                                           dropout=self.dropout,
+                                           logging=self.logging)(self.hidden1)
+
+        self.z_mean = self.embeddings
+
+        self.reconstructions = InnerProductDecoder(input_dim=FLAGS.hidden2,
+                                      act=lambda x: x,
+                                      logging=self.logging)(self.embeddings)
+
+
+class GCNModelVAE(Model):
+    def __init__(self, placeholders, num_features, num_nodes, features_nonzero, **kwargs):
+        super(GCNModelVAE, self).__init__(**kwargs)
+
+        self.inputs = placeholders['features']
+        self.input_dim = num_features
+        self.features_nonzero = features_nonzero
+        self.n_samples = num_nodes
+        self.adj = placeholders['adj']
+        self.dropout = placeholders['dropout']
+        self.build()
+
+    def _build(self):
+        self.hidden1 = GraphConvolutionSparse(input_dim=self.input_dim,
+                                              output_dim=FLAGS.hidden1,
+                                              adj=self.adj,
+                                              features_nonzero=self.features_nonzero,
+                                              act=tf.nn.relu,
+                                              dropout=self.dropout,
+                                              logging=self.logging)(self.inputs)
+
+        self.z_mean = GraphConvolution(input_dim=FLAGS.hidden1,
+                                       output_dim=FLAGS.hidden2,
+                                       adj=self.adj,
+                                       act=lambda x: x,
+                                       dropout=self.dropout,
+                                       logging=self.logging)(self.hidden1)
+
+        self.z_log_std = GraphConvolution(input_dim=FLAGS.hidden1,
+                                          output_dim=FLAGS.hidden2,
+                                          adj=self.adj,
+                                          act=lambda x: x,
+                                          dropout=self.dropout,
+                                          logging=self.logging)(self.hidden1)
+
+        self.z = self.z_mean + tf.random_normal([self.n_samples, FLAGS.hidden2]) * tf.exp(self.z_log_std)
+
+        self.reconstructions = InnerProductDecoder(input_dim=FLAGS.hidden2,
+                                      act=lambda x: x,
+                                      logging=self.logging)(self.z)
diff --git a/semb/methods/gae/gae/optimizer.py b/semb/methods/gae/gae/optimizer.py
new file mode 100644
index 0000000..ca82159
--- /dev/null
+++ b/semb/methods/gae/gae/optimizer.py
@@ -0,0 +1,42 @@
+import tensorflow as tf
+
+flags = tf.app.flags
+FLAGS = flags.FLAGS
+
+
+class OptimizerAE(object):
+    def __init__(self, preds, labels, pos_weight, norm):
+        preds_sub = preds
+        labels_sub = labels
+
+        self.cost = norm * tf.reduce_mean(tf.nn.weighted_cross_entropy_with_logits(logits=preds_sub, targets=labels_sub, pos_weight=pos_weight))
+        self.optimizer = tf.train.AdamOptimizer(learning_rate=FLAGS.learning_rate)  # Adam Optimizer
+
+        self.opt_op = self.optimizer.minimize(self.cost)
+        self.grads_vars = self.optimizer.compute_gradients(self.cost)
+
+        self.correct_prediction = tf.equal(tf.cast(tf.greater_equal(tf.sigmoid(preds_sub), 0.5), tf.int32),
+                                           tf.cast(labels_sub, tf.int32))
+        self.accuracy = tf.reduce_mean(tf.cast(self.correct_prediction, tf.float32))
+
+
+class OptimizerVAE(object):
+    def __init__(self, preds, labels, model, num_nodes, pos_weight, norm):
+        preds_sub = preds
+        labels_sub = labels
+
+        self.cost = norm * tf.reduce_mean(tf.nn.weighted_cross_entropy_with_logits(logits=preds_sub, targets=labels_sub, pos_weight=pos_weight))
+        self.optimizer = tf.train.AdamOptimizer(learning_rate=FLAGS.learning_rate)  # Adam Optimizer
+
+        # Latent loss
+        self.log_lik = self.cost
+        self.kl = (0.5 / num_nodes) * tf.reduce_mean(tf.reduce_sum(1 + 2 * model.z_log_std - tf.square(model.z_mean) -
+                                                                   tf.square(tf.exp(model.z_log_std)), 1))
+        self.cost -= self.kl
+
+        self.opt_op = self.optimizer.minimize(self.cost)
+        self.grads_vars = self.optimizer.compute_gradients(self.cost)
+
+        self.correct_prediction = tf.equal(tf.cast(tf.greater_equal(tf.sigmoid(preds_sub), 0.5), tf.int32),
+                                           tf.cast(labels_sub, tf.int32))
+        self.accuracy = tf.reduce_mean(tf.cast(self.correct_prediction, tf.float32))
diff --git a/semb/methods/gae/gae/preprocessing.py b/semb/methods/gae/gae/preprocessing.py
new file mode 100644
index 0000000..9e8236a
--- /dev/null
+++ b/semb/methods/gae/gae/preprocessing.py
@@ -0,0 +1,112 @@
+import numpy as np
+import scipy.sparse as sp
+
+
+def sparse_to_tuple(sparse_mx):
+    if not sp.isspmatrix_coo(sparse_mx):
+        sparse_mx = sparse_mx.tocoo()
+    coords = np.vstack((sparse_mx.row, sparse_mx.col)).transpose()
+    values = sparse_mx.data
+    shape = sparse_mx.shape
+    return coords, values, shape
+
+
+def preprocess_graph(adj):
+    adj = sp.coo_matrix(adj)
+    adj_ = adj + sp.eye(adj.shape[0])
+    rowsum = np.array(adj_.sum(1))
+    degree_mat_inv_sqrt = sp.diags(np.power(rowsum, -0.5).flatten())
+    adj_normalized = adj_.dot(degree_mat_inv_sqrt).transpose().dot(degree_mat_inv_sqrt).tocoo()
+    return sparse_to_tuple(adj_normalized)
+
+
+def construct_feed_dict(adj_normalized, adj, features, placeholders):
+    # construct feed dictionary
+    feed_dict = dict()
+    feed_dict.update({placeholders['features']: features})
+    feed_dict.update({placeholders['adj']: adj_normalized})
+    feed_dict.update({placeholders['adj_orig']: adj})
+    return feed_dict
+
+
+def mask_test_edges(adj):
+    # Function to build test set with 10% positive links
+    # NOTE: Splits are randomized and results might slightly deviate from reported numbers in the paper.
+    # TODO: Clean up.
+
+    # Remove diagonal elements
+    adj = adj - sp.dia_matrix((adj.diagonal()[np.newaxis, :], [0]), shape=adj.shape)
+    adj.eliminate_zeros()
+    # Check that diag is zero:
+    assert np.diag(adj.todense()).sum() == 0
+
+    adj_triu = sp.triu(adj)
+    adj_tuple = sparse_to_tuple(adj_triu)
+    edges = adj_tuple[0]
+    edges_all = sparse_to_tuple(adj)[0]
+    num_test = int(np.floor(edges.shape[0] / 10.))
+    num_val = int(np.floor(edges.shape[0] / 20.))
+
+    all_edge_idx = list(range(edges.shape[0]))
+    np.random.shuffle(all_edge_idx)
+    val_edge_idx = all_edge_idx[:num_val]
+    test_edge_idx = all_edge_idx[num_val:(num_val + num_test)]
+    test_edges = edges[test_edge_idx]
+    val_edges = edges[val_edge_idx]
+    train_edges = np.delete(edges, np.hstack([test_edge_idx, val_edge_idx]), axis=0)
+
+    def ismember(a, b, tol=5):
+        rows_close = np.all(np.round(a - b[:, None], tol) == 0, axis=-1)
+        return np.any(rows_close)
+
+    test_edges_false = []
+    while len(test_edges_false) < len(test_edges):
+        idx_i = np.random.randint(0, adj.shape[0])
+        idx_j = np.random.randint(0, adj.shape[0])
+        if idx_i == idx_j:
+            continue
+        if ismember([idx_i, idx_j], edges_all):
+            continue
+        if test_edges_false:
+            if ismember([idx_j, idx_i], np.array(test_edges_false)):
+                continue
+            if ismember([idx_i, idx_j], np.array(test_edges_false)):
+                continue
+        test_edges_false.append([idx_i, idx_j])
+
+    val_edges_false = []
+    while len(val_edges_false) < len(val_edges):
+        idx_i = np.random.randint(0, adj.shape[0])
+        idx_j = np.random.randint(0, adj.shape[0])
+        if idx_i == idx_j:
+            continue
+        if ismember([idx_i, idx_j], train_edges):
+            continue
+        if ismember([idx_j, idx_i], train_edges):
+            continue
+        if ismember([idx_i, idx_j], val_edges):
+            continue
+        if ismember([idx_j, idx_i], val_edges):
+            continue
+        if val_edges_false:
+            if ismember([idx_j, idx_i], np.array(val_edges_false)):
+                continue
+            if ismember([idx_i, idx_j], np.array(val_edges_false)):
+                continue
+        val_edges_false.append([idx_i, idx_j])
+
+    # assert ~ismember(test_edges_false, edges_all)
+    # assert ~ismember(val_edges_false, train_edges)
+    # assert ~ismember(val_edges_false, val_edges)
+    # assert ~ismember(val_edges, train_edges)
+    # assert ~ismember(test_edges, train_edges)
+    # assert ~ismember(val_edges, test_edges)
+
+    data = np.ones(train_edges.shape[0])
+
+    # Re-build adj matrix
+    adj_train = sp.csr_matrix((data, (train_edges[:, 0], train_edges[:, 1])), shape=adj.shape)
+    adj_train = adj_train + adj_train.T
+
+    # NOTE: these edge lists only contain single direction of edge!
+    return adj_train, train_edges, val_edges, val_edges_false, test_edges, test_edges_false
diff --git a/semb/methods/gae/gae/test_emb.txt b/semb/methods/gae/gae/test_emb.txt
new file mode 100644
index 0000000..a0c413f
--- /dev/null
+++ b/semb/methods/gae/gae/test_emb.txt
@@ -0,0 +1,132 @@
+131 128
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diff --git a/semb/methods/gae/gae/train.py b/semb/methods/gae/gae/train.py
new file mode 100644
index 0000000..af48507
--- /dev/null
+++ b/semb/methods/gae/gae/train.py
@@ -0,0 +1,205 @@
+from __future__ import division
+from __future__ import print_function
+from tqdm import tqdm
+
+import time
+import os
+
+# Train on CPU (hide GPU) due to memory constraints
+os.environ['CUDA_VISIBLE_DEVICES'] = ""
+
+import tensorflow as tf
+import numpy as np
+import scipy.sparse as sp
+import networkx as nx
+
+from sklearn.metrics import roc_auc_score
+from sklearn.metrics import average_precision_score
+
+from gae.optimizer import OptimizerAE, OptimizerVAE
+from gae.input_data import load_data
+from gae.model import GCNModelAE, GCNModelVAE
+from gae.preprocessing import preprocess_graph, construct_feed_dict, sparse_to_tuple, mask_test_edges
+
+
+
+# Settings
+flags = tf.app.flags
+FLAGS = flags.FLAGS
+flags.DEFINE_float('learning_rate', 0.01, 'Initial learning rate.')
+# flags.DEFINE_integer('epochs', 200, 'Number of epochs to train.')
+flags.DEFINE_integer('epochs', 200, 'Number of epochs to train.')
+
+flags.DEFINE_integer('hidden1', 32, 'Number of units in hidden layer 1.')
+flags.DEFINE_integer('hidden2', 128, 'Number of units in hidden layer 2.')
+flags.DEFINE_float('weight_decay', 0., 'Weight for L2 loss on embedding matrix.')
+flags.DEFINE_float('dropout', 0., 'Dropout rate (1 - keep probability).')
+
+flags.DEFINE_string('model', 'gcn_vae', 'Model string.')
+flags.DEFINE_string('dataset', 'input/Airports/airport_Brazil/brazil-airports.edgelist', 'Dataset string.')
+flags.DEFINE_string('output_path', './test_emb.txt', 'Where to output the file')
+flags.DEFINE_integer('features', 0, 'Whether to use features (1) or not (0).')
+
+
+model_str = FLAGS.model
+dataset_str = FLAGS.dataset
+
+print("#################################")
+print(dataset_str)
+
+list_edges = list()
+with open(dataset_str, 'r') as f:
+    lines = f.read().splitlines()
+for line in lines:
+    src = int(line.split(' ')[0])
+    dst = int(line.split(' ')[1])
+    list_edges += [(src, dst)]
+
+G = nx.Graph()
+G.add_edges_from(list_edges)
+adj = nx.adjacency_matrix(G)
+
+# Load data
+# adj, features = load_data(dataset_str)
+# print(dataset_str)
+
+# Store original adjacency matrix (without diagonal entries) for later
+adj_orig = adj
+adj_orig = adj_orig - sp.dia_matrix((adj_orig.diagonal()[np.newaxis, :], [0]), shape=adj_orig.shape)
+adj_orig.eliminate_zeros()
+
+adj_train, train_edges, val_edges, val_edges_false, test_edges, test_edges_false = mask_test_edges(adj)
+adj = adj_train
+
+print('finish making mask_test_edges')
+
+if FLAGS.features == 0:
+    features = sp.identity(adj.shape[0])  # featureless
+
+# Some preprocessing
+adj_norm = preprocess_graph(adj)
+
+# Define placeholders
+placeholders = {
+    'features': tf.sparse_placeholder(tf.float32),
+    'adj': tf.sparse_placeholder(tf.float32),
+    'adj_orig': tf.sparse_placeholder(tf.float32),
+    'dropout': tf.placeholder_with_default(0., shape=())
+}
+
+num_nodes = adj.shape[0]
+
+features = sparse_to_tuple(features.tocoo())
+num_features = features[2][1]
+features_nonzero = features[1].shape[0]
+
+# Create model
+model = None
+if model_str == 'gcn_ae':
+    model = GCNModelAE(placeholders, num_features, features_nonzero)
+elif model_str == 'gcn_vae':
+    model = GCNModelVAE(placeholders, num_features, num_nodes, features_nonzero)
+
+pos_weight = float(adj.shape[0] * adj.shape[0] - adj.sum()) / adj.sum()
+norm = adj.shape[0] * adj.shape[0] / float((adj.shape[0] * adj.shape[0] - adj.sum()) * 2)
+
+# Optimizer
+with tf.name_scope('optimizer'):
+    if model_str == 'gcn_ae':
+        opt = OptimizerAE(preds=model.reconstructions,
+                          labels=tf.reshape(tf.sparse_tensor_to_dense(placeholders['adj_orig'],
+                                                                      validate_indices=False), [-1]),
+                          pos_weight=pos_weight,
+                          norm=norm)
+    elif model_str == 'gcn_vae':
+        opt = OptimizerVAE(preds=model.reconstructions,
+                           labels=tf.reshape(tf.sparse_tensor_to_dense(placeholders['adj_orig'],
+                                                                       validate_indices=False), [-1]),
+                           model=model, num_nodes=num_nodes,
+                           pos_weight=pos_weight,
+                           norm=norm)
+
+# Initialize session
+sess = tf.Session()
+sess.run(tf.global_variables_initializer())
+
+cost_val = []
+acc_val = []
+
+
+def get_roc_score(edges_pos, edges_neg, emb=None):
+    if emb is None:
+        feed_dict.update({placeholders['dropout']: 0})
+        emb = sess.run(model.z_mean, feed_dict=feed_dict)
+
+    def sigmoid(x):
+        return 1 / (1 + np.exp(-x))
+
+    # Predict on test set of edges
+    adj_rec = np.dot(emb, emb.T)
+    preds = []
+    pos = []
+    for e in edges_pos:
+        preds.append(sigmoid(adj_rec[e[0], e[1]]))
+        pos.append(adj_orig[e[0], e[1]])
+
+    preds_neg = []
+    neg = []
+    for e in edges_neg:
+        preds_neg.append(sigmoid(adj_rec[e[0], e[1]]))
+        neg.append(adj_orig[e[0], e[1]])
+
+    preds_all = np.hstack([preds, preds_neg])
+    labels_all = np.hstack([np.ones(len(preds)), np.zeros(len(preds_neg))])
+    roc_score = roc_auc_score(labels_all, preds_all)
+    ap_score = average_precision_score(labels_all, preds_all)
+
+    return roc_score, ap_score
+
+
+cost_val = []
+acc_val = []
+val_roc_score = []
+
+adj_label = adj_train + sp.eye(adj_train.shape[0])
+adj_label = sparse_to_tuple(adj_label)
+
+# Train model
+for epoch in tqdm(range(FLAGS.epochs)):
+
+    t = time.time()
+    # Construct feed dictionary
+    feed_dict = construct_feed_dict(adj_norm, adj_label, features, placeholders)
+    feed_dict.update({placeholders['dropout']: FLAGS.dropout})
+    # Run single weight update
+    outs = sess.run([opt.opt_op, opt.cost, opt.accuracy], feed_dict=feed_dict)
+    
+
+    # Compute average loss
+    avg_cost = outs[1]
+    avg_accuracy = outs[2]
+
+    roc_curr, ap_curr = get_roc_score(val_edges, val_edges_false)
+    val_roc_score.append(roc_curr)
+
+    print("Epoch:", '%04d' % (epoch + 1), "train_loss=", "{:.5f}".format(avg_cost),
+          "train_acc=", "{:.5f}".format(avg_accuracy), "val_roc=", "{:.5f}".format(val_roc_score[-1]),
+          "val_ap=", "{:.5f}".format(ap_curr),
+          "time=", "{:.5f}".format(time.time() - t))
+
+print("Optimization Finished!")
+emb = sess.run(model.z_mean, feed_dict=feed_dict)
+print(emb.shape)
+
+with open(FLAGS.output_path, 'w') as f:
+    f.write(str(G.number_of_nodes()) + ' ' + str(FLAGS.hidden2) + '\n')
+    list_nodes = list(G.nodes)
+    for i in range(0, emb.shape[0]):
+        cur_rep = ' '.join([str(ii) for ii in emb[i].tolist()])
+        f.write(str(list_nodes[i]) + ' ' + str(cur_rep) + '\n')
+
+# roc_score, ap_score = get_roc_score(test_edges, test_edges_false)
+# print('Test ROC score: ' + str(roc_score))
+# print('Test AP score: ' + str(ap_score))
+
+
diff --git a/semb/methods/gae/method.py b/semb/methods/gae/method.py
new file mode 100644
index 0000000..ee6c73b
--- /dev/null
+++ b/semb/methods/gae/method.py
@@ -0,0 +1,188 @@
+from __future__ import division
+from __future__ import print_function
+
+from semb.methods import BaseMethod
+import numpy as np
+import networkx as nx
+
+from tqdm import tqdm
+
+import time
+import os
+
+# Train on CPU (hide GPU) due to memory constraints
+os.environ['CUDA_VISIBLE_DEVICES'] = ""
+
+import tensorflow as tf
+import numpy as np
+import scipy.sparse as sp
+import networkx as nx
+
+from sklearn.metrics import roc_auc_score
+from sklearn.metrics import average_precision_score
+
+from .gae.optimizer import OptimizerAE, OptimizerVAE
+from .gae.input_data import load_data
+from .gae.model import GCNModelAE, GCNModelVAE
+from .gae.preprocessing import preprocess_graph, construct_feed_dict, sparse_to_tuple, mask_test_edges
+
+class Method(BaseMethod):
+    __PARAMS__ = {
+    'learning_rate': 0.01,
+    'epochs' : 200,
+    'hidden1' : 32,
+    'hidden2' : 128,
+    'weight_decay' : 0.,
+    'dropout' : 0.,
+    'model' : 'gcn_vae',
+    'features' : 0
+    }
+
+    def get_id(self):
+        return "vae"
+
+    def train(self):
+        tf.compat.v1.flags.DEFINE_string('f','','')
+
+        flags = tf.app.flags
+        FLAGS = flags.FLAGS
+        flags.DEFINE_float('learning_rate', self.params['learning_rate'], 'Initial learning rate.')
+        # flags.DEFINE_integer('epochs', 200, 'Number of epochs to train.')
+        flags.DEFINE_integer('epochs', self.params['epochs'], 'Number of epochs to train.')
+        flags.DEFINE_integer('hidden1', self.params['hidden1'], 'Number of units in hidden layer 1.')
+        flags.DEFINE_integer('hidden2', self.params['hidden2'], 'Number of units in hidden layer 2.')
+        flags.DEFINE_float('weight_decay', self.params['weight_decay'], 'Weight for L2 loss on embedding matrix.')
+        flags.DEFINE_float('dropout', self.params['dropout'], 'Dropout rate (1 - keep probability).')
+        flags.DEFINE_string('model', self.params['model'], 'Model string.')
+        flags.DEFINE_integer('features', self.params['features'], 'Whether to use features (1) or not (0).')
+
+        adj = nx.adjacency_matrix(self.graph)
+        adj_orig = adj
+        adj_orig = adj_orig - sp.dia_matrix((adj_orig.diagonal()[np.newaxis, :], [0]), shape=adj_orig.shape)
+        adj_orig.eliminate_zeros()
+
+        adj_train, train_edges, val_edges, val_edges_false, test_edges, test_edges_false = mask_test_edges(adj)
+        adj = adj_train
+
+        print('finish making mask_test_edges')
+
+        if FLAGS.features == 0:
+            features = sp.identity(adj.shape[0])  # featureless
+
+        # Some preprocessing
+        adj_norm = preprocess_graph(adj)
+
+        # Define placeholders
+        placeholders = {
+            'features': tf.sparse_placeholder(tf.float32),
+            'adj': tf.sparse_placeholder(tf.float32),
+            'adj_orig': tf.sparse_placeholder(tf.float32),
+            'dropout': tf.placeholder_with_default(0., shape=())
+        }
+
+        num_nodes = adj.shape[0]
+
+        features = sparse_to_tuple(features.tocoo())
+        num_features = features[2][1]
+        features_nonzero = features[1].shape[0]
+
+        model_str = FLAGS.model
+        # Create model
+        model = None
+        if model_str == 'gcn_ae':
+            model = GCNModelAE(placeholders, num_features, features_nonzero)
+        elif model_str == 'gcn_vae':
+            model = GCNModelVAE(placeholders, num_features, num_nodes, features_nonzero)
+
+        pos_weight = float(adj.shape[0] * adj.shape[0] - adj.sum()) / adj.sum()
+        norm = adj.shape[0] * adj.shape[0] / float((adj.shape[0] * adj.shape[0] - adj.sum()) * 2)
+
+        # Optimizer
+        with tf.name_scope('optimizer'):
+            if model_str == 'gcn_ae':
+                opt = OptimizerAE(preds=model.reconstructions,
+                                  labels=tf.reshape(tf.sparse_tensor_to_dense(placeholders['adj_orig'],
+                                                                              validate_indices=False), [-1]),
+                                  pos_weight=pos_weight,
+                                  norm=norm)
+            elif model_str == 'gcn_vae':
+                opt = OptimizerVAE(preds=model.reconstructions,
+                                   labels=tf.reshape(tf.sparse_tensor_to_dense(placeholders['adj_orig'],
+                                                                               validate_indices=False), [-1]),
+                                   model=model, num_nodes=num_nodes,
+                                   pos_weight=pos_weight,
+                                   norm=norm)
+
+        # Initialize session
+        sess = tf.Session()
+        sess.run(tf.global_variables_initializer())
+
+        cost_val = []
+        acc_val = []
+
+        def get_roc_score(edges_pos, edges_neg, emb=None):
+            if emb is None:
+                feed_dict.update({placeholders['dropout']: 0})
+                emb = sess.run(model.z_mean, feed_dict=feed_dict)
+
+            def sigmoid(x):
+                return 1 / (1 + np.exp(-x))
+
+            # Predict on test set of edges
+            adj_rec = np.dot(emb, emb.T)
+            preds = []
+            pos = []
+            for e in edges_pos:
+                preds.append(sigmoid(adj_rec[e[0], e[1]]))
+                pos.append(adj_orig[e[0], e[1]])
+
+            preds_neg = []
+            neg = []
+            for e in edges_neg:
+                preds_neg.append(sigmoid(adj_rec[e[0], e[1]]))
+                neg.append(adj_orig[e[0], e[1]])
+
+            preds_all = np.hstack([preds, preds_neg])
+            labels_all = np.hstack([np.ones(len(preds)), np.zeros(len(preds_neg))])
+            roc_score = roc_auc_score(labels_all, preds_all)
+            ap_score = average_precision_score(labels_all, preds_all)
+
+            return roc_score, ap_score
+
+        val_roc_score = []
+
+        adj_label = adj_train + sp.eye(adj_train.shape[0])
+        adj_label = sparse_to_tuple(adj_label)
+
+        # Train model
+        for epoch in tqdm(range(FLAGS.epochs)):
+
+            t = time.time()
+            # Construct feed dictionary
+            feed_dict = construct_feed_dict(adj_norm, adj_label, features, placeholders)
+            feed_dict.update({placeholders['dropout']: FLAGS.dropout})
+            # Run single weight update
+            outs = sess.run([opt.opt_op, opt.cost, opt.accuracy], feed_dict=feed_dict)
+            
+
+            # Compute average loss
+            avg_cost = outs[1]
+            avg_accuracy = outs[2]
+
+            roc_curr, ap_curr = get_roc_score(val_edges, val_edges_false)
+            val_roc_score.append(roc_curr)
+
+            print("Epoch:", '%04d' % (epoch + 1), "train_loss=", "{:.5f}".format(avg_cost),
+                  "train_acc=", "{:.5f}".format(avg_accuracy), "val_roc=", "{:.5f}".format(val_roc_score[-1]),
+                  "val_ap=", "{:.5f}".format(ap_curr),
+                  "time=", "{:.5f}".format(time.time() - t))
+
+        print("Optimization Finished!")
+        emb = sess.run(model.z_mean, feed_dict=feed_dict)
+        print(emb.shape)
+        list_nodes = list(self.graph.nodes)
+        self.embeddings = dict()
+        for i in range(0, emb.shape[0]):
+            self.embeddings[list_nodes[i]] = emb[i].tolist()
+
+   
\ No newline at end of file
diff --git a/semb/methods/gae/setup.py b/semb/methods/gae/setup.py
new file mode 100644
index 0000000..7d687ec
--- /dev/null
+++ b/semb/methods/gae/setup.py
@@ -0,0 +1,22 @@
+from setuptools import setup
+from setuptools import find_packages
+
+setup(name='gae',
+      version='0.0.1',
+      description='Implementation of (Variational) Graph Auto-Encoders in Tensorflow',
+      author='Thomas Kipf',
+      author_email='thomas.kipf@gmail.com',
+      url='https://tkipf.github.io',
+      download_url='https://github.com/tkipf/gae',
+      license='MIT',
+      install_requires=['numpy',
+                        'tensorflow',
+                        'networkx',
+                        'scikit-learn',
+                        'scipy',
+                        ],
+      extras_require={
+          'visualization': ['matplotlib'],
+      },
+      package_data={'gae': ['README.md']},
+      packages=find_packages())
diff --git a/semb/methods/struc2vec/random_walks.txt b/semb/methods/struc2vec/random_walks.txt
index 07762fb..7c1c16c 100644
--- a/semb/methods/struc2vec/random_walks.txt
+++ b/semb/methods/struc2vec/random_walks.txt
@@ -1,1310 +1,1310 @@
-129 111 72 105 72 105 107 85 95 44 111 105 72 107 121 101 85 13 47 13 62 102 78 13 78 62 95 13 78 103 73 107 73 78 62 102 130 92 119 127 123 122 98 43 33 76 96 108 98 38 43 91 52 96 33 55 76 33 76 55 52 83 52 96 56 55 83 52 83 56 76 96 93 52 83 98 52 83 55 52 
-52 83 98 56 98 52 83 33 93 76 33 37 91 37 91 37 83 82 55 76 55 96 98 60 48 49 54 75 46 87 97 65 64 75 97 54 75 97 46 23 94 18 23 75 63 67 42 41 53 31 15 31 67 61 28 64 97 63 64 97 61 67 53 74 21 66 84 27 50 58 7 9 45 9 51 2 4 51 1 6 
-29 54 97 87 19 38 8 82 48 46 87 97 61 41 53 21 74 77 74 77 29 77 53 30 74 53 61 65 28 64 40 54 64 28 64 54 49 65 22 70 48 38 82 38 19 8 68 38 94 23 22 97 64 75 22 46 22 75 87 28 65 49 22 46 49 75 97 75 29 75 65 75 46 68 46 94 48 68 8 38 
-77 61 41 28 61 53 69 77 42 77 31 15 0 15 0 15 71 74 71 30 71 79 53 42 40 29 75 49 19 39 48 87 94 18 49 75 40 75 40 65 63 64 75 22 87 48 94 87 48 46 68 57 93 56 93 98 57 68 46 48 23 97 65 22 65 49 70 120 18 39 97 49 87 65 28 69 61 67 53 61 
-1 4 1 50 51 2 6 58 9 5 45 24 45 71 15 71 30 71 15 71 15 31 41 31 41 67 53 41 61 67 61 41 63 61 28 65 40 41 61 53 71 79 30 53 42 29 61 74 42 29 61 41 67 31 53 42 29 77 29 75 64 75 65 22 23 64 75 49 75 54 29 77 40 61 28 40 64 28 64 22 
-62 73 78 62 78 13 78 62 102 130 113 102 113 102 113 102 113 130 108 32 119 99 59 99 119 99 78 117 99 59 99 119 106 108 119 108 52 93 96 56 83 98 52 83 52 106 108 106 119 99 59 99 59 99 130 92 119 26 119 32 26 59 81 32 99 59 99 119 99 26 59 13 78 62 73 107 73 107 72 105 
-0 9 5 9 5 45 24 45 51 1 51 4 50 51 2 3 2 51 7 2 7 1 51 7 51 6 2 7 51 2 7 2 58 50 1 24 9 4 50 58 51 1 50 10 1 51 4 51 6 51 4 50 58 84 71 15 71 84 24 45 5 9 45 24 45 24 9 5 9 6 58 4 24 9 5 9 45 5 9 51 
-38 48 49 87 75 54 75 61 53 61 69 28 87 54 49 64 49 46 49 22 29 28 49 70 48 94 70 48 94 48 49 54 75 54 49 64 54 49 46 87 49 97 64 75 41 40 77 61 65 61 69 77 41 67 61 40 77 74 77 63 28 40 28 41 31 61 41 40 28 61 74 63 29 75 22 70 23 46 94 82 
-123 127 91 43 37 91 37 43 37 89 125 123 33 55 93 98 106 119 99 119 81 124 81 99 32 81 32 106 122 89 125 89 125 122 125 123 122 89 123 122 125 119 26 59 119 99 81 119 59 119 108 123 89 123 43 91 37 43 37 43 38 55 98 82 57 8 82 83 52 96 98 96 98 57 98 83 96 56 98 83 
-128 116 115 118 11 16 116 118 114 110 118 115 116 86 104 118 115 116 115 16 14 12 110 114 110 114 100 114 110 109 114 110 100 110 115 11 118 128 112 86 16 20 14 12 104 11 16 14 11 116 114 110 16 104 110 20 104 100 12 116 118 115 86 16 104 20 12 100 109 110 16 20 16 104 16 12 11 20 114 115 
-26 81 32 108 119 92 117 126 35 126 129 17 105 17 126 121 129 105 17 44 129 121 126 35 34 101 13 62 13 78 107 73 13 62 13 62 13 62 47 13 62 102 113 102 113 102 113 102 113 102 113 102 113 81 117 92 117 95 73 107 88 101 105 44 129 95 101 35 34 35 34 117 92 117 95 103 95 103 44 103 
-110 109 104 11 20 12 118 116 115 118 12 16 115 116 115 116 128 86 16 12 16 12 112 116 118 112 86 112 128 115 128 86 16 20 118 20 128 20 128 115 14 104 20 104 86 112 86 118 12 104 128 20 104 12 104 115 118 20 100 128 118 86 114 112 11 114 118 128 115 12 11 14 104 14 11 14 116 86 112 86 
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-28 75 97 75 40 97 22 75 64 28 29 42 29 42 74 53 31 15 71 30 71 15 71 74 21 71 79 21 71 67 53 21 30 71 21 53 61 67 29 40 65 22 29 40 41 63 75 97 46 48 68 82 120 80 120 8 57 93 76 33 91 43 91 43 91 43 33 37 52 83 33 76 55 56 106 108 123 89 106 108 
-116 118 16 128 112 86 115 14 116 118 112 86 110 86 109 114 20 16 14 12 20 86 112 109 100 112 11 12 128 118 20 110 112 116 115 114 115 118 116 115 116 118 115 118 20 11 20 104 16 11 14 100 11 109 100 110 128 116 128 112 116 14 104 20 12 114 86 116 20 115 100 114 109 100 110 118 16 12 14 12 
-114 128 114 116 118 112 118 86 115 112 11 109 16 110 109 114 110 114 110 109 115 116 86 118 116 118 104 11 12 16 11 20 118 116 115 116 115 116 11 110 109 110 109 114 116 11 86 110 109 20 12 11 104 11 16 20 86 116 118 14 20 12 11 86 128 11 104 115 118 14 112 14 112 115 16 14 104 11 20 112 
-120 8 120 57 93 89 125 89 123 127 91 37 43 37 91 37 91 37 43 91 43 93 83 98 55 98 83 96 83 96 52 96 98 83 52 98 83 98 82 94 48 60 55 33 55 56 98 93 57 8 68 8 48 23 120 57 68 8 82 98 96 83 52 83 57 8 120 8 68 19 120 8 82 93 55 83 57 8 68 8 
-115 116 115 104 16 11 20 12 14 116 114 110 109 12 11 16 12 20 86 11 12 104 20 16 14 12 104 14 112 14 20 128 112 118 112 100 112 86 116 86 116 128 118 16 11 20 104 14 86 104 16 104 14 112 128 86 16 110 114 115 116 86 118 115 12 14 104 16 11 114 100 128 116 118 116 100 128 109 104 16 
-31 69 74 21 79 21 79 74 29 53 42 66 36 66 53 31 30 53 30 71 30 71 10 4 24 3 7 2 58 36 4 1 10 27 50 36 50 1 50 4 2 50 10 4 2 7 2 51 2 6 4 10 36 10 36 21 74 42 61 67 71 53 41 67 79 74 53 21 74 69 79 74 53 21 69 74 67 61 65 40 
-84 36 45 9 5 9 36 10 36 66 74 71 79 53 79 53 21 79 69 53 41 61 41 29 42 53 77 53 31 15 31 67 74 53 67 77 42 29 77 29 75 97 64 46 48 70 46 70 80 60 55 93 83 56 96 98 56 93 33 55 33 76 43 37 91 37 43 76 82 120 68 18 8 57 76 33 55 33 76 33 
-73 95 101 111 72 88 72 105 72 105 107 88 13 62 121 126 121 126 121 126 121 126 124 121 129 121 126 121 126 124 121 124 101 103 62 88 72 105 111 101 78 47 62 13 47 78 85 13 47 102 99 26 108 106 98 80 94 68 8 38 82 83 52 83 52 98 33 76 55 56 98 96 83 98 93 55 56 83 52 83 
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-106 56 83 98 96 98 55 76 33 76 33 37 43 91 127 123 89 123 89 123 127 32 81 62 92 32 130 99 81 32 81 124 81 99 81 59 99 81 32 81 32 108 91 43 91 127 123 125 122 123 125 89 122 125 123 93 57 98 52 83 98 56 55 83 98 83 96 83 98 56 83 56 98 83 56 76 33 76 57 68 
-34 35 126 121 126 121 126 121 126 124 121 126 121 124 121 124 34 35 34 35 101 17 85 17 34 35 126 35 126 121 124 121 124 121 126 121 105 88 35 121 124 126 121 78 13 62 13 113 47 13 47 78 13 62 78 88 35 103 62 13 62 13 78 13 47 13 62 78 101 85 101 85 105 72 105 72 88 78 62 13 
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-100 86 109 114 100 109 20 12 20 14 104 16 14 104 12 20 16 14 110 128 86 116 115 12 100 20 110 100 109 20 104 12 104 12 20 104 110 100 109 100 12 20 14 86 128 20 16 110 114 12 114 112 20 104 16 104 16 14 112 11 100 14 11 12 20 104 11 14 12 20 14 115 20 116 118 104 14 20 128 116 
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-71 31 30 31 15 50 27 4 50 58 15 0 27 51 50 51 4 10 36 66 21 71 77 31 77 79 66 74 79 84 36 21 53 71 67 77 40 22 87 39 22 87 46 22 49 65 42 77 42 77 67 31 15 31 71 45 1 58 51 1 50 58 50 10 36 84 1 50 10 58 6 58 6 58 4 1 51 1 4 1 
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-121 129 44 17 129 72 105 107 73 107 73 107 73 107 73 107 88 105 72 105 88 73 88 73 88 73 107 103 95 44 95 103 35 126 129 126 121 126 101 88 107 73 88 73 107 88 111 88 35 126 117 102 13 117 92 117 92 117 124 126 95 103 95 44 17 101 62 13 78 47 78 47 78 107 121 126 121 126 121 126 
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-97 29 77 29 77 53 41 61 40 28 64 54 65 28 39 46 65 28 65 61 42 29 63 77 63 61 69 61 77 29 42 21 69 53 67 79 53 74 53 29 77 74 79 84 24 45 9 5 9 27 4 51 7 51 4 84 24 84 79 67 53 67 30 53 79 30 71 30 71 30 10 3 0 15 71 21 74 71 27 24 
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-83 52 83 52 83 55 76 93 96 83 43 37 43 91 37 43 37 91 33 76 33 76 43 37 43 55 56 33 76 33 76 83 98 52 98 83 98 96 55 43 55 83 98 56 96 52 98 82 98 52 93 56 83 55 56 55 60 70 48 19 70 48 46 94 70 46 22 19 46 64 39 94 38 120 8 57 55 76 82 48 
-81 13 62 13 47 113 102 62 13 102 113 13 62 78 92 117 92 117 92 117 95 117 92 130 119 106 108 32 81 99 32 125 89 125 123 89 123 43 37 43 123 122 125 122 123 89 123 125 122 123 122 125 127 119 106 26 108 106 127 26 119 59 117 92 26 106 119 99 81 113 26 119 32 106 108 119 99 32 81 99 
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-21 67 31 67 53 29 61 67 69 77 21 74 66 36 10 36 10 1 4 27 50 6 7 51 2 51 4 6 58 1 51 2 1 27 84 10 1 58 6 51 7 51 50 1 51 3 7 51 7 4 50 4 51 7 51 3 50 1 7 2 7 51 1 6 58 50 58 50 10 36 66 74 42 40 22 28 61 42 41 61 
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-125 123 89 123 93 55 93 43 37 43 123 125 127 122 123 127 91 127 125 89 123 89 125 122 108 32 81 32 119 106 52 106 52 83 98 52 98 57 98 57 98 57 83 98 96 98 83 93 56 55 33 55 56 125 26 47 113 13 62 13 34 126 101 85 107 73 78 85 129 126 124 59 13 78 62 47 62 47 62 78 
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-11 104 112 86 16 12 16 115 12 11 14 128 116 115 118 14 114 100 112 12 115 116 104 14 118 20 104 12 104 118 12 128 16 110 109 110 100 114 115 118 115 20 11 14 112 115 118 20 104 115 20 16 11 104 14 128 116 104 11 115 86 112 86 116 104 16 12 11 104 20 12 110 109 114 20 118 20 104 14 116 
-20 12 115 86 112 20 104 14 104 116 115 116 118 115 116 118 116 115 20 104 20 104 86 14 100 114 100 109 114 100 115 128 118 115 20 12 11 16 115 14 115 116 118 116 118 112 86 112 14 12 100 20 86 20 100 16 12 20 12 14 20 12 112 16 104 11 14 11 115 86 114 86 112 116 104 12 16 11 12 11 
-112 86 112 100 104 14 12 11 12 118 100 109 20 16 116 86 112 14 20 11 86 112 12 11 16 115 118 20 11 16 100 114 110 109 100 110 115 118 115 100 109 20 115 116 114 14 12 14 20 14 104 12 14 109 114 109 116 114 104 20 86 115 118 12 112 14 115 104 12 11 118 116 118 109 118 14 109 116 118 128 
-79 69 74 67 61 65 28 64 87 48 70 19 87 19 70 49 28 40 28 29 77 79 53 69 74 21 79 41 40 77 74 63 64 28 41 67 41 31 41 53 69 74 71 84 9 5 9 5 9 45 24 45 79 53 41 40 61 65 41 40 65 40 77 69 61 65 22 87 48 8 48 94 18 23 19 94 82 55 56 33 
-24 9 5 45 5 45 24 36 10 1 27 84 9 24 9 5 9 5 9 5 9 45 24 58 24 58 6 58 2 7 4 1 9 50 58 6 7 2 7 51 2 27 50 36 10 36 30 74 71 0 15 0 15 0 15 79 21 79 21 74 21 74 66 21 71 53 67 69 31 15 31 15 71 74 79 21 79 21 71 30 
-27 2 51 2 6 58 27 1 27 50 1 2 7 2 51 3 4 1 58 50 51 4 10 36 10 50 4 2 7 51 4 1 4 51 2 51 24 9 5 9 6 2 4 27 9 5 9 45 9 45 24 27 7 3 7 3 7 51 2 7 3 7 2 51 4 36 24 84 10 50 51 7 51 2 7 51 7 2 51 50 
-47 13 47 78 99 32 99 59 26 119 32 59 99 130 119 99 32 81 59 99 78 62 99 59 92 117 59 99 26 106 108 56 96 43 91 37 43 33 76 43 123 106 56 76 43 96 56 43 76 55 57 68 57 98 82 70 48 87 70 48 23 39 70 48 23 94 23 48 60 48 46 48 19 87 97 75 87 46 65 22 
-118 104 14 20 104 12 112 16 115 116 86 16 112 114 109 110 114 109 112 20 11 20 11 16 11 14 11 14 104 16 104 11 20 104 11 114 109 112 128 112 86 116 118 115 104 16 114 104 12 16 116 118 20 114 16 118 16 104 20 115 12 86 115 86 20 14 109 20 12 11 104 11 114 100 104 116 16 115 128 20 
-7 6 58 15 0 15 84 79 84 79 21 79 21 79 53 79 21 71 30 77 53 21 69 74 69 53 61 41 67 53 67 61 41 67 41 67 41 42 69 77 79 53 41 40 41 77 74 21 74 21 74 79 66 36 79 21 71 30 71 21 74 53 71 67 77 53 77 61 28 61 69 21 74 61 41 65 46 64 29 41 
-5 3 6 2 6 1 51 50 1 51 7 2 10 36 9 24 45 9 1 50 58 24 36 27 45 24 84 79 53 21 69 53 79 42 29 42 40 28 75 22 87 97 87 23 22 65 61 65 40 41 69 77 40 28 64 54 75 63 75 28 61 41 67 61 74 71 74 29 63 67 71 30 21 30 71 53 79 74 69 40 
-126 107 105 72 105 17 44 126 35 126 121 126 35 88 85 44 95 117 126 121 129 121 129 121 126 121 129 121 103 44 95 44 95 34 35 126 121 126 35 121 126 103 44 95 44 95 126 103 35 34 35 117 13 47 13 85 17 72 111 105 111 105 17 105 111 105 72 107 73 107 73 107 88 73 62 88 111 107 88 73 
-39 87 49 65 64 28 40 29 75 54 40 77 69 29 42 61 75 29 77 79 53 61 53 69 21 79 21 71 74 21 79 21 79 66 36 24 45 0 24 58 24 5 9 24 66 84 27 4 2 51 1 7 51 2 51 2 50 27 24 9 24 45 9 45 9 5 9 27 84 50 58 50 58 6 51 4 50 4 51 2 
-12 16 104 16 14 16 104 116 118 115 118 14 20 12 114 100 112 104 112 16 11 118 116 118 12 110 116 115 20 14 116 110 14 104 11 128 118 115 86 112 116 100 109 16 11 20 11 14 11 12 16 14 16 86 118 115 11 12 11 12 109 100 16 20 11 115 118 14 16 20 14 116 86 112 16 104 11 109 100 128 
-57 83 98 83 98 93 52 56 83 98 60 48 60 57 55 98 56 96 127 98 122 26 92 90 81 59 81 90 99 32 99 81 99 92 119 99 119 32 108 26 108 106 52 83 56 83 98 56 98 56 96 33 83 52 83 96 83 52 96 93 91 37 76 56 91 33 91 37 33 96 43 91 43 37 91 43 91 37 91 37 
-109 16 20 14 12 14 12 20 16 104 16 104 16 11 20 14 116 118 116 118 116 118 116 104 14 11 20 116 112 116 115 116 115 112 20 11 104 128 104 109 100 110 114 110 86 116 100 114 109 114 12 109 114 11 14 20 110 114 110 100 14 16 14 118 12 16 109 118 12 114 112 116 115 128 115 128 118 112 100 11 
-46 8 57 83 57 68 57 98 55 33 76 33 76 55 76 33 76 33 43 37 43 37 91 127 106 56 83 98 83 56 106 119 99 119 90 78 113 13 62 13 113 26 119 106 119 32 26 99 130 102 78 13 47 78 102 113 102 113 26 130 119 32 113 102 113 102 113 102 47 13 47 62 107 73 107 73 101 85 72 105 
-32 47 113 47 62 47 78 113 13 62 88 73 88 107 88 73 13 47 62 13 78 121 126 129 34 107 73 107 73 117 92 26 108 119 26 59 113 130 119 108 26 99 81 119 81 32 108 26 32 99 32 99 59 119 32 99 124 126 35 126 121 62 73 101 78 13 78 13 85 17 121 126 121 126 121 129 126 121 124 99 
-90 59 81 59 119 99 119 102 13 47 13 99 81 26 113 102 99 59 81 119 125 127 108 26 108 106 119 130 119 59 119 81 32 99 59 119 81 124 121 126 35 17 105 111 105 111 101 103 85 44 95 17 129 126 35 34 126 121 124 126 121 126 121 126 103 117 92 117 103 117 92 130 106 108 56 106 108 91 43 123 
-23 70 60 19 23 48 87 22 54 64 28 64 65 22 70 48 46 94 80 48 18 94 68 38 19 22 87 46 19 87 48 87 48 46 19 38 8 57 68 8 68 8 94 23 18 94 39 23 18 94 39 19 46 70 60 80 94 80 8 120 8 46 19 38 48 60 55 76 33 76 93 57 93 33 57 55 33 76 52 125 
-16 116 20 11 104 20 104 11 12 128 114 115 16 128 20 104 16 112 118 109 112 14 16 104 12 14 20 104 16 100 110 128 115 116 128 112 16 11 118 116 118 20 14 12 104 114 110 100 114 100 104 112 109 104 112 115 118 116 100 110 20 16 11 16 11 20 109 100 114 110 100 109 11 16 12 14 115 128 16 128 
-36 10 36 50 58 4 27 36 58 10 1 51 1 36 9 45 9 5 9 36 9 24 9 45 36 10 36 1 6 4 58 10 50 27 4 1 2 6 2 51 58 6 58 50 10 36 79 74 53 41 61 65 61 53 71 30 15 31 67 31 41 28 41 28 41 28 49 65 54 75 97 65 61 65 29 40 29 61 21 53 
-54 49 87 65 22 28 64 28 46 48 94 48 70 49 48 38 19 38 48 49 87 49 22 70 48 8 68 38 98 52 98 96 56 93 82 98 83 56 52 83 56 96 52 55 93 76 55 37 91 52 98 83 98 96 98 52 83 57 8 68 8 57 55 56 98 83 52 55 76 56 106 119 32 127 125 123 52 83 76 56 
-103 13 62 13 78 47 62 47 78 13 62 13 47 78 62 78 47 102 113 78 47 102 47 62 78 47 13 73 34 126 103 95 117 92 119 92 117 124 121 126 103 44 95 85 103 101 78 47 78 47 78 13 47 99 32 130 119 32 99 62 13 85 105 72 105 111 103 95 117 102 113 62 13 59 119 130 92 117 126 121 
-49 75 54 64 28 40 64 75 29 40 63 28 40 75 54 64 63 97 75 63 64 75 28 61 65 28 49 54 75 46 87 49 48 87 49 94 87 46 28 46 8 68 57 98 57 68 57 55 60 70 48 80 82 37 76 91 106 130 106 52 98 55 60 80 70 48 46 48 94 82 38 94 46 48 19 82 83 57 68 57 
-55 98 83 52 83 52 83 98 52 93 55 82 68 94 64 75 87 46 64 54 75 22 46 94 19 38 94 18 48 38 82 57 98 56 106 98 56 55 76 33 93 33 98 83 82 8 46 87 75 97 65 49 75 41 65 28 97 75 28 69 67 71 53 79 53 67 41 61 63 28 75 87 75 97 61 40 22 46 48 46 
-19 23 97 28 54 49 87 48 38 8 120 48 94 18 120 57 83 98 56 83 52 56 76 33 91 93 89 123 127 122 125 122 123 125 122 125 123 122 130 99 59 99 124 92 119 99 59 119 92 62 13 73 107 73 88 73 62 78 102 47 102 113 13 78 62 13 62 13 78 13 78 13 62 73 107 73 107 62 13 62 
-88 103 95 117 92 117 95 103 121 129 126 129 126 124 121 126 121 129 17 129 35 34 35 121 124 121 124 81 99 59 119 59 26 99 59 99 59 99 59 81 32 119 106 52 56 52 56 123 98 93 55 98 52 56 83 52 83 52 83 98 56 52 83 98 76 33 55 38 68 57 8 38 55 43 37 43 91 37 123 122 
-14 11 109 118 112 100 112 14 104 20 16 20 14 109 110 109 114 110 11 110 11 20 14 11 20 86 14 16 12 104 118 115 11 12 20 104 20 11 20 14 12 14 12 11 12 11 16 104 12 104 14 116 115 114 104 14 115 112 14 16 11 14 109 118 109 114 110 114 110 104 114 16 100 20 16 115 116 12 115 12 
-65 97 39 19 8 120 8 19 49 48 70 60 80 48 70 87 19 38 82 8 46 22 64 63 77 40 41 31 41 40 65 40 75 29 75 40 42 74 21 69 66 36 10 50 36 79 53 61 65 64 28 40 42 61 65 61 42 41 61 53 61 65 28 29 74 77 63 64 97 29 22 49 75 29 40 61 29 77 31 53 
-76 56 91 106 56 83 33 37 93 52 98 93 55 33 55 76 33 76 82 48 18 94 18 23 48 94 18 94 48 49 64 40 65 61 28 40 41 61 67 69 79 69 67 41 31 67 31 53 30 71 53 30 71 79 74 69 74 67 71 21 74 41 61 40 41 61 63 64 46 68 82 76 55 33 52 96 108 119 106 98 
-92 119 81 32 59 99 47 102 113 13 78 102 113 102 47 13 62 102 99 26 108 119 127 130 99 130 108 89 123 52 106 52 83 56 52 98 83 56 96 83 56 83 56 55 76 89 123 127 91 106 130 26 32 99 119 108 26 47 13 95 44 95 126 85 34 17 129 121 101 72 105 129 121 126 121 126 17 126 121 126 
-130 119 32 81 99 119 108 26 113 102 113 102 113 13 101 95 78 92 119 59 78 47 78 113 78 113 62 95 85 95 105 111 105 72 44 95 17 129 121 124 103 117 95 121 126 121 126 103 117 126 121 126 121 103 85 117 78 113 13 73 13 78 62 102 113 102 113 13 73 107 105 72 105 103 44 95 44 95 103 95 
-105 72 88 73 107 105 17 44 95 117 92 117 124 121 88 72 111 105 111 105 72 88 78 62 73 88 73 88 73 107 73 13 117 103 95 44 105 72 88 72 111 105 101 78 47 130 81 99 59 113 102 47 102 113 102 113 102 62 13 107 73 78 95 85 126 129 126 124 126 124 121 126 121 124 121 35 101 103 95 117 
-6 24 9 5 9 5 45 9 5 2 7 51 2 51 2 7 51 2 51 1 9 5 9 45 24 9 36 10 27 84 1 27 1 6 58 6 51 10 4 27 51 4 27 4 50 58 6 5 9 45 9 5 9 4 58 10 4 51 7 3 25 3 7 2 7 51 7 51 1 7 3 25 3 7 6 51 2 7 51 2 
-124 90 99 32 119 106 52 56 33 76 55 98 52 56 96 76 98 56 52 83 93 76 55 98 83 98 57 83 96 56 52 83 56 55 56 106 56 55 33 55 91 43 37 43 37 91 127 26 92 32 119 32 99 32 99 59 119 32 119 47 78 113 102 113 130 119 32 99 81 99 81 32 108 32 119 81 32 47 13 78 
-63 61 77 61 69 42 53 61 41 28 40 28 61 74 77 61 77 29 42 40 22 40 77 67 41 42 29 40 42 67 66 30 84 27 84 27 51 7 2 51 4 24 45 9 5 9 5 9 24 45 9 2 51 9 24 9 5 9 45 24 9 24 36 79 71 21 77 61 53 41 65 41 67 42 77 69 61 67 53 79 
-66 71 30 71 30 77 79 74 53 77 69 77 79 36 9 24 45 24 9 24 9 27 4 1 50 51 3 7 2 25 58 50 10 36 66 74 41 67 61 41 31 15 71 74 21 71 79 53 79 53 77 29 74 21 74 53 74 71 30 71 53 41 40 28 75 49 75 54 75 65 61 63 64 28 64 22 28 65 64 65 
-87 22 87 97 65 40 28 49 19 82 83 98 83 98 52 98 43 76 98 56 83 98 83 96 98 106 26 106 108 56 123 108 127 106 52 98 56 106 130 32 119 108 119 92 117 95 85 95 117 92 117 92 117 121 126 121 44 111 88 111 126 103 78 62 78 47 13 78 47 13 113 102 13 62 73 107 126 95 88 107 
-42 29 69 79 53 77 40 75 61 41 77 29 40 28 40 65 61 40 65 87 54 49 48 49 75 65 41 61 69 79 84 1 51 7 1 36 10 27 24 4 2 7 51 7 1 4 1 51 0 15 31 67 31 36 27 84 27 4 9 5 45 5 9 1 51 7 51 2 51 2 51 45 24 9 5 45 9 45 9 45 
-22 19 80 94 23 18 87 75 54 29 54 75 40 77 40 28 22 49 64 19 38 82 19 18 68 38 48 8 38 8 57 68 57 8 68 120 57 98 83 55 37 43 93 33 76 55 96 125 119 99 81 59 99 32 81 119 127 32 99 32 119 99 32 59 32 81 59 113 13 95 85 111 72 105 72 111 101 95 34 35 
-2 51 6 50 58 51 3 7 27 50 36 79 53 69 61 42 28 41 77 71 30 71 30 71 74 71 53 69 74 69 74 79 77 29 74 69 74 29 54 18 54 22 75 87 49 22 87 49 22 46 75 29 75 64 97 40 41 67 77 74 21 74 69 41 31 53 29 42 40 28 40 97 75 54 75 40 29 77 29 77 
-68 82 94 48 60 48 70 48 82 80 38 60 48 94 48 38 43 91 43 37 56 52 98 108 26 59 124 121 124 99 119 59 119 106 52 83 52 83 98 52 98 83 98 55 56 55 76 93 98 56 98 83 98 96 56 93 33 55 76 33 55 83 76 33 76 33 93 52 98 93 55 56 83 98 83 52 98 83 98 108 
-37 55 98 55 38 82 38 82 68 60 57 98 52 55 76 93 76 123 108 32 119 32 26 81 90 81 99 59 32 81 119 127 96 33 76 33 55 56 55 83 52 96 91 76 55 56 89 83 123 108 26 99 32 99 32 108 119 32 108 127 125 122 127 91 37 57 33 76 55 76 93 76 83 52 55 76 33 98 55 33 
-95 103 117 113 62 126 103 95 44 95 103 95 117 92 117 95 117 92 13 101 72 88 73 107 88 107 73 88 73 88 73 78 13 102 113 102 130 32 119 59 119 32 127 123 89 123 125 122 123 127 123 127 125 127 91 37 57 68 57 98 83 56 52 83 98 38 94 38 82 38 98 60 48 60 19 68 8 57 8 18 
-18 49 87 75 49 87 46 97 64 97 39 48 60 80 60 48 46 48 70 80 82 94 18 23 87 49 87 22 65 22 87 54 75 49 70 94 18 8 68 57 68 70 80 60 48 70 48 87 39 87 28 65 97 64 19 48 46 87 48 82 70 60 57 68 57 68 57 93 57 68 57 55 98 55 57 8 38 82 55 60 
-9 51 1 4 10 36 45 9 24 4 10 27 84 79 74 77 61 53 67 77 53 71 30 71 30 15 0 15 31 67 53 63 29 42 31 41 31 67 71 30 74 79 21 74 67 61 65 22 23 48 87 75 22 39 48 87 22 75 97 64 46 49 19 49 65 40 54 87 75 65 97 64 75 22 49 75 49 46 48 46 
-67 21 71 15 74 53 41 40 69 53 61 65 61 42 29 75 87 97 54 75 29 42 75 29 75 29 75 65 40 41 67 29 40 75 63 64 65 61 53 77 74 66 84 10 45 84 27 84 1 27 1 84 66 74 21 71 21 71 31 67 61 53 74 77 29 54 49 65 40 41 67 41 28 64 49 65 75 46 49 87 
-104 112 100 16 115 20 16 20 11 14 116 109 20 115 128 86 11 110 109 128 115 12 110 109 100 114 109 100 110 109 110 11 104 16 115 116 118 115 118 16 14 114 109 114 100 114 110 109 110 100 114 100 109 114 100 109 114 20 12 128 112 118 115 118 116 118 86 112 115 118 115 14 16 11 115 116 16 14 11 20 
-89 122 106 56 52 83 52 37 55 52 106 108 119 99 59 113 102 13 113 102 113 47 13 78 47 62 13 73 107 105 72 105 72 105 95 13 62 13 113 13 47 13 117 99 81 99 59 99 117 34 35 103 95 103 126 35 101 78 13 62 78 113 47 119 127 106 26 108 56 55 33 43 91 43 91 37 91 56 83 52 
-41 31 67 77 29 42 40 28 64 28 63 67 61 29 61 29 74 77 63 69 74 77 42 40 29 40 64 63 67 53 69 40 61 65 41 61 28 69 61 53 61 53 61 77 63 61 41 61 77 31 71 30 71 21 79 21 69 79 67 77 74 29 40 69 40 41 31 67 79 74 67 42 74 67 77 71 30 71 53 61 
-13 47 78 101 72 105 72 105 111 17 111 105 72 105 111 105 107 73 13 92 117 99 13 47 117 78 62 13 78 62 59 99 59 130 106 91 43 91 37 93 37 33 56 106 56 83 96 56 83 98 56 96 56 93 98 55 82 57 98 57 38 82 38 8 68 120 57 8 57 68 8 68 46 87 97 22 28 23 8 70 
-58 50 58 50 51 1 50 10 30 71 15 31 67 71 30 71 15 31 67 31 67 41 61 53 61 67 74 53 41 63 64 29 40 77 69 41 61 29 53 71 30 77 31 41 61 29 40 28 69 31 71 79 21 79 74 79 53 31 61 65 22 46 70 80 19 39 70 94 38 82 57 68 46 48 39 70 87 75 97 22 
-70 48 49 75 40 61 40 65 49 48 94 70 94 18 94 70 48 49 75 65 46 22 97 75 29 40 42 67 61 65 61 42 40 42 29 40 75 28 65 64 63 41 63 97 54 87 23 48 87 46 87 70 87 23 48 94 80 60 55 82 83 93 123 122 127 125 123 127 119 108 106 119 32 119 99 59 13 102 130 47 
-45 79 21 79 36 4 3 25 3 7 51 50 36 27 9 45 5 9 45 10 50 51 50 58 6 2 51 2 6 45 4 5 45 5 9 24 9 5 9 5 9 5 9 24 45 9 5 9 5 51 9 0 15 71 77 29 61 28 63 77 74 21 79 84 36 27 50 51 2 7 2 7 6 7 2 51 6 58 1 50 
-119 81 13 95 72 105 111 105 72 105 72 107 73 13 62 47 62 47 59 78 103 73 101 105 72 105 72 88 107 88 72 105 111 88 73 13 62 13 78 62 88 107 88 73 62 107 73 88 111 105 72 111 88 73 88 73 107 88 107 73 88 107 121 62 78 117 81 32 99 47 102 13 62 78 59 81 59 78 13 62 
-122 89 127 119 92 47 124 92 117 92 117 95 103 107 62 13 47 13 47 130 90 26 108 106 119 26 92 26 92 117 102 119 26 99 59 26 99 119 99 32 106 127 96 122 106 96 98 55 60 80 60 19 82 70 94 70 82 94 38 70 19 75 61 29 42 53 71 30 71 30 71 30 71 21 53 71 30 53 21 79 
-33 76 83 82 19 68 57 98 83 93 76 33 76 33 76 33 76 33 55 56 52 98 96 56 83 96 83 52 83 98 93 55 57 98 52 83 55 98 56 52 83 52 56 55 33 76 33 76 82 94 23 94 48 70 48 19 38 48 49 64 54 75 54 75 54 75 54 64 19 46 49 19 82 38 55 98 57 98 83 93 
-64 54 75 64 75 22 46 48 68 94 38 8 82 57 83 96 98 52 98 60 48 23 70 22 23 75 28 63 53 41 31 67 77 63 64 75 63 41 40 69 40 28 54 75 22 46 65 61 64 49 39 46 120 8 57 98 55 93 56 108 119 81 99 59 81 99 47 13 102 113 102 13 90 81 102 47 102 92 117 92 
-75 54 75 40 41 40 77 63 75 49 22 23 48 70 80 94 38 60 38 120 60 70 49 75 22 70 46 48 38 94 39 8 80 82 55 82 93 55 56 96 55 57 83 98 33 43 76 89 125 122 125 89 125 122 125 122 123 89 125 122 123 127 119 125 119 113 13 113 13 47 99 117 92 117 99 81 119 26 99 32 
-3 51 58 50 36 10 36 10 4 10 50 58 6 2 51 50 58 50 1 51 7 51 50 10 24 45 9 45 5 9 24 84 24 9 45 84 79 71 50 15 0 30 74 21 36 84 27 84 1 4 50 10 4 1 27 84 27 84 27 4 51 7 3 7 51 45 24 9 5 9 24 9 24 9 4 6 58 4 3 7 
-53 79 53 67 31 71 53 66 69 61 65 61 67 42 61 40 69 61 74 71 30 71 31 42 40 42 29 63 64 97 61 40 65 49 75 97 46 48 87 75 18 23 22 87 23 22 75 97 75 63 64 97 75 87 54 19 94 80 70 46 19 60 55 83 52 96 98 56 55 76 55 52 83 55 93 56 98 93 52 83 
-4 10 1 51 50 71 31 61 40 61 69 74 42 40 28 63 28 42 77 31 41 53 77 74 77 29 75 63 61 67 31 41 77 29 28 40 61 69 29 42 67 41 31 67 61 65 75 40 28 65 87 49 46 19 46 68 8 19 54 75 23 94 18 68 57 83 57 68 57 98 57 8 68 57 38 94 82 38 55 76 
-94 54 70 94 80 48 70 80 48 70 46 48 60 55 93 56 98 106 119 59 81 32 99 81 32 81 32 130 92 117 121 126 121 34 13 101 121 129 126 121 126 103 95 117 102 113 102 113 130 92 117 92 130 92 130 106 56 98 83 52 98 93 33 76 93 55 76 33 76 55 56 33 76 55 76 55 83 55 98 52 
-117 78 62 59 99 81 119 106 52 83 57 83 52 98 52 83 82 33 55 93 33 76 55 33 55 60 80 48 87 75 97 75 64 63 28 63 29 40 29 67 61 67 74 77 40 42 74 21 79 69 42 21 53 67 41 31 67 63 41 67 53 41 31 42 29 75 87 64 61 21 69 29 65 61 31 15 0 15 0 15 
-78 107 73 107 121 126 124 81 32 81 99 59 26 99 59 81 32 81 32 119 106 98 60 80 94 18 23 39 23 70 94 46 65 61 41 77 63 64 29 74 61 53 74 71 45 1 10 36 50 58 50 36 79 30 71 79 84 1 50 1 58 6 58 50 4 2 7 3 7 51 2 7 51 4 50 1 51 4 27 50 
-108 32 130 99 130 119 108 106 98 52 56 55 98 96 106 56 96 52 89 93 96 83 76 56 55 93 33 55 60 80 48 49 28 40 41 79 21 74 21 79 21 30 71 77 40 41 40 28 40 41 28 63 28 40 41 40 65 41 67 61 28 64 54 49 87 54 87 46 87 22 49 87 54 64 75 87 65 64 28 61 
-17 111 129 72 17 105 72 17 129 101 103 124 35 117 95 111 88 101 88 107 72 111 72 107 88 107 105 95 62 117 92 130 102 62 13 113 78 99 81 32 106 119 99 47 13 107 73 107 88 126 103 44 85 44 17 129 126 103 35 101 73 107 73 88 78 47 102 62 78 47 78 13 47 102 113 102 113 78 117 101 
-43 98 38 98 55 43 38 68 120 57 98 56 55 52 83 98 52 96 56 83 55 76 82 19 49 65 41 65 28 65 28 75 49 97 75 54 87 19 38 94 46 22 46 48 38 55 82 8 46 19 38 82 19 60 57 55 83 98 96 83 93 56 52 55 57 98 80 94 80 70 46 19 60 70 22 46 68 57 76 93 
-40 41 61 77 41 31 67 42 53 74 77 69 53 69 61 75 97 65 29 40 61 42 29 41 61 67 41 40 28 75 63 77 29 97 18 94 80 48 46 22 97 87 49 75 65 40 75 49 97 65 28 63 64 75 23 97 75 23 87 28 41 31 53 77 42 61 40 41 77 53 71 67 61 65 97 64 63 67 53 61 
-127 125 127 26 113 13 62 78 13 62 13 62 78 13 62 113 13 107 73 107 105 107 73 107 73 107 88 107 62 13 62 102 113 102 113 47 99 81 78 62 73 107 13 62 73 88 107 72 35 34 121 126 121 103 101 88 105 72 107 73 107 73 101 117 95 103 44 95 44 103 95 44 129 103 95 103 117 92 117 92 
-111 17 44 101 88 101 73 107 88 111 107 73 88 101 88 72 103 34 103 95 117 95 117 92 90 124 81 32 99 102 113 32 102 113 102 113 102 90 124 59 99 59 81 32 26 108 26 119 32 59 26 81 32 99 59 99 119 81 32 81 32 127 26 81 59 117 121 107 126 124 73 88 107 88 107 73 107 73 126 121 
-59 92 117 92 117 92 117 92 117 81 62 113 117 92 117 92 117 99 13 62 13 62 13 59 119 99 32 99 102 92 78 117 103 126 124 117 92 130 119 99 59 99 130 32 81 32 119 99 59 99 124 121 129 103 17 129 35 126 85 17 126 121 44 103 44 95 124 113 102 59 99 32 99 119 106 98 52 122 123 127 
-56 89 122 123 37 91 43 91 33 56 52 89 55 76 33 76 33 83 57 55 43 37 76 55 83 57 68 8 57 83 33 56 98 52 83 93 55 56 96 83 56 55 80 48 68 8 57 82 19 87 64 63 77 61 40 29 75 54 87 49 87 70 38 19 70 48 87 46 8 57 82 48 87 19 38 37 91 108 56 108 
-102 92 117 126 129 44 17 85 95 111 105 72 105 72 111 105 72 105 72 85 44 121 126 121 129 17 105 72 44 103 78 95 44 103 95 44 95 103 95 103 117 81 59 90 124 81 90 32 127 123 89 125 89 125 91 76 37 43 37 33 56 98 82 8 68 57 8 120 60 120 8 57 55 98 106 56 98 93 55 60 
-80 55 38 82 38 55 52 106 127 125 56 98 57 83 56 83 98 57 83 98 83 96 83 76 33 55 56 83 93 55 83 98 83 82 19 22 65 28 63 29 65 40 65 40 22 65 40 42 75 54 75 22 46 94 23 22 65 40 41 53 30 53 61 40 28 75 65 61 53 74 71 30 71 79 53 61 65 64 87 75 
-74 66 84 24 36 10 36 27 50 36 10 15 0 84 1 51 7 3 25 3 25 3 25 24 36 31 77 21 36 24 45 9 24 66 74 69 61 53 79 71 30 71 74 69 41 53 61 69 61 53 79 53 79 21 77 29 42 61 67 53 74 79 71 31 15 71 30 71 30 71 53 74 69 53 31 61 40 41 61 41 
-25 24 9 36 24 1 50 51 1 58 6 58 1 50 58 6 58 51 7 2 51 4 51 2 51 4 50 6 2 1 50 10 36 79 21 66 21 79 36 10 4 10 71 10 36 79 74 69 67 63 75 63 67 77 74 53 42 29 22 19 82 83 56 55 56 93 43 33 55 33 76 55 56 83 52 37 91 93 52 98 
-85 88 121 107 73 107 73 13 47 62 13 78 117 47 13 78 13 78 47 62 13 47 62 101 78 113 102 47 13 62 73 107 73 88 13 62 78 102 13 47 92 130 119 130 102 13 62 13 62 13 62 78 47 99 59 99 13 78 47 13 47 62 107 73 88 107 73 62 13 62 13 78 47 113 130 92 117 124 121 103 
-113 47 13 47 119 108 32 81 99 32 81 119 59 99 119 32 119 99 59 119 59 13 62 113 99 59 47 26 99 119 99 81 59 13 73 107 88 105 107 72 107 105 72 107 88 107 73 107 73 107 73 126 88 17 129 126 124 121 126 117 88 62 73 107 73 62 102 62 13 62 103 44 103 121 124 95 85 34 95 62 
-91 43 37 43 37 43 91 43 37 91 43 33 76 33 55 33 93 76 33 76 83 57 98 83 57 68 8 68 8 57 68 8 68 57 83 98 83 52 98 57 68 19 48 70 23 70 23 94 80 48 19 38 94 70 39 22 64 28 61 67 31 53 69 42 40 61 65 23 94 48 46 49 94 19 94 48 39 65 63 40 
-30 71 30 71 67 31 15 0 71 30 79 74 21 79 71 30 71 30 36 66 42 74 79 21 66 84 1 50 51 7 51 4 50 7 3 1 6 50 58 51 7 3 7 51 1 50 1 51 2 51 2 7 2 6 2 51 2 6 7 51 7 3 25 3 7 3 7 25 24 45 9 5 1 51 2 51 50 27 1 50 
-51 7 2 7 2 7 6 2 50 1 4 51 3 7 2 51 2 51 10 4 1 6 58 0 15 31 41 63 77 71 30 0 24 50 58 6 5 45 27 36 79 21 36 50 4 27 58 9 5 9 24 9 24 9 45 27 51 7 1 4 10 36 1 27 9 45 9 5 9 5 9 45 9 4 51 7 2 6 3 7 
-61 77 63 41 40 75 49 54 49 28 64 54 65 75 87 49 46 49 46 64 39 19 39 87 22 75 54 64 65 22 87 19 70 80 120 18 22 18 94 23 40 42 61 29 75 54 75 22 87 22 75 29 77 41 31 67 53 79 69 67 61 28 64 29 28 64 65 40 61 42 63 64 54 29 61 40 41 67 71 30 
-60 70 39 70 82 57 82 76 33 76 55 57 83 91 43 83 57 68 8 57 8 68 120 57 55 83 96 93 52 123 127 119 99 81 99 124 73 62 117 92 117 95 44 95 85 72 107 73 88 73 88 78 62 73 107 73 88 107 73 62 78 47 13 62 47 62 13 102 113 62 47 26 99 32 99 119 99 119 106 26 
-129 44 95 103 95 103 44 103 126 34 35 126 121 126 129 121 126 121 129 35 129 121 126 124 121 126 35 126 85 73 107 72 17 129 17 105 111 72 105 101 13 62 13 62 13 78 13 62 13 62 13 78 99 32 108 119 99 59 32 130 113 81 130 92 130 106 108 56 98 52 83 52 55 60 48 46 48 87 19 49 
-52 56 33 83 96 98 96 83 52 98 96 52 98 83 98 83 55 76 91 55 37 91 43 37 91 37 56 83 76 91 37 91 55 43 33 43 91 37 43 91 37 43 91 43 123 125 122 123 43 91 37 91 127 91 43 38 19 82 83 96 98 52 83 55 76 37 91 37 33 76 55 56 83 57 83 98 96 83 82 8 
-29 42 61 41 40 65 41 61 65 97 75 29 67 41 65 40 77 30 53 79 67 69 79 74 79 84 1 2 7 2 6 58 50 1 27 1 58 51 58 6 2 50 36 71 31 15 71 21 79 74 79 21 74 21 79 53 69 79 74 66 42 77 71 30 71 67 71 74 21 74 21 61 41 69 21 66 36 10 36 84 
-77 71 10 36 24 45 36 79 77 69 53 42 29 65 28 87 49 19 49 75 28 64 49 28 64 97 28 75 64 87 54 22 46 70 48 60 98 83 93 83 82 83 98 52 98 52 98 52 83 52 83 55 96 98 83 98 52 96 56 83 52 83 96 83 96 33 55 93 55 33 76 91 56 52 83 96 83 56 37 123 
-1 6 5 7 51 4 27 58 1 36 66 74 67 53 61 69 42 29 40 42 29 54 87 22 46 64 49 22 87 49 75 29 42 29 69 61 28 42 75 49 46 54 46 87 22 64 46 94 18 94 38 70 23 94 80 48 82 94 18 94 48 94 19 60 80 98 56 96 98 52 56 98 52 98 57 68 57 55 98 83 
-62 113 102 47 78 62 47 13 62 13 101 88 105 72 88 107 88 62 78 13 62 113 102 47 130 102 62 78 102 113 47 62 13 88 111 72 105 72 111 105 72 17 105 72 44 105 17 95 44 103 44 95 117 126 121 126 121 126 103 85 13 47 102 13 62 78 62 13 62 47 102 47 13 85 126 88 72 88 73 88 
-0 15 0 15 31 53 61 29 74 69 61 67 79 69 53 30 79 53 77 67 61 42 40 41 61 28 54 49 22 49 75 64 46 87 19 87 49 22 87 46 68 19 46 64 63 28 75 65 40 69 61 29 28 61 69 21 79 53 74 71 21 79 21 53 67 53 74 21 79 15 36 71 30 71 30 15 0 15 31 69 
-38 70 48 19 46 19 60 48 46 22 28 63 77 40 28 75 97 64 28 40 29 75 61 67 41 63 75 64 97 65 63 77 31 41 67 41 61 29 42 41 40 28 40 29 54 75 49 54 75 46 22 46 22 75 54 49 22 46 49 54 87 49 46 64 19 48 94 39 75 29 40 64 18 48 8 60 55 33 55 82 
-123 91 37 98 96 98 96 55 96 52 83 98 83 96 127 91 37 33 43 91 37 43 37 91 37 43 93 43 123 125 127 26 108 32 81 99 119 59 99 81 99 81 99 124 126 103 117 13 47 102 113 102 47 99 59 119 108 106 52 76 33 76 55 76 96 37 93 57 83 55 56 108 26 108 119 130 119 127 26 99 
-128 104 12 20 11 16 20 116 11 14 12 16 118 109 100 16 12 20 104 14 104 14 20 11 12 16 118 112 118 14 11 104 20 100 114 20 11 112 86 115 116 104 16 20 100 110 100 110 114 100 114 100 12 11 12 104 116 11 128 116 86 12 104 20 14 118 86 12 16 20 118 115 118 112 116 115 112 86 112 86 
-26 99 81 32 119 106 32 99 81 26 119 130 119 32 99 81 59 13 62 78 13 62 78 13 117 126 121 124 95 129 17 129 121 124 121 124 121 126 103 44 101 85 17 129 121 124 126 129 105 107 129 103 62 113 102 47 119 32 113 26 99 81 99 81 26 108 106 26 108 106 52 106 119 32 81 32 81 99 59 99 
-110 109 20 11 20 116 110 114 110 118 12 115 14 16 118 112 114 112 86 109 114 109 128 110 114 110 114 100 112 20 12 109 114 112 104 14 16 14 11 104 16 128 118 116 118 116 118 115 11 14 104 100 110 20 104 14 128 16 11 86 115 11 16 86 16 11 16 11 20 12 116 104 114 16 12 115 14 116 20 11 
-44 95 44 103 117 92 130 119 59 117 13 107 73 78 90 124 121 126 121 126 103 117 92 117 92 130 119 130 119 106 119 130 113 102 62 13 73 88 85 17 101 88 73 107 73 107 73 107 105 72 105 72 88 101 44 129 35 126 121 124 81 26 99 32 108 32 108 32 108 106 91 89 123 122 123 125 123 125 123 37 
-10 50 27 2 7 2 4 50 1 50 27 50 51 2 51 24 10 36 24 45 24 45 9 5 24 10 36 79 53 61 41 69 79 74 21 74 21 69 77 74 79 67 63 64 75 40 61 40 22 65 97 49 19 82 55 57 55 56 83 55 76 55 52 96 98 82 38 19 38 82 19 48 46 49 75 54 75 87 70 23 
-101 111 105 111 72 105 111 105 72 105 72 105 72 111 88 72 111 105 34 126 121 126 101 17 101 72 105 17 105 72 105 72 88 85 101 17 35 126 121 124 81 99 102 99 59 81 92 81 117 47 13 47 102 47 13 62 47 62 13 102 47 124 126 62 78 13 62 102 113 102 78 102 113 102 90 102 113 102 113 102 
-28 75 40 23 18 70 60 55 57 38 82 38 19 49 22 87 49 87 19 48 49 94 82 83 52 106 98 82 8 68 57 83 98 96 98 83 55 56 55 76 33 96 83 52 83 52 93 55 76 55 82 94 82 48 94 23 87 64 28 29 61 29 69 67 61 41 28 61 53 79 30 71 30 71 74 67 31 15 31 67 
-116 86 112 115 116 109 100 109 128 16 100 16 104 11 12 20 86 112 115 112 100 109 12 115 128 86 112 118 100 109 112 86 118 116 115 104 16 104 11 20 86 100 109 110 14 128 112 86 112 110 109 100 11 16 104 116 118 115 116 104 12 16 20 16 104 12 104 16 128 112 114 110 114 110 109 112 118 16 12 11 
-114 11 100 12 116 20 118 116 11 14 109 110 104 14 16 128 16 115 128 86 115 20 12 14 115 16 14 20 86 104 11 109 11 112 86 118 128 110 14 12 16 114 100 109 114 109 100 114 100 110 115 116 86 100 109 100 109 100 116 118 115 20 16 115 118 104 110 20 11 116 115 118 20 11 20 16 104 20 104 16 
-120 8 120 8 68 19 48 46 22 19 22 87 97 61 53 71 67 61 41 61 41 67 31 61 74 77 61 41 67 21 79 53 77 40 61 40 29 75 97 64 75 54 75 54 75 29 54 65 61 40 61 74 77 63 77 42 77 71 67 41 31 53 74 77 79 71 30 71 30 71 21 79 69 31 77 79 53 41 61 67 
-115 128 86 112 118 112 116 118 116 11 114 115 11 14 104 20 14 20 14 104 11 14 12 104 12 20 14 11 16 12 20 114 100 109 100 110 114 109 110 109 100 104 16 100 109 104 128 14 11 118 112 118 128 100 114 100 110 16 100 114 20 112 12 114 109 110 114 110 118 112 12 86 116 118 12 112 128 109 112 86 
-31 74 69 74 71 15 0 6 9 45 24 45 9 5 9 24 10 84 27 1 50 58 45 15 0 45 30 71 30 79 77 40 28 64 22 54 64 97 65 61 53 41 67 77 53 67 79 30 71 31 77 29 28 29 77 42 77 74 53 30 71 30 71 74 79 74 21 30 79 53 67 53 31 15 0 15 71 21 74 42 
-84 27 4 1 4 10 50 4 58 45 24 4 2 7 51 1 84 4 7 6 10 50 58 1 58 15 0 15 71 31 41 40 77 74 79 31 15 21 74 21 71 30 71 30 74 69 74 69 28 97 75 22 39 87 48 80 68 46 70 48 19 49 22 54 64 28 64 28 61 77 61 41 31 36 84 1 24 45 24 45 
-73 107 73 88 73 88 105 72 111 105 17 126 121 124 126 103 95 117 121 101 78 47 102 59 99 81 59 99 81 32 119 106 98 96 56 98 33 55 98 82 57 8 68 94 80 8 68 60 70 94 46 65 63 41 40 29 69 21 74 21 79 53 67 53 41 61 53 61 53 79 69 21 79 21 69 21 71 79 71 79 
-107 73 107 105 17 126 35 34 35 129 121 126 121 124 121 126 121 34 124 126 121 126 35 34 126 35 126 121 126 121 124 34 35 121 124 126 121 124 126 121 124 90 124 121 126 121 126 124 126 124 126 35 126 85 13 78 99 59 81 119 59 13 62 103 124 78 92 81 62 34 73 88 73 107 101 95 103 95 103 117 
-106 119 99 59 99 32 99 81 119 59 99 119 106 108 106 119 99 81 119 127 108 26 108 127 91 37 91 96 123 37 43 37 43 37 91 37 123 55 98 96 98 52 98 83 96 56 83 98 55 52 83 55 76 33 55 57 83 98 57 93 98 76 98 52 125 96 93 57 60 94 82 8 39 22 87 46 87 19 87 65 
-34 126 35 126 121 126 121 124 121 124 90 32 81 99 92 13 117 124 103 95 117 126 121 126 121 111 72 105 107 73 13 62 124 99 81 119 99 130 99 32 99 119 32 119 81 59 13 102 124 121 129 121 124 121 124 121 124 121 34 35 34 35 34 35 34 35 34 124 107 13 113 102 47 78 62 73 88 101 88 105 
-93 123 55 82 55 83 56 83 98 82 76 93 56 98 52 96 52 83 55 33 37 91 37 123 98 57 68 57 8 82 8 82 83 55 56 96 37 91 106 91 37 91 43 37 91 43 89 83 98 52 83 56 96 55 98 83 55 52 89 123 89 123 89 123 89 125 89 123 122 123 89 125 123 122 123 125 122 123 43 37 
-86 11 12 104 12 11 116 118 115 116 115 104 112 20 11 20 100 109 110 114 100 114 110 16 104 11 16 12 11 16 12 14 12 16 14 12 104 12 114 104 16 104 12 11 16 12 128 12 114 16 12 112 118 20 11 115 118 116 16 14 104 20 16 115 11 118 14 11 104 14 12 16 12 11 16 11 12 20 14 115 
-96 98 55 76 55 82 94 23 48 70 39 94 46 87 48 38 82 70 82 76 98 89 123 122 89 122 127 91 43 123 127 125 122 123 106 26 108 106 125 89 123 125 122 123 89 123 127 123 89 123 127 125 122 125 123 76 82 94 23 46 64 61 65 75 54 75 64 63 97 75 54 49 48 80 60 19 39 22 19 87 
-100 118 110 114 116 112 109 110 114 11 128 86 115 112 86 112 115 118 104 20 12 16 11 118 116 118 128 20 115 20 115 116 118 112 115 116 115 16 11 116 114 16 11 118 100 115 14 104 14 11 104 16 14 110 20 104 20 86 115 116 115 16 14 16 115 118 116 118 112 86 114 110 109 110 109 110 109 110 114 100 
-98 55 56 55 93 98 52 96 83 52 83 57 98 82 94 23 94 8 57 93 33 76 82 19 23 70 94 80 60 55 33 56 76 33 93 33 76 57 98 83 55 98 83 57 82 70 46 49 87 97 75 22 49 22 70 38 120 57 68 57 8 57 68 8 46 64 75 54 75 28 40 41 31 15 31 67 41 63 97 75 
-71 36 84 27 84 79 21 79 21 71 30 71 30 71 21 74 29 53 63 77 61 53 61 41 40 61 40 61 41 61 31 15 71 31 79 74 63 65 64 46 64 75 63 67 69 67 74 66 79 21 79 21 79 21 79 74 30 71 45 84 36 24 9 4 51 2 51 50 51 1 4 50 36 66 21 36 10 50 51 27 
-99 117 95 85 13 78 13 113 47 62 78 62 78 102 113 102 47 102 113 102 117 92 117 99 26 119 127 123 125 89 122 123 125 122 125 122 125 123 89 123 89 123 122 89 122 123 76 33 55 56 83 52 98 76 33 55 56 55 56 52 93 55 60 57 60 57 83 57 93 56 93 76 55 82 55 82 98 83 57 98 
-15 31 67 71 74 77 29 42 77 74 71 30 71 30 53 29 77 41 75 18 75 40 65 41 31 53 21 79 30 71 77 41 40 42 40 41 31 41 28 49 54 75 63 75 54 75 29 40 22 19 75 22 28 65 61 41 31 15 0 71 30 77 31 77 29 40 77 31 21 69 29 61 64 75 54 29 42 61 97 54 
-121 124 121 126 121 126 121 124 121 126 103 44 103 124 121 124 121 124 117 81 124 121 126 17 111 72 105 72 105 88 107 73 107 88 73 107 73 107 88 105 72 111 88 73 107 73 88 62 99 119 130 108 119 99 59 99 32 108 119 59 119 106 52 106 26 99 32 99 119 99 26 108 106 52 93 83 98 96 89 123 
-50 58 50 36 10 36 10 36 27 4 84 36 21 71 30 71 30 21 79 77 61 29 63 28 75 29 67 61 29 61 40 42 29 67 31 15 0 15 71 30 79 42 40 63 28 63 77 69 79 66 67 53 61 67 53 31 71 74 21 53 61 31 41 61 74 69 31 15 71 74 21 53 79 53 69 74 53 61 77 42 
-97 22 87 48 94 18 70 23 75 22 39 19 48 19 49 46 8 57 8 82 94 46 8 68 57 98 52 96 106 130 119 32 81 99 119 59 99 119 26 99 117 92 117 92 130 119 99 124 99 32 59 119 106 108 119 108 26 99 59 81 124 121 17 129 121 124 90 81 99 26 127 123 106 56 83 98 83 52 98 106 
-48 46 49 87 70 46 23 94 82 76 93 56 89 127 91 55 37 43 37 43 37 43 37 43 37 91 37 91 37 91 37 91 37 91 43 37 43 91 43 91 43 38 70 60 38 94 18 94 22 49 22 39 23 94 70 39 120 46 48 23 18 23 46 19 38 70 23 94 38 94 80 70 64 22 23 94 23 18 70 48 
-35 95 34 13 81 32 122 89 123 93 56 52 56 43 56 76 33 82 93 55 56 83 98 83 96 52 56 55 76 52 127 91 37 91 37 43 37 91 37 91 37 91 106 130 99 119 32 92 124 81 99 130 102 78 113 102 113 102 47 78 62 78 47 13 78 47 130 102 130 59 117 95 103 95 126 121 126 121 124 121 
-83 93 98 106 52 56 83 98 93 83 52 83 82 38 60 48 46 23 22 23 54 75 97 65 64 75 22 97 65 28 40 77 42 74 29 42 53 21 74 21 36 79 74 53 42 29 42 29 42 74 69 53 42 40 61 40 42 40 75 65 49 65 40 28 64 63 64 75 28 41 40 61 63 29 97 22 65 40 64 54 
-81 99 81 119 130 26 59 62 13 102 113 47 59 99 32 119 32 99 119 108 130 113 102 113 102 113 78 13 62 13 62 13 59 113 78 113 119 106 52 83 98 57 8 68 57 68 8 57 83 52 96 56 52 96 83 89 55 76 33 55 98 106 119 59 119 81 124 126 121 126 121 126 34 35 34 124 121 126 121 124 
-8 94 18 94 46 19 46 87 48 70 94 39 87 22 65 40 61 41 29 42 53 71 15 31 15 31 79 77 40 29 42 77 67 61 41 61 41 29 65 40 65 61 41 53 61 53 31 66 41 40 42 61 65 42 41 69 40 65 40 77 40 41 67 61 65 40 77 42 65 61 69 77 42 40 28 64 63 77 74 71 
-21 31 74 21 79 21 69 74 21 77 79 21 36 10 24 9 45 24 9 5 24 9 24 9 50 27 2 51 4 51 2 7 2 7 10 71 15 31 41 65 61 67 53 61 74 29 42 74 21 77 67 53 69 63 41 61 65 97 63 77 41 40 77 41 31 71 74 69 21 79 21 53 71 30 71 15 0 10 6 2 
-82 68 38 8 38 8 68 57 60 98 123 127 106 119 127 26 59 99 124 117 95 103 95 101 78 13 62 13 62 78 62 13 62 59 92 117 92 119 106 98 56 52 98 52 98 56 55 57 8 82 94 48 46 87 23 46 75 54 75 42 29 54 97 75 54 75 64 54 75 64 97 65 49 28 22 46 23 94 38 82 
-125 130 26 108 125 130 119 127 91 43 37 33 93 91 76 33 37 43 98 83 96 83 52 108 26 119 106 56 96 56 83 93 55 76 43 37 91 37 123 122 119 59 81 32 81 32 99 117 59 99 78 85 13 47 78 13 73 107 73 62 13 62 78 90 32 99 119 130 119 125 89 125 122 125 122 89 56 83 89 106 
-72 105 95 17 72 105 111 72 101 73 126 129 85 13 73 107 78 117 35 34 126 124 121 117 81 32 99 130 119 59 119 32 59 99 26 47 102 78 47 13 101 88 72 107 78 47 13 62 102 47 102 81 99 113 81 90 59 62 13 35 101 88 105 72 107 105 72 105 111 105 72 105 111 105 72 85 126 13 99 130 
-69 66 79 21 79 53 77 31 61 28 65 40 65 28 61 28 41 53 30 31 53 42 29 42 40 69 79 53 21 30 21 71 21 53 67 77 53 61 65 28 22 94 23 18 94 18 94 46 19 87 28 22 94 48 46 48 70 94 22 49 75 54 22 87 75 54 75 28 40 41 40 61 53 61 67 69 79 77 67 41 
-11 14 104 12 104 100 109 110 86 114 14 20 11 14 114 12 115 16 118 112 86 12 14 104 14 20 12 11 12 14 128 100 86 112 12 100 128 109 114 128 115 118 14 20 11 115 116 104 11 104 114 100 110 114 12 14 11 14 16 110 11 20 104 20 104 11 12 11 118 116 104 118 104 16 112 118 86 100 109 110 
-20 12 128 86 20 16 11 104 118 116 118 116 11 112 86 118 116 118 115 20 115 12 14 86 14 20 104 20 104 16 116 115 86 20 104 16 20 11 16 12 104 110 16 104 128 115 109 110 100 114 109 114 100 16 115 14 128 118 115 118 110 112 100 109 114 109 110 104 20 104 16 14 104 12 16 20 11 14 104 14 
-112 14 86 115 14 16 112 109 100 109 110 14 12 104 16 12 115 12 16 20 12 16 11 14 16 12 14 115 112 12 112 115 118 112 14 20 104 128 100 114 100 109 114 110 114 109 116 16 100 20 14 109 110 114 104 128 14 11 16 20 12 16 104 11 16 14 12 110 12 104 11 112 86 128 118 11 114 109 20 104 
-79 67 31 15 31 15 71 53 30 71 30 71 30 71 30 71 74 21 79 74 53 69 74 69 79 53 67 31 15 31 67 53 61 53 61 64 63 77 29 75 64 49 75 54 64 54 75 29 61 69 53 79 21 69 21 79 53 41 77 61 53 31 77 21 53 66 77 40 41 31 41 31 77 74 30 79 53 29 77 30 
-24 2 51 2 27 84 50 4 1 4 1 27 36 24 9 5 9 5 9 5 9 45 84 36 9 45 5 9 27 4 10 50 2 6 2 7 2 5 9 5 45 24 25 9 24 9 5 9 45 24 9 5 9 5 9 5 4 58 6 24 36 1 4 50 58 50 1 6 58 50 58 50 10 51 7 51 9 36 0 10 
-27 1 51 2 51 7 3 51 2 6 58 6 50 71 30 71 74 21 74 30 71 21 71 30 53 61 29 42 75 97 28 29 77 67 61 29 28 65 22 46 18 94 19 87 48 70 94 82 94 46 39 23 94 39 120 68 57 8 57 8 68 8 68 120 8 57 38 19 38 48 46 94 38 57 82 38 37 33 83 56 
-47 13 78 13 85 105 111 95 103 126 103 95 117 95 103 44 95 85 88 111 105 111 88 62 13 78 47 78 62 13 62 13 62 13 126 34 72 101 72 17 129 121 107 72 105 72 105 88 73 88 107 73 107 73 107 73 107 73 107 85 44 17 105 72 105 35 126 121 124 121 126 121 88 73 107 73 107 73 107 72 
-118 109 116 128 118 86 14 20 14 104 16 20 16 20 104 12 118 116 118 116 20 110 109 112 115 14 112 86 116 128 112 86 115 116 109 110 114 110 128 86 110 14 20 12 11 14 16 115 14 16 20 128 100 114 86 116 115 12 104 128 12 20 11 12 104 116 118 11 12 118 100 109 100 110 114 100 114 100 109 115 
-7 50 27 7 51 2 51 2 7 3 51 4 36 84 79 21 79 53 79 74 53 30 71 30 71 31 15 0 15 58 51 4 50 58 50 1 51 1 27 4 36 9 5 9 5 51 4 36 31 42 40 65 61 77 53 61 41 63 77 63 67 53 67 42 29 77 29 42 74 21 69 74 21 30 71 74 61 67 77 74 
-5 10 50 9 45 24 84 27 1 4 50 58 45 9 5 9 5 9 5 9 24 9 27 84 27 50 58 6 50 4 10 1 27 84 1 50 4 51 7 51 2 51 2 7 2 51 7 58 50 2 6 7 2 7 2 1 27 84 1 50 36 4 51 4 84 1 2 50 10 4 2 58 50 1 58 6 51 3 4 51 
-126 103 44 95 44 126 103 121 126 121 124 81 119 26 130 119 106 52 98 56 52 96 56 33 76 33 76 55 56 106 123 93 82 83 98 52 106 98 82 98 96 83 56 96 56 96 98 55 82 55 76 56 52 98 83 98 83 98 83 52 83 96 98 83 56 55 33 37 43 91 37 91 37 43 82 38 98 56 55 98 
-39 28 63 41 75 65 28 65 75 40 29 75 54 46 22 28 64 63 67 41 28 49 22 29 77 29 54 75 40 65 97 75 63 64 75 64 97 22 75 54 75 65 75 65 42 79 77 67 31 67 41 67 61 28 61 69 67 41 29 42 74 77 29 75 46 48 60 48 70 60 98 93 57 55 43 91 37 91 37 91 
-12 100 110 118 115 116 100 20 14 116 112 128 16 104 114 109 114 112 104 100 109 114 16 104 112 86 115 20 14 12 16 11 104 20 116 112 104 100 109 110 12 114 110 100 109 20 104 12 118 116 112 116 118 112 115 116 109 116 109 14 112 128 86 20 86 109 110 100 110 14 20 116 115 100 114 109 86 20 12 20 
-57 33 76 55 33 76 33 76 98 83 33 76 93 98 60 8 82 48 70 22 49 22 75 49 64 94 120 8 57 68 8 38 55 83 93 55 83 52 96 56 83 93 96 98 57 60 70 18 94 23 87 75 54 75 97 64 46 87 70 48 49 54 87 49 70 23 48 87 19 18 70 46 94 46 87 19 82 83 98 96 
-109 20 16 115 116 20 11 14 20 12 104 14 12 11 12 14 16 12 16 12 11 114 116 115 116 115 110 114 110 109 114 100 114 20 14 12 11 12 104 12 14 114 109 116 14 12 114 110 114 110 109 110 114 109 100 114 110 109 100 110 109 115 109 110 109 100 116 115 20 11 116 118 16 20 12 11 14 100 112 20 
-46 94 82 8 38 82 70 94 46 28 65 40 29 53 69 40 41 31 41 40 28 54 87 22 49 46 22 94 38 94 38 48 94 48 19 82 70 49 75 29 75 64 97 61 41 63 28 64 46 19 80 57 82 98 83 52 83 52 56 76 33 43 91 43 91 37 43 91 106 56 76 55 76 55 52 98 60 55 57 68 
-32 92 32 119 26 113 102 47 62 73 107 73 88 73 88 62 13 78 47 117 92 117 92 117 92 130 32 81 59 99 113 102 113 102 113 102 113 81 32 99 119 106 98 76 82 94 48 94 23 70 48 70 19 60 48 70 68 57 8 57 60 98 83 56 98 52 83 52 83 98 60 8 68 57 98 82 98 96 98 56 
-90 32 108 106 98 82 98 93 55 93 55 57 8 38 19 87 48 49 75 65 87 49 39 75 64 46 94 64 61 67 41 69 79 53 67 61 63 40 22 87 49 75 97 75 54 75 97 61 41 31 67 41 79 69 53 79 71 31 41 67 61 69 53 61 41 67 31 79 53 42 69 61 74 21 42 41 61 64 65 40 
-23 46 48 87 28 63 77 63 75 97 87 75 87 22 70 87 19 22 65 54 75 19 22 87 19 54 49 65 97 87 28 64 23 87 97 65 61 65 64 65 46 65 61 28 65 97 61 75 46 70 82 83 82 98 57 55 93 98 106 91 56 83 56 98 80 8 94 68 39 68 120 8 48 49 87 48 46 70 54 49 
-16 114 12 20 116 86 100 110 114 104 86 109 116 118 116 114 116 115 116 118 16 11 16 104 12 104 115 20 11 100 114 12 11 20 128 116 118 116 115 20 12 110 114 110 14 12 104 12 104 16 104 112 116 118 116 128 112 100 110 109 114 110 109 114 109 114 110 100 114 112 116 128 86 20 109 112 14 104 20 104 
-36 4 51 2 6 51 1 51 2 7 2 51 2 51 2 50 4 24 84 36 24 27 50 58 6 7 51 4 9 5 9 45 9 27 36 1 7 5 9 5 45 9 5 9 27 4 0 30 21 74 69 74 79 74 15 79 84 27 50 36 10 50 4 50 6 2 7 2 7 3 7 3 7 2 7 2 51 6 51 7 
-54 97 22 64 39 49 19 48 70 23 48 80 60 55 98 52 91 37 91 43 91 96 125 122 119 106 108 119 59 99 59 81 99 119 26 127 123 37 91 37 91 43 37 43 52 33 55 93 76 55 76 93 52 83 56 52 98 106 98 82 8 57 93 98 82 55 98 108 26 108 106 98 52 56 55 83 96 106 127 32 
-103 126 117 92 117 35 34 35 117 73 88 105 111 105 72 111 105 72 17 101 88 62 78 73 88 73 78 99 59 99 78 62 81 124 103 105 72 105 72 17 105 72 105 17 101 72 85 95 103 95 103 85 95 101 62 78 117 47 119 90 124 92 117 92 119 26 106 119 108 32 59 99 59 99 117 92 117 92 119 99 
-49 70 48 49 87 22 39 48 82 98 52 98 55 33 76 57 55 123 125 122 123 89 123 37 123 122 125 89 125 89 123 122 125 123 89 122 123 83 98 83 82 57 83 98 56 83 98 76 33 55 93 76 33 76 33 76 55 56 83 52 56 98 83 55 60 55 33 76 55 89 56 106 119 108 26 32 81 59 81 124 
-55 82 19 46 19 75 64 75 54 75 22 97 28 41 67 61 41 61 67 69 74 69 74 79 21 30 15 31 41 40 28 22 19 87 48 70 48 46 23 70 22 23 18 94 23 48 94 23 94 80 55 83 57 93 57 98 55 82 48 87 46 48 60 48 46 64 22 49 48 46 64 46 48 19 46 23 94 23 18 94 
-19 49 87 49 87 49 28 63 77 69 53 77 74 61 41 31 15 31 53 79 21 74 53 31 41 67 63 65 49 48 46 120 82 38 82 38 94 38 37 52 83 56 98 52 83 56 83 52 83 98 76 55 82 98 38 48 49 75 29 54 75 49 28 29 63 67 77 40 97 46 87 46 64 28 64 28 40 28 65 61 
-88 73 107 88 73 107 73 103 62 95 117 59 81 99 59 81 78 47 62 13 78 62 13 73 107 72 88 73 107 105 72 105 72 111 44 72 105 72 105 72 105 72 105 72 105 72 105 72 105 107 73 88 107 73 107 72 105 72 107 73 107 73 107 103 73 34 13 47 13 62 13 78 13 113 13 101 105 111 105 111 
-14 114 110 114 109 110 109 100 104 11 14 104 12 20 16 20 86 12 20 104 16 104 14 86 14 16 118 116 115 116 118 115 118 11 104 20 114 112 115 118 116 118 11 14 20 11 12 104 11 104 118 12 11 12 16 20 128 112 86 109 20 86 100 114 110 109 110 100 114 109 11 16 20 16 100 114 109 114 12 16 
-65 22 29 22 75 29 40 28 63 75 63 97 75 22 23 18 23 65 75 54 64 75 29 97 28 40 61 67 41 31 67 53 41 77 29 77 40 65 40 65 22 94 70 48 46 68 57 83 93 57 68 57 8 68 46 97 40 29 54 97 22 40 77 67 79 69 31 77 40 28 40 69 79 69 53 42 29 28 65 64 
-76 91 76 33 76 55 52 83 56 52 83 57 68 8 57 98 57 38 57 120 8 38 55 33 76 33 76 33 76 98 82 8 82 83 56 96 52 56 96 83 91 43 91 43 37 91 37 43 33 76 33 93 83 98 96 52 123 37 91 37 43 123 108 32 99 117 62 95 85 126 121 103 126 121 126 124 126 129 121 129 
-92 62 88 105 85 105 88 72 95 85 13 78 99 119 59 32 81 99 59 119 99 78 13 102 113 102 13 102 130 119 106 26 108 106 119 59 78 13 62 73 107 88 107 73 107 73 62 13 62 101 73 107 88 117 95 111 72 105 129 111 72 105 107 88 13 90 102 47 102 113 102 26 99 32 81 32 81 119 106 52 
-130 90 32 108 119 99 26 108 26 99 119 99 81 59 99 102 113 81 99 81 32 99 119 99 59 99 81 119 59 99 119 130 113 92 32 99 119 108 106 127 91 37 91 56 98 96 106 130 119 59 99 124 81 119 32 81 59 102 47 13 47 62 13 62 78 113 102 47 99 59 119 130 99 26 99 32 99 59 99 32 
-105 111 105 111 105 72 105 111 44 103 121 124 121 126 121 126 103 95 103 44 103 44 111 105 101 35 126 121 126 124 117 78 13 95 117 92 117 99 124 126 17 105 107 73 107 73 107 72 107 73 88 101 126 121 35 101 85 105 17 101 105 72 107 35 95 44 95 13 126 121 124 121 117 95 85 95 44 111 72 111 
-6 3 25 3 7 51 2 51 7 4 7 2 7 4 58 51 3 7 2 51 3 6 58 50 4 27 4 50 1 10 50 36 10 36 50 71 30 71 21 79 30 71 30 74 42 40 61 29 54 64 28 40 28 97 75 40 64 63 77 40 61 67 61 40 65 46 87 22 75 22 75 41 42 74 30 45 24 9 24 9 
-124 62 13 73 107 73 13 62 73 62 101 78 13 47 92 99 26 99 78 101 78 13 102 113 102 113 62 73 107 88 73 62 13 47 102 47 13 62 13 62 78 47 113 102 78 95 124 99 119 106 98 93 76 93 56 83 91 37 43 93 98 38 48 70 87 39 49 97 49 75 65 22 70 18 94 46 87 46 48 87 
-63 64 40 75 22 28 29 42 61 28 75 49 48 87 94 87 48 87 19 48 38 19 87 48 46 70 48 87 22 40 65 40 61 53 30 71 15 71 53 71 53 67 42 67 77 29 54 65 97 46 22 65 28 40 65 61 69 74 71 30 71 30 71 30 36 27 4 50 58 50 27 9 45 9 84 24 45 9 27 84 
-66 79 77 67 31 15 31 41 69 79 53 71 30 15 31 61 41 69 77 31 41 63 69 74 79 71 79 21 74 61 65 46 68 8 120 8 68 8 68 8 68 8 68 57 38 8 39 19 8 68 46 22 97 22 46 23 94 19 70 68 19 64 75 97 65 54 22 49 19 38 57 55 56 98 96 83 56 98 76 33 
-87 18 97 75 64 87 22 40 77 53 74 66 36 79 53 71 30 0 15 0 15 0 15 31 61 97 28 75 29 42 67 53 31 79 77 67 63 28 40 41 67 41 53 61 28 41 67 61 69 79 30 71 79 21 79 36 84 27 4 1 4 50 58 4 27 10 4 27 58 24 10 36 84 10 4 2 7 2 51 1 
-42 28 61 41 63 41 31 41 67 61 40 65 75 64 28 64 49 97 39 70 39 70 48 70 48 87 48 46 64 97 22 28 65 61 53 77 29 40 69 28 61 53 67 31 74 79 71 30 71 30 77 29 75 64 46 49 22 49 39 19 23 22 87 49 22 49 46 22 49 28 64 70 87 97 49 46 49 70 94 23 
-22 49 22 65 64 22 23 18 94 38 19 48 70 39 87 97 22 75 28 87 49 48 87 46 19 87 49 22 65 61 65 61 40 65 87 70 48 94 82 38 19 39 19 23 70 49 87 94 82 38 8 38 19 48 87 70 22 97 75 22 65 64 28 29 67 30 71 30 71 30 15 30 74 69 29 65 22 75 64 46 
-2 25 3 25 3 4 51 2 27 50 1 50 1 50 58 6 2 27 58 50 27 4 51 7 10 50 1 51 1 51 7 6 3 51 50 1 4 10 51 5 9 5 9 10 50 10 58 50 58 10 4 10 27 1 7 3 2 51 1 51 2 51 7 51 7 51 4 51 4 51 50 36 58 6 58 6 2 51 7 2 
-68 38 70 46 68 8 57 82 38 94 82 83 52 106 98 83 98 83 52 83 52 55 60 80 94 87 48 87 48 46 87 19 70 94 38 82 94 70 39 70 80 82 38 98 56 93 55 83 56 52 83 98 91 127 125 127 119 26 81 32 108 56 52 125 123 43 52 55 83 57 83 56 98 56 55 83 57 68 57 68 
-37 43 91 55 56 93 55 76 33 76 96 106 56 55 82 94 80 94 82 94 22 87 46 48 19 87 19 22 46 23 48 23 18 23 94 48 70 48 82 55 43 37 91 43 52 76 55 33 76 33 76 33 76 33 55 60 55 93 33 76 55 52 98 55 60 48 46 8 19 38 82 55 83 56 83 93 57 76 33 76 
-95 73 88 107 73 107 105 72 105 72 105 103 101 72 88 107 72 111 72 88 72 105 72 107 73 107 73 107 73 62 78 47 78 62 13 102 113 102 13 113 13 99 119 130 108 32 127 125 89 123 76 93 83 98 56 96 98 83 56 55 83 98 52 98 55 98 56 106 96 93 56 83 52 56 98 83 57 98 57 98 
-18 54 64 63 41 79 74 21 74 21 71 30 71 30 0 51 2 7 1 6 45 9 27 36 30 71 30 71 10 24 45 24 9 5 45 24 4 24 9 5 45 5 9 5 24 5 9 36 50 10 4 50 1 4 1 51 2 7 2 51 2 7 51 10 36 10 58 84 1 27 50 1 2 51 58 27 45 9 36 10 
-9 5 50 51 2 7 25 3 9 45 24 4 2 51 1 27 9 24 9 45 9 24 9 45 9 36 66 79 21 71 10 36 21 61 67 41 61 65 63 64 22 75 65 75 22 29 42 67 31 41 67 41 61 65 29 41 67 71 30 71 79 36 27 45 9 5 45 5 9 45 24 84 45 9 5 25 24 9 5 9 
-67 41 69 63 28 75 22 40 42 21 53 79 67 74 77 67 31 71 53 61 75 54 75 64 63 28 49 48 70 19 64 28 65 61 53 71 30 71 30 21 66 84 24 45 5 24 45 9 36 50 10 4 51 58 50 58 6 50 27 4 51 2 51 2 6 51 3 7 2 4 10 50 27 1 2 51 2 51 2 51 
-104 112 110 86 115 100 110 114 14 16 14 16 20 115 116 100 16 12 20 12 16 14 12 16 104 12 20 12 11 12 116 128 112 11 16 12 11 118 116 115 104 112 14 112 12 110 100 110 100 110 114 110 114 110 100 109 20 109 110 114 12 100 109 114 100 110 86 116 14 12 20 14 16 104 112 109 100 114 100 114 
-89 37 91 37 91 123 127 26 99 130 119 130 119 106 56 98 83 57 93 55 98 83 56 125 122 125 123 89 123 127 32 99 62 124 121 124 81 32 92 117 90 124 117 99 32 108 127 32 99 113 102 113 78 85 126 103 117 103 17 126 85 95 13 99 78 13 78 102 113 13 78 13 62 13 102 113 102 47 13 62 
-41 40 29 67 41 67 53 79 74 79 74 71 53 31 67 63 29 42 21 79 71 21 74 53 61 28 64 75 46 94 18 19 46 94 38 82 38 19 46 48 39 49 46 19 48 60 48 94 38 48 46 70 60 55 76 33 76 93 76 55 96 52 55 83 98 57 68 120 60 80 60 70 48 70 87 48 60 55 98 83 
-13 92 130 92 90 124 121 126 121 126 44 95 44 101 95 44 103 95 103 44 95 44 95 117 92 117 126 103 62 90 113 102 59 78 47 78 99 81 119 130 108 26 90 124 121 124 126 121 126 121 126 121 126 121 126 117 92 117 81 32 125 122 123 127 122 123 89 123 43 123 91 76 33 76 55 57 83 82 98 82 
-58 50 58 10 15 27 1 10 36 66 79 21 79 30 71 15 31 15 36 21 53 61 40 65 97 54 22 75 87 75 22 70 48 46 23 75 61 77 53 67 53 71 30 79 30 71 30 71 67 42 75 29 77 40 29 77 67 61 97 75 64 63 64 28 64 28 69 74 61 67 74 61 65 61 53 61 28 61 40 65 
-70 23 94 80 94 48 87 19 49 48 82 93 76 55 93 76 83 33 37 91 83 52 83 57 8 38 94 18 94 18 94 80 70 94 23 70 87 70 82 38 48 49 70 19 22 40 65 64 97 54 97 64 54 94 18 94 8 57 98 82 94 82 94 80 94 48 94 68 48 8 38 19 38 8 38 94 18 94 48 19 
-45 24 5 9 45 9 5 9 5 9 5 45 9 45 9 5 9 5 9 24 15 31 67 66 79 69 79 74 67 61 67 30 71 53 74 21 74 69 41 61 53 41 61 74 77 63 64 75 61 29 63 28 49 75 65 97 75 29 28 69 74 79 67 77 42 29 42 67 63 77 63 67 41 77 41 63 69 74 77 29 
-119 113 117 92 59 99 117 101 103 95 103 126 72 105 111 105 72 105 72 105 88 107 73 88 105 72 107 73 88 73 107 105 111 105 107 88 107 73 101 126 121 129 126 121 126 124 90 124 101 72 105 17 129 35 126 121 124 121 126 121 126 121 124 126 121 126 121 124 121 126 124 99 119 122 26 119 102 47 78 102 
-122 125 122 125 122 125 89 123 89 123 43 91 127 123 89 125 122 125 89 125 123 125 123 89 123 96 98 56 55 98 91 56 33 93 76 83 96 56 55 56 96 52 98 83 52 98 57 98 52 83 98 96 76 55 52 83 96 93 76 55 33 37 91 37 91 96 98 38 94 82 38 60 55 33 76 55 98 55 76 33 
-33 76 33 55 82 94 80 70 48 19 82 48 46 8 60 55 96 93 56 83 98 93 91 37 43 91 43 91 127 32 26 99 117 92 117 92 81 119 130 26 108 32 99 59 99 32 99 119 99 13 113 102 113 102 13 62 113 78 99 47 113 102 47 102 113 102 47 13 78 13 62 88 107 73 34 35 34 95 35 107 
-64 19 46 48 70 18 23 94 22 19 49 87 94 48 60 38 8 60 48 94 82 38 57 98 82 68 8 68 60 94 38 19 38 82 94 23 18 23 49 22 46 75 22 28 64 63 77 74 69 61 69 66 36 66 84 27 1 4 51 2 51 27 50 2 51 3 25 3 25 3 7 2 51 10 36 27 50 51 4 51 
-75 54 75 22 19 64 97 75 87 49 46 64 28 40 77 67 31 41 74 67 66 67 61 53 61 53 61 41 61 41 31 15 71 45 1 45 9 45 9 24 9 5 24 36 4 51 4 50 36 4 50 10 4 84 27 84 24 1 7 51 7 3 2 51 1 4 1 50 10 36 79 36 50 58 6 2 7 9 27 50 
-3 6 24 45 24 45 84 27 1 50 4 1 27 1 36 50 36 10 36 27 50 4 36 66 21 71 79 84 79 21 77 29 54 19 48 87 39 87 19 49 28 97 54 46 19 46 8 68 38 19 94 23 94 19 82 80 94 82 37 33 96 37 91 37 91 96 91 43 76 33 55 60 55 56 98 83 55 76 33 76 
-53 74 71 66 36 66 84 79 41 42 29 54 75 40 77 29 75 29 42 77 53 21 74 79 69 74 69 29 42 40 61 67 31 67 61 65 61 53 74 31 67 61 69 79 21 79 66 36 24 45 84 27 9 5 9 24 45 4 0 45 9 45 24 9 45 5 45 9 5 9 10 51 2 51 4 51 7 51 1 27 
-4 1 50 36 45 24 45 9 25 3 51 2 51 2 6 1 4 51 3 25 9 45 9 45 24 5 9 5 51 4 1 51 2 51 27 9 5 9 45 84 24 45 24 9 5 45 9 45 5 9 45 9 5 24 45 84 27 24 45 24 45 30 79 41 67 31 21 69 61 53 61 28 64 75 40 75 29 40 22 49 
-94 82 70 87 54 65 28 41 53 61 42 29 75 64 97 22 64 39 46 64 46 87 48 8 18 23 19 39 70 48 60 19 82 8 19 49 46 23 46 19 38 94 18 49 46 97 65 46 54 46 94 80 82 76 82 8 68 8 46 64 46 22 23 70 87 46 48 46 8 57 55 33 76 57 98 83 55 98 83 52 
-117 85 121 126 121 126 121 88 117 47 113 119 99 32 81 32 119 127 122 125 122 123 125 32 125 89 125 122 123 37 123 98 56 52 96 98 83 98 82 19 87 22 39 22 65 40 28 63 67 41 61 41 31 41 53 79 74 67 31 77 67 77 41 61 28 64 54 49 87 48 82 76 55 93 83 123 108 106 56 55 
-78 47 102 99 81 59 78 13 78 13 47 113 32 122 125 123 122 125 122 123 122 96 122 125 89 127 108 130 47 130 90 26 119 81 119 99 81 32 99 81 99 59 99 59 81 32 90 13 126 121 126 121 126 121 126 103 78 62 78 13 59 78 47 13 73 107 73 107 72 107 88 107 73 107 73 88 105 85 17 101 
-108 26 99 59 119 26 130 113 102 113 102 47 62 103 78 34 35 126 121 126 121 126 124 121 124 121 126 35 34 35 34 126 121 124 90 124 121 126 117 92 130 106 119 92 59 99 81 59 99 59 99 59 81 32 99 81 119 59 99 59 117 92 26 108 32 81 99 32 108 119 81 32 81 99 119 130 119 106 96 83 
-17 85 95 117 92 130 119 106 52 83 56 96 55 56 52 55 98 56 98 52 83 56 55 56 96 52 83 93 76 82 94 23 22 39 70 48 46 68 57 68 57 76 33 76 33 76 33 37 43 37 91 43 37 91 37 43 123 108 119 106 108 106 119 59 99 32 119 81 32 127 122 125 32 119 106 119 113 102 62 47 
-43 91 127 125 122 125 122 125 122 125 89 123 106 52 96 52 55 56 98 83 96 98 55 98 43 52 98 55 52 98 96 106 98 57 8 57 38 60 82 55 33 123 89 125 32 99 130 119 32 81 32 119 130 47 62 13 47 78 13 113 102 130 99 59 99 102 119 90 124 92 59 81 99 81 32 47 102 47 13 62 
-40 41 61 42 41 67 31 41 31 30 79 67 41 63 64 23 8 68 8 38 19 48 70 48 46 70 39 48 94 48 49 75 40 64 28 41 77 63 75 64 28 41 42 29 28 54 39 19 38 19 39 46 65 75 54 29 77 42 29 22 64 75 49 46 87 39 94 38 80 57 98 56 93 55 96 98 43 76 91 43 
-127 119 108 106 119 99 47 62 59 117 103 95 103 95 117 92 117 92 117 92 59 26 32 106 98 106 108 91 37 76 33 76 83 98 52 83 52 83 96 56 52 83 76 33 55 76 33 93 57 8 38 80 48 49 75 97 54 97 75 29 61 65 22 40 29 40 75 29 42 53 69 61 69 77 74 53 67 53 69 61 
-111 105 101 103 44 95 44 95 85 17 44 103 95 117 92 117 95 85 95 103 124 121 88 72 85 88 72 105 95 62 113 130 32 99 59 99 81 32 81 59 117 81 32 59 81 32 81 32 59 99 59 119 106 32 119 99 32 119 99 78 92 117 101 117 92 124 121 124 102 113 102 47 13 47 102 113 102 113 78 62 
-59 99 81 99 119 59 78 81 26 92 119 130 119 106 56 52 83 33 76 33 76 98 96 52 83 76 33 76 123 125 89 122 32 125 122 125 123 89 123 91 37 76 43 37 91 37 55 83 98 52 98 83 56 83 98 96 56 55 83 52 83 98 55 98 123 125 89 125 89 123 125 122 89 123 89 125 123 76 93 56 
-56 123 52 91 125 127 123 89 123 89 76 55 83 52 91 108 127 26 125 123 89 123 127 119 47 113 102 113 102 113 13 62 78 13 47 32 81 32 122 108 130 119 106 98 96 83 96 98 83 55 57 93 57 8 57 83 98 96 83 52 98 52 93 76 33 76 33 37 91 123 125 123 125 89 123 125 32 81 99 81 
-102 113 47 102 113 102 13 78 13 107 73 62 13 88 107 88 73 78 47 13 73 107 73 88 73 107 72 95 85 95 117 95 44 103 95 103 117 13 73 88 72 85 101 17 129 126 121 126 124 121 126 121 126 103 95 44 34 124 103 34 103 44 95 34 121 124 121 126 121 126 129 35 34 17 111 105 17 121 129 126 
-80 48 70 94 39 19 48 49 54 97 75 64 19 8 68 57 83 55 57 120 57 55 37 55 93 55 91 96 89 108 106 119 99 81 32 106 119 81 59 119 106 26 106 96 93 55 93 83 52 98 83 52 96 122 130 127 123 89 96 52 56 83 57 82 48 46 48 19 49 87 70 48 82 98 89 123 89 123 43 33 
-74 71 79 21 71 30 71 15 31 15 0 15 0 15 31 67 31 15 0 15 31 15 31 15 31 77 29 77 30 74 69 77 79 69 29 75 29 65 40 42 29 74 66 21 74 69 53 71 74 69 77 69 21 77 31 67 53 79 21 71 30 77 41 61 67 63 65 97 54 75 22 75 54 75 97 75 40 41 31 71 
-25 7 51 6 50 9 6 58 6 2 27 58 24 3 25 4 51 50 58 4 6 1 51 7 51 50 6 4 6 58 51 2 7 51 7 25 7 2 51 4 10 4 1 50 10 9 27 50 58 50 15 0 45 4 58 6 58 6 1 27 36 9 5 9 24 84 27 24 10 0 36 24 30 21 79 74 53 77 53 77 
-85 88 107 73 88 13 47 13 62 13 47 13 62 13 78 13 78 62 47 13 62 13 102 47 78 62 78 102 113 102 113 102 13 62 78 113 102 47 13 78 62 113 102 47 102 113 102 62 78 62 13 78 102 113 47 78 102 113 102 113 13 117 95 44 95 101 103 44 103 44 101 78 13 121 126 103 95 44 103 95 
-113 119 92 102 62 107 73 88 107 73 107 88 73 107 88 73 88 62 92 117 92 130 119 26 108 89 125 123 89 123 125 127 32 108 56 43 37 43 91 127 91 127 130 59 26 92 117 92 130 59 78 47 13 47 13 47 113 102 113 102 113 47 78 92 32 26 99 81 59 99 113 102 47 13 47 113 62 47 78 47 
-91 55 91 76 89 106 52 56 98 83 98 56 55 76 93 57 98 55 33 55 98 56 52 91 76 56 52 83 56 52 98 52 56 98 89 108 106 127 32 81 99 81 119 32 108 52 83 56 52 98 83 55 76 55 96 83 98 57 8 46 48 49 87 54 75 54 49 87 49 19 87 54 49 87 65 22 94 70 46 70 
-30 66 21 41 61 69 79 66 74 66 36 10 9 24 45 9 24 25 9 5 24 36 79 21 74 21 30 21 79 67 31 67 63 29 40 65 49 65 46 70 49 28 54 94 80 68 8 46 22 49 64 28 49 19 48 87 19 68 82 38 19 48 49 87 22 29 75 54 75 97 65 61 53 66 74 69 79 21 74 69 
-51 27 10 4 10 36 9 45 24 27 10 27 4 10 36 10 36 50 9 58 50 10 36 9 5 3 25 3 25 3 7 6 2 51 24 36 24 84 9 45 10 0 51 4 58 15 0 15 31 61 40 41 40 29 22 46 49 87 75 97 75 49 22 70 39 70 60 48 70 46 64 29 42 75 49 46 65 64 28 40 
-61 63 75 22 46 19 38 19 46 8 68 94 23 94 19 48 70 23 46 54 64 63 40 29 42 53 67 41 67 71 31 77 53 61 28 75 64 46 22 87 23 94 82 57 93 76 55 83 52 106 26 106 26 99 130 119 32 122 108 26 119 32 81 26 119 26 92 117 95 13 62 47 99 113 62 78 47 13 62 88 
-60 38 8 82 38 70 82 57 8 68 57 98 52 83 52 98 57 98 93 37 52 83 98 52 98 106 98 82 38 70 48 49 22 94 23 46 49 87 46 22 87 49 75 54 75 28 29 28 63 75 54 49 70 48 70 46 19 87 70 94 68 57 98 56 98 96 83 98 57 93 52 37 76 83 55 76 33 93 98 56 
-129 121 44 17 72 17 111 105 72 105 72 105 129 35 34 35 121 129 121 126 121 126 121 126 129 121 126 35 121 126 121 129 121 126 129 17 105 101 17 44 95 85 95 103 95 44 17 85 88 73 107 73 95 73 107 73 78 99 78 47 102 113 130 81 113 99 117 78 35 34 35 101 72 107 73 107 88 101 95 44 
-52 83 52 56 83 98 57 55 98 52 56 83 52 83 82 98 52 83 56 55 98 55 76 83 56 98 83 123 125 122 125 91 127 123 122 123 122 108 32 119 26 108 106 96 83 52 98 60 80 94 39 22 46 48 94 82 38 82 38 82 60 8 57 83 52 83 98 57 98 76 37 33 83 98 56 52 98 96 98 57 
-29 41 61 53 77 40 29 77 29 28 75 65 63 67 77 41 61 67 41 61 75 29 77 53 67 41 61 41 31 67 53 31 61 65 22 65 22 87 75 54 75 54 75 46 64 19 38 82 93 98 83 93 98 57 8 68 57 83 56 83 98 83 55 98 56 55 33 76 93 55 38 98 82 94 38 43 91 56 55 91 
-77 29 42 77 29 77 29 42 29 40 61 41 74 30 71 30 71 74 67 31 41 40 41 40 69 74 31 67 41 28 49 75 29 64 46 18 23 94 82 19 38 19 38 94 19 38 19 75 40 42 40 61 41 29 42 61 65 41 61 28 97 22 75 29 42 29 75 87 46 64 87 49 75 64 63 40 28 61 41 40 
-1 4 9 45 9 5 3 2 6 3 6 58 50 58 50 10 50 7 3 25 3 7 51 7 51 2 51 3 7 51 3 7 51 50 27 4 10 1 51 2 7 51 1 51 1 50 1 50 4 27 9 45 5 9 50 58 6 1 51 6 51 2 7 2 7 2 51 2 10 58 10 1 27 36 24 1 84 79 53 31 
-62 78 101 88 73 88 105 88 105 111 105 72 105 72 105 95 44 103 95 103 44 103 95 117 78 102 113 102 13 78 117 102 47 13 102 81 102 32 99 130 32 81 99 26 59 81 119 99 59 47 78 62 78 92 130 26 81 59 99 119 130 81 119 59 81 117 95 44 129 35 126 121 126 101 62 13 78 13 73 13 
-0 15 31 74 30 10 36 79 30 0 15 31 53 69 40 41 69 61 63 29 28 64 46 68 8 57 55 37 91 76 57 8 19 23 70 19 60 70 87 46 8 68 8 46 49 46 23 48 19 87 65 41 42 63 64 97 23 70 48 46 22 87 46 68 57 93 33 76 98 83 98 52 83 98 96 56 96 98 55 83 
-38 68 57 98 82 93 55 33 91 43 91 43 91 93 56 52 98 83 52 56 52 98 83 82 57 68 8 82 43 37 76 55 98 106 56 33 93 98 83 98 83 52 56 37 43 37 93 56 83 52 83 56 76 93 96 123 98 55 33 55 80 60 55 52 56 96 83 55 93 76 33 43 91 37 91 43 91 37 43 76 
-123 89 123 43 91 43 91 37 91 43 91 106 119 26 81 99 81 124 81 59 99 59 99 130 119 130 119 130 119 32 59 81 119 26 59 102 47 130 113 102 113 47 119 99 81 99 59 119 106 52 98 96 98 60 48 49 87 70 19 48 82 8 68 8 38 82 38 19 38 48 19 82 76 55 52 98 55 83 82 94 
-128 16 12 20 12 104 12 16 20 14 16 100 110 20 14 104 12 110 104 16 115 112 20 104 14 11 104 128 86 100 112 86 20 11 14 11 14 104 11 12 14 12 100 109 128 86 112 86 14 128 112 86 112 128 11 114 12 104 12 14 12 20 16 118 115 20 16 115 128 100 114 100 110 86 128 112 116 14 12 112 
-26 90 124 107 88 73 107 111 95 44 103 95 103 95 103 117 92 117 92 59 119 59 99 32 99 32 99 124 121 126 73 78 101 88 107 73 88 111 72 105 72 105 72 105 85 78 47 78 62 103 101 88 78 107 73 13 90 13 92 119 32 99 81 32 81 117 92 117 92 117 113 102 62 78 13 95 44 103 34 129 
-110 109 114 12 86 20 114 20 16 115 104 16 104 14 16 118 112 128 112 20 104 14 20 12 14 116 14 20 11 12 128 104 118 115 116 118 100 110 100 116 115 104 20 12 104 20 11 104 14 128 112 114 109 110 100 114 110 100 110 109 114 109 100 11 104 11 12 16 20 104 16 116 86 115 118 86 16 118 116 86 
-44 85 88 107 73 107 73 107 73 88 62 35 34 103 117 99 32 81 99 32 108 106 127 108 26 99 59 119 130 119 99 47 13 62 47 78 62 78 62 34 35 103 95 103 117 92 117 92 130 119 106 98 57 8 68 57 68 8 19 38 98 56 55 82 57 8 82 19 48 70 82 98 56 52 56 55 56 108 127 91 
-10 36 24 45 24 9 5 51 50 27 4 58 50 71 21 79 74 69 77 61 53 41 61 40 77 29 40 61 74 71 15 0 15 0 50 1 51 2 7 4 84 27 9 24 5 7 2 7 2 7 6 50 58 50 4 51 1 9 5 9 5 9 5 9 5 24 5 45 84 1 51 2 7 2 3 7 6 58 1 51 
-101 34 103 101 105 17 101 88 73 107 73 78 47 78 13 62 102 78 62 78 73 88 35 126 124 126 121 126 103 117 92 117 126 103 44 95 44 103 44 95 103 35 111 107 73 107 73 88 107 88 107 73 35 34 35 121 126 17 129 121 126 17 121 126 121 129 17 129 126 124 99 59 99 32 106 119 130 99 32 119 
-28 97 19 38 82 83 52 91 123 127 91 43 91 43 76 33 55 60 70 48 46 68 38 43 91 89 123 125 122 123 89 37 56 123 89 125 122 89 123 125 89 106 56 83 57 98 83 123 125 127 123 37 43 37 43 91 83 33 76 98 56 96 52 56 83 98 83 96 83 52 56 55 56 55 76 55 91 52 98 83 
-116 12 11 14 20 116 86 118 16 104 16 20 128 16 14 86 109 110 109 114 109 110 114 100 114 110 14 110 100 114 100 114 109 110 114 109 110 114 109 114 11 16 104 16 86 115 16 128 12 116 115 116 115 20 16 11 115 104 20 116 118 116 112 118 20 86 112 20 16 20 11 12 20 110 109 100 110 104 16 12 
-114 14 104 20 104 20 12 16 12 20 12 20 100 115 16 20 16 128 116 115 104 16 86 128 109 110 109 104 12 14 109 114 109 114 100 116 11 118 115 100 109 110 20 104 11 104 12 104 12 14 110 20 114 110 109 114 100 116 14 110 16 110 100 114 100 14 12 112 14 16 14 116 118 11 104 12 11 104 16 11 
-120 68 120 8 82 80 48 87 49 46 64 65 61 40 61 41 61 41 29 69 74 69 74 61 67 61 69 21 53 77 66 15 79 31 41 31 41 67 61 69 61 42 31 41 61 41 29 40 61 41 69 53 79 53 42 77 74 53 61 40 65 40 29 75 65 22 40 42 40 65 41 74 21 79 21 69 53 31 15 0 
-115 114 110 100 110 16 12 14 12 11 116 112 128 112 16 11 100 110 100 110 109 114 100 109 100 115 116 115 109 11 16 11 118 116 112 115 118 110 100 116 104 20 12 114 115 104 12 110 100 110 114 110 114 100 109 114 110 114 100 86 112 115 12 11 20 118 112 118 112 116 114 128 16 100 114 100 112 118 115 118 
-31 66 53 61 31 41 61 97 28 97 65 40 42 79 21 42 74 79 84 24 45 1 50 6 9 5 9 45 9 45 9 5 9 45 9 5 9 1 24 45 9 5 9 5 9 5 9 45 27 4 51 2 7 51 6 58 6 4 7 51 50 36 71 84 1 10 15 30 21 67 31 67 77 63 61 65 64 54 75 87 
-84 0 71 24 36 31 36 21 42 66 31 21 79 21 74 21 79 74 77 53 69 21 71 30 74 79 30 84 79 74 53 74 53 31 53 41 61 69 74 61 74 21 53 31 61 40 75 54 75 64 28 65 61 40 54 22 65 28 46 19 38 82 19 23 22 65 23 39 49 64 75 97 75 64 46 48 80 68 57 68 
-73 107 73 107 73 88 62 13 78 13 62 78 47 13 78 47 113 124 78 13 62 102 113 102 47 102 113 102 113 47 78 13 47 13 78 124 90 124 59 78 13 78 47 102 113 130 102 124 121 101 17 85 13 78 113 102 81 113 102 47 13 62 13 62 13 47 13 78 13 78 13 62 13 35 95 117 92 117 92 130 
-107 121 72 121 129 126 117 126 121 126 121 124 81 59 99 59 117 78 113 78 13 62 13 73 107 88 73 107 73 88 34 121 124 121 124 126 121 124 59 26 108 123 76 33 76 33 89 98 43 123 98 106 119 90 117 103 101 129 121 126 121 124 121 126 121 103 95 103 44 103 44 103 95 103 44 85 101 88 72 111 
-106 89 125 52 91 83 98 56 43 93 33 56 98 93 83 96 91 43 37 91 55 37 43 37 43 91 37 43 91 43 91 37 91 37 43 37 91 37 91 37 43 123 43 37 91 43 57 43 91 43 98 83 82 48 68 8 120 8 38 94 48 94 38 48 80 48 19 38 98 83 98 83 56 83 52 98 56 96 83 56 
-34 73 107 62 78 117 99 62 78 13 62 47 90 81 117 81 32 81 59 119 81 59 119 99 32 108 119 99 81 119 32 81 119 108 119 59 99 119 59 99 32 90 124 117 59 92 117 92 130 113 13 113 47 78 103 44 95 103 95 117 92 117 92 130 119 99 59 117 90 124 90 124 99 32 59 78 62 78 88 73 
-93 57 98 83 52 98 57 82 83 93 55 123 76 33 76 93 33 83 98 83 57 8 68 120 57 80 8 120 68 8 120 8 68 57 8 57 83 98 52 55 82 38 37 43 37 98 57 93 56 55 83 55 83 98 83 96 83 98 83 56 55 89 122 125 89 122 125 89 123 125 122 125 89 123 125 122 89 123 89 123 
-86 109 110 100 12 11 16 11 86 100 118 100 110 109 128 112 86 11 14 112 104 86 112 86 116 118 115 128 20 11 12 112 115 11 100 109 110 118 115 118 104 118 16 12 104 16 12 110 20 12 11 16 11 16 14 112 116 20 16 118 112 100 14 12 104 14 104 14 104 14 16 110 109 114 110 100 109 100 114 110 
-96 56 98 83 55 33 37 43 57 82 48 94 23 97 75 40 65 39 19 38 19 94 64 46 87 48 70 48 70 87 49 54 75 54 75 46 75 54 75 87 22 49 54 75 54 87 19 38 82 19 38 82 70 46 64 87 46 49 46 94 120 19 87 23 64 40 61 65 75 97 65 97 65 40 61 67 41 31 77 67 
-100 110 114 109 118 12 11 116 118 14 20 115 112 118 115 128 118 115 116 115 118 115 118 116 118 115 16 104 14 115 16 11 20 12 14 104 12 104 16 104 11 118 112 115 11 14 16 12 11 104 14 11 16 12 16 11 16 104 12 86 20 16 11 128 11 110 100 109 110 100 114 110 115 16 12 115 14 16 110 100 
-98 83 56 52 98 106 108 96 56 52 83 96 98 83 96 52 56 55 98 82 55 83 52 56 96 56 83 96 56 83 98 56 55 52 106 52 96 83 37 91 37 91 37 33 76 56 98 56 98 83 56 98 83 56 52 98 82 98 82 60 80 70 46 22 49 70 46 49 54 75 64 46 87 46 87 65 40 75 61 67 
-71 31 21 36 50 15 0 50 15 31 15 79 21 74 21 79 69 61 67 41 28 29 40 28 40 29 42 40 75 64 49 54 22 54 75 97 65 40 61 31 71 31 41 31 67 71 21 79 42 29 77 53 71 30 71 53 61 53 79 30 79 36 9 5 9 5 9 25 24 51 1 2 51 2 7 3 7 51 2 9 
-99 92 47 62 13 99 92 99 32 99 119 47 99 59 81 32 108 98 57 8 57 83 96 83 98 60 80 19 60 70 48 19 68 80 94 68 8 68 8 120 8 80 37 91 123 89 123 122 127 123 122 123 76 93 55 60 98 52 83 56 96 83 98 96 106 108 32 119 99 59 81 99 124 81 99 59 81 99 26 32 
-15 50 4 51 58 10 4 50 10 4 50 27 2 51 7 51 7 6 2 6 7 3 25 3 7 3 7 27 51 9 24 9 45 24 45 9 5 9 45 9 5 9 36 79 74 77 53 42 79 67 63 75 61 53 77 21 69 21 31 67 69 53 41 40 29 75 29 61 74 53 42 29 77 29 40 41 61 77 74 79 
-121 103 44 103 62 13 78 59 130 106 108 32 99 81 32 108 32 81 32 99 113 102 113 78 13 88 101 13 47 113 81 32 119 127 119 106 56 96 56 83 56 83 57 68 57 83 96 83 82 76 55 56 55 82 8 68 60 55 56 76 56 98 55 56 52 83 98 83 57 8 68 57 98 96 56 96 56 96 93 37 
-50 3 50 25 3 10 36 10 50 4 51 4 51 2 7 51 6 58 50 58 50 4 51 2 51 4 1 51 1 4 7 1 50 2 50 4 5 9 5 24 84 24 45 5 9 45 9 45 5 9 45 9 45 5 45 9 5 24 84 36 79 21 74 31 69 41 28 65 75 63 29 42 40 29 67 41 31 67 77 40 
-97 49 22 29 40 41 31 15 0 15 31 77 63 41 40 22 49 87 70 94 46 68 57 68 8 68 8 68 8 68 57 8 68 8 68 8 82 33 91 123 91 96 108 26 81 130 102 113 102 113 102 113 102 47 78 13 102 113 130 119 26 108 32 81 99 81 32 26 108 119 106 119 106 56 33 98 55 93 57 83 
-48 60 82 94 23 19 46 22 54 29 22 49 18 49 48 87 70 48 19 49 22 87 22 54 29 42 29 40 42 40 29 61 53 31 79 41 75 64 18 49 94 82 83 57 93 91 76 33 93 52 98 83 52 83 52 98 55 76 33 55 96 43 60 55 98 55 76 33 55 56 83 82 94 48 46 28 40 75 97 22 
-35 88 73 107 73 107 111 105 72 111 105 17 129 17 126 124 126 117 92 99 81 90 32 99 59 81 99 119 81 99 78 13 78 47 102 47 102 113 78 47 90 124 99 13 62 13 78 13 62 78 62 13 78 13 62 13 47 62 47 119 81 32 127 125 127 119 106 52 106 91 37 91 37 123 55 96 123 89 125 123 
-83 57 68 8 120 57 68 57 8 57 37 91 52 55 83 55 56 83 56 96 83 57 98 76 33 76 55 98 83 52 55 38 8 57 68 48 19 46 65 49 46 64 63 75 61 41 61 53 61 40 69 21 79 53 31 41 40 77 67 53 77 63 75 64 87 19 46 22 49 87 54 75 97 61 53 77 40 61 40 75 
-81 32 81 99 32 81 26 99 119 81 59 99 26 108 32 119 130 32 122 127 32 113 81 32 119 130 92 13 35 126 107 72 107 88 73 107 72 105 107 88 107 73 78 13 62 13 78 62 13 62 47 78 62 13 59 81 99 62 78 13 107 72 105 72 107 72 105 107 62 13 47 113 90 119 106 119 59 117 92 117 
-8 19 49 48 19 48 70 48 70 48 87 22 46 87 97 64 97 28 75 63 64 28 63 64 97 75 29 75 54 75 22 46 49 19 22 28 64 65 97 87 75 22 29 77 42 67 29 75 49 46 54 97 87 75 64 97 75 29 75 28 61 28 22 94 82 60 98 83 91 37 55 91 37 91 106 32 99 32 81 99 
-21 79 74 69 66 36 9 5 9 45 24 84 27 36 10 50 58 4 58 1 10 50 58 50 4 1 2 6 50 58 6 2 6 50 45 5 9 5 9 4 9 0 15 31 67 53 79 69 53 67 53 42 41 65 49 87 46 64 97 65 22 87 49 87 46 8 120 8 68 48 82 38 98 83 56 91 37 91 37 43 
-82 57 38 60 57 98 43 91 37 43 123 122 89 123 43 91 43 33 76 98 38 57 55 93 98 38 94 60 38 19 38 98 83 55 91 37 56 123 43 91 127 91 43 91 56 98 82 48 94 46 68 8 68 38 19 75 40 41 53 79 36 10 71 30 71 21 69 53 21 53 77 29 28 97 75 28 64 28 39 65 
-125 122 123 122 125 122 125 122 125 89 123 89 96 55 37 91 37 93 83 52 91 37 91 37 43 33 76 93 76 33 93 91 33 76 33 55 56 93 55 76 55 83 52 83 55 82 55 98 82 98 83 55 76 33 76 33 56 98 83 96 98 83 57 76 33 57 98 56 106 108 127 125 123 89 123 89 127 119 127 123 
-72 121 124 99 26 113 47 113 117 92 117 92 117 34 129 121 126 121 126 124 121 124 126 121 124 126 121 17 129 126 121 124 121 103 44 17 101 78 62 78 62 13 62 73 88 103 44 103 111 88 124 117 34 126 103 126 121 126 121 126 121 126 35 34 35 34 35 121 126 95 44 95 117 78 47 78 47 13 73 88 
-69 53 77 67 61 40 42 29 61 69 74 21 69 21 79 71 77 74 69 79 21 79 74 77 53 79 53 41 21 71 79 21 79 36 10 36 27 4 50 10 36 9 45 9 5 9 24 36 58 50 51 6 2 51 4 51 1 50 27 0 71 30 79 30 71 79 36 10 1 51 4 58 6 58 4 50 1 51 4 50 
-11 16 14 20 14 16 104 20 14 104 14 11 12 104 11 104 16 115 11 104 118 128 11 104 86 112 20 112 86 112 128 100 114 109 100 110 100 12 104 100 114 112 16 104 14 12 11 12 104 11 20 14 16 104 16 104 11 20 14 118 115 118 86 112 118 116 118 114 110 112 86 115 86 118 100 109 100 110 86 116 
-20 104 114 110 114 110 100 11 12 14 11 20 16 104 115 116 128 116 16 128 14 11 14 16 128 116 14 20 104 14 118 115 118 116 118 115 118 116 115 112 109 110 12 14 86 116 118 86 20 104 115 118 16 11 20 104 12 104 16 116 12 20 110 109 110 100 118 116 109 118 11 14 16 115 128 20 11 20 16 104 
-112 11 16 20 11 12 20 12 20 14 20 16 104 109 110 12 14 104 14 86 118 115 20 11 116 118 11 116 86 112 104 16 14 16 116 115 112 11 14 20 128 86 118 12 116 104 20 104 115 116 104 115 118 86 115 104 16 11 104 14 12 104 16 115 118 112 115 12 16 128 100 110 100 86 116 115 118 116 112 86 
-79 21 79 53 79 69 63 28 49 22 75 49 22 46 22 19 38 82 94 23 75 54 75 97 65 75 22 87 23 49 28 64 46 68 8 68 8 48 46 49 87 75 49 48 23 94 68 94 39 87 46 94 8 38 70 94 46 39 94 46 22 49 75 54 75 46 22 46 49 87 22 65 61 53 71 67 29 40 65 61 
-24 9 5 9 5 9 45 9 36 9 45 24 45 27 4 50 36 10 36 50 10 6 58 50 1 50 4 1 51 2 1 27 51 50 10 36 21 79 21 69 21 79 69 53 41 61 29 42 40 61 65 22 28 63 64 28 61 63 64 54 28 40 65 22 87 49 75 54 29 75 28 61 69 21 71 31 74 79 42 53 
-27 15 71 30 71 74 71 30 71 30 45 9 0 15 71 30 21 15 31 67 63 64 63 28 46 8 68 46 48 49 65 40 28 65 22 40 41 40 61 67 61 67 61 69 74 69 74 30 71 79 69 67 41 66 79 67 61 65 61 29 77 67 53 41 31 41 67 77 74 77 40 77 61 41 67 77 42 40 41 67 
-47 102 13 47 113 102 113 59 124 34 35 126 121 126 117 113 102 113 47 62 78 13 102 13 107 73 107 88 101 88 107 88 107 73 107 72 105 72 105 72 111 105 111 107 88 73 88 73 88 73 88 107 13 47 119 127 89 123 76 93 57 98 82 38 19 82 98 83 98 96 76 98 91 106 130 119 108 52 55 93 
-118 115 104 14 20 14 116 12 110 109 100 16 20 112 86 128 115 20 11 16 104 116 128 116 112 115 128 12 16 12 16 12 14 20 11 116 11 20 14 104 20 112 86 100 110 109 114 109 100 20 116 112 14 109 114 110 100 112 20 14 86 116 115 116 112 116 118 12 20 14 11 86 20 104 20 104 11 16 128 86 
-7 51 25 3 4 10 36 79 77 69 79 21 53 41 77 63 64 97 63 53 61 65 22 28 64 61 40 65 61 65 46 19 46 22 23 97 64 65 40 65 97 64 46 22 75 22 87 23 48 70 46 49 48 87 48 46 75 29 77 61 28 23 18 94 48 94 23 94 60 55 76 37 55 83 98 56 106 108 123 125 
-5 24 1 50 1 84 4 27 36 66 74 79 15 31 15 71 53 21 69 74 71 30 21 69 40 29 97 40 77 53 79 71 30 71 15 71 15 0 15 31 15 79 21 79 84 66 79 74 30 71 77 67 77 29 22 49 22 46 120 8 120 48 70 48 82 38 82 38 8 57 68 46 48 82 19 46 49 46 48 82 
-126 103 101 78 62 13 62 13 62 78 62 107 72 126 103 95 101 105 72 107 73 107 73 13 62 85 111 105 111 105 72 105 72 105 107 105 72 105 72 105 72 105 111 105 72 105 121 101 117 92 62 78 62 13 78 13 62 85 88 73 88 85 13 47 13 62 47 130 119 106 56 33 76 33 76 55 98 56 83 82 
-39 87 19 80 94 23 70 46 8 57 98 52 98 83 52 56 33 76 55 43 123 125 89 123 89 125 122 123 127 108 52 56 98 83 55 83 98 83 52 98 83 98 52 91 37 43 91 127 26 81 59 119 108 26 59 78 62 59 32 108 32 108 106 119 32 99 59 99 26 47 78 13 47 130 26 81 99 32 26 119 
-12 116 118 104 20 104 86 112 86 104 14 116 115 118 104 11 20 16 14 104 14 12 104 11 109 16 104 116 16 104 16 115 118 112 16 20 109 100 115 118 104 112 118 12 20 12 11 14 16 14 12 14 104 118 16 14 20 118 112 20 12 20 12 100 109 110 109 110 114 115 116 114 16 115 118 109 12 14 114 128 
-57 98 52 83 57 98 60 38 94 70 46 49 87 49 46 49 19 87 19 87 39 49 46 28 40 54 75 97 65 40 61 40 69 74 63 40 29 97 28 22 94 82 38 68 57 68 57 68 8 57 68 8 68 8 80 70 46 22 87 22 28 22 75 87 49 46 19 75 23 18 23 48 49 22 75 46 70 87 49 46 
-109 114 100 12 86 116 115 109 100 110 114 109 114 86 16 118 115 14 104 16 12 104 86 104 16 115 118 12 16 20 11 20 104 12 104 20 116 118 115 128 11 14 20 104 11 12 16 11 12 86 116 14 12 104 16 86 112 118 128 104 20 14 110 109 100 11 100 110 114 100 128 86 118 115 118 112 110 116 14 128 
-46 8 38 98 83 98 96 83 52 83 52 56 98 83 96 43 83 52 98 106 56 98 55 56 33 37 43 37 91 123 89 123 52 55 43 91 43 91 127 89 123 43 37 123 125 123 37 43 37 43 37 43 83 98 96 98 56 83 57 83 57 68 8 57 98 83 98 57 8 68 8 46 68 46 87 28 69 79 74 71 
-32 81 32 81 26 119 106 52 83 98 83 56 52 83 55 57 55 56 55 76 98 106 108 130 92 117 59 113 78 13 62 78 13 117 62 117 59 81 99 81 32 108 119 108 106 108 32 81 99 32 108 122 106 89 123 89 33 55 56 96 83 55 57 93 52 96 83 52 83 98 96 106 56 55 93 82 94 46 48 87 
-90 59 90 119 81 32 119 130 32 81 59 117 13 95 44 103 117 95 117 47 81 59 81 99 59 99 59 117 92 117 95 111 105 72 88 107 73 107 78 13 73 88 62 13 62 13 78 47 78 47 78 62 107 103 124 88 72 105 111 103 95 117 95 101 95 103 117 95 44 103 95 103 44 103 95 103 44 101 78 62 
-23 18 23 18 94 23 39 18 23 94 82 19 64 63 77 21 71 77 79 71 15 31 53 67 53 61 41 31 15 31 41 65 75 29 42 77 53 42 61 74 69 79 21 69 79 15 71 77 67 53 61 65 22 49 87 46 28 87 75 19 87 75 54 28 65 61 77 29 41 63 61 65 64 40 97 65 22 40 28 64 
-16 109 11 100 109 100 86 118 116 118 112 118 115 86 116 118 115 116 118 109 86 112 104 16 115 118 112 118 128 104 11 118 20 11 104 16 20 115 118 110 12 104 116 118 115 112 115 20 112 86 112 118 115 86 109 114 110 114 109 110 100 114 100 114 110 20 14 104 12 11 14 16 20 118 112 128 115 118 116 16 
-36 15 31 53 79 69 40 28 87 18 94 8 57 55 76 55 56 98 96 83 56 106 119 26 108 119 130 119 81 26 92 117 126 121 129 17 111 101 73 107 88 73 78 62 13 78 62 13 62 47 62 78 13 102 113 47 13 113 102 113 13 62 47 78 95 44 103 44 103 124 113 81 32 130 119 106 56 83 98 57 
-54 22 49 75 63 64 28 40 42 41 40 41 67 31 15 31 67 61 41 31 69 79 66 36 10 50 27 84 36 10 4 10 4 50 1 27 50 1 58 6 27 7 6 58 10 4 1 3 7 2 51 7 51 4 27 50 36 66 36 27 36 66 36 24 84 1 58 10 30 53 67 71 30 15 0 15 24 4 1 51 
-103 101 85 103 44 95 13 78 73 78 99 59 81 59 117 101 44 121 126 101 95 44 95 72 105 88 101 44 95 103 95 117 95 103 117 95 44 95 105 101 105 72 105 88 117 126 121 126 129 126 121 126 121 17 121 88 107 73 13 99 117 78 102 113 102 113 47 102 113 130 81 99 32 99 32 81 119 127 106 56 
-49 94 23 94 22 87 48 23 49 87 54 75 64 28 40 65 29 40 42 77 31 77 79 42 29 42 61 41 29 61 29 42 67 53 29 69 79 21 66 74 30 71 21 79 36 21 79 21 74 30 71 30 71 74 67 61 40 65 22 65 61 41 28 75 54 65 61 69 41 31 69 53 69 79 21 71 74 21 79 36 
-55 98 57 83 52 55 56 108 122 108 32 81 99 78 62 78 13 62 13 62 13 107 72 105 72 105 72 105 72 105 111 105 107 88 107 88 62 13 62 13 62 13 62 78 13 62 13 78 113 102 113 102 113 102 113 102 113 102 119 59 26 102 113 102 113 102 113 102 62 107 73 88 73 107 73 13 62 13 78 85 
-19 75 39 70 46 23 48 87 75 29 41 69 79 41 67 61 28 65 29 67 61 64 63 64 65 46 19 82 38 19 46 22 39 49 87 46 48 68 8 68 46 94 23 18 23 94 48 87 46 94 39 120 8 19 39 22 49 65 49 28 64 54 29 28 61 67 77 63 64 49 19 87 75 29 75 39 94 82 94 82 
-88 107 73 107 88 105 111 105 72 88 73 107 73 88 73 107 73 107 73 107 73 107 111 72 17 129 121 126 121 124 121 126 121 124 81 47 113 26 99 81 32 59 81 32 119 32 81 32 108 56 96 56 52 98 96 52 56 33 83 98 123 43 37 91 43 91 43 37 91 96 123 43 91 37 43 37 91 37 91 37 
-14 11 112 118 115 112 115 114 109 118 115 16 14 115 128 116 118 128 110 128 100 104 11 16 104 14 11 116 118 115 104 12 116 118 14 100 114 11 112 118 14 12 118 112 86 11 16 116 115 118 12 112 118 115 116 115 116 12 118 86 118 16 115 16 14 20 12 112 128 115 16 104 11 12 20 14 110 109 100 114 
-65 97 65 40 41 53 71 21 74 71 30 71 30 79 53 77 63 28 49 48 82 70 94 70 46 87 46 87 48 70 80 60 48 8 68 38 94 87 28 49 54 46 19 68 60 80 60 80 70 48 70 23 46 97 28 41 31 77 69 67 30 71 21 74 53 74 67 69 41 61 40 28 64 97 23 18 94 38 19 82 
-76 57 83 98 57 98 106 108 106 96 83 98 55 76 91 37 91 43 91 108 127 119 47 78 62 117 95 103 34 103 117 103 95 101 107 13 78 13 62 13 62 13 47 102 13 47 13 62 35 121 129 44 103 44 103 44 95 85 103 95 103 44 95 85 105 72 105 72 105 85 17 44 95 121 124 121 124 121 126 35 
-92 117 102 113 102 13 113 47 113 13 73 88 95 44 95 103 117 95 44 17 111 17 111 44 105 72 111 105 72 105 72 105 72 105 88 73 107 88 62 95 101 13 78 47 102 13 102 47 13 62 88 73 107 121 35 101 78 47 78 13 62 47 113 32 130 90 78 35 78 47 81 99 81 59 99 78 13 47 78 62 
-130 99 81 99 47 78 47 113 47 62 13 47 113 102 130 102 113 47 13 78 99 119 47 62 13 113 78 88 105 72 105 17 44 126 124 90 124 81 32 99 119 130 99 47 62 78 13 78 47 99 119 106 119 32 81 32 119 130 113 102 113 102 113 102 113 102 130 59 124 81 26 106 26 99 32 81 99 59 99 59 
-105 44 85 73 126 35 73 121 85 95 85 105 107 72 101 124 126 121 124 121 124 90 81 99 130 119 59 99 59 13 62 73 107 73 88 73 107 88 107 73 107 73 13 78 13 117 92 117 92 102 32 119 122 125 122 125 123 43 82 98 83 56 55 60 55 56 55 98 57 68 8 38 8 68 8 68 48 49 87 22 
-6 58 2 7 51 2 51 7 51 6 58 1 27 51 6 7 6 2 51 50 10 36 84 79 67 61 53 21 79 66 36 10 71 53 67 41 74 53 31 71 53 41 40 22 75 54 87 97 28 97 40 41 67 71 79 36 66 84 24 1 45 30 71 67 61 53 30 71 21 79 41 77 40 23 46 48 19 38 48 94 
-124 113 32 81 26 130 26 113 78 113 102 113 13 113 130 113 47 113 102 47 117 102 47 113 32 26 119 130 119 130 47 13 47 62 13 113 102 113 102 113 102 113 102 113 59 113 130 119 92 117 92 130 32 99 32 108 106 119 32 81 59 117 99 59 99 32 81 26 108 52 98 57 82 55 82 19 38 19 82 93 
-63 75 65 61 41 61 28 41 61 69 79 67 61 41 61 74 30 21 66 74 77 42 29 42 40 65 97 28 29 77 66 77 29 42 40 61 77 40 61 53 61 63 64 75 63 64 28 75 41 61 63 75 49 75 97 40 42 77 74 69 61 67 53 30 71 79 21 36 10 36 21 79 77 29 42 29 40 29 67 61 
-66 53 42 79 74 53 61 41 61 67 29 28 97 54 19 120 39 23 120 8 80 55 60 55 96 89 106 56 37 82 60 48 87 46 94 49 19 39 48 60 48 94 82 19 49 19 49 28 75 54 65 40 75 28 64 46 39 49 87 48 70 48 80 120 68 57 82 55 98 83 96 52 56 98 108 56 76 55 57 8 
-87 22 40 28 61 65 22 87 48 68 60 70 87 49 87 97 87 64 63 77 53 42 21 69 61 53 30 71 67 41 31 67 31 41 29 77 61 65 97 64 28 64 63 64 22 46 48 94 49 48 49 48 87 75 54 22 97 65 41 63 28 61 74 79 30 71 67 31 15 4 1 50 6 58 50 10 4 58 50 58 
-42 53 74 21 69 40 28 61 28 65 40 64 63 77 74 77 71 21 79 21 79 53 29 54 18 94 70 46 65 22 65 61 53 74 69 53 66 31 74 21 41 77 40 54 49 54 23 22 23 97 28 65 40 42 77 79 66 53 74 79 31 69 77 61 69 42 29 75 54 97 46 49 46 23 70 48 70 94 82 19 
-22 75 54 64 46 8 48 19 87 75 87 22 29 42 53 63 41 21 69 41 40 22 65 64 22 97 46 68 57 83 98 83 96 98 96 83 98 52 83 52 83 55 33 55 76 55 56 98 106 32 99 124 81 32 99 81 92 130 119 106 108 127 89 123 89 123 125 122 119 81 59 117 92 117 92 81 32 81 62 78 
-2 6 2 4 50 36 10 9 5 9 5 24 9 45 24 45 9 5 25 3 51 9 50 58 50 51 9 45 9 5 9 4 51 2 51 1 84 24 9 45 5 9 5 45 9 45 9 5 9 45 5 2 25 3 7 5 9 36 10 58 50 58 6 2 50 10 36 79 53 71 30 67 29 40 29 77 69 61 65 28 
-68 19 70 94 23 18 94 70 94 23 39 22 39 49 75 65 40 28 75 29 61 53 30 71 53 31 67 74 77 53 79 41 75 64 63 28 75 64 28 40 61 53 67 77 63 41 67 53 61 53 21 66 36 4 1 51 6 7 51 2 51 1 51 7 51 2 7 2 4 2 7 2 10 45 71 21 53 61 53 79 
-37 82 76 55 76 83 98 83 56 43 60 80 70 19 23 94 46 70 60 70 23 46 19 48 70 48 23 87 49 48 46 22 29 67 30 71 15 0 15 71 15 31 53 79 21 79 21 42 75 54 28 41 69 66 79 67 42 40 28 61 77 74 53 67 31 15 50 58 10 66 74 69 74 79 71 27 1 10 50 36 
-95 103 44 95 44 95 44 95 103 44 95 44 103 95 107 73 62 13 73 13 101 95 85 78 59 99 81 32 99 26 113 102 113 102 113 102 113 78 13 62 13 62 73 88 73 62 78 117 95 44 103 88 85 107 88 73 107 111 105 17 121 103 124 121 126 103 126 124 126 124 121 124 126 121 126 124 121 126 124 126 
-18 48 49 65 87 22 46 87 46 65 40 28 65 40 75 22 46 22 49 87 46 49 46 8 68 8 57 82 94 82 33 43 91 55 33 76 56 55 76 33 55 33 76 98 76 98 38 68 57 98 83 93 55 38 68 8 57 8 68 8 68 46 48 70 48 46 65 64 19 39 75 23 94 82 19 49 22 87 49 19 
-9 5 45 9 45 5 9 27 9 5 1 2 9 24 45 9 5 24 36 79 21 79 21 74 77 29 42 61 53 30 53 69 79 21 79 21 79 21 71 15 21 74 79 21 79 21 79 36 66 36 21 74 77 31 74 66 36 27 4 6 7 3 4 27 7 51 3 7 2 51 2 58 6 58 50 84 71 30 36 10 
-67 61 67 79 74 69 61 40 28 40 22 23 18 94 70 22 94 18 94 48 70 49 87 19 87 65 40 64 54 28 40 61 53 67 53 21 74 77 29 53 41 67 77 69 29 42 61 41 67 63 67 77 67 31 67 77 67 42 61 77 29 61 67 41 31 67 41 61 75 28 65 61 67 77 41 40 61 40 61 65 
-104 11 104 11 20 16 11 14 12 104 118 86 112 116 118 104 14 11 104 115 11 14 20 16 12 14 11 16 14 112 104 86 114 110 100 114 109 110 109 110 14 110 128 118 115 118 116 115 116 115 116 115 118 116 11 14 11 14 100 114 110 100 110 109 104 116 118 115 14 110 100 86 100 110 100 109 11 116 11 116 
-89 56 91 123 108 106 91 43 37 43 123 108 56 96 98 96 83 98 96 56 52 83 98 83 98 83 52 83 56 96 56 83 98 82 57 83 56 37 91 43 91 37 123 89 125 127 123 96 83 98 57 98 55 93 83 52 98 83 98 56 93 76 37 91 43 56 98 83 52 98 52 43 37 91 123 55 93 98 52 83 
-41 75 23 64 63 61 41 67 30 71 30 71 30 77 61 42 53 41 61 29 77 53 69 40 97 87 48 38 94 18 48 19 75 40 29 54 64 87 75 46 22 87 19 48 70 87 46 48 19 38 94 18 23 48 46 87 19 75 54 28 54 49 64 75 22 87 23 48 70 87 54 75 97 46 48 87 19 8 57 83 
-13 47 102 113 13 47 92 13 95 105 111 105 111 105 72 105 107 73 78 47 113 102 113 102 113 102 113 47 102 113 102 13 47 81 99 92 117 95 44 129 34 35 126 103 95 44 129 17 44 72 107 73 107 73 88 72 107 73 107 88 105 111 105 111 105 72 107 88 107 72 105 72 105 111 95 101 85 78 117 13 
-58 1 3 51 27 51 4 10 4 1 51 4 51 2 7 6 58 4 1 58 6 2 50 10 36 66 24 9 36 10 1 4 50 1 7 51 2 51 2 51 7 10 36 1 2 51 2 1 51 7 51 7 6 2 51 2 51 7 2 6 2 7 2 7 2 25 3 51 2 51 4 24 9 24 10 36 4 2 51 84 
-70 19 94 48 87 49 19 8 38 48 70 19 48 19 94 80 55 82 93 56 98 83 37 83 93 57 55 76 82 80 94 70 80 94 23 46 64 75 28 49 87 19 38 8 82 80 94 38 82 19 38 19 60 80 94 80 60 48 19 46 64 65 40 28 22 23 94 60 48 46 22 97 29 42 29 42 40 41 61 69 
-45 1 50 10 50 27 36 50 58 6 58 6 2 51 5 6 7 51 2 51 84 24 1 36 10 50 10 50 10 50 10 1 50 36 84 79 69 41 40 65 61 42 40 22 54 75 97 22 75 54 29 40 65 49 87 19 48 46 64 28 40 77 67 77 63 64 61 67 41 31 41 40 65 75 40 29 40 29 75 49 
-119 122 123 89 123 125 26 99 117 13 113 47 13 62 13 47 13 78 99 81 119 92 117 126 121 126 129 17 121 126 101 62 73 107 88 107 73 107 73 101 121 126 121 124 121 126 121 129 105 107 78 101 88 73 107 73 107 73 88 73 88 107 73 107 73 107 73 62 107 73 34 101 105 88 101 126 103 121 126 117 
-122 123 89 123 122 89 123 89 125 122 125 89 123 89 123 122 125 122 125 122 125 122 123 125 122 123 89 122 125 127 125 122 89 122 89 122 125 89 76 55 83 98 93 96 108 91 43 91 37 91 37 91 127 91 37 43 37 43 91 55 96 83 52 83 98 83 57 80 57 98 83 55 93 55 57 33 76 33 98 76 
-33 93 57 38 98 106 56 96 52 83 57 68 57 33 37 91 56 52 56 83 98 82 38 8 68 57 55 98 83 82 94 80 60 70 48 70 48 70 48 46 64 75 54 29 42 29 74 71 30 71 30 71 30 53 29 61 41 40 61 67 31 41 61 41 31 15 30 71 30 71 30 71 30 53 63 28 39 22 87 19 
-64 94 23 18 94 46 39 87 28 65 40 65 61 53 29 77 79 74 21 74 53 79 74 79 31 67 41 61 42 28 65 29 41 31 74 69 53 61 53 74 69 41 61 40 22 54 87 23 22 97 75 54 29 42 40 77 61 77 42 69 63 29 40 29 77 29 75 64 46 23 70 23 70 19 49 87 75 54 87 49 
-75 18 23 94 18 94 23 94 68 120 8 57 60 68 57 8 68 57 83 52 98 33 56 98 55 56 55 98 106 119 106 91 127 108 26 119 108 26 119 113 102 113 102 13 78 113 102 13 78 47 13 78 13 47 13 62 88 107 73 107 73 13 113 102 113 102 113 102 113 13 62 47 102 47 78 102 62 13 62 78 
-3 27 7 3 7 51 1 51 2 51 7 2 7 2 6 10 6 51 4 50 58 50 4 58 50 36 21 30 21 74 61 41 31 15 71 31 41 67 77 79 53 77 40 65 22 75 65 40 41 61 65 87 49 19 49 54 46 70 23 87 46 75 29 77 53 61 40 28 40 28 29 74 21 69 41 77 71 21 69 61 
-53 29 61 53 41 65 40 54 97 75 49 19 64 63 77 74 79 21 79 74 79 36 50 15 79 53 67 77 67 53 69 40 29 41 31 67 63 28 63 67 31 36 4 50 58 7 51 2 6 58 50 51 1 51 10 36 79 21 79 53 74 66 74 53 61 67 61 69 67 41 67 31 71 30 71 10 5 9 5 9 
-4 3 7 10 50 1 51 7 2 7 51 7 2 6 58 4 10 4 10 30 15 30 71 15 31 41 31 67 77 21 53 61 28 63 28 63 64 40 42 61 67 61 41 40 41 42 41 40 29 28 61 69 61 53 41 31 41 67 29 42 29 69 61 41 67 29 77 67 77 21 61 41 29 77 79 42 69 40 54 64 
-94 48 19 87 18 22 40 61 41 61 28 22 23 87 75 46 87 22 64 75 97 65 28 41 28 61 53 41 65 22 65 61 40 22 49 75 97 28 29 22 87 19 48 46 94 23 46 22 97 75 65 64 94 38 19 38 43 37 43 37 43 33 76 33 37 91 37 56 52 98 83 98 83 52 56 55 76 33 76 56 
-117 92 117 92 130 108 26 119 99 130 106 96 83 56 52 55 98 83 52 43 57 98 83 52 98 96 93 43 91 76 123 122 125 127 26 59 130 108 119 130 26 81 119 106 52 83 98 83 98 83 52 96 56 106 26 106 98 56 83 55 33 76 56 89 108 89 123 122 125 119 32 99 119 106 119 99 32 81 99 32 
-78 99 59 99 26 119 130 92 130 102 113 13 117 124 81 117 73 107 73 107 88 107 88 73 107 73 107 73 107 35 62 78 47 13 78 13 78 88 107 88 107 13 62 13 62 13 47 113 102 113 102 113 102 113 102 13 59 32 81 99 119 99 32 81 32 99 26 106 52 83 98 83 56 91 37 91 52 83 55 52 
-108 26 81 32 81 119 106 91 52 76 57 98 55 83 96 56 83 52 83 55 38 70 22 87 49 70 49 48 70 60 70 23 94 18 23 19 38 8 57 98 106 26 108 89 127 26 59 99 117 92 117 103 95 117 62 117 34 35 126 103 95 85 88 107 72 107 73 107 72 107 72 107 88 73 107 73 107 73 62 78 
-17 105 72 105 107 88 73 107 73 13 62 13 99 59 13 101 78 62 13 113 59 119 99 124 126 121 126 103 95 35 126 121 126 121 124 59 99 59 47 78 13 59 81 99 59 99 78 13 34 72 101 117 124 126 124 121 126 124 121 126 121 126 124 99 81 59 81 99 119 106 91 43 37 91 37 91 37 43 37 91 
-43 33 89 91 33 76 89 55 83 96 83 82 48 19 48 80 60 70 87 19 94 23 46 48 46 68 8 46 8 19 38 8 82 48 8 70 48 87 48 70 19 48 39 87 19 38 94 82 43 52 98 83 33 55 60 70 46 87 22 23 18 23 18 68 57 55 98 57 55 98 57 80 82 98 52 56 55 33 76 37 
-40 42 29 61 42 40 28 75 87 22 49 19 68 48 82 94 82 8 57 60 55 33 76 82 48 38 19 49 65 28 54 75 28 65 75 29 28 75 28 75 61 42 69 61 41 61 75 49 70 94 80 48 60 8 38 70 46 54 49 87 49 54 64 28 64 97 65 63 29 77 66 36 10 50 1 27 4 9 5 9 
-127 125 122 125 122 125 89 125 122 123 125 32 127 122 123 125 106 52 83 98 83 91 37 91 123 89 122 123 127 119 99 119 130 81 119 106 26 127 123 89 123 37 57 83 98 83 55 91 43 37 91 127 91 37 43 91 37 91 83 52 83 98 96 98 57 8 23 46 49 46 48 70 23 46 65 40 61 53 77 74 
-111 105 72 105 85 126 121 126 121 126 35 103 126 103 117 99 59 117 59 81 99 119 108 32 26 119 26 108 125 123 89 123 43 123 122 125 89 127 123 127 125 89 127 125 122 89 52 83 98 96 98 55 83 56 76 33 76 83 52 83 56 96 52 98 52 55 98 82 38 19 48 70 39 23 94 80 82 8 57 8 
-59 99 26 108 32 99 59 32 99 59 119 99 78 62 85 117 95 44 95 117 126 117 92 90 124 59 92 130 119 59 99 117 92 117 34 101 35 129 35 17 44 107 73 126 121 35 117 124 121 124 121 126 101 95 44 17 129 35 95 117 92 117 92 117 92 117 59 130 127 32 119 106 56 52 96 52 98 37 43 33 
-56 93 57 68 57 68 57 68 57 83 98 52 55 33 55 56 93 55 52 83 52 96 56 93 52 83 98 83 98 56 55 33 93 55 83 55 57 55 38 19 38 19 46 68 8 38 98 83 98 43 37 43 52 83 52 83 55 93 55 43 123 122 89 123 43 91 37 91 127 26 47 32 127 123 122 125 122 125 123 122 
-102 113 78 113 13 88 101 85 105 72 105 17 101 88 73 95 44 103 44 95 103 95 103 44 95 85 73 95 117 92 130 99 119 130 119 59 119 81 26 59 99 119 99 59 119 122 108 122 125 122 32 81 124 121 44 103 44 101 78 62 102 47 62 13 78 47 78 13 113 47 13 99 78 62 34 117 13 78 62 13 
-80 38 94 48 70 48 87 39 65 40 28 22 75 97 22 87 48 70 39 23 39 19 94 8 120 8 57 98 76 33 56 96 98 52 56 83 52 83 89 91 56 93 33 76 33 55 56 76 55 83 52 93 55 57 55 98 96 106 26 99 32 119 81 32 127 91 37 91 37 91 43 37 91 56 83 56 83 55 56 98 
-74 21 69 74 79 36 9 5 9 5 9 5 45 24 27 1 24 9 2 27 51 2 51 1 84 24 9 27 36 45 9 45 4 5 50 36 24 9 1 50 10 4 1 2 7 3 7 3 25 3 7 2 7 2 51 7 51 2 51 0 15 71 74 66 74 77 53 61 67 31 41 28 64 28 40 41 67 61 65 40 
-25 1 84 45 9 45 9 5 9 1 4 1 27 4 3 7 51 7 2 3 7 51 1 51 1 50 58 45 24 25 24 45 9 45 5 45 5 9 5 9 5 9 5 24 45 5 9 51 2 7 51 4 51 6 50 1 51 2 7 2 7 3 7 51 7 51 6 2 7 2 58 6 1 51 2 50 27 4 24 9 
-85 107 72 105 17 105 72 105 17 105 72 105 107 73 107 73 62 13 73 107 73 107 73 88 73 88 72 105 111 105 17 129 111 44 103 44 95 44 95 117 113 102 47 102 99 81 99 117 85 72 105 72 105 72 105 72 88 62 73 107 62 85 111 72 105 72 88 107 73 107 73 88 107 73 107 105 101 88 73 85 
-113 102 113 117 92 119 99 81 59 99 59 99 119 127 32 108 122 125 89 125 119 130 102 113 102 47 78 47 62 13 78 13 102 113 47 13 95 78 13 99 117 126 121 126 103 95 44 85 103 111 105 111 88 73 107 62 73 107 73 107 101 107 73 13 62 13 78 13 47 13 62 13 62 78 13 78 62 13 62 113 
-91 43 91 37 91 43 55 52 91 37 43 37 43 38 8 68 48 49 97 65 40 42 77 79 74 71 30 79 84 36 10 4 2 7 2 51 7 3 7 2 6 58 84 27 84 79 69 79 21 79 21 69 61 28 64 97 75 39 19 39 48 60 98 52 98 83 55 56 55 52 56 55 76 33 55 57 8 82 8 68 
-30 71 74 21 71 30 15 0 15 74 71 31 15 31 71 30 21 79 21 31 67 71 10 50 36 10 36 1 36 66 69 79 74 61 53 61 40 41 61 40 77 74 69 66 84 79 69 31 67 63 75 87 46 18 39 68 46 22 70 48 19 60 55 93 83 98 83 55 83 96 98 52 56 55 56 96 83 56 52 106 
-51 0 15 31 74 71 79 66 36 50 10 50 1 51 7 51 7 4 7 51 10 71 74 53 41 67 63 77 53 61 77 71 67 79 21 74 77 74 61 31 53 69 61 69 74 29 41 31 41 61 41 67 74 29 67 31 61 29 42 67 41 67 77 21 79 21 79 74 42 29 61 40 61 41 40 28 29 42 61 40 
-61 42 40 29 69 53 69 77 40 65 97 64 40 28 40 28 64 87 39 18 23 87 54 75 28 49 39 19 87 49 54 49 87 94 46 68 46 49 28 61 53 77 79 36 45 9 45 9 5 7 3 9 45 24 9 5 9 45 9 45 24 36 58 50 51 2 6 58 50 1 50 10 9 24 84 36 10 36 84 79 
-60 55 43 56 76 98 96 98 108 123 89 123 89 123 37 55 76 33 76 37 57 83 123 37 91 37 43 33 76 98 83 98 76 33 93 56 55 33 55 83 98 57 83 52 83 56 96 76 33 76 33 43 33 93 76 33 43 37 43 76 33 55 33 76 33 76 93 98 52 123 43 123 122 127 106 119 99 130 119 59 
-129 44 111 44 35 62 13 62 13 102 113 47 13 90 32 99 119 99 62 78 47 13 47 78 47 62 78 62 47 99 92 130 32 130 113 78 13 117 124 121 126 121 103 44 88 17 72 105 72 105 111 72 105 72 107 88 107 72 105 72 107 95 121 126 121 126 121 124 121 124 62 59 26 99 117 59 26 119 99 59 
-52 37 43 82 8 18 94 38 82 70 87 23 18 46 87 49 48 70 87 64 49 48 80 70 38 82 55 52 83 96 83 98 82 8 39 23 87 18 19 48 8 57 55 57 68 46 87 48 39 87 49 70 82 38 57 8 57 8 68 94 18 70 48 70 19 94 23 48 120 18 68 48 19 48 49 28 40 42 29 42 
-29 77 42 75 54 75 22 97 46 64 28 61 29 53 69 41 61 28 75 97 75 22 23 94 23 48 46 28 75 97 64 75 29 53 77 29 42 40 42 40 54 19 8 60 80 60 55 33 76 33 76 55 60 80 68 8 68 46 48 87 19 22 19 87 22 23 75 19 94 23 46 64 28 75 65 29 40 61 65 75 
-77 74 69 61 40 61 42 41 65 22 29 77 29 54 64 65 28 65 46 22 46 39 64 97 54 75 65 61 69 79 42 53 41 40 65 22 49 22 49 87 19 8 38 82 83 96 83 33 93 91 43 37 123 122 125 122 32 125 89 123 125 123 125 122 125 32 26 108 106 119 106 108 106 56 83 52 91 123 89 125 
-1 4 50 4 36 10 50 58 6 58 6 58 15 31 15 0 15 31 42 40 29 77 41 69 40 69 53 31 41 74 15 74 41 28 75 64 46 19 38 19 82 80 98 52 83 52 83 55 98 57 98 52 98 52 83 52 56 106 52 55 83 89 123 91 37 52 83 98 82 98 56 98 52 55 83 55 52 108 130 119 
-62 13 62 102 99 32 81 32 99 32 119 127 26 119 108 26 81 32 81 99 13 62 47 13 62 101 35 101 62 13 78 13 78 62 78 101 85 101 35 126 121 129 121 129 44 95 117 92 117 92 130 113 102 117 59 81 62 13 124 102 117 92 117 95 117 92 117 113 102 13 102 113 102 78 62 73 107 73 13 62 
-0 2 0 36 66 84 24 45 36 9 24 5 9 5 9 10 4 58 50 4 27 84 24 9 24 45 84 27 4 2 51 1 58 50 4 50 27 4 51 1 4 9 5 9 5 9 24 9 45 24 5 9 5 9 27 4 10 36 66 79 74 41 31 53 41 67 61 69 53 30 15 71 67 79 53 69 74 71 30 71 
-38 68 8 94 70 48 70 48 49 87 70 39 48 38 80 82 57 98 83 96 83 57 68 94 19 80 94 23 70 94 38 82 43 37 91 43 91 127 91 127 123 89 125 106 56 43 37 43 91 43 37 91 127 125 123 122 89 123 89 123 43 33 76 33 55 76 93 33 37 55 83 52 83 56 55 60 48 70 48 94 
-123 125 122 89 123 125 122 125 108 106 56 55 56 55 83 82 43 37 98 83 52 83 98 56 55 83 98 83 98 55 82 94 48 70 87 22 49 65 40 42 53 69 74 53 29 40 75 54 87 65 97 65 28 97 75 49 87 22 87 70 87 22 46 48 87 23 94 46 68 8 46 22 70 19 94 68 8 94 23 87 
-128 116 104 128 112 115 12 104 12 104 14 20 86 112 86 112 86 20 104 14 104 11 14 104 116 118 116 12 118 116 115 114 100 16 12 104 20 16 20 11 20 104 20 14 86 112 118 20 12 20 86 112 14 20 11 12 14 100 14 11 12 14 16 104 14 104 16 14 104 20 11 86 128 115 11 12 16 14 11 112 
-26 127 119 32 99 32 81 32 81 124 81 32 108 106 98 55 93 55 56 55 83 52 83 56 52 83 57 8 46 49 46 68 8 38 19 38 94 70 19 18 68 39 48 18 23 94 82 83 55 56 93 83 96 83 93 52 76 37 33 55 93 57 8 68 57 68 8 48 60 48 87 39 48 46 65 61 41 40 65 54 
-110 104 14 12 104 16 14 11 104 116 118 115 12 20 16 104 16 104 14 20 86 116 20 104 110 115 118 116 115 14 12 16 114 109 114 110 16 115 116 118 114 100 109 110 104 114 100 110 100 16 14 114 116 114 86 116 114 109 100 109 110 14 104 16 104 16 12 20 14 104 112 116 12 20 104 12 14 16 12 11 
-44 85 101 73 107 72 88 111 72 105 85 95 85 107 73 13 78 102 113 102 113 102 119 113 78 92 117 62 13 62 13 101 103 62 121 124 121 126 124 90 124 126 121 126 121 126 129 95 78 13 78 47 62 78 13 62 99 117 99 13 62 113 102 47 13 78 62 13 47 13 73 88 101 103 101 88 95 111 105 103 
-10 36 21 79 69 53 21 74 79 77 40 28 63 61 65 22 65 97 75 29 77 74 71 15 0 15 0 15 31 15 71 53 61 28 63 28 64 23 19 46 23 18 23 22 40 61 41 67 30 71 30 21 74 69 67 41 61 63 67 77 40 61 42 40 61 53 31 15 84 79 67 42 29 40 54 75 22 19 46 19 
-101 62 13 62 88 107 88 72 105 72 105 72 105 72 105 72 111 72 105 17 121 129 126 121 129 126 124 121 129 121 126 121 126 44 95 101 85 62 13 99 59 99 59 117 92 117 92 130 119 106 130 108 26 113 130 119 26 108 56 106 56 52 55 96 56 91 37 43 38 19 94 68 57 55 83 98 83 56 106 108 
-28 65 61 29 54 64 75 28 40 41 40 75 54 75 28 22 46 48 87 65 61 64 28 61 97 65 63 61 53 21 79 84 36 31 61 77 29 77 29 75 49 54 97 49 65 61 65 41 31 67 30 15 31 53 79 30 53 79 53 31 41 67 61 97 64 97 23 65 75 49 87 70 19 49 22 97 64 28 61 67 
-116 86 112 128 118 14 20 16 104 11 16 118 115 86 112 86 116 16 12 128 116 118 115 118 116 115 20 100 110 100 110 100 109 115 86 115 116 118 115 118 86 116 118 112 86 109 100 109 100 110 114 109 112 86 11 20 11 20 16 12 16 11 12 104 12 20 104 12 14 11 16 11 12 16 12 112 115 86 128 20 
-114 14 118 115 20 11 14 110 100 109 114 110 12 16 86 112 86 16 114 86 118 115 112 86 20 12 115 12 109 104 14 12 20 11 16 104 16 115 116 115 112 109 110 104 16 86 114 86 14 12 104 12 118 20 118 20 104 16 100 109 100 112 109 114 100 110 100 110 86 112 86 115 12 11 14 12 16 104 20 104 
-120 8 57 68 8 19 87 28 65 22 49 48 94 38 19 48 70 48 19 68 70 39 65 28 64 46 48 46 64 75 87 19 94 48 38 94 38 19 54 97 23 19 23 22 87 64 75 54 64 75 49 19 48 46 68 8 82 19 48 18 64 23 19 49 46 23 70 39 70 87 46 48 94 82 57 60 38 68 8 82 
-115 109 100 110 109 100 114 110 100 115 86 116 118 116 115 20 114 12 118 12 16 112 12 116 112 100 110 114 100 109 116 86 109 86 112 86 115 14 104 116 118 115 118 115 110 114 109 100 114 100 110 100 104 14 115 116 118 116 115 118 86 112 86 20 12 104 115 116 112 109 104 11 16 11 16 100 109 100 110 109 
-31 30 24 9 24 45 36 10 50 58 6 58 4 51 1 51 1 50 10 50 36 66 36 24 9 5 9 27 4 50 4 27 84 79 69 42 31 41 67 53 69 61 42 29 77 79 69 67 53 61 74 77 29 41 28 40 69 74 79 71 30 84 24 45 1 4 27 1 58 84 1 51 9 5 6 1 4 58 50 27 
-84 1 51 1 4 51 5 2 5 2 5 24 9 45 10 36 50 15 71 67 30 71 0 15 71 79 21 71 74 41 31 69 53 41 28 65 61 69 53 42 40 75 29 40 41 61 75 54 64 28 63 64 28 63 77 67 53 71 30 79 67 53 69 41 31 79 21 71 15 31 21 71 0 50 71 30 71 74 77 29 
-73 107 13 78 88 73 107 72 88 73 107 105 88 73 88 73 78 13 78 47 13 47 13 34 35 126 124 121 126 121 126 121 126 44 95 103 95 117 92 117 92 119 99 78 47 99 81 99 117 13 78 99 119 59 119 130 99 119 99 59 62 13 47 102 113 102 113 102 113 102 113 47 113 13 78 47 13 113 102 113 
-107 13 124 121 126 124 126 117 113 13 78 47 113 102 62 78 62 13 62 78 73 13 62 117 102 90 124 121 124 81 26 106 52 55 98 83 98 55 38 19 38 8 68 8 68 57 8 94 18 94 70 82 98 83 52 83 96 55 76 33 76 55 57 68 8 38 94 18 23 75 29 67 61 41 31 71 66 36 21 77 
-106 89 122 125 123 122 125 122 125 89 123 89 123 89 125 123 89 108 91 43 37 43 91 76 55 98 55 98 91 37 91 37 91 83 33 76 55 93 56 98 93 123 127 130 81 99 81 59 124 126 124 92 119 99 13 62 113 59 99 59 62 102 47 32 26 99 32 81 59 13 103 44 103 95 44 95 117 92 26 106 
-34 88 72 105 72 17 72 107 73 107 103 117 78 85 95 44 103 44 103 44 121 101 62 78 13 62 13 62 13 126 124 121 126 121 126 129 101 88 73 107 88 73 88 111 72 107 105 72 105 111 105 111 105 88 72 105 88 103 62 102 92 113 59 117 59 119 108 106 91 37 91 106 56 98 83 76 98 91 37 91 
-93 83 52 106 98 56 98 57 8 68 46 54 64 28 75 22 28 64 19 87 49 75 54 46 65 41 77 67 63 41 77 74 79 21 74 53 29 65 64 22 46 94 23 18 94 70 48 46 49 54 65 40 75 87 22 49 75 64 40 65 40 42 41 77 29 42 40 42 77 61 65 46 8 82 80 70 49 19 87 54 
-86 115 116 115 11 14 12 104 14 112 128 86 112 14 16 20 11 118 20 115 112 110 114 110 109 110 100 114 109 100 114 109 11 20 16 128 86 115 112 16 14 11 14 11 104 12 86 112 115 104 11 14 20 109 112 16 14 16 11 14 11 16 116 112 20 11 12 11 12 20 16 104 11 16 12 11 104 12 11 14 
-96 91 76 93 56 52 83 55 98 83 52 83 57 37 56 52 83 52 83 96 83 56 98 106 52 83 56 55 33 76 93 76 33 37 43 91 37 91 37 91 43 91 43 52 33 76 55 83 93 56 52 83 96 83 52 56 52 83 98 82 94 18 70 49 54 75 49 22 65 61 65 61 31 36 27 4 1 27 1 9 
-100 118 116 112 115 16 11 20 12 104 16 104 11 110 115 109 11 12 14 104 16 14 12 11 128 109 20 118 115 116 14 11 104 128 109 104 11 114 109 100 20 115 12 114 11 14 11 118 109 115 128 11 14 16 118 115 128 118 116 110 114 14 12 16 112 86 109 110 100 114 109 116 128 112 86 112 115 118 86 112 
-98 43 93 33 76 93 55 56 52 83 56 96 52 96 52 98 83 52 55 57 8 46 68 8 120 68 46 48 38 19 48 49 22 70 48 82 83 55 83 96 98 82 83 98 57 8 68 8 68 46 87 46 48 120 70 80 70 23 75 87 49 48 87 70 46 49 28 64 65 46 23 70 48 70 87 75 29 75 29 74 
-71 30 71 15 71 79 36 66 74 69 41 61 65 63 41 31 41 67 61 69 77 29 77 69 63 97 23 19 120 57 98 55 83 52 98 106 56 83 56 55 98 96 106 32 119 26 108 26 119 106 127 91 37 91 37 98 76 83 76 93 83 98 57 8 57 55 82 94 23 94 82 93 83 55 57 93 55 82 38 82 
-99 92 117 59 130 102 47 78 13 62 47 13 117 92 59 119 59 90 124 90 124 81 99 32 81 119 130 119 99 32 81 32 108 32 108 32 113 130 119 47 62 13 62 13 78 35 85 101 126 35 126 121 126 88 107 73 88 73 13 92 32 119 26 108 125 123 43 91 37 43 37 93 33 55 98 52 56 52 83 98 
-15 0 1 45 84 66 67 53 41 40 42 40 29 54 87 49 75 40 75 87 22 40 22 97 49 54 94 48 46 8 18 49 94 82 70 48 8 82 70 80 82 55 76 43 37 43 37 91 37 55 56 52 98 83 57 68 8 68 8 68 8 68 19 38 8 68 8 57 83 33 76 33 76 33 76 33 37 60 98 83 
-121 73 35 129 121 95 107 88 73 78 13 62 126 121 126 62 126 121 129 44 101 78 62 73 107 88 62 47 78 13 62 13 47 62 13 62 13 101 17 129 35 34 35 129 121 126 121 124 121 62 73 13 47 13 99 81 32 99 78 13 62 103 95 126 88 85 88 103 117 13 59 99 59 119 99 119 99 32 108 119 
-50 9 7 6 58 50 58 1 50 4 24 27 84 27 24 4 51 7 2 6 2 51 50 1 50 36 27 50 4 1 4 10 36 10 1 50 27 10 36 10 1 50 58 2 51 2 6 51 2 50 58 6 1 27 51 4 1 27 50 1 50 58 6 58 6 7 51 4 51 3 25 3 25 3 9 4 50 2 1 84 
-97 75 29 42 53 79 71 53 63 29 75 63 75 64 54 75 63 41 31 77 74 53 74 31 67 41 53 29 40 29 77 29 54 75 29 42 75 54 29 65 40 77 53 67 31 41 61 28 64 54 39 68 8 19 80 48 82 55 33 55 123 127 91 127 123 127 91 96 52 98 83 96 98 96 56 55 93 56 83 96 
-48 70 82 55 93 55 82 43 91 37 123 89 123 127 123 122 125 106 98 56 106 52 56 52 56 96 83 98 82 43 37 43 37 91 37 43 37 43 98 56 55 56 55 52 83 56 93 76 33 76 33 98 83 52 98 52 96 89 43 96 123 96 106 119 99 59 26 108 106 119 99 59 124 90 32 81 99 32 122 125 
-35 34 78 47 78 47 130 106 26 119 92 124 92 117 92 117 62 117 92 130 119 106 52 83 55 76 43 37 91 37 91 43 37 93 55 98 55 82 55 60 94 48 19 46 94 18 23 87 22 97 46 49 54 75 54 29 22 19 82 94 82 94 70 22 75 54 22 87 94 18 23 46 87 48 94 82 38 68 8 120 
-83 37 123 108 125 108 32 108 32 106 130 119 106 119 127 108 26 108 32 59 99 59 117 59 99 81 26 108 106 119 106 56 98 96 52 93 57 98 96 98 52 83 91 37 91 56 55 56 83 52 96 83 57 83 76 33 55 33 76 33 76 37 55 56 106 98 106 32 81 32 119 32 106 119 99 32 119 81 32 108 
-81 130 81 99 90 117 92 117 92 117 126 101 88 72 105 17 34 35 34 35 126 121 129 17 105 72 105 107 73 107 88 73 88 105 72 105 111 105 72 105 72 88 72 129 105 44 129 17 88 101 126 121 126 103 117 103 124 78 121 129 17 129 101 95 103 126 124 121 124 126 124 126 121 105 72 88 107 105 111 105 
-8 19 94 38 94 18 22 97 64 75 46 19 54 49 19 38 98 96 56 55 33 76 33 76 55 57 76 55 56 93 33 76 82 48 49 48 87 46 87 49 64 97 22 87 94 82 19 75 65 22 46 22 23 94 18 46 87 19 48 19 82 48 49 19 87 75 63 41 67 41 31 15 0 15 31 15 31 67 79 71 
-21 36 10 36 10 45 84 10 1 50 36 66 36 79 21 61 40 42 29 77 53 79 42 79 53 30 79 53 69 61 53 67 30 84 36 66 36 84 79 53 71 15 50 27 1 9 24 9 24 1 45 24 45 9 5 9 24 45 24 9 5 9 5 9 5 9 24 45 9 27 4 9 1 51 2 7 3 25 3 7 
-82 57 55 33 56 96 56 83 56 83 98 57 8 68 8 57 93 55 76 55 57 33 37 43 52 56 52 83 98 55 98 57 98 83 57 98 52 56 52 93 55 98 56 55 76 56 33 55 98 55 56 108 56 83 93 76 33 76 33 93 76 37 43 33 76 33 55 33 55 33 55 56 55 76 55 83 52 83 33 76 
-125 122 123 89 123 89 125 123 106 119 106 98 106 108 119 127 26 99 113 47 13 78 101 78 13 78 101 105 72 105 111 105 88 73 107 73 107 111 105 17 129 121 126 121 126 124 121 126 124 121 124 90 124 126 121 126 107 73 107 73 62 13 88 13 73 95 101 62 13 113 102 62 13 78 13 62 78 47 78 47 
-72 107 111 105 111 105 17 105 111 105 72 107 73 107 72 105 72 105 72 105 107 73 107 88 107 73 88 72 105 101 78 13 62 13 47 59 99 113 47 102 78 124 126 121 129 17 95 103 44 95 117 126 121 126 121 124 103 44 95 44 129 126 121 126 121 101 44 17 44 95 44 17 129 126 35 34 124 126 129 17 
-69 74 69 79 71 67 41 28 40 97 22 75 87 19 87 46 64 46 28 42 77 53 79 21 53 77 61 67 29 77 29 77 61 53 30 21 74 71 15 0 58 45 24 50 27 58 50 1 4 51 4 27 10 51 1 27 84 27 1 51 4 50 4 50 27 84 66 77 69 21 79 74 61 29 42 61 40 65 61 40 
-11 116 20 104 12 114 100 109 114 100 114 109 100 110 12 104 20 12 20 11 116 16 12 16 20 14 11 104 14 16 11 118 115 118 116 118 128 116 20 11 14 20 11 104 20 11 110 100 112 20 112 86 109 100 109 114 100 112 109 12 128 100 110 100 109 110 109 114 110 109 100 114 109 11 14 16 12 14 104 86 
-20 12 16 12 104 12 11 110 86 118 116 118 86 100 114 14 100 109 100 109 16 11 128 100 110 109 114 109 114 11 112 86 112 115 116 118 115 116 14 110 11 86 116 118 11 12 100 114 100 109 100 114 112 115 116 16 104 12 116 16 109 110 20 16 14 104 12 11 128 86 112 116 118 12 20 12 14 12 14 128 
-112 11 109 114 86 112 128 11 114 14 12 14 16 11 109 114 100 110 109 100 20 116 112 12 14 16 109 112 16 14 16 20 16 12 16 11 100 109 110 114 109 112 116 115 20 100 116 86 112 115 11 12 20 16 11 12 20 100 114 109 110 100 110 20 16 11 116 118 115 112 128 114 14 12 11 104 11 100 109 114 
-79 84 15 50 58 51 7 2 51 50 1 36 10 50 1 4 50 58 4 1 51 1 5 9 45 9 5 9 5 9 24 5 9 5 9 24 9 24 45 24 9 5 9 5 9 24 4 51 2 7 6 58 50 2 27 1 51 7 6 50 4 51 1 27 45 6 58 6 2 51 2 7 2 7 51 2 51 4 1 27 
-24 1 58 4 10 50 58 10 36 27 84 24 45 24 27 30 71 53 42 29 40 75 64 18 8 46 97 49 75 19 38 19 87 75 29 42 61 77 74 21 79 21 79 21 79 21 79 21 66 21 74 53 41 31 41 67 77 69 28 64 63 77 53 74 79 69 79 21 79 77 66 84 50 58 4 1 51 50 2 6 
-27 10 84 30 71 67 41 53 79 69 77 53 67 77 41 61 41 31 41 40 61 67 41 28 41 31 15 31 53 61 63 28 65 22 65 22 75 54 75 54 75 64 28 64 97 75 22 29 22 65 61 67 41 61 53 31 67 61 53 79 21 53 41 63 77 41 40 29 42 29 61 77 74 66 77 41 69 66 36 21 
-47 78 62 88 107 34 35 126 121 124 117 92 130 119 108 32 99 59 81 119 32 108 26 108 32 119 81 59 99 32 99 59 119 26 108 91 93 52 83 55 93 57 55 57 8 70 19 22 97 75 22 87 39 19 22 49 75 54 75 29 28 75 28 65 29 63 64 46 94 82 38 82 94 38 8 60 80 48 70 46 
-118 112 128 115 86 104 16 14 20 118 112 86 112 104 114 110 104 14 16 20 115 118 20 11 12 20 11 14 11 114 100 110 109 114 100 114 109 20 86 116 86 115 20 16 128 112 86 115 20 12 112 115 86 112 86 116 118 14 104 11 16 104 112 12 86 112 16 86 112 116 104 12 14 116 100 110 11 20 104 11 
-7 51 4 10 50 58 50 51 3 7 3 7 2 7 51 50 58 6 50 10 50 1 58 0 25 2 6 50 10 4 27 50 2 51 2 51 2 6 58 50 51 50 1 58 50 1 84 66 21 77 31 61 29 40 75 29 77 40 42 53 41 65 22 46 64 97 22 23 39 22 87 49 22 40 77 41 67 61 41 77 
-5 10 71 21 79 77 21 69 53 77 53 69 63 75 28 61 41 31 41 40 77 41 53 74 61 41 75 19 22 75 28 63 61 21 74 77 29 75 40 42 69 74 69 28 75 97 40 41 61 65 40 61 77 29 42 31 53 69 79 74 21 69 53 74 69 42 77 40 65 97 18 94 82 83 91 37 91 43 37 91 
-126 88 117 35 34 101 44 103 95 13 78 13 78 107 73 107 62 13 62 78 62 13 78 73 88 95 85 72 111 129 34 117 95 103 95 117 95 103 44 17 129 72 105 72 105 72 105 107 13 62 113 119 130 108 32 108 32 119 106 108 32 99 32 108 119 108 26 106 26 99 59 99 59 92 32 99 130 32 99 59 
-39 70 8 48 70 19 87 28 63 67 71 67 61 77 74 21 69 53 31 15 0 15 0 84 58 10 71 77 30 53 71 53 61 53 74 66 36 10 4 51 2 51 27 4 51 1 2 7 6 2 6 50 10 50 58 10 36 84 27 50 1 27 84 45 24 84 10 84 45 9 45 24 45 24 84 24 10 6 7 3 
-12 104 109 110 109 114 104 16 116 16 12 16 14 104 11 20 104 118 115 116 16 14 100 128 115 110 114 112 128 86 114 110 109 100 109 11 14 11 20 16 11 14 114 11 14 118 116 118 16 14 16 11 118 14 114 128 16 14 20 116 112 20 104 16 14 104 11 20 14 16 104 12 20 115 16 104 100 128 112 16 
-57 93 56 83 98 60 48 94 80 60 48 60 80 48 94 82 38 37 91 37 33 76 55 76 33 76 82 55 33 91 37 91 43 37 43 91 37 43 37 43 52 98 57 68 46 8 120 68 8 57 98 106 52 83 55 98 57 83 52 56 83 98 57 98 60 80 48 60 48 46 68 57 98 83 98 57 68 8 57 83 
-109 114 109 110 114 100 12 16 112 100 110 114 100 110 109 110 112 86 16 11 118 115 16 112 16 112 110 109 114 100 114 110 100 14 16 112 128 116 115 118 20 104 112 86 14 118 16 12 14 20 128 112 109 116 20 11 104 12 110 100 109 114 110 114 109 100 114 109 11 128 86 115 11 104 112 11 20 11 14 20 
-46 19 70 80 60 68 46 87 64 65 22 65 29 74 77 61 77 67 41 61 40 77 74 77 41 61 65 28 63 67 41 31 53 77 74 21 74 71 30 71 0 15 21 74 77 74 21 79 21 74 21 74 61 69 74 66 74 69 61 97 54 75 22 28 41 31 67 53 66 36 10 36 10 71 67 61 63 67 41 61 
-32 108 26 106 52 56 83 96 56 122 52 93 76 33 83 98 83 98 57 68 8 46 87 94 39 70 38 19 54 94 82 38 48 70 22 87 46 48 49 75 49 87 48 87 48 70 48 94 8 68 120 94 39 54 87 70 46 48 94 46 68 57 38 48 60 80 70 48 87 19 46 64 63 64 28 64 63 77 53 66 
-90 26 119 106 52 98 96 98 56 98 55 38 57 98 55 57 55 93 76 55 76 33 76 33 76 55 52 83 52 89 123 89 125 122 125 108 91 43 38 19 49 65 39 22 65 87 48 60 94 80 60 8 38 68 57 68 60 82 94 23 75 97 87 19 39 70 38 82 19 38 94 54 75 28 69 74 21 79 67 53 
-23 87 46 8 68 19 46 65 40 65 22 39 94 68 8 68 82 8 68 8 57 68 94 48 87 46 18 48 70 23 64 49 75 40 42 41 40 29 42 29 61 53 79 69 29 40 42 74 21 71 79 74 30 71 30 71 31 71 66 84 24 1 51 3 51 2 7 3 25 3 7 2 6 2 51 1 51 1 27 9 
-16 20 104 128 114 110 114 110 114 100 114 100 16 20 14 11 109 100 109 100 114 12 100 110 114 11 100 109 110 114 16 14 11 20 16 20 86 112 86 112 14 104 12 11 104 14 20 115 116 16 14 110 109 114 110 100 114 110 109 100 109 16 118 116 110 112 86 116 118 14 104 11 16 14 12 14 104 11 12 112 
-36 50 58 6 4 1 51 7 51 1 3 5 9 45 24 45 5 9 5 2 7 2 25 9 5 9 45 9 45 24 5 9 5 9 24 45 9 45 24 36 66 79 69 74 79 21 74 69 61 40 65 40 42 31 67 77 53 31 71 79 69 67 53 77 69 77 74 71 30 71 74 69 79 21 79 21 30 71 79 69 
-54 75 22 46 19 75 22 49 48 70 48 46 19 22 65 75 64 54 75 64 65 61 28 29 40 42 61 63 75 87 75 29 65 28 40 28 64 49 87 49 22 70 48 94 82 8 68 57 68 46 49 22 65 61 29 74 21 41 69 66 30 71 74 31 15 31 79 53 74 21 74 53 77 21 74 29 97 28 75 22 
-103 73 107 72 107 72 111 105 85 126 121 126 129 121 126 121 124 81 119 81 32 26 125 106 26 32 125 89 123 125 123 125 122 108 26 119 99 59 62 78 62 78 73 13 73 107 73 78 73 62 47 13 73 107 73 107 111 72 111 72 105 72 105 17 129 121 124 78 88 73 13 62 78 62 13 78 13 101 35 121 
-49 75 64 46 8 57 68 8 68 57 68 38 82 94 46 94 82 98 83 98 83 52 125 89 123 89 123 127 119 99 47 13 47 78 13 62 47 78 59 99 13 62 47 119 59 117 124 81 32 59 119 99 32 90 92 59 130 47 62 102 113 102 13 78 102 113 102 130 106 56 55 98 60 55 82 38 19 38 68 46 
-55 33 93 57 68 8 68 8 120 8 57 68 57 55 76 55 57 83 57 68 46 22 49 22 49 22 28 40 42 61 29 61 41 40 75 22 54 75 54 75 22 70 49 28 61 75 63 64 22 40 69 61 67 53 67 61 31 53 77 67 74 69 74 69 21 74 79 30 77 74 21 30 10 27 9 36 84 24 27 50 
-19 46 22 75 22 87 70 94 23 28 64 28 64 49 70 46 87 19 48 70 48 70 19 48 82 38 98 83 98 55 56 83 55 83 52 56 83 55 33 76 82 43 37 91 43 91 43 37 123 89 96 122 106 91 52 33 93 98 52 83 98 83 98 83 52 106 56 83 52 98 93 98 83 52 106 56 98 38 82 93 
-88 107 88 95 117 101 73 107 72 105 111 105 17 126 121 17 111 85 13 90 124 121 126 78 13 62 13 47 62 13 62 13 47 78 113 102 113 102 62 13 47 13 62 113 117 124 126 121 126 35 126 121 35 34 35 34 73 88 73 88 105 72 111 105 72 105 72 103 121 126 35 126 121 126 121 17 44 85 17 129 
-14 12 11 104 11 112 100 114 100 110 100 110 112 115 11 12 11 14 20 110 109 110 114 110 100 110 114 109 114 110 109 128 86 112 86 116 100 115 12 20 11 20 16 104 16 11 12 20 118 115 12 128 118 116 115 118 86 112 86 112 86 112 86 112 104 11 86 128 109 100 128 112 104 16 20 14 11 116 118 104 
-65 61 74 79 15 30 84 27 36 10 58 36 10 1 51 2 51 3 7 2 6 7 51 50 58 6 2 51 50 2 10 15 79 53 79 71 79 53 61 42 40 41 40 22 46 87 46 87 49 75 97 22 49 87 49 75 54 75 54 87 22 75 97 19 75 40 29 42 29 65 28 65 97 64 75 54 75 54 87 49 
-76 33 56 98 83 52 83 98 52 56 127 123 37 43 37 43 37 91 43 55 76 33 56 83 56 96 108 119 81 32 125 127 26 32 99 117 102 90 124 90 124 34 62 126 101 78 47 78 102 119 106 108 32 59 99 59 99 32 81 99 81 124 126 121 126 124 126 121 126 121 126 88 73 88 107 103 126 121 35 126 
-92 78 35 126 121 126 121 129 126 121 126 121 126 129 126 103 95 117 95 34 35 101 111 72 105 72 107 72 105 101 111 105 111 105 107 73 88 105 72 88 107 88 73 107 88 73 107 73 107 73 107 73 107 72 105 88 73 88 107 129 44 17 129 121 124 90 130 47 99 117 34 35 126 121 126 101 103 35 34 101 
-130 125 122 123 76 56 96 93 83 98 56 55 33 55 76 55 60 57 55 56 83 52 98 106 26 108 26 108 106 108 123 127 106 26 106 119 99 59 119 108 32 81 99 59 99 102 113 47 99 26 32 108 106 26 81 32 119 47 13 78 13 62 13 78 62 78 13 102 47 102 113 119 32 108 32 81 47 13 62 13 
-105 72 105 111 85 101 78 62 13 78 47 13 102 113 102 47 62 13 62 88 107 62 78 13 47 13 62 78 62 78 13 92 117 95 78 59 92 130 119 59 119 99 59 81 26 119 59 119 108 106 56 106 52 98 52 83 57 83 56 52 83 57 98 55 83 93 33 93 33 76 93 56 83 56 98 106 52 83 56 52 
-6 58 1 51 7 3 51 2 7 51 6 9 1 10 50 30 53 69 79 21 53 74 79 21 61 65 61 97 65 75 46 87 48 46 49 19 38 19 38 82 55 33 76 55 76 33 43 91 43 37 91 37 91 37 43 93 55 38 19 23 46 28 75 97 75 54 64 63 69 67 53 31 41 31 15 0 15 0 15 71 
-124 90 124 121 126 121 126 124 99 81 59 99 119 81 26 127 91 37 43 91 37 43 91 37 91 37 43 123 122 123 106 125 98 96 106 98 56 108 26 106 56 55 33 55 57 83 52 98 37 43 37 43 76 93 56 83 52 55 98 96 56 123 127 119 81 32 81 32 81 99 119 59 119 26 119 106 98 83 52 56 
-63 75 28 41 75 49 87 64 28 40 63 28 46 87 19 48 19 80 48 8 46 87 23 70 18 97 65 64 22 70 48 23 70 48 70 82 76 91 37 52 96 106 56 55 80 82 38 82 70 8 38 57 68 8 68 57 83 82 94 18 23 94 38 8 120 8 38 82 83 52 83 55 93 55 76 33 76 93 55 93 
-66 0 15 0 15 0 15 0 27 9 24 45 30 71 30 74 77 63 64 28 65 40 69 67 31 53 77 79 31 67 29 77 29 63 64 75 29 77 42 63 77 21 42 40 65 40 28 65 40 29 42 40 77 74 77 74 69 67 29 75 49 48 46 19 48 70 19 94 48 70 48 87 49 54 64 28 65 22 65 41 
-87 48 94 39 18 23 70 48 46 18 46 70 48 60 98 55 93 76 33 82 38 82 76 33 76 56 98 52 83 98 52 83 98 106 52 83 98 52 83 57 68 57 98 83 52 108 26 59 26 106 119 99 59 99 32 99 102 113 13 47 113 102 113 13 78 47 13 34 13 47 113 102 13 73 62 13 73 62 102 113 
-42 67 61 65 41 29 77 79 67 53 61 75 54 75 54 29 41 61 40 77 79 71 30 71 67 31 67 71 21 79 74 79 53 74 53 61 41 31 41 40 75 54 97 22 94 48 8 19 60 94 18 94 22 94 49 46 65 22 75 54 75 49 48 70 22 97 22 46 48 60 70 22 75 46 19 46 94 70 18 94 
-22 65 22 97 87 22 49 64 97 54 75 23 94 80 82 94 80 70 39 22 19 49 54 75 97 54 97 22 65 46 65 61 65 28 75 29 75 22 65 22 97 65 28 40 28 40 29 77 30 21 74 66 79 21 79 53 30 74 79 69 79 69 79 74 53 61 28 49 22 64 40 77 67 31 30 74 21 74 79 53 
-2 0 15 27 4 50 36 50 1 10 50 4 27 50 58 50 58 10 36 79 36 10 9 36 50 36 79 53 61 41 40 28 22 39 49 87 46 19 18 94 80 94 82 55 60 55 38 70 80 37 33 76 93 76 37 43 37 33 55 82 94 23 75 28 64 28 49 28 40 75 97 75 64 63 67 53 42 61 53 67 
-68 94 8 18 23 94 48 49 22 46 19 49 39 19 39 28 46 8 94 18 94 87 46 22 97 87 19 80 94 48 49 87 49 19 87 49 87 49 28 22 97 87 97 64 49 87 49 70 82 98 37 43 91 37 33 83 98 55 80 55 98 106 26 102 99 119 106 26 99 26 127 26 113 47 113 102 113 102 113 102 
-37 91 37 91 127 108 56 83 98 82 98 96 123 89 122 125 122 123 127 123 89 123 89 123 122 91 108 125 122 123 52 98 60 70 22 75 23 19 38 57 8 38 80 70 87 48 70 87 75 87 19 94 19 82 38 68 46 64 97 64 63 41 63 28 23 94 23 94 19 82 83 43 37 43 37 91 43 37 43 91 
-95 101 88 72 105 72 105 72 105 111 105 111 85 88 111 88 72 88 111 44 85 101 13 62 13 62 13 59 113 99 124 90 124 121 126 121 101 13 102 113 117 92 113 102 13 78 62 13 47 62 73 107 72 105 72 105 107 95 103 126 121 126 121 126 124 126 121 35 126 121 126 101 95 44 101 62 47 13 47 113 
-18 22 87 97 28 65 46 87 54 75 28 40 61 42 61 65 22 87 70 22 23 22 75 54 49 70 60 57 68 57 55 33 43 82 55 56 96 98 57 93 57 98 52 98 83 98 83 93 57 98 52 98 96 125 98 83 57 55 91 43 38 19 94 82 38 68 8 68 8 57 98 52 96 83 52 98 83 52 98 83 
-9 5 9 45 5 1 27 1 45 9 45 36 27 84 27 4 7 1 51 2 7 3 58 6 5 9 84 27 51 2 7 6 3 7 3 51 2 7 4 58 50 1 84 27 71 30 67 31 41 61 64 75 22 18 75 39 94 68 57 82 33 83 52 96 93 55 83 55 38 19 87 75 65 63 61 53 69 41 69 21 
-67 61 42 61 67 31 41 31 53 79 21 79 21 66 36 21 79 21 74 29 42 29 42 61 40 28 65 41 67 77 29 42 53 21 79 69 74 71 30 71 15 31 67 53 41 61 77 42 40 65 22 97 65 22 87 48 38 80 70 94 82 94 48 60 98 52 83 55 57 82 80 48 87 22 19 48 87 48 60 57 
-104 116 115 104 100 104 20 12 112 100 114 109 114 100 114 11 20 14 20 14 12 20 115 109 86 16 100 110 12 14 116 118 116 118 116 114 109 112 100 128 118 104 12 118 16 14 12 104 14 16 11 14 16 12 115 118 115 118 115 116 118 115 116 118 116 118 16 109 128 16 110 114 11 16 14 20 110 114 100 128 
-89 123 125 122 123 125 89 125 122 125 122 125 26 32 119 32 81 130 119 108 56 96 93 55 98 82 38 19 49 64 75 54 49 19 46 64 63 29 40 63 53 66 53 69 79 21 74 21 66 36 66 36 45 9 5 25 3 2 7 2 7 25 3 25 3 25 3 7 2 51 2 51 4 1 51 2 4 27 1 10 
-41 67 31 15 0 58 6 50 15 0 15 0 15 21 79 53 77 29 40 77 79 74 66 74 79 21 79 69 77 29 75 54 75 64 63 41 77 31 41 42 40 64 22 46 87 70 48 49 87 19 82 38 98 83 93 55 52 83 52 106 96 83 98 57 68 57 98 57 68 8 57 120 8 68 57 68 120 8 120 57 
-13 62 13 95 44 101 78 13 78 13 73 107 72 105 107 73 62 78 13 62 78 62 13 62 13 78 99 119 130 47 102 78 13 78 47 113 102 78 90 62 13 88 73 107 73 107 72 105 17 105 72 105 17 72 105 72 88 107 72 105 72 105 72 105 17 129 17 107 121 17 34 107 88 126 103 95 35 34 35 121 
-58 6 58 51 2 6 4 51 1 50 0 30 79 77 42 74 21 74 66 36 50 4 50 71 77 63 28 75 54 87 75 28 61 65 40 41 28 64 40 42 40 28 41 61 65 61 64 63 97 65 22 87 70 18 94 80 48 70 60 48 70 94 82 55 76 33 55 56 106 96 56 98 52 56 83 52 83 93 98 83 
-70 120 8 70 68 18 19 94 46 22 29 77 29 67 71 21 30 27 2 7 3 25 3 51 7 51 10 7 3 51 4 3 25 3 25 24 36 79 69 31 71 67 42 65 28 64 65 64 54 87 19 82 55 98 83 82 8 120 8 38 43 37 43 33 76 93 33 82 94 82 94 8 57 8 82 94 18 23 70 49 
-45 9 36 79 21 66 30 71 30 71 31 67 31 41 31 41 61 53 71 53 61 40 65 61 40 65 61 40 22 97 75 64 39 46 23 49 18 39 22 87 19 38 19 39 49 75 54 49 87 22 87 39 22 46 94 46 22 49 87 75 54 64 63 61 41 77 61 41 67 61 67 74 31 67 69 67 53 77 67 31 
-119 99 119 99 119 47 102 113 47 13 47 102 47 78 13 78 62 78 88 101 129 107 78 13 113 102 62 78 47 102 113 102 113 13 73 88 101 88 107 73 107 73 107 88 101 124 121 129 111 129 105 72 105 72 111 72 129 35 13 78 47 102 47 78 62 85 95 103 101 78 113 102 62 78 47 113 102 113 102 113 
-122 123 33 82 60 80 60 55 93 83 56 106 130 119 81 99 59 26 59 117 95 101 35 121 103 44 103 44 103 13 47 13 62 107 73 121 88 107 88 107 73 107 13 62 103 124 121 126 121 126 124 121 124 126 35 34 126 121 126 121 126 121 129 121 126 121 129 17 111 44 126 121 126 121 126 35 34 35 129 121 
-33 55 76 55 33 55 33 76 55 52 96 98 96 56 52 98 57 8 68 46 64 46 87 70 22 65 22 87 22 75 64 46 22 75 64 63 41 77 41 53 42 61 21 69 29 40 41 40 22 29 69 74 77 74 21 53 42 29 75 97 65 64 23 18 94 18 94 82 19 38 19 82 94 38 19 39 49 22 46 48 
-64 63 64 75 29 77 79 84 36 21 71 21 74 66 74 53 42 61 42 41 31 15 0 15 31 15 79 67 41 31 77 29 77 63 64 28 40 23 22 29 42 40 77 29 97 28 64 65 29 41 61 53 31 67 30 21 61 53 79 53 61 41 28 65 97 64 40 54 22 75 49 19 75 63 61 28 46 64 46 70 
-75 97 64 28 42 53 61 40 75 97 65 40 77 53 67 63 77 63 64 19 82 94 82 19 87 22 94 48 87 49 48 80 82 80 60 57 68 46 19 38 120 57 93 55 56 52 96 122 125 123 122 123 108 89 98 93 83 52 56 83 96 55 60 38 94 38 82 55 57 83 56 108 119 106 98 57 83 91 43 91 
-3 5 9 45 24 9 45 9 4 51 6 51 2 7 51 2 51 7 2 51 6 58 84 1 0 15 31 41 61 29 77 21 66 74 41 31 67 71 30 71 74 41 31 67 41 61 77 21 79 36 50 6 4 58 6 58 6 2 7 51 2 51 58 5 51 10 36 50 10 4 50 4 50 10 36 10 36 10 4 51 
-53 74 63 41 31 21 79 21 74 21 53 79 74 77 74 77 69 74 69 66 21 74 21 79 67 61 40 61 65 49 64 39 70 18 19 82 55 60 80 60 55 98 106 119 26 81 92 26 90 32 99 117 92 119 130 119 130 119 90 99 119 130 90 81 99 13 78 62 102 113 102 47 102 113 47 92 32 119 47 78 
-4 7 2 51 2 51 7 27 50 15 0 15 0 58 1 7 3 25 3 7 51 7 3 25 3 7 27 51 1 4 5 2 7 3 4 50 24 84 45 9 5 9 24 36 79 74 69 77 53 61 31 41 40 42 29 40 28 64 28 63 64 46 75 64 75 87 75 87 46 19 38 82 68 46 28 63 75 54 97 54 
-94 23 87 48 87 48 46 64 22 46 54 49 75 61 41 65 61 53 74 66 84 79 53 67 53 31 15 66 31 41 42 69 53 79 74 30 67 71 30 74 79 41 61 65 46 23 49 28 22 46 48 23 19 94 82 48 19 70 94 23 70 80 82 83 52 98 83 55 83 52 83 98 57 82 94 8 57 8 68 57 
-117 103 101 85 13 62 13 62 13 73 126 103 111 105 72 105 107 73 107 88 107 73 88 107 73 88 73 107 126 73 107 88 73 88 105 72 105 107 88 105 88 62 113 102 13 62 107 88 111 105 88 13 102 113 102 13 62 78 47 13 78 47 13 78 47 13 47 78 13 78 99 59 81 99 59 117 62 78 102 13 
-78 117 101 111 17 85 78 47 13 73 107 73 101 62 13 78 62 88 107 88 107 72 105 17 105 72 111 72 107 72 88 73 88 107 88 73 107 73 107 73 107 73 107 73 107 105 111 105 107 73 107 78 47 113 47 78 62 13 78 101 78 13 62 113 102 113 102 113 102 113 62 101 126 72 107 73 107 85 95 78 
-108 32 26 130 119 81 59 81 32 122 119 108 32 99 59 119 106 98 52 83 56 83 52 98 83 98 52 83 52 56 98 83 98 56 83 98 83 56 98 83 37 43 123 108 91 76 33 56 37 98 83 37 91 43 33 83 57 68 46 70 48 87 64 46 8 120 68 8 82 8 120 8 46 48 70 48 60 43 91 43 
-17 44 103 95 44 103 126 124 121 126 124 121 124 121 126 121 126 121 124 121 126 121 124 126 121 126 121 126 103 129 121 126 121 124 121 17 105 44 95 126 103 17 101 78 47 13 62 107 124 95 85 17 105 72 121 126 124 90 32 81 32 81 119 130 32 102 130 119 26 99 81 32 108 26 113 102 113 78 47 78 
-43 56 89 122 127 125 89 127 119 81 26 92 117 103 126 121 126 121 126 35 126 121 35 73 103 95 101 107 72 105 72 88 105 72 105 72 111 72 111 72 105 88 72 105 101 17 111 107 73 88 13 62 73 107 111 105 17 101 117 99 47 78 99 81 119 59 119 99 119 32 119 99 32 108 26 32 119 81 32 106 
-40 65 64 75 28 65 75 87 18 120 57 37 43 37 91 43 33 55 98 82 94 70 46 19 38 70 87 65 61 21 36 10 6 58 1 50 10 50 27 84 79 21 79 53 61 67 31 15 31 53 67 41 69 61 42 40 61 53 74 21 66 36 66 79 67 61 64 54 29 40 63 75 63 67 61 67 77 53 69 77 
-127 91 37 76 55 56 83 52 83 57 68 8 48 38 8 68 57 55 43 93 37 91 33 76 33 76 33 55 60 68 57 98 93 76 33 76 33 76 43 38 19 82 8 38 57 83 57 98 96 83 56 83 43 37 91 37 93 55 93 76 98 52 98 83 98 52 83 57 60 82 48 60 55 56 52 98 56 98 52 56 
-111 44 95 103 121 124 126 121 124 121 126 121 44 72 107 88 73 62 113 92 130 108 32 99 130 119 106 56 108 106 32 99 117 92 26 108 119 26 99 117 92 62 59 81 32 81 32 99 78 13 62 78 13 78 13 62 13 113 13 78 13 102 113 62 78 13 62 78 13 62 73 88 72 105 72 17 85 105 107 121 
-59 113 130 119 59 99 47 78 13 78 101 105 72 88 73 88 72 107 73 13 78 81 62 47 13 47 102 13 99 59 81 99 26 99 47 13 102 113 102 47 78 62 47 78 13 102 113 13 62 85 101 103 101 85 13 78 13 78 13 78 13 62 78 88 73 107 72 111 105 72 17 34 72 17 111 126 35 72 101 121 
-56 52 96 98 55 33 93 56 83 52 83 82 94 18 94 49 46 48 39 70 38 82 94 48 87 19 46 70 46 48 19 87 46 64 28 41 67 79 84 27 4 50 4 51 2 7 6 51 4 51 7 3 7 51 2 7 2 7 2 7 2 7 2 7 3 27 50 36 21 74 79 53 63 69 77 53 61 41 61 75 
-102 113 47 102 47 78 62 78 90 124 47 92 117 62 13 62 113 62 13 78 47 13 117 47 62 13 78 47 102 113 102 113 102 119 99 81 26 119 130 106 98 83 52 56 83 52 37 43 96 98 96 43 37 43 55 93 76 55 93 56 93 98 57 83 96 83 96 83 98 52 96 83 55 93 33 76 33 76 82 83 
-80 60 70 23 94 38 37 43 37 91 43 37 38 43 37 76 33 91 37 43 91 108 106 56 106 119 99 78 62 13 62 13 78 62 78 13 99 47 130 119 127 123 89 123 37 91 33 43 37 91 127 125 89 123 89 108 119 26 99 78 102 113 102 13 62 13 95 117 102 130 26 81 99 117 92 117 124 121 126 35 
-74 61 63 77 29 42 63 64 28 54 97 75 49 48 82 83 52 55 57 83 55 93 56 52 83 52 98 83 57 83 56 55 56 93 33 89 91 108 52 43 89 55 98 56 52 83 56 96 55 93 56 93 76 55 52 98 56 52 56 55 60 55 93 55 76 82 76 55 56 52 98 55 96 98 82 19 38 19 49 87 
-25 7 2 50 10 66 74 29 42 53 74 21 79 71 84 1 10 4 27 51 1 50 1 84 66 24 45 24 84 36 21 74 66 79 36 0 15 31 15 31 15 84 66 74 77 29 40 69 79 71 53 71 27 84 79 71 53 61 53 71 53 71 53 79 77 63 41 67 66 36 10 36 10 36 9 24 4 27 50 4 
-85 111 72 44 129 17 72 95 101 72 105 107 73 107 105 72 44 72 129 121 124 126 121 126 121 126 121 126 88 73 95 103 95 44 95 117 92 117 124 121 124 121 103 101 62 13 47 62 13 126 124 117 59 99 47 62 13 113 124 126 121 126 129 126 35 34 35 126 121 126 121 124 121 126 121 126 121 126 107 88 
-113 90 124 121 126 124 121 126 121 44 129 121 124 121 124 126 121 126 121 126 101 126 121 103 44 101 121 126 73 107 88 73 78 101 105 72 88 73 107 72 105 107 73 62 81 90 124 117 47 102 113 13 113 102 47 59 130 119 26 99 59 119 102 113 102 113 13 59 99 102 113 102 113 102 47 13 121 73 107 73 
-91 43 123 125 123 122 125 26 102 130 119 130 119 106 96 83 55 60 48 49 19 39 48 87 49 87 22 23 70 94 46 48 49 70 46 19 64 75 54 40 75 87 19 82 8 94 87 70 38 8 68 8 57 55 83 96 52 56 83 98 76 55 52 108 119 32 99 59 81 99 32 81 99 47 13 103 62 99 32 81 
-30 15 31 67 53 61 41 29 75 54 75 54 75 54 40 75 63 77 63 64 63 75 54 75 63 69 61 65 29 75 29 42 53 67 79 53 69 77 29 75 64 65 22 46 8 38 82 38 57 120 8 68 46 70 60 55 37 33 93 56 127 108 106 56 52 83 96 106 26 99 32 130 119 130 32 119 47 62 85 44 
-51 50 15 71 67 53 67 42 65 61 31 41 40 29 22 75 64 28 40 77 67 42 61 29 77 40 77 71 30 74 66 36 10 36 10 36 10 50 10 50 58 6 58 1 27 1 4 5 6 3 7 3 9 45 24 45 5 9 5 9 5 9 24 9 10 36 27 50 10 36 10 9 45 24 30 71 45 5 9 5 
-61 74 15 0 36 1 84 79 53 42 69 67 31 77 29 22 75 23 87 48 49 22 87 70 94 80 48 60 80 55 57 55 76 93 33 37 43 91 43 37 91 43 91 43 37 55 96 89 125 89 125 123 89 123 89 127 125 122 125 108 32 119 59 81 32 81 32 99 119 99 81 62 124 35 126 124 117 59 102 113 
-60 80 94 23 70 87 54 49 22 70 38 82 38 82 94 48 60 38 19 60 55 76 33 93 57 55 98 56 52 83 98 96 52 83 98 52 91 37 43 37 93 82 48 49 48 46 48 23 48 49 19 80 60 80 82 38 82 98 82 48 70 48 19 38 8 57 8 68 8 19 94 82 19 87 70 60 55 76 33 76 
-129 44 129 126 85 103 88 107 88 107 13 78 62 117 92 117 95 129 44 101 111 126 103 95 44 103 95 85 88 105 72 111 44 103 126 34 35 126 103 129 126 103 95 85 17 111 105 72 105 72 107 72 88 62 13 62 13 117 13 90 81 90 130 92 117 95 44 103 126 121 124 103 129 121 124 78 92 81 124 126 
-52 83 55 37 43 91 43 33 93 98 56 123 127 122 123 127 52 83 52 83 55 56 106 119 106 56 83 52 91 37 91 43 123 127 91 37 43 91 43 37 76 55 83 55 60 98 82 48 80 60 80 82 8 57 68 46 19 82 55 38 55 76 98 52 83 55 56 123 125 122 123 89 125 123 122 123 125 122 123 76 
-29 22 49 87 46 22 49 97 23 22 87 22 65 97 28 87 48 80 60 80 70 46 48 68 57 55 98 83 33 76 55 76 55 83 33 37 91 37 43 33 76 33 76 33 37 33 76 56 83 98 57 98 82 57 55 38 70 39 70 48 70 48 46 49 22 65 22 28 61 53 67 41 66 36 66 36 50 58 6 58 
-77 30 79 74 53 67 74 71 30 71 30 71 30 71 74 30 71 30 79 21 79 21 79 77 40 29 75 41 67 61 41 61 42 41 63 64 40 41 53 79 67 41 67 71 30 71 30 10 51 1 2 7 2 51 4 7 2 7 51 10 36 66 36 79 77 61 40 41 31 67 71 30 21 69 42 29 40 75 97 75 
-1 27 84 27 4 51 2 51 4 50 4 24 15 31 53 74 21 79 30 71 15 31 15 31 15 0 15 31 67 77 21 66 74 77 40 42 28 63 53 67 61 65 40 29 40 22 75 64 46 70 48 46 48 46 94 48 87 22 87 46 120 38 70 38 19 38 82 98 56 96 83 96 56 37 43 33 76 33 76 83 
-62 13 99 32 106 108 119 81 99 32 99 59 99 81 32 119 99 13 62 78 92 59 81 32 81 59 119 106 119 108 91 106 119 92 117 126 121 124 126 121 126 121 103 95 44 129 121 126 121 126 121 126 121 126 121 95 117 95 103 95 44 103 85 105 111 105 111 72 105 107 73 107 105 72 105 72 105 107 13 113 
-0 15 0 15 0 15 27 4 7 2 51 7 25 5 24 9 25 3 7 51 7 3 25 3 7 1 50 4 51 4 58 36 50 51 7 51 2 6 58 50 58 6 7 3 51 2 51 2 6 2 6 4 10 36 84 1 24 84 27 84 27 50 1 84 24 45 36 84 24 9 24 9 5 9 5 9 0 4 7 2 
-38 82 98 83 98 83 37 123 127 123 127 123 89 125 89 123 43 37 82 33 55 93 55 98 83 52 83 52 93 76 43 37 43 37 91 37 43 91 52 83 52 83 52 98 37 60 80 60 70 49 87 49 19 94 23 22 54 97 64 46 48 18 48 70 19 87 46 49 28 46 70 48 38 19 94 18 94 82 83 52 
-123 91 106 130 99 47 102 78 62 78 99 59 47 13 78 101 78 13 47 62 13 78 90 124 121 117 92 117 34 35 34 103 95 117 92 117 92 117 126 121 126 103 95 126 121 124 121 17 105 72 107 72 105 72 105 88 72 105 88 73 13 78 13 47 113 102 113 102 47 130 127 91 37 43 37 91 37 43 83 96 
-128 100 116 115 118 115 116 110 116 115 110 100 116 128 86 112 104 11 14 114 109 114 118 115 118 115 118 115 14 11 86 118 116 118 115 116 118 16 20 110 109 110 109 100 14 104 20 115 100 114 16 14 100 114 109 114 100 114 100 110 104 16 116 118 11 118 100 109 100 114 109 100 109 100 14 16 112 86 14 110 
-26 108 26 99 117 126 121 44 129 121 126 35 107 73 107 73 78 62 47 78 103 73 35 44 129 121 124 90 124 34 35 126 73 107 88 101 88 111 105 88 73 107 73 88 107 73 62 117 78 13 73 88 62 78 47 102 119 102 99 59 99 26 108 32 99 59 99 59 119 108 119 106 119 106 119 130 119 108 127 91 
-110 16 20 16 14 104 128 104 16 12 104 86 128 100 114 110 109 100 114 110 109 114 11 100 16 20 115 12 16 100 110 109 100 118 128 86 110 20 114 20 110 109 110 109 110 100 110 109 110 100 114 112 16 20 11 12 16 20 16 116 112 12 20 16 12 11 20 86 114 100 109 100 114 100 114 100 110 109 110 114 
-44 72 88 105 72 88 73 107 88 107 73 103 73 101 88 73 88 13 62 47 13 73 88 73 88 73 78 47 62 73 107 72 105 111 72 44 95 103 44 103 95 103 35 62 102 78 99 119 99 119 59 81 99 26 108 26 106 52 55 57 68 60 80 48 46 39 64 63 67 61 53 71 30 67 79 21 79 21 67 61 
-10 50 1 50 51 4 51 4 1 27 84 1 50 58 2 51 27 7 25 3 7 51 7 2 7 2 5 51 4 27 58 51 2 7 2 4 1 58 50 51 6 51 9 36 66 74 21 74 66 74 66 79 74 79 74 79 71 79 69 53 61 40 29 77 29 40 97 22 19 94 48 80 70 39 97 23 18 94 82 94 
-101 103 95 44 17 121 126 121 101 17 88 73 107 73 121 35 85 126 101 17 105 107 73 107 88 107 73 107 73 107 73 88 73 88 72 105 72 105 72 107 73 107 73 88 73 95 44 103 117 124 121 124 99 59 99 59 99 59 99 113 102 113 102 62 85 95 117 59 99 81 32 81 32 108 91 37 43 91 127 123 
-28 64 75 61 41 53 71 21 79 74 71 74 69 42 41 63 29 67 77 41 42 40 75 28 64 28 75 49 75 28 69 28 97 54 28 22 70 23 48 94 46 49 22 70 94 80 70 120 46 18 54 75 54 46 18 94 82 37 57 43 98 57 98 82 94 70 46 64 40 75 29 65 29 28 61 41 40 65 40 97 
-116 112 118 16 11 14 20 16 110 100 86 11 115 118 110 104 12 16 110 100 14 110 112 86 112 128 86 12 16 14 11 116 118 20 112 118 112 12 11 115 128 115 110 109 14 12 20 12 14 116 118 16 104 109 100 14 20 12 11 104 16 128 104 109 114 109 114 20 114 112 12 104 114 100 110 109 114 112 118 116 
-114 100 110 100 114 109 110 100 109 114 109 100 112 86 112 109 110 100 116 115 118 115 118 116 115 12 16 14 11 12 20 12 14 11 20 110 109 20 14 112 86 112 86 116 14 11 110 128 114 110 114 109 20 118 115 116 112 118 116 118 115 12 116 118 11 109 110 109 20 16 114 86 14 11 100 14 12 114 104 128 
-120 18 97 29 42 77 61 40 41 53 31 53 61 29 40 97 29 42 53 61 28 49 94 68 57 68 94 19 38 19 38 55 98 52 98 56 83 55 98 52 56 127 32 99 32 81 119 99 117 92 130 119 59 99 81 32 81 59 99 124 121 126 103 95 62 73 107 111 105 107 78 13 78 13 78 13 47 13 47 119 
-115 112 116 112 116 115 116 115 20 114 110 100 109 114 100 110 109 110 109 14 112 86 118 86 112 86 112 86 118 128 86 112 118 116 11 115 86 112 86 115 118 115 116 115 118 115 118 112 16 112 109 11 112 12 16 20 104 16 20 14 104 112 115 116 118 115 116 12 104 116 104 12 11 20 128 114 109 16 14 100 
-31 69 29 53 42 53 69 53 74 53 41 21 74 53 31 77 29 40 29 63 64 28 40 42 40 61 40 29 40 75 49 75 49 54 23 22 49 70 82 94 68 94 38 82 98 83 52 55 98 60 70 68 46 49 48 82 48 19 54 18 68 57 83 98 56 52 56 96 98 93 83 98 52 127 123 93 56 52 98 83 
-84 24 45 9 24 27 36 24 9 5 9 45 5 45 9 45 84 30 66 36 50 1 10 0 15 31 74 30 77 67 41 65 22 49 46 8 19 49 22 65 40 61 28 64 46 23 19 60 48 70 23 70 94 18 68 46 70 48 87 19 23 22 65 61 69 29 75 97 75 22 28 29 65 61 67 71 30 79 21 36 
-73 107 88 111 105 72 105 72 105 72 105 72 105 88 72 105 72 88 101 78 13 78 62 117 92 117 92 130 119 32 81 32 130 92 117 95 103 44 95 103 44 103 17 105 72 105 17 129 126 121 35 101 78 13 47 13 78 62 13 78 101 78 99 81 119 99 81 32 99 59 99 59 130 119 99 59 99 81 99 62 
-107 88 107 88 107 73 107 88 73 88 73 13 81 90 32 90 130 119 130 119 99 78 62 13 62 107 73 107 73 13 78 62 113 13 99 62 13 62 78 13 113 102 47 78 47 62 13 62 13 78 62 117 121 107 85 101 111 105 72 107 88 72 105 85 17 121 78 62 13 62 73 107 73 95 105 72 105 72 105 72 
-106 52 83 98 56 52 83 52 37 93 43 93 55 56 83 89 125 123 127 123 43 91 37 43 91 37 91 37 55 82 48 8 82 19 48 70 46 64 28 61 65 46 49 28 61 40 69 53 71 15 0 15 84 10 2 7 51 2 51 2 7 51 2 51 4 51 1 51 4 27 51 7 3 1 51 4 51 50 36 27 
-34 85 101 107 105 72 85 95 103 95 126 103 44 95 44 95 103 95 103 44 103 95 44 95 117 92 81 32 81 99 124 126 35 126 121 124 59 117 95 117 95 117 103 117 78 13 102 113 102 113 102 47 59 81 59 26 108 122 125 89 33 123 56 52 83 57 98 83 56 55 91 43 33 55 82 80 94 82 19 48 
-93 57 8 60 70 23 49 54 75 29 77 69 42 29 97 64 97 54 75 41 42 40 41 61 41 53 79 21 79 53 42 40 77 79 21 79 21 74 69 53 74 79 53 69 53 69 53 61 41 65 22 40 65 22 18 94 19 87 22 46 64 75 29 40 61 65 61 69 21 79 74 42 61 41 61 67 53 74 77 53 
-86 100 114 100 110 100 109 100 114 110 12 104 20 16 11 104 12 11 16 114 20 109 16 100 118 12 14 20 104 11 104 20 128 12 86 104 11 114 11 109 20 112 12 100 115 16 116 118 104 12 20 104 11 20 104 11 20 14 20 11 20 12 14 118 16 115 116 115 116 115 118 115 20 11 14 12 20 14 11 20 
-96 52 108 26 108 123 127 119 92 99 26 99 59 99 59 99 59 119 99 32 99 59 78 62 13 95 85 95 17 44 129 44 103 44 95 129 126 121 126 121 126 121 117 92 130 119 130 119 130 113 102 78 101 88 107 126 103 44 101 107 88 73 88 107 72 107 73 88 107 73 62 13 78 62 47 78 73 88 72 88 
-100 11 20 110 109 110 100 109 114 100 110 114 110 109 114 118 112 118 115 118 115 118 116 115 118 14 20 14 12 14 11 16 118 116 109 118 20 16 112 110 11 128 86 109 110 100 110 12 86 112 128 118 110 109 100 114 100 109 110 114 11 109 16 20 11 12 16 20 12 104 14 104 20 12 16 109 118 109 112 86 
-98 33 82 83 56 55 56 106 98 52 96 55 33 57 76 33 76 33 76 93 98 83 89 123 89 125 122 123 43 91 127 123 89 123 127 125 123 127 125 32 108 32 81 90 13 62 13 62 13 85 101 88 107 73 101 88 73 88 107 73 107 111 95 103 62 90 130 106 119 99 59 81 99 59 99 59 99 32 99 59 
-71 30 71 30 71 79 30 71 67 42 40 28 29 42 41 67 61 67 41 61 65 39 70 48 68 120 68 120 8 48 60 98 96 98 52 83 52 93 55 56 91 76 55 83 98 96 83 98 82 48 70 18 49 87 48 49 64 28 75 19 48 94 82 38 80 94 46 49 65 75 97 22 46 64 46 75 97 75 54 75 
-99 130 113 102 47 62 102 113 102 13 34 13 124 81 124 13 62 73 107 88 107 88 72 111 105 121 35 34 35 121 126 124 81 32 81 62 78 95 103 95 103 44 95 85 17 129 17 105 72 105 111 72 88 101 129 121 126 121 129 103 95 103 126 124 121 73 88 129 17 105 72 105 72 111 105 72 105 111 105 111 
-15 24 4 51 6 0 71 31 66 67 77 21 77 53 30 21 71 21 74 21 74 69 74 61 65 61 63 64 49 46 19 94 22 75 42 74 66 36 10 36 66 21 53 77 79 15 66 21 71 30 71 30 71 79 53 69 77 63 65 22 70 94 68 82 68 57 83 123 89 123 127 119 32 99 117 92 119 106 52 56 
-121 126 121 126 121 124 121 126 121 126 121 126 121 126 34 126 44 95 44 103 126 34 103 95 85 78 59 26 99 59 99 59 99 32 108 119 108 106 119 99 32 119 130 26 113 78 62 78 99 81 119 32 81 99 59 119 106 130 119 127 123 93 33 76 33 93 55 76 55 56 37 76 56 123 89 125 123 125 122 125 
-50 4 7 6 50 4 7 51 7 4 1 51 2 58 10 50 58 50 10 36 50 10 36 50 27 1 50 27 50 58 10 36 66 79 53 67 77 67 41 31 71 79 71 21 53 79 53 29 61 42 75 29 54 75 23 22 49 54 29 41 77 53 79 77 29 75 22 46 87 46 22 65 40 28 65 40 61 63 77 61 
-97 46 70 49 48 46 48 70 22 75 54 64 61 69 53 63 74 77 74 66 77 53 74 77 74 69 41 40 65 40 75 97 65 61 41 67 53 67 41 31 67 61 65 61 63 75 28 65 28 64 75 29 77 74 53 41 63 64 63 41 61 41 31 15 0 15 84 79 42 40 61 28 40 65 22 87 97 75 61 53 
-48 82 19 68 46 19 49 28 97 75 46 65 61 77 29 28 61 41 65 40 69 40 61 63 67 53 31 41 61 69 21 74 21 79 74 21 79 69 53 31 61 65 22 46 87 19 87 46 48 70 60 55 82 76 55 76 55 33 76 33 37 43 37 91 37 76 33 76 33 76 55 57 98 106 130 119 113 102 47 102 
-35 117 92 117 92 99 81 119 32 99 102 62 13 113 32 99 81 32 81 99 117 85 95 101 17 105 88 72 105 72 105 85 111 105 111 129 34 117 126 121 126 124 121 126 124 59 119 130 119 81 99 59 113 130 113 47 113 47 102 113 102 113 102 113 47 62 13 62 78 47 62 73 107 73 107 88 73 85 72 105 
-83 56 98 83 56 83 52 56 52 83 93 57 68 8 120 8 57 83 52 83 52 56 52 83 55 57 38 57 68 80 82 19 8 38 82 55 56 33 55 98 82 76 33 55 98 83 33 76 43 96 98 83 93 55 93 43 123 127 125 122 98 56 96 52 108 106 119 99 81 32 99 13 73 107 73 107 13 62 73 62 
-81 32 108 32 81 99 119 130 32 99 13 62 113 26 106 96 83 96 83 57 68 46 94 48 49 87 46 49 87 75 64 65 46 70 19 38 82 19 46 64 28 29 22 87 75 49 87 46 48 19 38 68 57 83 98 52 98 76 96 52 98 56 55 76 33 76 33 76 55 60 38 82 19 87 70 19 38 48 87 48 
-8 120 68 120 68 8 38 94 64 63 65 40 61 29 65 28 40 65 87 23 97 28 75 64 28 22 75 40 28 61 67 63 64 63 77 29 61 65 22 49 18 94 48 87 49 54 28 65 40 65 29 40 22 87 48 82 94 19 94 18 94 22 23 87 49 22 49 22 40 42 77 29 54 75 87 19 70 60 48 70 
-21 69 77 67 53 74 61 63 64 75 54 75 97 87 49 87 70 48 60 48 60 48 49 64 97 64 28 40 41 61 65 97 19 48 46 64 63 67 77 61 53 77 63 28 61 40 61 28 40 29 65 22 75 54 75 64 46 94 82 38 94 48 70 87 54 29 41 61 40 29 40 61 97 54 75 54 97 22 75 87 
-82 94 82 76 55 82 55 33 76 33 76 33 83 98 43 91 123 89 123 37 123 108 26 81 32 81 59 99 119 106 119 81 117 101 17 126 121 124 126 121 126 121 126 129 17 72 107 13 62 13 78 47 62 13 117 92 119 108 127 32 81 99 102 13 99 32 108 56 37 43 37 91 37 76 33 76 33 76 55 56 
-125 106 123 89 123 89 123 89 123 122 125 122 125 123 43 91 37 91 37 43 91 33 76 55 33 76 33 76 55 37 91 43 91 37 83 56 122 106 56 106 56 108 96 52 83 55 76 33 93 56 83 56 106 119 59 119 99 81 32 106 119 81 119 99 81 26 99 47 13 47 62 13 62 13 47 62 73 35 101 105 
-72 105 111 17 105 72 105 72 105 72 105 72 105 72 88 105 111 88 107 88 107 73 107 105 17 121 129 105 85 126 103 95 117 124 121 126 17 101 62 13 73 107 88 78 62 13 62 95 117 92 130 119 130 32 119 108 106 119 99 119 26 108 106 98 83 52 83 98 56 55 82 48 87 22 46 68 8 57 98 57 
-69 29 41 42 29 42 21 74 77 74 77 79 53 69 53 71 15 31 15 31 67 61 67 53 77 61 63 75 28 42 61 28 64 97 65 64 49 87 48 46 48 82 38 60 55 33 43 38 57 60 19 39 70 22 28 69 77 79 69 74 66 74 53 69 53 30 67 69 40 63 61 41 31 41 61 67 77 67 41 67 
-11 20 104 14 118 16 104 114 100 128 86 11 104 116 128 12 16 104 20 16 20 12 16 20 104 20 16 12 86 116 118 12 128 11 104 112 100 114 11 12 11 16 86 109 116 128 86 110 100 109 114 109 110 16 12 14 12 14 104 86 112 12 118 100 11 16 114 100 110 114 110 109 112 114 12 116 20 14 11 116 
-20 104 16 14 112 109 100 110 118 11 116 86 14 11 112 86 100 112 116 14 16 104 118 112 16 86 112 86 112 86 114 12 11 112 86 104 14 11 118 16 20 104 100 114 109 110 116 118 12 20 104 16 104 118 116 118 115 104 11 12 104 14 11 104 12 16 115 118 116 118 104 14 12 11 12 100 114 110 100 110 
-112 116 12 11 104 86 118 128 100 104 14 20 114 110 100 110 100 16 14 86 104 11 14 20 12 16 11 12 20 14 20 14 114 12 14 104 11 14 104 16 12 20 16 104 86 12 20 118 115 118 12 104 128 118 115 118 116 115 110 109 110 109 100 114 100 110 128 86 20 100 114 110 11 14 11 20 110 114 128 14 
-79 69 21 71 30 79 69 53 69 53 77 67 61 41 31 53 71 53 31 67 77 63 64 46 120 57 68 8 46 87 39 48 82 94 48 94 18 94 46 97 64 75 28 40 42 77 31 71 66 67 63 28 49 87 22 18 94 18 94 38 94 19 87 70 39 22 97 22 40 29 77 53 71 21 74 53 61 41 67 53 
-24 0 15 0 15 84 27 1 6 2 51 2 4 50 58 50 1 51 25 5 9 36 21 74 53 74 69 74 15 50 1 50 58 6 4 7 51 7 3 7 3 50 58 50 1 58 50 51 2 3 7 1 7 2 51 4 58 6 51 2 9 5 9 5 9 45 5 45 24 27 4 51 7 5 9 45 84 27 84 36 
-27 1 58 51 2 7 2 51 2 7 58 6 50 58 2 27 24 36 21 79 69 67 41 53 79 53 61 40 42 40 61 77 21 77 74 79 36 9 45 9 5 9 3 7 2 51 2 25 24 45 24 9 45 24 84 79 41 67 41 67 31 69 74 21 36 50 58 1 51 7 2 7 4 27 50 58 50 58 50 4 
-47 26 125 130 119 106 52 98 55 60 48 87 22 40 69 66 21 77 74 21 79 67 31 15 31 41 65 28 97 49 22 87 19 87 65 22 29 42 29 75 64 54 75 29 75 54 87 19 82 94 70 48 38 82 93 57 98 57 55 98 60 55 57 37 93 55 38 82 38 68 8 68 46 87 19 97 49 75 65 40 
-118 112 114 104 116 115 116 112 86 115 20 110 12 104 109 114 110 114 110 109 112 86 20 86 114 11 100 14 20 104 16 104 112 12 20 12 14 16 14 104 12 20 109 11 16 128 86 20 14 104 12 16 12 16 104 112 20 16 20 12 11 110 114 109 100 109 114 12 128 118 112 115 128 118 116 115 116 115 116 115 
-7 3 51 7 51 7 2 51 3 25 24 9 5 9 24 45 24 84 45 9 5 9 5 9 5 7 4 0 5 4 1 51 4 6 58 6 2 7 5 9 45 9 24 84 71 30 71 30 71 30 77 21 15 31 42 77 42 77 69 53 69 74 53 61 53 69 40 61 31 67 79 77 61 28 75 97 64 46 54 29 
-5 24 45 9 5 3 7 51 4 58 6 7 51 24 45 9 45 9 36 31 61 41 31 15 0 15 31 15 0 24 45 24 27 5 7 3 9 24 27 50 27 36 50 27 84 36 10 30 71 0 45 9 24 9 24 9 45 5 9 45 5 9 45 9 5 9 45 9 5 9 45 9 24 10 36 84 1 50 10 0 
-126 124 81 26 92 81 117 78 62 13 78 47 13 92 130 92 117 95 17 101 129 17 101 78 102 13 73 107 73 107 88 101 95 107 95 88 72 105 72 105 17 105 85 73 107 101 95 85 44 85 88 107 73 85 17 105 72 88 101 78 13 88 72 105 72 105 88 105 72 105 72 107 88 73 13 62 73 107 101 95 
-39 64 28 65 97 54 64 46 22 87 70 39 70 48 60 48 70 48 23 70 94 18 23 18 94 46 68 57 98 52 98 96 56 52 96 98 55 93 91 43 37 91 43 37 43 37 43 37 43 37 43 37 43 91 37 43 37 91 127 125 127 123 96 55 82 98 52 98 108 119 99 32 108 26 106 119 113 124 107 72 
-12 16 128 115 118 14 86 112 115 116 118 116 118 86 112 12 11 16 20 16 114 11 116 115 110 16 20 112 86 112 110 100 20 109 128 109 11 115 116 115 116 115 20 14 11 14 116 110 12 118 86 14 100 109 104 14 118 16 11 86 128 86 112 20 11 112 16 104 11 16 104 12 14 116 12 16 11 86 100 128 
-57 60 57 68 57 98 55 76 33 76 33 55 98 57 68 46 23 94 82 70 22 49 64 63 28 41 61 53 42 29 75 42 75 40 42 31 77 61 67 77 29 69 79 21 66 36 50 45 1 51 1 51 2 10 4 27 51 2 6 58 10 15 10 36 10 36 84 79 21 66 74 53 41 67 79 71 84 27 50 58 
-109 128 118 109 110 100 109 114 100 20 14 115 14 104 20 11 14 16 14 116 118 11 128 116 118 116 118 16 20 114 109 86 11 114 12 116 100 114 110 100 114 16 100 109 100 109 114 112 86 118 104 12 100 86 11 20 116 118 104 20 11 104 16 118 116 110 109 114 100 109 100 20 11 114 12 14 20 12 104 20 
-46 22 46 8 120 8 38 19 94 48 23 18 8 46 22 65 28 40 77 71 30 71 30 79 53 74 69 74 53 67 77 61 65 28 40 22 64 28 40 22 65 87 49 23 94 82 8 68 8 38 19 68 18 94 23 94 38 68 8 57 8 38 57 38 82 94 23 70 46 94 82 33 76 55 56 52 83 96 83 98 
-32 130 119 32 81 99 32 99 32 81 99 119 130 119 106 26 99 113 102 130 119 81 59 99 59 99 13 62 13 117 102 130 102 13 62 78 47 113 62 13 62 13 62 13 62 13 78 47 102 78 88 73 107 73 88 73 88 72 105 107 88 73 107 73 107 35 126 95 88 107 105 111 105 111 72 105 111 105 72 105 
-90 99 113 47 130 32 99 81 59 81 130 92 117 92 117 81 32 119 81 99 59 119 108 122 125 89 125 123 125 89 123 89 123 106 119 127 32 108 106 130 119 32 81 99 59 119 59 99 119 99 32 99 32 99 59 119 106 96 56 83 76 93 55 93 76 55 33 55 80 57 120 70 19 70 39 97 65 28 63 61 
-23 87 49 39 75 40 77 66 36 24 9 45 9 5 24 36 66 69 53 42 40 61 29 77 53 67 77 31 15 79 42 29 75 54 75 46 22 29 42 29 40 61 40 61 42 40 61 65 64 28 22 97 28 49 75 61 29 40 29 42 74 71 30 79 74 53 67 61 40 29 65 40 69 79 21 74 29 74 69 40 
-16 20 11 14 110 109 100 110 114 86 12 16 20 14 118 114 109 16 20 12 86 20 128 115 116 118 14 118 86 12 104 12 16 104 20 16 104 16 12 20 16 104 16 104 20 11 110 114 110 116 115 116 11 20 118 20 16 14 100 110 11 115 12 115 118 110 100 114 110 109 100 128 116 109 16 20 109 14 20 86 
-36 24 0 3 24 4 51 2 7 3 7 3 7 2 6 58 6 58 50 58 6 58 10 4 10 9 50 58 50 58 50 4 51 7 2 10 27 84 36 0 50 36 66 74 21 36 79 21 69 79 67 53 74 79 77 29 77 29 61 21 79 21 79 21 74 30 71 67 29 40 65 75 22 65 61 29 77 67 61 40 
-54 19 94 82 37 91 127 91 43 91 43 37 76 96 56 52 89 123 125 122 123 98 43 76 89 83 91 76 43 89 33 52 56 55 93 55 98 83 96 98 96 89 33 93 76 37 76 33 55 33 55 82 55 60 98 83 52 106 108 96 98 55 76 93 57 68 57 55 33 37 43 37 33 76 55 83 76 93 91 108 
-103 101 62 78 47 113 130 119 26 81 32 81 99 81 59 99 32 119 99 59 99 59 81 32 108 125 32 99 32 99 119 59 117 59 119 106 130 99 13 78 101 124 99 130 47 102 59 130 119 92 113 26 99 32 130 32 81 59 81 117 101 78 62 47 13 62 13 113 47 78 62 13 78 13 117 99 81 90 124 121 
-49 64 49 39 65 61 29 40 28 40 65 40 61 65 40 41 61 29 54 75 28 64 63 69 77 53 61 65 61 65 40 61 97 22 97 75 23 48 46 19 82 83 96 98 52 83 96 98 52 55 93 98 56 83 57 82 70 22 65 41 61 67 77 29 42 29 28 29 77 29 40 77 41 69 21 31 15 0 24 45 
-55 93 76 33 83 82 8 57 8 38 80 94 22 75 54 64 75 40 75 64 28 41 31 71 30 53 31 66 24 9 45 9 5 9 4 24 45 24 45 5 9 45 24 9 5 9 10 36 66 36 4 27 84 1 50 58 15 31 41 53 67 74 71 31 53 42 69 21 79 71 30 71 30 71 30 71 53 77 53 77 
-19 46 8 68 46 75 54 29 22 49 48 82 94 48 70 94 23 75 63 75 54 97 22 75 28 23 97 75 54 64 28 61 65 61 77 69 61 77 67 41 67 71 30 24 58 27 84 1 51 2 7 3 7 58 50 6 2 7 51 7 51 7 6 2 6 24 45 84 79 53 67 74 77 29 42 29 40 69 61 74 
-88 95 105 88 73 62 102 47 62 73 107 88 95 105 72 105 72 88 73 88 85 17 129 126 124 90 130 92 119 130 26 113 102 113 47 78 47 13 62 47 78 47 13 78 62 47 102 13 62 78 62 78 92 26 81 90 119 130 26 113 102 113 102 130 47 113 130 113 102 78 13 62 13 85 111 105 17 44 103 126 
-14 110 115 100 104 109 114 12 115 86 112 86 118 112 16 104 11 118 14 104 14 16 11 116 14 11 118 86 112 116 115 12 16 116 104 16 110 114 109 114 86 112 115 128 118 12 16 11 12 16 104 12 86 114 100 110 109 110 114 86 115 112 118 11 16 14 114 109 110 114 118 20 86 128 12 104 100 16 12 86 
-65 28 97 75 49 87 19 38 48 94 68 57 120 57 55 37 91 43 123 125 123 43 76 56 55 33 76 55 52 83 52 98 96 98 52 98 56 52 56 52 98 52 56 52 83 98 55 33 76 33 76 33 76 33 56 89 106 119 26 108 122 125 123 89 123 127 119 108 56 52 83 57 98 56 98 56 83 98 96 55 
-76 83 98 83 52 122 108 26 113 102 113 47 78 62 34 101 73 103 117 92 130 125 32 81 99 119 99 59 99 59 92 119 108 106 96 106 108 106 52 83 55 96 83 89 33 83 93 98 57 76 33 93 76 33 93 55 37 91 108 96 83 52 98 52 83 52 56 98 96 91 106 98 52 83 55 98 83 82 98 55 
-92 130 26 127 125 122 125 122 125 127 123 83 93 52 98 82 98 52 83 55 98 57 55 57 55 56 83 96 33 76 33 93 55 98 96 52 83 98 83 57 82 38 19 22 28 65 22 65 29 77 63 64 28 61 67 61 69 74 21 79 74 21 66 74 69 53 77 29 40 28 75 22 49 19 80 94 18 23 39 70 
-130 32 99 59 119 99 78 13 78 13 62 13 62 73 88 73 107 88 107 88 73 107 72 105 72 105 17 105 111 129 105 17 129 121 126 121 126 121 126 121 126 103 126 111 105 35 44 95 117 78 101 78 13 101 85 62 78 47 78 62 13 107 35 34 35 129 103 44 95 44 95 117 102 130 106 98 55 93 57 68 
-105 17 44 85 72 85 126 121 124 81 32 99 81 32 99 32 81 32 119 125 123 89 122 123 127 91 37 91 37 91 127 98 37 38 94 48 82 98 83 98 106 125 89 123 89 125 122 123 125 89 76 98 60 82 94 46 48 60 80 55 76 33 76 37 98 38 98 57 68 8 68 46 48 60 19 46 94 38 19 94 
-6 58 50 27 1 10 36 79 74 53 69 74 77 40 77 61 31 77 53 74 79 21 74 42 29 61 53 30 74 79 53 30 71 30 71 53 61 53 79 30 74 79 84 24 9 24 5 9 45 24 36 9 45 9 36 84 27 1 51 27 50 10 36 9 5 4 51 10 50 58 2 51 4 50 7 2 6 58 50 1 
-124 13 102 113 102 113 130 113 78 13 62 13 124 102 78 13 113 102 130 99 59 13 47 102 130 81 32 26 108 125 123 125 122 125 122 125 122 108 56 106 119 59 81 92 130 106 98 56 55 56 83 96 106 98 56 55 98 96 52 96 52 83 52 98 83 98 83 96 98 57 120 8 120 68 46 28 22 75 46 19 
-63 75 49 65 61 65 40 65 46 19 75 28 65 42 40 77 67 77 42 67 77 21 74 79 74 69 61 67 30 71 74 53 71 31 42 77 67 41 77 31 53 69 53 67 63 64 63 41 67 61 77 67 77 53 67 41 40 28 65 40 42 29 28 75 42 29 75 49 28 40 65 61 29 28 61 65 61 65 87 46 
-66 79 66 21 36 27 50 0 10 50 51 2 6 2 7 3 7 2 4 2 6 2 7 2 51 7 3 7 51 27 24 84 27 10 36 10 4 51 7 2 51 2 51 1 50 6 2 51 3 7 2 51 58 4 51 2 51 2 7 51 2 6 58 50 58 6 7 51 7 2 51 4 1 4 51 10 58 50 51 50 
-87 54 64 54 65 40 41 67 77 40 29 22 23 120 8 19 87 97 64 28 65 87 46 49 22 65 40 29 42 40 61 40 65 40 61 41 61 28 49 97 75 46 94 18 94 82 37 33 37 43 37 55 60 70 48 23 94 64 65 46 49 23 48 82 98 83 52 98 56 83 52 106 52 96 98 52 83 43 37 91 
-42 29 75 54 28 65 61 42 40 77 63 28 97 23 70 94 23 46 87 75 97 75 64 97 75 87 48 87 97 65 61 41 79 74 21 69 79 84 27 36 84 1 4 51 7 51 7 1 4 50 1 84 79 42 40 61 77 67 61 65 61 53 77 74 69 79 71 31 53 79 21 77 74 69 74 29 40 69 77 29 
-22 94 49 46 49 19 38 94 18 94 38 19 48 23 94 70 48 94 82 57 38 82 94 70 48 87 49 54 49 28 46 18 23 94 23 75 29 40 61 28 75 29 65 64 65 75 49 22 46 19 48 19 82 76 33 93 98 83 98 82 33 76 33 37 91 37 43 76 55 56 108 119 106 108 127 91 37 91 37 91 
-2 7 51 50 51 2 7 51 6 2 51 1 6 50 10 51 1 51 7 2 7 0 15 31 53 67 41 77 63 61 28 65 40 28 49 70 23 39 70 49 22 65 61 31 15 31 15 71 30 71 53 61 53 67 41 53 41 63 75 63 64 49 87 49 22 87 94 70 48 39 8 39 94 48 60 55 98 55 52 55 
-68 8 82 94 38 68 8 94 82 94 70 22 97 54 29 97 75 29 75 63 64 63 67 42 53 67 71 53 61 97 75 49 87 70 23 94 82 38 94 82 55 83 98 83 98 52 56 55 56 96 98 83 52 83 52 83 56 98 83 98 52 98 52 83 98 56 83 52 37 91 43 37 91 43 37 91 123 89 123 37 
-37 38 37 91 43 37 91 127 91 76 91 106 56 52 83 57 8 68 8 82 94 18 70 38 57 55 76 33 76 57 8 68 57 68 120 57 98 56 52 56 96 83 55 33 55 56 98 83 57 98 52 56 52 98 57 98 52 96 98 52 83 52 33 83 52 106 127 108 125 89 125 89 125 123 127 91 127 26 108 56 
-95 101 13 113 102 113 102 47 113 102 113 99 32 81 59 119 108 32 81 59 99 32 90 81 32 119 32 130 99 81 59 119 99 119 81 124 99 32 119 130 119 130 119 32 99 59 99 59 99 32 99 119 32 81 32 81 32 127 52 98 83 76 33 76 33 96 56 96 98 96 56 83 89 123 89 125 123 125 127 119 
-18 8 38 48 46 94 23 94 82 94 23 94 38 55 57 55 91 93 123 122 125 122 125 119 106 56 52 56 55 57 93 33 55 56 55 56 55 56 55 33 55 82 55 57 43 82 94 38 19 46 87 22 19 49 22 97 87 19 18 23 22 19 49 87 18 94 46 19 68 19 48 87 46 94 22 65 97 22 75 63 
-9 25 3 7 51 2 51 27 84 36 66 21 77 79 36 31 41 74 42 41 69 66 77 79 21 53 42 40 77 71 21 66 36 79 53 74 53 21 79 21 61 67 77 61 67 77 66 53 30 71 74 42 67 30 71 30 24 9 1 51 1 50 1 36 66 74 69 29 67 41 40 28 65 40 69 29 75 97 22 75 
-67 61 77 67 61 65 28 65 40 29 42 29 41 31 41 31 71 36 84 1 15 0 15 0 15 0 15 31 41 77 29 28 97 40 28 61 53 61 40 54 19 70 87 48 38 94 48 87 19 70 82 33 76 33 93 57 8 82 83 52 98 56 37 43 91 37 43 37 33 55 98 56 96 56 96 56 96 56 106 108 
-104 16 116 12 116 104 12 115 20 16 20 100 14 116 112 14 104 116 118 100 12 104 128 114 110 114 100 16 11 14 11 14 104 12 20 16 11 100 114 110 100 112 110 114 110 114 12 14 86 20 14 104 20 104 20 11 12 104 128 12 116 118 116 112 109 114 109 114 100 109 110 109 100 109 114 109 114 100 114 110 
-89 125 123 125 122 125 122 32 99 81 119 99 81 32 119 130 119 106 52 83 57 8 68 46 8 46 64 97 64 75 54 75 28 54 75 54 64 28 49 22 19 87 75 65 75 28 75 40 61 41 61 63 65 61 41 61 41 67 41 31 67 79 31 42 29 75 97 22 54 75 40 29 42 40 41 67 77 41 31 77 
-41 74 67 74 21 79 53 69 28 61 41 77 79 30 71 30 24 84 50 36 84 79 53 74 29 53 31 53 63 65 40 65 54 64 75 54 75 61 69 31 67 63 41 67 71 66 21 79 21 79 71 30 67 61 67 74 21 71 30 79 77 42 29 75 29 54 29 22 87 48 82 38 57 83 82 94 38 19 60 55 
-13 78 92 99 59 119 130 32 108 106 26 108 32 108 106 108 123 122 125 122 123 37 43 37 33 43 91 43 56 52 83 55 83 57 68 46 19 38 8 120 39 70 64 75 22 28 61 40 41 61 74 79 69 31 15 0 15 71 30 67 77 53 77 29 42 29 40 75 42 40 42 40 29 28 46 68 8 38 19 82 
-58 0 15 0 15 0 15 31 15 0 58 27 1 51 1 50 1 25 24 45 9 5 9 24 45 9 24 10 4 7 51 6 50 51 4 50 51 2 51 4 50 4 27 84 15 0 15 58 4 1 27 50 58 4 58 50 10 1 58 6 45 24 45 27 84 1 24 84 27 58 4 50 1 4 50 1 4 51 50 6 
-70 82 98 82 38 19 68 57 120 82 93 55 83 55 96 56 52 98 76 33 76 98 76 55 56 55 91 37 91 37 91 83 98 57 38 48 19 48 87 49 97 40 97 54 75 23 46 8 57 8 57 8 68 8 68 57 83 98 52 98 106 96 52 83 52 83 56 55 98 55 56 83 52 56 52 98 83 56 96 98 
-45 9 5 9 45 9 45 9 5 9 5 24 45 9 50 27 10 50 10 36 84 79 74 42 67 77 61 65 75 97 75 65 61 69 29 28 64 75 64 87 22 49 54 75 65 97 87 46 94 38 82 93 57 60 55 33 55 52 83 98 55 56 52 98 56 55 56 55 93 33 43 37 91 43 91 93 76 55 33 55 
-119 106 127 119 130 119 32 81 99 59 99 59 119 99 59 99 32 81 99 26 119 32 81 99 26 99 124 35 121 126 121 126 121 124 121 124 121 126 35 34 124 121 126 121 126 124 121 101 85 121 126 124 81 99 130 32 81 119 32 119 32 59 62 85 13 78 62 13 78 13 113 81 32 81 26 127 91 125 119 106 
-122 125 89 122 123 96 98 96 56 96 55 93 57 98 82 38 82 76 33 76 33 76 93 33 55 37 91 37 93 76 55 98 55 76 33 76 93 76 89 122 125 89 108 119 106 108 119 130 113 102 78 62 78 62 78 59 32 102 47 62 13 62 13 47 78 47 13 47 92 117 113 102 62 78 47 78 47 102 62 78 
-33 57 83 33 83 55 60 19 68 8 19 80 48 87 49 54 75 54 75 61 53 79 69 66 36 21 74 41 61 65 46 22 28 64 28 64 75 54 75 28 65 42 53 31 41 53 74 61 53 61 40 97 46 64 28 64 63 64 19 49 46 49 75 63 77 53 61 40 22 64 22 75 49 65 22 46 87 46 22 19 
-64 97 49 46 49 28 75 97 23 70 48 87 19 75 29 75 97 65 61 28 40 41 67 69 79 21 74 79 71 74 21 69 79 71 30 74 77 67 77 21 69 53 67 63 64 28 64 94 23 18 94 87 49 87 19 49 22 97 22 28 29 75 49 46 65 61 28 75 28 63 28 61 41 31 67 30 71 30 71 67 
-75 40 65 64 28 40 61 21 31 15 0 15 71 30 71 15 31 67 79 84 10 4 10 36 79 53 30 71 30 53 74 66 36 10 36 50 51 1 58 50 1 2 7 2 7 51 6 2 7 2 1 51 1 2 7 51 50 36 21 79 74 71 79 21 67 31 41 63 77 29 67 77 61 69 66 41 67 79 74 77 
-3 7 51 2 6 51 4 1 2 7 4 2 7 3 7 27 45 24 3 5 9 24 9 84 1 51 1 51 1 4 1 51 2 51 1 24 66 15 0 10 36 50 71 24 9 84 79 67 61 41 61 63 64 28 65 28 97 65 46 8 57 55 56 83 55 33 37 98 83 57 83 93 55 83 52 83 55 83 33 76 
-53 61 40 28 40 29 42 53 61 74 79 74 21 79 36 10 50 58 6 58 1 51 3 7 51 84 45 9 45 9 24 84 79 53 79 74 71 30 71 30 71 30 15 58 50 58 50 58 50 58 51 5 9 24 45 24 45 5 9 36 45 5 9 5 9 5 9 5 9 45 9 45 84 45 10 50 27 84 36 66 
-4 9 5 9 5 45 24 9 45 24 45 9 84 24 36 50 27 24 9 27 58 51 1 50 4 27 10 50 36 10 36 10 50 1 50 2 51 50 4 84 27 9 45 24 27 36 10 1 27 84 1 51 2 7 51 1 5 45 9 84 24 9 24 5 9 45 5 9 24 36 1 50 1 50 1 27 50 10 36 10 
-94 80 60 94 80 48 70 80 55 38 82 57 98 55 57 83 57 98 82 76 55 98 52 55 56 55 76 33 93 33 55 98 56 98 83 52 83 52 56 33 76 56 83 98 83 56 98 56 93 37 43 37 91 43 37 43 37 43 37 91 37 91 43 91 43 123 122 125 122 125 123 89 123 89 108 32 81 32 81 59 
-117 59 92 117 95 44 95 117 92 130 32 99 13 78 62 88 107 73 107 72 107 129 126 103 117 81 99 81 99 59 99 59 119 59 78 113 78 95 103 101 126 44 95 126 103 44 95 117 92 130 119 81 124 62 73 107 72 107 73 107 73 88 105 72 107 73 107 88 72 105 72 105 72 129 107 117 92 117 95 44 
-78 13 78 13 62 13 47 13 102 26 92 117 59 99 81 90 81 99 119 26 47 13 62 47 78 102 113 102 113 102 99 32 102 99 32 81 59 130 92 113 26 32 81 119 81 32 26 99 32 108 106 26 81 99 81 32 26 108 56 98 96 83 55 76 93 98 76 33 76 82 98 83 96 98 55 33 55 91 98 83 
-108 32 99 26 106 52 83 96 56 55 98 76 33 55 56 55 82 83 98 57 60 70 48 46 48 82 33 76 55 33 76 33 57 120 8 94 23 94 70 48 70 60 48 39 70 38 94 46 49 75 97 75 22 46 94 46 49 48 70 46 70 38 8 82 94 82 70 80 94 54 97 54 49 18 46 94 18 94 87 65 
-17 72 105 101 78 13 78 13 59 99 59 99 26 59 81 32 119 81 99 32 119 122 125 122 123 76 98 96 106 108 26 47 13 47 13 78 99 59 81 59 99 32 99 119 106 26 108 26 108 26 130 119 106 98 83 96 108 106 52 122 26 108 123 127 122 123 125 89 123 43 37 91 127 123 127 91 43 37 93 98 
-43 96 52 55 33 43 37 38 19 87 48 94 82 68 57 37 91 43 37 43 91 37 43 37 43 38 60 98 33 96 98 60 70 48 38 57 83 93 98 52 106 119 106 119 99 32 99 81 99 32 81 124 126 129 126 121 101 78 13 117 92 130 119 81 119 81 32 59 81 99 81 119 32 26 106 119 99 26 108 106 
-40 61 67 42 29 42 40 29 75 65 61 53 69 53 61 40 69 77 61 40 28 64 63 41 21 74 21 79 77 67 61 42 29 40 65 22 49 87 49 75 54 97 54 70 23 70 54 75 49 19 64 28 64 97 87 18 23 49 65 41 31 53 61 69 74 71 30 67 69 67 77 29 40 28 64 63 67 31 15 71 
-127 123 125 122 108 106 130 119 106 119 130 119 130 32 99 81 124 121 126 121 117 62 99 13 34 35 126 121 126 129 126 121 17 72 105 72 105 88 105 72 105 88 73 13 47 78 103 44 17 129 111 126 121 126 121 126 124 126 95 85 95 101 73 121 103 44 103 95 117 103 95 44 103 117 92 13 62 78 47 62 
-111 105 88 73 107 72 105 107 72 105 72 111 105 111 105 111 72 105 72 105 111 129 17 35 101 88 105 72 88 72 105 72 111 105 72 105 72 111 72 88 73 88 107 72 111 72 44 111 107 88 107 73 107 73 88 73 88 72 105 111 44 105 17 129 103 88 107 73 107 73 107 124 103 35 126 121 124 126 95 103 
-59 99 13 47 102 13 62 13 78 62 47 13 78 62 117 92 59 26 99 119 26 32 99 26 108 106 56 98 93 96 83 52 91 96 98 55 83 52 83 96 98 96 52 108 119 106 108 26 32 26 119 59 119 108 119 99 59 119 47 62 47 102 113 99 81 26 99 32 99 32 99 59 32 81 92 130 119 106 56 83 
-56 55 82 19 68 120 46 23 87 75 97 75 54 97 75 22 97 22 40 28 49 22 29 67 61 75 42 75 54 75 40 42 75 54 75 46 48 80 57 83 52 106 108 56 96 83 57 68 82 48 60 48 87 46 87 54 29 28 61 53 67 61 65 28 40 29 40 42 40 42 40 65 40 42 29 40 64 63 77 29 
-102 113 102 81 130 108 119 108 119 99 124 102 113 102 113 102 13 73 107 101 117 92 130 113 13 113 102 113 102 130 106 56 33 76 33 57 98 83 96 56 55 83 57 76 55 56 52 98 83 55 56 89 125 122 125 123 89 123 37 43 37 91 37 91 108 26 102 117 35 85 101 117 95 103 95 85 78 121 129 121 
-80 82 98 96 98 52 56 55 56 83 57 68 8 57 68 57 120 8 120 57 76 33 76 56 55 76 33 76 33 55 93 56 55 76 93 76 33 55 76 37 43 37 38 19 38 82 94 22 70 48 80 60 98 57 120 68 8 57 120 8 120 57 8 57 98 56 108 32 119 59 119 59 99 32 81 32 119 59 99 81 
-74 21 71 0 84 27 84 45 9 27 10 36 58 51 2 3 25 3 7 2 51 7 51 58 50 7 51 1 27 1 27 10 36 66 74 69 53 74 53 67 31 67 61 67 77 29 69 79 71 30 53 79 21 79 21 74 77 69 40 65 49 46 48 87 19 48 80 48 87 22 64 28 75 97 64 46 94 18 70 48 
-25 3 7 3 7 2 6 58 15 31 41 53 79 21 79 67 61 65 97 75 87 46 70 23 46 48 38 57 68 57 98 52 83 57 68 57 68 57 55 52 83 56 98 76 33 56 83 93 52 83 98 56 98 96 98 83 98 57 33 123 89 123 89 106 119 127 119 32 99 59 81 119 99 32 130 119 81 117 126 121 
-85 78 103 95 44 103 95 44 95 105 72 107 73 88 107 62 102 113 78 73 107 88 107 73 101 78 95 103 44 17 111 88 35 121 126 121 126 121 103 95 44 85 88 73 88 72 88 107 72 105 72 105 107 73 107 101 85 101 35 34 35 126 129 126 35 126 124 121 129 121 126 124 81 99 26 106 119 130 106 56 
-113 47 13 47 102 26 113 102 113 102 47 62 78 13 62 117 81 32 81 32 81 119 108 32 108 56 83 56 83 57 68 57 82 98 83 98 96 52 83 98 76 33 76 55 83 56 106 119 108 122 125 89 125 89 123 89 123 89 91 93 56 83 52 83 56 55 57 68 8 57 98 57 33 76 33 76 33 76 55 56 
-91 33 55 98 60 70 48 60 55 76 55 98 37 123 76 52 91 127 32 81 59 99 81 119 108 26 81 119 81 124 81 124 126 44 129 126 121 126 121 126 121 126 121 126 121 126 121 126 124 121 124 121 126 103 95 117 101 13 92 59 32 108 26 106 56 55 83 52 56 52 98 56 83 55 98 38 94 23 94 48 
-30 10 58 4 7 25 3 7 51 4 6 7 6 58 6 5 1 27 1 4 50 1 27 24 1 4 58 50 51 7 51 2 7 51 2 7 51 2 51 2 7 2 6 2 7 51 7 2 6 2 7 2 27 10 50 58 6 51 2 6 51 2 6 10 71 15 31 67 53 67 31 15 0 30 21 79 53 77 67 77 
-51 5 9 5 9 45 9 5 9 24 4 50 27 50 10 4 27 84 79 31 41 67 41 63 41 65 61 28 29 42 21 36 66 74 77 61 53 31 41 28 87 19 87 22 54 75 28 65 28 61 69 67 53 61 40 42 77 29 64 28 29 75 22 87 22 75 23 46 54 64 63 65 40 65 40 41 61 77 42 29 
-61 41 28 61 31 41 67 41 75 54 75 54 75 54 75 63 75 54 75 63 28 65 28 41 53 61 53 77 69 31 67 71 31 53 66 42 53 67 69 74 77 63 75 54 75 29 75 28 75 97 61 65 61 67 30 15 10 5 9 10 24 4 24 27 4 10 50 10 50 58 6 58 51 7 51 2 51 58 10 36 
-60 38 70 60 19 23 70 38 55 56 83 52 83 98 52 83 55 56 96 83 82 55 60 38 68 46 23 70 94 48 49 46 94 46 18 46 64 63 28 63 69 77 41 61 53 79 53 74 61 28 75 29 75 64 87 19 49 23 22 54 65 97 65 49 75 54 39 54 65 29 74 79 53 66 21 66 53 69 61 65 
-129 105 72 85 95 44 95 101 85 78 62 103 44 103 44 17 72 105 111 105 107 111 17 129 121 124 121 95 103 88 73 107 73 107 73 107 73 107 88 73 88 73 88 73 107 73 88 107 95 17 44 88 35 13 102 47 102 113 102 92 59 117 92 99 59 47 78 13 113 102 99 117 90 99 32 108 119 92 59 26 
-52 96 52 98 83 55 52 96 83 56 98 83 52 33 56 106 52 56 96 55 56 83 52 56 55 98 76 55 83 37 56 55 83 52 56 98 57 68 60 80 70 87 49 94 48 80 94 82 48 87 54 97 65 22 29 53 41 61 41 61 65 61 65 87 49 46 64 28 97 29 77 79 74 79 77 53 30 71 31 53 
-29 69 79 21 53 69 74 79 53 71 0 15 31 15 31 15 71 0 15 0 15 0 15 0 30 53 79 41 53 67 31 79 31 41 31 53 30 53 67 74 71 0 50 10 50 36 45 24 45 9 5 45 24 9 45 24 5 25 3 7 3 7 27 84 79 21 71 79 53 61 65 61 40 29 41 28 75 97 87 28 
-77 53 79 30 71 30 71 30 71 30 71 74 79 53 61 67 63 41 31 41 67 77 61 29 42 29 40 75 22 97 23 39 48 19 23 94 23 39 70 46 70 94 22 70 87 46 48 19 48 94 18 94 8 38 57 55 83 52 83 96 55 96 52 106 127 123 122 127 123 122 123 125 123 89 123 108 56 76 33 123 
-1 4 2 7 6 50 4 58 51 7 51 7 2 58 50 6 2 51 3 25 5 9 24 45 27 84 24 45 24 36 10 51 7 51 27 4 1 4 1 51 7 51 50 6 2 6 58 36 79 21 61 65 41 28 64 28 61 41 61 53 71 30 53 71 30 77 41 77 21 74 21 77 53 67 29 63 42 61 69 21 
-62 124 121 126 124 121 124 126 121 124 126 121 126 121 126 121 129 17 129 121 126 121 126 129 126 121 126 121 124 126 121 124 121 126 101 13 78 47 113 102 113 78 13 47 13 99 59 119 47 102 62 113 13 102 62 73 107 88 73 107 72 129 103 129 126 101 121 126 129 121 126 124 121 129 121 126 95 17 103 35 
-0 3 4 50 58 50 71 30 71 30 71 67 61 28 87 48 38 82 38 8 82 93 55 33 91 106 56 83 98 52 83 57 98 83 55 33 76 43 93 55 76 55 60 48 70 80 68 8 68 38 19 38 48 46 48 46 22 87 97 75 19 48 39 87 70 48 70 60 55 60 70 94 70 48 82 98 96 56 55 56 
-38 55 56 76 55 83 98 52 83 52 83 57 98 57 93 55 83 56 55 76 33 76 55 83 56 96 83 98 57 55 60 48 70 82 55 43 37 33 93 98 106 56 93 98 83 52 93 56 33 55 76 33 76 33 76 57 83 57 68 19 38 94 48 60 98 83 93 55 98 52 56 93 43 33 76 91 37 91 37 43 
-123 37 91 37 91 43 91 37 91 43 37 91 37 43 37 91 37 91 37 43 37 43 37 43 91 43 37 91 37 43 91 43 91 43 123 125 123 91 37 91 108 32 81 99 32 81 59 81 32 108 119 81 59 117 59 99 59 99 59 99 119 106 108 106 119 130 119 99 81 124 90 124 121 126 121 126 129 103 117 59 
-128 86 128 86 128 11 20 104 12 20 14 20 110 14 114 109 86 104 14 109 11 104 20 16 14 20 110 114 110 109 12 114 109 100 110 114 118 116 115 12 16 14 104 20 14 16 109 100 109 100 110 114 100 110 114 14 20 11 104 12 116 100 16 20 100 112 86 16 116 104 14 12 86 114 112 104 116 20 11 16 
-26 130 26 108 106 52 98 96 98 55 76 93 56 83 52 83 98 106 91 33 76 33 76 33 76 33 76 33 83 76 55 56 96 83 52 98 82 83 98 55 76 55 98 96 83 98 52 56 91 56 52 55 98 83 123 89 123 76 56 98 60 55 52 98 82 98 83 98 83 57 76 33 55 33 93 55 83 57 83 57 
-110 14 12 104 20 12 16 12 11 14 118 104 12 20 16 14 20 12 104 14 12 16 114 14 110 20 12 104 11 118 11 109 14 104 20 16 104 116 104 11 14 12 109 20 109 104 110 100 114 100 14 100 14 20 128 14 16 104 20 104 114 110 109 110 114 109 11 86 118 14 118 128 116 100 118 16 11 115 118 112 
-44 95 34 35 126 103 95 44 103 73 88 107 73 107 73 62 13 78 47 99 59 81 99 59 99 117 99 59 81 59 81 32 99 32 99 32 99 124 117 113 102 13 102 130 119 32 99 119 26 108 56 106 98 83 52 98 56 106 130 47 62 73 107 105 72 107 73 62 78 62 13 102 113 102 113 102 113 102 113 102 
-10 66 42 29 22 49 39 48 18 23 48 19 94 23 28 22 28 49 22 97 64 75 49 87 19 38 80 70 48 70 38 94 23 94 38 19 23 70 48 70 49 87 46 48 46 8 68 57 68 57 120 57 8 94 18 94 87 54 46 23 28 64 75 29 77 53 61 77 40 65 87 46 68 46 94 82 55 76 55 57 
-101 85 103 44 103 85 44 103 95 126 121 126 121 126 121 35 121 17 129 44 72 111 72 35 126 124 126 121 124 81 59 26 119 108 119 108 119 99 119 127 123 127 108 119 99 59 119 26 130 92 117 95 44 17 44 103 95 117 92 119 99 59 81 90 130 108 119 81 117 59 113 78 117 92 117 95 103 95 103 95 
-28 46 22 75 97 40 75 46 19 75 29 75 46 68 23 48 82 94 48 80 94 80 70 94 82 98 83 98 55 82 57 83 57 68 57 8 68 60 94 80 60 82 70 19 22 64 75 49 22 46 87 28 22 49 75 64 63 61 53 67 63 64 65 40 61 28 61 41 61 67 61 65 40 77 53 77 29 42 29 41 
-116 12 14 16 12 112 86 12 11 20 104 12 11 104 11 104 20 14 12 16 118 115 86 115 11 16 20 14 118 115 14 115 11 86 100 116 118 12 20 11 16 114 110 12 16 20 11 16 20 12 112 116 14 110 100 110 114 100 110 109 110 100 110 114 109 114 109 114 14 20 11 14 114 100 128 118 115 118 115 104 
-114 100 109 110 100 114 100 116 112 128 115 16 20 104 11 14 11 20 16 12 20 12 20 14 112 115 116 86 118 116 118 115 116 115 12 11 110 114 100 114 109 11 20 104 11 14 12 14 112 109 114 112 114 14 16 12 20 16 14 20 12 104 20 11 104 14 16 12 16 12 104 11 118 12 16 14 20 11 128 118 
-120 70 48 94 80 70 80 94 48 70 8 38 8 68 57 98 96 98 56 98 76 33 76 33 89 33 93 83 96 98 55 93 55 56 55 33 55 83 96 52 56 55 98 52 83 98 52 83 96 52 55 37 43 33 55 52 96 83 52 108 130 119 81 26 130 99 32 130 119 130 106 56 33 91 43 37 91 93 33 55 
-115 86 112 86 112 20 11 14 118 128 114 128 14 118 116 118 128 112 86 112 16 20 12 14 16 20 118 115 128 110 104 20 16 12 100 20 14 104 114 118 116 118 115 118 115 116 115 16 110 100 110 114 16 104 20 16 11 14 104 128 104 11 114 16 14 104 20 86 12 16 12 104 12 109 114 104 110 109 110 109 
-31 15 50 10 50 51 2 5 9 4 9 27 50 84 36 10 58 6 58 6 58 51 2 7 2 51 2 6 2 9 10 50 51 3 51 1 50 10 4 50 6 51 7 2 51 2 58 10 30 21 79 21 74 77 21 41 40 61 53 79 71 30 21 74 61 65 61 69 74 21 79 21 77 74 30 71 30 71 79 31 
-84 24 10 50 51 50 58 50 6 2 7 3 7 2 51 2 7 4 27 50 58 6 58 4 27 36 4 50 27 50 2 7 51 2 51 58 10 1 4 50 4 10 27 1 2 51 4 51 6 2 6 58 6 50 10 50 51 4 7 51 7 3 7 3 7 24 45 9 45 9 24 45 24 45 9 45 9 5 9 4 
-73 107 88 107 73 107 78 13 101 17 105 88 107 13 62 13 62 13 62 13 73 88 73 107 105 111 107 73 107 73 62 13 102 113 102 47 78 47 102 113 124 121 126 34 126 95 85 72 105 72 105 72 107 78 13 47 102 113 102 113 102 47 13 113 102 47 78 62 47 62 13 113 130 92 130 119 92 130 119 59 
-107 121 124 103 44 103 95 85 95 117 81 99 59 81 124 121 126 121 129 17 44 17 85 105 111 72 107 88 73 88 107 72 105 111 105 107 62 117 81 92 117 92 130 119 106 56 91 37 91 37 52 83 91 108 123 76 55 93 57 55 93 82 94 46 22 87 22 46 49 87 75 97 65 61 74 71 21 71 30 21 
-106 52 56 96 56 98 60 80 57 98 83 55 76 33 76 55 83 98 106 56 98 38 57 38 82 80 82 68 57 8 68 8 57 60 55 57 68 57 68 57 55 56 106 26 108 26 108 127 91 43 37 123 127 91 43 37 43 37 91 43 37 43 91 56 83 52 98 52 91 127 91 37 91 43 37 83 55 98 76 52 
-34 78 124 103 35 126 124 121 126 121 126 124 121 126 121 129 121 126 103 117 13 62 13 99 59 119 47 62 126 121 126 124 126 121 124 121 126 121 126 124 99 32 130 108 123 33 76 33 55 60 70 48 60 57 83 57 68 8 68 18 64 23 68 8 57 98 56 55 76 55 56 98 96 52 83 98 57 83 56 55 
-93 55 96 56 93 55 98 52 96 83 55 98 55 76 33 76 55 60 94 80 60 48 46 39 70 80 94 46 8 82 60 98 83 52 98 52 98 96 56 91 127 91 37 43 91 37 43 91 37 91 127 123 89 127 32 81 32 130 92 117 92 117 95 117 92 130 102 113 47 13 62 101 95 85 126 121 126 121 126 17 
-86 104 114 100 109 110 100 110 114 16 14 104 11 12 104 128 16 12 20 16 14 115 128 104 112 11 112 116 14 110 109 118 116 12 116 115 110 109 100 11 20 12 109 110 109 104 86 116 14 112 104 20 118 14 100 109 114 109 114 11 109 20 12 20 104 16 14 104 16 86 115 118 115 14 104 115 116 86 100 110 
-96 56 98 60 57 98 96 98 55 57 83 98 56 106 26 99 59 81 117 113 62 13 113 62 126 35 103 34 35 126 121 126 121 126 121 126 121 126 121 126 121 126 103 126 121 103 117 92 102 13 78 13 113 47 113 102 113 102 13 62 13 78 47 13 99 47 90 59 92 59 99 117 92 117 126 103 111 107 73 107 
-100 104 14 11 104 11 16 20 12 11 86 116 115 118 20 116 86 112 118 116 118 86 112 86 11 16 118 109 12 11 12 14 86 128 115 112 86 16 14 12 16 11 118 16 12 20 11 12 14 104 11 16 11 114 109 104 16 12 11 112 14 118 14 104 16 86 116 112 116 112 115 86 116 16 104 100 114 109 100 110 
-98 43 91 43 123 43 33 76 57 120 57 68 46 68 8 68 57 98 82 94 60 80 98 57 55 98 57 98 33 55 33 55 98 96 52 91 76 56 96 98 55 82 94 82 48 23 94 39 19 46 65 97 75 87 22 75 29 41 31 41 77 53 77 21 69 77 61 67 61 41 61 67 30 71 30 71 30 21 74 79 
-71 30 71 74 41 29 42 77 29 42 29 28 63 77 79 67 42 53 74 41 67 31 41 53 79 66 36 21 69 79 21 79 30 0 9 45 9 45 24 4 27 50 6 2 1 51 7 2 7 51 2 7 3 7 2 58 6 2 7 51 2 51 58 50 58 50 27 4 1 27 50 27 1 4 24 45 24 84 9 45 
-99 78 13 113 119 130 119 32 119 106 56 55 76 93 83 98 38 82 43 37 43 91 43 91 106 98 96 98 57 60 48 60 80 60 48 82 48 94 82 94 82 98 93 98 55 83 56 55 82 94 18 23 94 54 22 94 38 8 57 68 38 80 94 38 19 82 98 52 37 91 37 33 37 55 56 55 52 127 91 55 
-15 31 71 30 77 69 41 40 63 65 64 28 63 77 29 77 79 53 41 61 65 40 61 41 61 67 61 28 41 61 65 61 97 75 65 28 40 65 87 49 19 38 68 8 19 120 8 68 38 48 87 65 28 65 40 41 67 61 29 77 40 29 77 21 79 36 84 27 10 4 50 51 2 58 6 2 51 2 50 10 
-121 35 34 35 126 121 126 101 73 101 35 103 117 62 13 90 92 119 81 59 99 26 99 59 119 32 108 26 99 81 119 130 99 32 47 99 59 99 119 32 99 32 108 56 52 83 89 123 89 123 89 122 125 122 123 122 125 89 43 55 37 52 56 98 83 98 52 56 108 32 119 92 117 13 113 102 113 47 59 81 
-50 1 27 1 4 27 50 4 10 36 79 53 41 67 53 42 40 75 29 42 40 75 22 40 29 40 42 61 53 29 77 69 42 40 29 65 40 22 75 97 54 75 65 22 54 87 64 75 54 75 22 65 46 94 19 97 23 94 82 98 52 55 60 55 82 19 70 87 97 65 61 63 77 63 41 53 69 31 79 84 
-97 22 87 23 48 46 48 94 80 48 60 55 38 82 55 56 52 98 52 98 82 33 76 52 96 56 83 56 55 76 82 55 33 55 57 83 52 56 33 76 82 98 52 83 33 55 56 108 106 56 98 52 98 52 83 52 98 106 56 96 125 127 119 32 108 106 56 52 83 52 98 56 98 52 83 52 98 83 98 52 
-48 23 48 94 48 87 19 97 64 75 97 22 28 64 75 97 23 87 19 68 57 55 56 76 93 98 108 26 130 119 99 59 124 117 124 121 124 126 85 105 129 105 72 111 105 17 129 121 124 121 124 59 99 81 92 130 119 81 32 81 32 119 99 59 99 59 81 99 81 99 32 81 119 127 26 81 99 59 117 92 
-35 107 73 78 62 88 107 73 95 78 101 34 107 13 113 130 32 81 32 108 106 108 26 32 81 32 81 99 32 119 108 32 108 26 119 59 81 59 13 107 88 73 107 88 34 35 126 129 121 126 35 126 121 126 88 73 107 34 73 88 13 47 102 26 113 130 119 99 124 34 73 88 107 73 107 73 107 101 62 78 
-83 91 37 83 123 83 56 37 76 33 93 56 37 43 33 91 37 43 91 93 55 76 83 96 83 52 106 108 26 59 26 130 119 99 32 130 119 81 32 99 59 124 121 126 129 121 126 35 34 129 17 101 78 102 113 62 78 13 62 78 62 78 47 99 81 99 59 81 32 108 26 92 26 127 108 26 113 130 113 102 
-81 113 13 102 113 47 13 78 85 129 126 121 103 44 95 121 126 121 101 73 62 13 62 13 78 47 13 78 59 81 119 108 106 26 99 59 99 119 59 78 62 78 102 113 102 119 59 99 62 107 73 107 73 107 73 107 73 107 78 117 95 103 117 99 59 99 113 102 47 130 99 119 130 102 113 102 26 106 98 83 
-8 48 70 48 46 75 97 87 19 38 19 48 38 8 68 57 33 76 33 93 55 96 56 33 82 38 68 57 98 60 48 60 48 46 70 46 22 40 61 77 61 65 40 42 40 28 46 48 46 68 8 68 46 75 22 87 70 94 49 87 48 87 70 49 87 49 19 87 49 48 19 18 23 19 49 48 46 48 8 57 
-21 15 10 50 15 31 41 61 67 77 79 21 79 77 69 67 41 67 41 28 65 61 40 63 41 63 67 77 63 41 29 40 42 65 49 22 19 38 55 56 83 98 83 52 96 108 122 119 122 123 89 123 89 122 125 122 125 89 123 89 122 119 130 106 108 122 119 106 26 130 59 81 99 117 90 62 78 113 102 47 
-82 68 39 65 22 70 87 39 22 40 61 41 31 15 0 15 71 21 74 21 69 21 74 69 74 69 41 31 41 67 31 67 31 67 71 15 0 9 24 36 66 74 69 40 29 75 97 65 40 61 75 97 18 23 18 94 18 94 23 18 48 80 48 70 23 18 23 46 19 46 68 8 57 68 46 94 82 94 48 46 
-125 108 130 119 99 32 81 32 99 81 32 26 106 108 119 26 127 32 119 99 119 92 59 119 99 119 106 52 83 56 55 33 55 33 83 52 56 55 123 52 33 55 93 89 125 89 123 33 83 56 43 37 33 76 55 33 76 33 76 33 76 33 91 37 57 80 94 49 19 39 70 48 49 75 54 75 64 40 28 64 
-72 88 73 107 73 107 72 105 72 105 72 105 88 72 105 72 101 85 95 44 103 44 95 103 44 95 117 81 59 99 119 32 81 32 81 119 99 117 35 34 35 103 126 121 126 129 121 129 17 126 124 121 124 81 32 99 81 59 119 26 113 47 102 113 102 113 102 113 47 102 47 13 78 13 113 102 113 102 113 102 
-69 21 79 41 67 41 31 67 61 53 61 77 29 77 74 77 61 67 31 41 31 67 31 77 71 30 21 74 77 31 74 42 74 66 74 66 74 30 71 10 36 79 77 67 71 30 71 66 21 74 66 36 10 50 71 67 41 42 53 79 67 77 79 74 41 40 65 29 40 41 61 69 53 61 40 61 28 64 46 64 
-11 109 115 11 20 12 104 128 11 104 12 20 104 110 118 115 116 12 110 100 110 109 110 16 20 12 115 110 20 115 116 14 104 20 116 20 104 112 20 12 11 12 11 20 109 86 118 16 116 16 109 100 110 20 14 104 14 86 12 110 112 110 114 109 114 110 100 14 128 86 115 116 110 100 110 114 14 104 12 16 
-20 118 115 16 14 12 16 128 14 112 110 100 118 20 116 20 14 20 11 12 16 116 86 112 12 11 118 115 116 86 112 118 115 116 115 20 116 11 14 12 11 116 14 11 104 20 104 11 16 12 116 115 116 104 109 114 115 11 109 20 115 116 12 104 20 11 116 110 128 14 16 20 16 11 20 16 12 11 12 16 
-112 115 16 12 86 128 112 118 128 86 110 100 110 114 110 100 109 110 114 100 110 109 115 118 100 109 100 110 114 110 114 110 116 115 112 11 104 16 14 114 104 16 104 86 112 14 86 16 12 11 20 86 110 109 110 114 100 114 109 16 12 104 11 104 12 16 12 11 20 11 14 12 20 115 109 114 11 20 112 128 
-79 53 31 53 31 15 31 41 40 28 54 97 64 22 46 48 46 23 19 8 68 57 83 52 83 56 98 55 76 93 55 91 37 91 43 37 43 91 127 91 37 91 43 37 91 43 37 91 37 43 33 55 83 33 76 33 76 93 91 106 119 113 102 113 90 92 32 81 117 99 124 126 121 126 101 78 62 47 62 13 
-24 84 27 36 50 58 50 10 36 10 4 10 50 51 2 7 1 15 31 15 31 67 74 53 67 61 41 31 41 67 79 21 74 42 75 64 28 65 75 41 28 40 61 69 29 77 21 30 15 31 41 31 41 61 77 21 79 21 74 71 30 71 74 21 79 74 66 53 79 21 71 21 69 74 21 74 79 84 36 4 
-27 24 84 50 2 6 58 50 7 3 7 51 2 51 2 58 6 7 3 6 1 51 6 7 3 2 6 2 7 1 7 2 7 51 6 2 7 2 51 7 1 84 45 24 5 9 24 45 9 5 9 5 4 51 2 7 2 5 2 51 6 27 30 53 30 71 10 27 50 58 50 10 50 1 27 50 10 4 50 1 
-47 62 107 73 88 73 88 72 105 72 105 72 105 111 105 17 126 121 124 121 126 121 124 121 124 99 32 90 113 102 47 119 59 119 26 119 130 119 81 32 99 81 26 106 52 55 56 98 56 55 98 56 52 76 33 76 93 55 93 55 33 96 33 55 98 56 83 98 55 56 55 83 96 56 52 123 122 108 56 98 
-118 115 14 20 16 114 112 116 118 104 11 100 115 118 116 86 12 100 20 12 112 16 114 100 109 100 114 110 109 110 109 100 114 109 128 16 12 16 11 109 104 11 14 12 112 118 104 16 109 110 114 16 116 12 128 12 16 104 12 16 104 20 100 104 86 104 115 118 16 104 12 114 128 100 110 114 100 109 14 104 
-7 50 1 6 4 51 7 3 2 7 25 2 6 1 50 51 4 2 6 2 4 10 36 84 66 84 66 74 67 53 69 21 74 29 75 22 87 49 87 19 39 97 87 46 97 22 75 97 64 63 41 53 61 53 42 29 28 40 77 74 77 67 30 79 77 74 53 77 29 53 77 42 29 54 29 69 74 30 71 53 
-5 9 5 9 4 2 51 1 50 1 2 7 3 7 51 1 6 50 27 50 1 58 2 7 6 2 7 51 4 9 5 45 5 9 24 9 5 9 5 9 27 84 24 9 36 66 74 53 21 79 53 77 42 31 61 40 65 40 61 28 97 54 49 87 19 75 54 75 22 46 19 70 48 94 80 48 39 87 70 80 
-126 101 85 101 105 111 105 111 105 72 105 111 72 105 72 105 72 105 88 105 111 105 107 73 62 78 99 32 99 59 13 113 102 113 78 85 103 101 126 124 90 81 32 99 130 119 106 56 96 93 83 52 106 108 125 122 108 119 26 99 32 99 119 81 119 122 125 122 123 89 123 122 119 59 124 81 92 117 95 103 
-39 94 80 38 19 46 22 75 40 75 54 64 75 54 29 53 61 41 61 28 61 67 77 42 29 63 28 65 40 61 53 61 41 40 77 42 77 53 67 42 61 65 29 75 63 97 29 28 87 54 94 80 94 46 94 80 48 46 19 82 76 93 76 33 76 55 83 82 38 94 23 70 22 28 49 54 29 77 79 21 
-12 104 14 12 14 11 14 128 104 20 16 12 16 12 16 14 12 11 14 11 16 12 118 11 20 86 109 114 109 114 109 12 16 14 16 12 14 12 14 16 12 14 104 109 114 100 109 110 109 100 114 109 110 128 114 109 16 104 20 104 16 14 11 14 16 104 16 12 16 11 16 104 20 104 14 16 109 115 118 128 
-57 8 57 83 93 76 33 76 55 56 52 56 106 130 99 81 13 62 117 59 119 106 52 98 83 57 93 43 93 52 98 55 56 123 127 123 89 123 91 33 76 91 122 123 125 122 125 122 32 119 99 59 26 90 124 117 35 34 35 62 78 47 62 78 13 62 73 107 72 105 72 107 73 13 78 59 99 32 130 119 
-109 114 109 110 109 100 114 115 112 86 112 14 104 20 115 118 116 115 116 16 116 115 86 110 109 114 100 110 100 14 11 128 115 14 12 110 100 11 118 12 11 20 12 14 16 110 14 104 116 118 115 116 115 116 20 14 20 14 20 11 12 11 128 16 110 109 110 114 104 12 16 14 20 104 16 11 128 86 112 20 
-46 68 46 49 87 46 49 48 60 55 93 98 83 52 96 83 98 83 57 120 19 87 22 94 46 48 70 46 75 49 22 49 22 87 49 87 22 87 75 39 46 64 97 28 29 41 31 84 9 5 9 5 45 24 45 24 36 21 79 53 71 53 74 53 66 79 71 30 53 30 71 30 71 15 10 4 1 10 51 7 
-32 102 90 92 117 103 44 17 121 126 121 126 35 34 35 34 126 85 95 17 121 126 124 121 126 44 103 44 103 95 44 103 72 105 72 105 72 17 101 88 73 107 72 105 72 111 95 103 95 111 105 111 103 78 99 92 59 119 106 98 57 55 76 55 33 76 98 106 52 83 52 96 98 52 98 82 94 38 94 80 
-90 92 130 113 102 62 78 99 119 106 89 98 55 76 33 55 83 96 83 96 83 57 8 120 8 68 38 82 48 70 80 70 94 54 64 28 64 28 65 40 29 40 65 97 75 40 28 64 75 28 75 54 75 54 49 87 48 60 80 94 48 70 120 8 68 82 55 33 76 33 76 33 52 106 119 127 119 99 32 108 
-23 22 75 64 29 28 42 74 53 61 41 31 41 61 65 22 40 28 64 97 54 75 49 94 82 55 76 93 76 33 55 37 52 98 57 8 57 43 37 43 37 33 76 33 55 60 55 56 96 52 56 33 55 38 68 8 68 82 38 55 43 55 82 93 52 98 56 106 119 130 113 130 113 62 13 62 78 101 107 73 
-16 20 16 116 115 118 115 110 116 115 118 11 16 12 20 104 14 11 20 16 100 116 118 128 110 114 109 110 109 100 16 104 118 104 115 116 115 116 104 16 104 116 118 11 14 16 14 11 109 110 114 11 112 16 115 100 114 109 100 109 100 112 20 14 118 116 118 14 100 114 128 86 104 14 11 14 118 20 128 116 
-36 4 58 24 45 27 58 36 10 24 1 3 51 4 27 4 27 1 51 2 51 2 58 1 51 2 51 2 7 3 7 51 6 4 1 50 58 6 58 6 58 6 58 6 50 1 51 2 7 2 7 3 7 2 7 4 27 9 24 45 24 45 5 24 84 10 36 10 36 50 1 50 4 27 50 36 21 79 74 42 
-54 28 49 22 97 63 40 97 65 87 48 46 48 70 87 46 87 75 28 65 23 48 60 70 22 23 48 23 70 48 70 60 48 46 49 70 23 70 48 70 22 75 54 19 38 68 8 19 22 65 28 41 77 42 40 28 23 46 22 49 46 19 38 8 68 57 98 76 55 93 83 55 56 55 82 94 70 48 49 22 
-103 117 102 47 13 47 78 47 78 113 78 13 62 13 62 13 78 47 81 99 78 99 47 124 101 85 78 62 13 62 78 13 103 72 44 17 72 107 72 107 117 101 35 121 17 129 105 111 105 111 105 95 101 105 111 105 111 107 73 62 78 13 62 13 47 13 78 13 117 95 105 72 88 73 107 73 88 72 105 107 
-49 94 82 8 46 49 75 28 61 28 64 46 22 97 63 64 87 46 94 70 49 54 29 77 69 74 71 0 15 31 42 40 28 49 87 49 46 68 8 57 68 8 68 8 68 82 83 56 98 55 33 56 98 96 43 33 37 43 91 43 91 37 91 43 37 91 37 43 91 43 91 43 37 91 43 33 55 76 55 56 
-55 98 57 83 98 96 83 56 98 43 98 83 52 106 122 123 127 91 37 91 127 91 37 91 125 98 123 108 98 37 33 55 38 82 94 48 70 48 87 65 75 39 75 22 40 61 74 66 36 24 4 9 5 9 45 24 45 9 45 5 9 45 9 5 7 2 51 2 51 4 50 7 2 51 2 1 51 1 51 4 
-19 64 75 54 49 94 23 46 64 49 87 48 46 22 87 54 75 64 75 97 54 75 41 67 77 40 42 40 29 77 31 41 31 41 61 65 64 75 97 22 65 64 75 97 65 46 23 46 22 87 75 29 77 21 79 21 30 71 45 5 24 9 5 9 45 9 5 9 45 9 24 5 9 45 9 36 50 10 2 27 
-88 107 105 72 105 111 105 72 105 88 107 73 107 62 13 47 13 62 99 59 81 32 119 32 127 123 89 123 43 37 33 98 52 106 98 106 56 52 98 57 68 8 57 98 55 76 43 91 52 56 52 55 56 83 52 83 55 37 91 127 123 125 122 125 123 89 125 122 89 108 127 119 99 32 81 99 130 92 117 92 
-14 11 104 12 20 11 14 11 118 115 16 12 116 16 12 14 116 14 20 12 20 11 104 14 20 128 116 14 20 12 118 128 86 16 116 20 12 20 16 20 11 16 20 128 16 116 109 12 14 20 16 11 12 110 11 86 110 114 112 128 115 116 16 12 14 12 104 20 128 110 100 118 116 114 110 114 100 109 86 118 
-65 40 29 77 61 69 61 40 75 29 53 41 75 64 54 65 61 42 29 61 28 49 48 19 8 68 8 82 76 55 76 93 56 98 83 55 89 127 123 43 52 98 83 98 52 98 106 98 83 96 33 76 93 55 56 83 123 96 83 98 83 76 33 76 43 37 91 43 123 122 123 37 43 55 91 127 119 59 81 99 
-76 55 60 48 87 49 22 46 18 23 18 94 18 46 49 19 39 18 23 75 97 19 68 46 18 8 120 8 70 48 82 57 83 57 55 93 76 57 8 82 55 60 8 38 68 8 82 19 87 49 75 40 61 75 97 87 46 48 87 48 19 68 57 98 52 33 55 52 56 98 56 98 57 60 48 46 64 75 40 28 
-92 124 99 81 32 99 119 130 119 92 117 92 117 103 44 126 129 121 124 90 32 108 32 108 26 59 99 59 81 32 99 59 81 119 106 52 83 98 52 98 56 98 83 56 98 57 8 120 94 18 94 18 94 82 55 82 76 33 76 33 55 38 60 80 70 80 19 80 82 98 83 57 55 57 38 70 22 29 65 64 
-130 119 32 81 124 121 126 34 117 62 78 107 88 72 105 88 111 105 72 105 72 105 111 107 73 88 72 85 35 34 124 90 124 126 35 95 117 92 117 59 119 99 130 113 102 78 88 73 107 72 105 107 73 107 73 88 62 47 62 92 117 92 78 13 62 13 62 102 47 13 47 78 62 13 47 13 47 13 62 13 
-105 72 105 72 107 73 88 103 95 44 103 95 117 92 117 103 44 103 95 44 95 117 92 117 92 130 119 59 119 26 99 59 117 78 13 103 126 35 126 121 126 121 101 78 117 99 59 13 117 59 81 99 59 99 26 106 56 98 52 83 56 83 55 98 57 55 93 76 33 76 55 56 98 96 98 106 56 76 93 55 
-6 2 7 3 5 1 24 27 50 27 24 5 9 5 24 45 24 1 2 51 7 1 15 31 71 30 71 84 24 84 36 45 9 5 9 50 58 50 15 31 15 31 67 61 40 65 64 63 53 61 42 53 31 15 71 74 79 21 71 30 53 31 15 31 77 71 74 67 31 71 74 53 31 67 74 79 36 24 45 9 
-124 81 124 117 99 117 62 13 78 13 88 107 73 107 88 62 13 62 13 62 13 78 126 121 126 117 92 119 59 32 81 99 59 81 32 127 123 89 123 89 125 122 125 123 89 123 56 76 33 123 125 127 123 122 123 127 123 127 123 43 76 33 76 83 55 33 76 33 96 43 37 91 37 91 43 37 91 43 91 37 
-63 67 61 65 28 64 94 46 97 22 29 77 69 74 61 53 67 31 41 61 53 77 67 61 40 42 40 29 42 40 28 65 40 41 31 67 61 63 40 28 64 75 28 40 41 67 41 31 67 31 41 61 65 61 63 29 75 97 75 54 97 75 22 40 28 46 64 75 40 77 40 41 31 67 31 67 79 30 53 61 
-66 21 74 69 41 61 41 53 77 67 29 69 74 71 30 66 79 21 41 29 65 40 42 29 77 53 79 53 71 53 71 30 71 31 69 61 28 63 75 97 75 49 75 29 77 40 22 23 22 75 41 65 22 49 22 39 87 46 49 46 87 49 54 87 48 23 94 87 75 40 41 40 65 49 70 38 19 70 46 65 
-87 75 54 29 75 28 29 75 23 94 49 87 49 54 64 63 75 22 97 75 64 28 63 77 79 84 36 10 1 58 6 1 6 7 51 4 50 27 1 58 50 10 30 71 30 79 36 10 4 10 51 2 51 2 7 6 2 1 50 36 45 24 9 5 9 27 9 36 21 71 53 31 30 77 29 75 29 40 41 61 
-42 21 36 21 74 69 61 53 71 84 79 69 74 29 77 67 71 30 71 30 71 30 71 30 53 79 21 74 21 79 21 79 53 61 40 97 54 22 87 94 39 70 22 46 39 97 54 87 70 87 46 87 48 70 60 57 76 33 55 57 80 82 19 38 19 82 83 57 98 96 83 52 83 57 83 52 83 98 52 56 
-22 28 65 64 54 64 28 41 53 79 77 66 74 29 67 79 77 29 42 40 61 40 75 28 61 53 66 53 67 61 40 61 53 69 42 77 79 36 27 4 1 27 2 50 58 15 71 67 77 79 71 30 74 79 21 53 79 53 61 40 41 61 41 61 40 65 97 75 54 64 46 48 49 75 28 64 75 54 49 87 
-2 10 4 51 1 50 27 84 24 45 24 84 79 71 30 71 30 71 21 15 45 24 9 24 9 5 45 9 1 50 10 36 10 50 27 84 27 50 4 1 50 4 9 24 45 9 45 9 5 9 5 9 5 9 24 9 5 9 24 84 79 74 69 61 67 31 41 61 77 21 67 53 67 53 74 79 53 61 65 40 
-68 57 55 33 76 33 55 56 83 52 56 33 55 56 52 98 76 33 55 93 55 83 57 8 57 55 60 55 56 83 52 98 52 83 57 83 96 83 98 96 52 56 55 76 33 76 56 96 56 83 52 98 96 55 83 52 98 55 56 96 56 83 55 57 38 55 57 82 38 8 120 46 49 70 19 94 19 80 82 19 
-37 56 98 56 55 52 83 52 56 96 83 98 56 93 83 96 83 56 55 76 89 122 32 130 119 130 92 117 92 117 34 35 121 101 78 95 103 13 62 13 73 107 73 62 13 62 78 113 78 95 88 72 105 111 105 72 105 111 105 72 105 72 105 72 105 107 73 107 73 13 62 13 62 13 102 113 99 62 47 102 
-95 126 73 107 88 107 73 107 73 88 105 72 105 72 88 107 88 72 88 72 111 129 121 126 121 124 90 124 121 126 17 105 72 105 72 105 107 88 107 73 107 73 62 78 62 13 113 102 47 78 47 78 47 130 92 117 81 119 130 113 62 13 73 107 105 72 107 73 107 72 107 73 62 78 102 47 62 102 78 47 
-18 94 80 60 38 55 98 52 83 52 108 89 76 33 91 108 89 43 37 43 37 76 98 76 33 93 55 82 19 94 80 94 46 49 87 64 28 39 70 49 28 41 31 41 61 42 77 74 42 29 40 22 65 28 61 29 74 15 31 15 0 50 1 51 50 1 4 1 50 58 6 58 50 27 36 58 4 50 58 50 
-9 5 9 24 9 5 9 5 9 24 84 66 36 79 77 42 40 42 31 41 61 65 61 65 28 75 87 64 97 65 63 69 29 65 97 28 75 54 64 46 65 28 41 31 15 0 15 0 15 31 15 31 77 53 67 61 21 74 21 30 71 53 61 65 40 42 67 31 41 61 65 75 28 87 22 40 61 67 77 79 
-67 42 40 61 53 79 21 74 53 42 61 67 63 77 41 28 61 41 61 41 63 29 77 42 29 64 65 40 22 39 49 23 94 82 38 82 94 23 87 19 8 39 97 39 70 94 70 48 19 82 94 23 19 48 46 54 75 28 64 19 49 75 64 28 64 61 40 41 31 41 61 65 61 40 69 67 71 66 74 77 
-104 86 20 11 104 20 104 20 104 100 115 118 115 12 104 11 16 128 86 14 128 86 112 12 16 104 14 115 118 116 14 86 112 86 112 86 115 118 116 118 115 14 11 16 11 115 118 16 116 118 115 100 110 114 12 16 14 118 116 128 109 128 118 100 110 114 110 11 128 118 100 110 16 14 12 16 118 116 20 118 
-89 125 119 32 90 81 59 81 59 99 32 59 99 32 81 32 81 59 99 32 119 32 99 81 32 81 59 99 119 106 108 106 130 119 99 26 99 59 81 99 119 106 56 98 82 83 52 55 56 52 96 98 91 108 56 55 98 52 83 98 52 83 52 98 56 83 33 96 52 43 33 93 55 37 60 38 60 48 70 48 
-41 31 15 84 71 84 9 24 4 36 10 50 58 50 36 21 69 79 21 71 30 71 30 71 74 21 36 84 79 74 66 36 27 0 45 24 27 4 50 6 58 6 7 3 25 5 9 5 9 5 45 66 21 79 15 0 15 0 15 31 71 30 71 53 61 69 74 69 40 22 65 22 65 42 77 40 77 63 77 63 
-13 62 13 62 13 88 73 107 73 88 107 88 107 73 88 72 107 73 13 99 81 32 108 119 81 119 106 98 96 56 33 93 98 83 52 83 55 93 76 33 55 52 55 83 56 98 52 83 82 70 87 46 64 28 41 40 28 64 63 77 67 41 28 49 46 19 48 70 87 49 75 97 22 75 40 65 61 28 61 53 
-58 15 30 21 30 71 21 74 30 84 27 84 9 24 9 24 84 27 84 50 51 4 50 10 4 50 27 1 84 79 41 40 61 41 67 71 21 74 77 29 61 67 41 67 69 53 69 79 71 30 71 79 21 74 21 77 63 64 39 23 49 19 38 19 46 19 87 48 94 82 98 93 82 60 55 83 98 60 80 60 
-70 120 18 49 87 54 65 22 40 97 23 87 48 70 87 22 64 63 67 53 61 63 69 74 21 79 84 36 66 21 79 21 74 21 74 67 41 77 74 21 79 66 74 21 77 74 61 28 63 28 41 61 41 75 63 77 67 31 67 41 40 65 28 64 75 65 28 54 75 61 29 42 29 28 49 19 38 82 70 94 
-45 9 5 9 5 9 4 51 2 7 2 6 58 6 2 5 9 45 24 1 51 2 51 45 27 50 0 15 0 15 31 67 41 31 41 40 61 63 67 53 71 30 71 84 36 58 50 4 9 58 4 0 15 31 41 65 97 87 94 82 48 80 19 87 49 48 49 97 46 49 87 75 64 49 48 46 48 70 48 70 
-119 99 81 119 81 119 106 96 83 52 98 55 96 106 96 83 56 98 83 82 83 52 93 76 98 83 52 83 98 83 123 91 83 98 60 55 33 76 55 98 93 57 120 57 98 52 96 56 93 98 83 98 60 38 55 60 80 68 48 39 48 94 49 46 48 94 87 22 97 18 120 68 48 120 68 80 60 8 57 83 
-122 123 125 96 83 56 83 82 94 70 49 70 48 70 22 65 64 46 23 48 70 48 94 46 19 38 8 68 57 83 96 56 83 98 57 83 98 55 98 52 55 93 55 33 76 33 76 55 76 55 56 108 119 59 119 106 96 56 98 83 96 56 106 56 98 52 83 98 96 83 96 98 52 37 91 83 96 56 55 76 
-33 55 83 56 55 98 83 56 98 83 52 83 52 43 91 123 106 91 127 32 99 81 117 107 73 107 13 73 107 103 44 103 44 95 103 126 124 121 126 121 126 129 126 121 126 121 85 17 129 44 129 121 126 121 126 124 117 59 124 121 124 126 121 126 121 126 121 124 34 126 124 126 121 17 121 126 17 121 126 101 
-64 61 42 77 53 77 40 41 28 65 22 64 97 75 28 40 29 22 70 48 19 38 94 38 55 83 56 83 96 52 106 52 83 98 55 76 55 83 93 55 98 52 93 82 37 43 91 43 76 33 43 38 19 75 42 40 69 74 21 79 36 58 6 58 50 58 10 1 50 1 50 1 10 36 21 74 53 42 21 79 
-75 63 77 53 61 41 28 40 77 79 77 67 61 67 77 67 31 30 71 30 67 77 42 53 41 61 69 74 69 77 29 53 31 15 84 71 67 61 40 28 75 64 28 40 22 46 75 29 75 97 22 39 87 49 54 49 19 82 76 55 52 83 56 96 83 98 52 98 96 56 55 52 98 82 80 60 98 96 52 56 
-3 6 58 10 4 1 36 84 24 45 9 27 24 84 79 21 74 77 21 79 53 69 79 42 77 74 41 61 75 29 42 61 40 61 28 64 75 97 39 49 19 87 46 23 22 28 40 61 67 31 67 41 31 61 53 61 67 63 28 23 64 75 97 63 75 64 28 61 31 15 0 15 50 10 50 58 50 4 3 10 
-53 71 74 77 31 41 29 40 75 29 75 64 54 75 54 75 97 75 64 63 28 40 28 63 97 22 49 70 48 49 87 19 8 38 68 57 68 82 19 38 48 94 48 70 19 70 64 28 61 53 79 53 79 21 71 74 53 67 41 67 74 21 30 66 74 15 0 15 0 15 71 30 79 71 53 79 71 50 58 1 
-4 10 36 84 27 1 84 36 10 36 66 79 30 71 74 21 69 79 74 21 74 79 21 79 21 74 69 74 66 36 66 77 21 15 31 53 77 71 30 10 36 79 21 79 74 21 79 36 21 69 79 21 74 69 42 29 74 53 79 21 36 79 69 61 41 40 61 65 22 65 41 63 28 75 97 22 49 94 80 82 
-94 23 19 82 38 19 49 94 82 48 82 94 60 55 83 55 38 120 8 68 57 55 33 55 52 55 56 98 82 33 76 82 38 94 46 70 54 49 46 68 8 68 19 46 65 28 75 65 41 61 53 30 71 30 71 74 53 31 53 67 42 29 65 22 65 28 22 46 87 49 46 8 68 8 68 8 57 68 8 57 
-117 102 13 113 102 113 13 78 103 85 117 101 105 72 105 101 78 85 107 73 107 111 17 35 103 101 78 13 78 113 102 113 47 78 13 62 13 73 88 73 88 73 107 105 72 111 105 17 72 105 111 88 73 107 88 107 73 107 88 105 103 95 103 101 13 62 73 62 47 78 13 78 102 78 73 107 73 107 73 88 
-78 62 99 59 81 117 62 103 44 85 62 47 13 62 13 62 78 47 78 62 78 62 13 62 47 113 102 113 130 119 99 90 124 121 126 35 34 13 113 102 113 102 113 102 113 102 62 13 62 13 62 47 62 13 78 62 78 62 47 102 113 102 113 26 32 99 59 78 13 78 62 107 73 107 73 107 73 107 111 101 
-108 98 83 93 57 37 91 106 98 57 76 33 76 55 83 55 76 33 76 33 93 98 83 52 83 55 56 93 33 76 33 76 55 98 83 52 83 56 96 52 56 106 119 32 130 113 102 47 78 62 13 62 47 13 78 62 13 59 119 108 106 98 60 55 98 55 52 56 83 52 96 98 83 55 76 82 19 38 70 94 
-17 129 126 17 129 35 117 92 117 92 124 99 130 119 130 92 130 119 102 113 102 113 47 62 13 78 13 78 13 78 113 62 13 102 47 26 108 56 91 52 83 52 56 55 56 52 56 83 52 83 55 43 37 91 43 91 37 55 33 76 33 93 33 76 55 93 57 98 55 83 98 76 82 98 83 52 91 123 125 123 
-43 89 123 89 122 125 122 108 26 92 117 95 103 95 117 92 130 26 113 102 113 102 113 117 124 35 126 121 126 129 44 95 103 95 44 103 95 117 59 99 26 106 56 55 60 94 48 70 94 18 48 60 55 98 56 55 83 98 55 98 52 83 96 56 83 52 83 96 83 55 83 52 56 96 52 83 98 57 83 57 
-40 54 97 22 54 22 40 65 61 69 21 79 53 79 53 31 41 31 41 29 77 41 40 29 67 71 21 79 21 79 69 53 67 41 67 42 29 40 63 67 61 77 40 65 61 41 53 61 65 22 64 28 41 61 40 22 54 49 87 19 23 97 29 40 61 97 64 65 61 41 74 71 30 71 74 53 79 67 71 84 
-127 108 91 37 91 52 56 96 56 93 56 106 119 108 125 122 125 122 125 123 125 89 33 76 91 52 122 125 122 123 89 122 125 122 125 122 123 89 52 83 96 56 98 83 57 83 82 98 52 83 98 83 123 33 89 43 37 91 43 56 83 52 83 96 98 55 83 98 83 56 55 33 55 96 83 96 83 52 33 76 
-111 129 121 124 121 124 121 129 121 126 124 62 13 62 13 103 126 72 111 105 72 105 111 105 72 88 73 107 103 95 44 95 117 95 103 95 103 95 34 85 121 34 13 73 126 17 35 101 13 62 47 62 13 59 81 99 81 90 124 99 59 117 78 113 13 47 62 78 102 113 102 13 107 88 73 107 73 62 102 130 
-59 117 85 101 13 73 107 88 73 88 101 17 44 95 121 124 117 95 111 105 72 107 88 73 107 72 111 105 107 73 101 85 44 72 105 72 105 101 88 73 101 85 101 62 13 90 124 126 121 129 44 129 17 129 126 121 124 90 124 121 17 129 103 78 81 90 124 59 99 59 81 99 26 113 102 113 26 47 13 62 
-56 76 55 93 91 123 127 119 113 102 113 102 47 113 117 78 62 126 124 13 35 13 121 129 126 44 17 105 107 73 107 105 72 105 17 95 103 95 103 95 44 103 126 103 44 95 111 44 129 126 121 126 129 35 34 35 126 129 121 103 95 44 103 95 85 101 78 13 62 13 62 78 13 90 124 126 121 126 121 129 
-102 113 130 113 102 113 102 113 102 113 47 62 13 62 117 124 59 13 117 34 35 126 121 126 124 126 121 44 72 105 107 88 107 88 105 44 95 44 95 117 13 117 124 81 32 99 81 119 130 119 130 26 59 119 130 119 92 117 95 103 101 44 126 35 103 126 103 44 95 117 95 117 78 62 13 35 34 103 101 85 
-80 94 70 19 82 38 19 48 70 48 70 22 75 29 42 74 67 53 71 21 79 21 67 71 21 77 69 74 29 22 97 75 97 75 19 70 23 94 82 19 68 46 23 54 22 40 29 28 41 67 30 79 15 71 30 71 30 71 30 71 30 71 30 71 21 79 84 50 9 5 45 79 53 61 67 41 67 77 42 29 
-74 79 21 69 61 40 41 67 61 65 61 65 97 54 75 29 40 65 75 22 65 54 87 49 70 60 98 56 55 96 56 96 52 55 33 76 33 43 89 127 125 122 125 122 125 108 119 102 59 99 130 32 99 81 32 108 32 90 59 99 81 59 81 32 119 92 117 92 119 99 59 99 81 59 99 32 81 119 127 123 
-25 3 7 2 6 2 7 51 6 58 50 58 6 58 4 27 36 9 45 24 36 10 36 84 36 79 53 79 21 61 65 28 61 40 61 28 40 29 40 22 97 75 63 77 53 74 69 61 77 40 61 28 75 97 65 61 53 61 64 28 61 53 79 21 61 42 29 74 77 66 74 53 77 53 41 63 64 46 8 68 
-85 44 85 35 126 103 44 103 111 105 85 101 88 73 107 105 107 73 78 13 62 102 113 102 113 130 119 59 99 32 81 32 102 113 102 47 78 62 13 99 119 130 92 117 103 44 129 17 72 111 105 72 105 72 105 107 73 107 88 107 73 107 73 88 72 111 105 72 111 95 44 95 44 95 103 126 85 101 88 73 
-113 102 99 81 59 32 81 99 32 81 90 32 119 99 130 32 108 32 81 119 127 32 92 117 99 119 99 119 106 52 98 96 83 33 76 33 93 57 55 76 83 52 91 37 91 43 55 76 33 76 33 55 76 91 37 91 33 76 98 83 52 83 52 56 98 123 89 125 89 108 26 108 26 119 32 81 90 59 92 99 
-91 56 93 33 76 56 96 98 52 56 55 76 33 76 33 57 93 123 91 43 37 43 91 37 91 127 125 89 123 91 55 76 33 91 37 91 37 91 43 33 76 55 98 52 56 55 76 55 83 98 83 56 55 98 96 52 98 96 55 56 96 52 83 56 98 52 98 55 38 57 55 56 83 82 55 83 98 56 96 98 
-30 45 24 9 5 9 7 25 3 7 6 2 3 7 2 51 9 24 4 50 58 50 1 51 58 15 0 36 50 36 24 5 9 45 5 45 9 5 9 24 1 4 27 1 51 7 2 51 50 1 4 51 7 2 51 7 2 51 2 7 27 4 10 84 36 66 53 42 79 30 71 30 71 74 21 79 53 41 77 74 
-51 2 51 7 51 2 51 2 6 2 7 51 50 71 53 79 15 71 53 61 53 61 63 64 63 61 77 40 22 87 97 22 75 54 29 42 29 22 23 48 70 23 87 39 48 70 48 46 49 75 49 22 87 48 82 38 94 19 87 46 64 28 64 54 75 28 75 46 68 57 68 8 57 68 8 38 57 98 56 93 
-61 67 41 77 53 74 77 67 63 64 22 87 75 54 49 54 87 19 94 46 97 64 46 49 87 19 8 68 57 55 98 83 98 96 98 83 52 96 98 83 56 83 52 83 55 93 57 98 57 55 33 76 33 76 33 76 96 93 98 82 37 76 123 122 108 56 93 57 82 33 52 55 33 55 60 70 22 97 75 54 
-60 120 82 48 70 82 38 8 68 57 98 55 83 56 55 52 55 83 55 76 33 93 55 83 57 55 43 60 8 57 83 96 108 119 130 119 106 52 56 98 57 93 57 68 8 48 70 23 18 94 23 94 38 19 49 87 70 23 97 65 28 97 75 97 54 65 75 41 31 61 40 42 61 41 61 29 40 75 87 75 
-129 17 129 126 103 95 44 101 13 62 13 78 47 13 78 99 59 117 95 117 92 117 92 26 119 130 119 130 119 32 81 119 99 90 81 117 126 121 17 105 111 105 72 107 73 107 72 111 72 105 101 126 121 35 62 107 101 105 107 72 105 72 105 107 73 107 73 88 78 62 117 92 117 92 130 127 119 106 91 52 
-52 56 83 52 98 52 83 82 38 68 8 68 57 8 82 55 33 76 33 55 83 93 76 37 43 91 43 33 76 55 56 83 52 83 52 55 33 76 33 93 91 55 56 55 37 43 91 122 32 81 99 130 119 32 81 99 117 92 117 92 99 13 78 62 88 107 73 88 73 88 73 88 73 88 73 107 73 107 73 107 
-29 77 61 77 42 67 41 61 40 61 67 77 29 40 29 65 75 28 63 61 31 42 40 42 61 53 61 53 79 36 21 74 79 66 10 36 10 1 24 45 24 9 5 25 24 5 58 1 7 3 1 50 1 27 4 2 6 2 7 3 51 7 51 2 6 58 6 51 2 7 51 7 2 25 58 50 51 4 9 24 
-77 66 74 31 41 67 31 15 31 30 71 31 53 77 40 61 40 61 41 28 64 65 61 67 31 67 61 67 31 71 30 71 67 41 67 61 74 79 71 30 71 30 71 79 67 30 21 74 79 53 71 79 21 79 21 79 21 79 53 74 71 30 71 31 67 31 53 74 30 71 74 21 67 31 69 42 31 69 74 53 
-1 4 51 2 7 51 58 24 0 15 31 41 31 42 29 54 49 54 29 61 77 29 77 67 41 77 29 40 29 42 40 54 65 97 64 46 22 65 28 75 28 40 28 40 42 29 75 40 65 46 75 63 77 69 77 67 41 67 61 41 67 31 15 31 41 40 61 40 29 28 75 87 46 68 8 48 120 57 98 83 
-62 13 62 13 47 78 13 107 73 107 13 62 13 88 72 105 72 105 111 95 121 126 35 101 78 101 88 101 126 121 124 126 121 44 103 95 103 44 103 44 103 44 103 95 103 95 44 95 103 44 103 101 117 124 99 59 119 106 56 98 56 83 98 56 98 57 83 82 98 93 37 91 43 91 37 43 33 76 55 76 
-0 15 31 15 71 77 53 61 67 41 74 66 74 79 74 77 79 30 50 10 4 51 2 7 50 58 50 10 6 9 27 84 24 4 58 1 51 7 2 51 7 51 4 27 2 51 7 5 7 9 45 24 84 27 50 4 50 1 27 36 21 66 36 50 0 84 27 84 27 50 10 50 27 24 9 24 45 36 21 71 
-38 94 38 55 93 37 43 37 91 43 91 37 57 38 55 98 106 98 93 98 57 98 56 83 98 96 83 52 83 98 55 98 56 55 60 80 60 94 38 19 48 49 75 19 97 87 48 60 70 39 87 75 54 75 63 61 40 61 65 97 64 40 29 75 29 40 28 63 61 67 31 41 61 77 53 41 53 79 74 66 
-123 89 123 89 108 56 55 38 82 83 56 98 91 108 56 55 56 55 93 96 56 83 52 83 96 83 82 94 38 19 49 28 75 64 75 54 75 65 28 41 69 21 74 69 53 29 75 46 23 94 82 98 96 52 106 52 83 55 52 98 52 96 106 52 98 52 55 33 76 123 55 91 127 123 43 91 43 37 43 38 
-128 114 86 128 112 118 115 100 110 114 86 112 104 11 14 116 11 116 112 116 118 100 109 110 114 100 109 100 110 109 100 109 11 110 109 110 114 109 110 86 20 12 11 16 104 12 118 116 86 14 20 11 12 128 86 16 11 20 16 14 104 12 16 11 16 104 20 104 16 114 128 114 100 110 100 114 12 115 116 118 
-26 106 96 98 56 83 52 83 76 56 55 91 127 123 122 125 122 89 123 89 125 89 123 122 125 89 123 43 96 98 106 52 56 96 98 52 108 122 125 122 91 43 37 91 43 91 76 93 57 83 52 106 52 98 83 96 56 106 127 123 125 89 123 89 125 122 125 123 37 52 83 96 56 33 98 89 98 57 8 68 
-110 114 100 112 16 128 115 118 115 118 112 86 110 100 114 109 114 109 110 20 114 100 110 12 16 100 12 110 109 114 109 100 109 16 20 16 12 114 11 109 114 110 109 128 86 16 116 115 112 20 100 114 109 110 114 14 104 16 100 109 110 16 109 16 104 14 116 118 12 116 110 116 112 86 20 116 128 112 86 114 
-44 17 85 34 62 13 117 103 124 90 81 26 99 32 122 123 55 83 56 55 93 43 33 76 33 55 98 83 98 52 83 57 55 60 80 82 83 57 55 76 33 76 91 37 43 91 56 83 56 106 122 89 123 89 123 125 89 123 89 123 125 127 89 123 89 108 119 81 32 99 59 92 119 102 59 99 81 26 59 99 
-10 4 2 51 7 3 7 2 51 50 4 51 4 58 6 58 6 50 36 50 27 1 51 2 51 7 4 10 4 2 50 36 21 79 69 61 65 40 63 29 42 61 41 77 67 53 69 74 71 79 77 29 75 22 49 48 23 94 23 70 48 68 8 57 83 52 83 96 83 52 96 56 125 56 96 98 56 91 76 55 
-101 72 111 72 105 111 105 72 129 101 85 44 107 88 73 107 88 107 72 107 73 107 73 95 44 95 117 95 103 126 121 126 121 126 121 126 73 88 107 73 107 73 62 13 62 47 13 78 62 13 78 62 73 88 105 72 111 95 117 92 117 99 113 47 124 126 85 78 13 35 13 78 102 78 13 78 62 78 13 78 
-28 23 94 23 18 94 82 38 19 49 75 64 65 40 77 41 61 42 74 21 79 67 63 77 40 28 65 22 65 64 28 65 22 29 54 64 65 61 40 28 65 61 40 65 40 42 29 77 41 67 71 36 10 36 66 36 21 79 53 74 21 79 84 24 4 9 24 45 24 1 58 2 4 84 45 9 1 50 1 4 
-116 16 115 86 118 14 12 104 12 110 115 118 116 20 11 104 16 115 104 118 115 12 116 86 14 115 128 110 115 118 104 11 12 115 16 14 110 14 16 11 12 14 104 11 104 115 12 118 115 116 104 16 14 114 128 118 109 100 14 20 12 14 16 20 128 86 112 20 118 16 20 14 16 11 14 11 16 14 118 104 
-114 110 115 86 112 115 86 16 12 20 104 20 104 12 14 16 12 115 116 12 104 12 20 11 128 116 14 16 12 118 16 11 20 104 12 14 11 20 100 114 110 118 86 128 100 109 112 86 112 110 100 12 14 11 104 115 104 100 116 20 16 12 112 118 116 115 16 128 104 128 109 114 110 128 86 110 109 112 110 109 
-120 60 48 87 46 48 49 22 28 40 75 87 54 97 65 64 63 41 31 41 53 42 28 75 29 53 69 53 61 41 77 79 53 61 67 31 41 31 53 69 53 79 53 31 61 28 22 87 49 46 48 19 70 48 60 55 33 76 82 94 38 94 82 55 76 33 93 57 83 93 33 91 56 83 55 98 106 91 37 43 
-115 16 104 20 14 11 12 14 112 116 104 12 128 116 118 116 118 116 112 86 112 14 109 110 109 114 110 109 110 114 109 114 100 110 109 100 109 100 109 110 100 115 114 128 118 115 116 115 114 109 110 14 109 114 100 114 110 109 114 110 114 100 109 114 110 116 20 118 86 112 116 14 115 112 128 20 109 114 110 114 
-31 69 42 41 29 77 29 75 54 75 63 64 46 75 97 75 49 87 75 64 97 75 87 54 29 75 28 64 94 82 48 87 49 65 61 28 41 61 41 40 61 77 67 41 77 30 71 15 30 71 30 71 79 30 27 10 50 10 36 21 36 15 31 67 41 61 41 53 67 71 30 71 74 71 30 71 30 71 27 10 
-84 4 36 84 66 36 66 74 71 74 69 74 53 69 31 15 31 15 0 15 71 30 71 53 61 53 77 53 69 53 41 61 67 31 15 21 74 21 71 30 15 0 15 31 67 69 67 79 74 79 21 74 77 40 29 61 41 31 41 67 63 28 87 75 65 29 75 87 46 75 49 64 75 40 28 41 31 53 77 42 
-73 62 13 62 13 62 78 99 59 117 92 117 92 117 92 99 92 78 102 113 26 119 81 99 119 90 99 59 81 119 106 56 83 93 56 96 83 56 96 98 57 98 83 52 98 56 93 52 83 33 76 37 33 76 33 37 55 56 83 52 98 83 96 98 83 57 68 8 120 8 120 8 57 68 57 68 57 93 83 98 
-107 126 85 103 44 103 117 81 99 32 99 59 99 81 32 99 117 92 90 99 119 81 99 32 130 99 81 59 81 99 62 13 103 121 124 47 99 78 13 78 47 13 62 13 113 62 99 78 62 113 102 47 78 99 119 99 124 121 126 107 72 105 111 105 72 105 72 105 111 72 105 72 105 72 107 72 107 105 72 105 
-106 125 106 108 32 47 13 78 13 62 103 44 17 44 103 44 95 44 95 44 103 44 103 105 72 105 72 105 101 73 13 62 102 47 102 113 13 117 99 81 99 81 32 119 99 119 99 59 26 99 26 130 32 99 59 99 81 99 81 32 119 130 119 59 99 130 119 99 59 99 81 32 127 106 52 83 33 76 33 37 
-34 35 126 103 126 121 126 121 124 101 126 121 124 34 35 73 88 107 73 107 72 105 72 105 72 105 111 72 107 73 107 73 107 72 105 111 105 111 105 72 105 111 95 44 95 44 95 17 95 88 72 88 107 88 107 88 73 107 13 62 13 113 102 117 92 117 92 117 92 117 92 117 92 117 126 124 126 88 126 121 
-93 56 106 96 52 96 83 98 83 57 8 94 46 94 70 23 18 94 48 46 8 46 70 60 48 94 19 82 83 98 57 83 96 83 56 96 56 106 127 119 99 81 32 99 124 47 13 62 47 78 47 78 47 113 47 78 13 62 13 62 78 13 47 119 108 106 108 122 125 122 125 123 108 119 59 99 81 32 99 119 
-86 116 14 128 115 11 86 16 118 116 118 115 118 115 118 115 116 14 11 20 116 115 112 100 114 109 114 110 86 112 86 112 118 16 11 14 12 14 109 114 109 12 115 118 115 11 12 104 14 16 20 104 11 16 11 112 110 109 110 16 11 20 12 20 16 14 104 11 104 16 104 114 128 112 16 114 110 100 114 100 
-96 91 33 89 123 89 76 33 98 83 93 55 60 80 70 48 70 48 94 18 94 80 48 46 87 48 94 18 94 70 87 54 87 75 87 19 54 49 22 46 54 75 64 54 46 49 28 65 28 97 28 54 87 46 19 38 8 38 94 38 55 83 98 83 52 98 56 52 56 83 98 55 33 76 33 76 55 52 83 96 
-100 109 116 115 11 14 12 110 12 86 115 116 115 11 12 16 100 109 11 112 109 114 11 12 20 11 20 14 104 11 86 11 114 100 86 14 20 109 20 14 115 118 11 14 104 11 104 118 14 16 12 20 104 115 11 14 16 12 114 16 104 14 11 100 114 100 114 110 109 114 128 16 14 11 16 20 16 20 12 104 
-98 123 122 125 123 122 125 123 33 76 93 56 83 55 56 98 57 38 8 48 46 48 70 23 28 41 61 74 79 53 31 71 30 74 29 54 64 65 28 61 77 29 28 75 64 40 61 65 40 65 28 64 75 63 28 40 61 65 49 19 22 28 63 64 28 64 75 40 29 77 74 53 31 21 71 45 27 1 51 4 
-71 30 71 15 0 15 66 79 53 30 71 30 21 74 79 71 74 77 31 15 36 21 67 79 53 77 71 67 79 41 77 29 42 29 40 77 61 53 30 71 30 71 36 50 1 7 3 51 2 7 2 7 2 7 6 58 6 2 6 58 50 58 50 27 10 84 27 24 45 9 45 84 24 3 7 2 50 58 27 5 
-99 119 26 106 130 99 124 121 129 17 105 72 111 72 111 105 111 17 129 126 124 126 121 126 88 95 44 17 105 72 107 73 107 62 13 88 73 88 107 88 103 78 85 95 117 92 117 95 103 44 103 44 95 117 92 117 81 59 117 92 117 92 117 81 32 59 81 32 81 59 119 106 127 125 96 52 98 56 55 33 
-15 31 67 79 36 50 51 3 7 2 58 50 10 36 79 53 71 15 79 21 36 10 58 6 1 6 7 51 4 50 27 4 27 50 6 2 6 2 51 2 51 50 58 6 51 2 51 7 2 51 2 6 4 1 51 2 7 4 7 2 51 7 51 2 51 6 50 51 2 51 2 7 3 7 51 2 7 51 1 51 
-121 124 121 126 121 126 121 124 121 126 121 126 124 62 35 121 126 117 92 117 126 121 17 121 103 78 117 81 32 125 123 89 125 123 37 91 37 33 55 33 55 56 98 52 98 57 98 57 83 52 83 98 106 127 119 127 123 125 122 125 122 123 127 123 89 123 122 125 127 108 106 130 59 92 117 92 119 26 108 32 
-50 4 50 58 84 4 1 50 58 1 27 84 27 1 27 4 36 27 1 58 50 51 7 2 6 50 10 36 79 21 71 15 0 15 31 15 71 30 71 30 53 63 65 97 22 40 42 53 29 69 61 65 28 29 75 22 97 87 46 18 94 38 70 22 46 75 65 22 75 29 42 29 74 67 41 40 75 22 97 75 
-97 75 65 29 22 46 19 48 87 39 49 48 60 55 76 55 33 76 56 106 56 83 56 98 83 52 56 96 56 96 98 83 33 76 55 37 43 37 91 37 52 37 56 55 96 122 123 127 108 32 119 59 99 119 81 90 32 81 32 81 32 81 32 99 59 99 119 32 81 32 81 32 99 59 119 99 119 32 99 62 
-48 8 57 83 93 57 98 52 83 57 98 83 52 83 98 57 98 52 98 96 83 82 38 82 38 8 120 57 8 120 8 82 19 46 22 28 22 49 75 63 75 97 61 67 41 31 67 31 15 31 15 0 15 79 74 71 30 71 31 67 41 29 61 67 79 53 30 71 53 61 75 54 29 77 42 69 77 53 30 53 
-35 34 129 121 35 121 124 126 124 121 126 17 44 103 117 81 124 99 13 117 101 88 101 78 62 13 102 47 59 99 59 81 102 130 26 119 32 99 59 81 99 130 92 117 92 117 92 117 92 130 119 130 102 113 102 62 88 13 78 62 13 62 107 73 88 85 126 121 103 34 62 47 130 59 81 117 92 117 103 44 
-83 56 52 83 52 83 52 98 52 98 82 94 18 94 19 64 28 64 63 64 63 41 40 75 64 46 19 82 83 57 55 83 52 98 83 52 83 98 96 83 57 68 19 48 82 57 120 8 82 76 33 91 37 43 37 91 37 43 37 91 37 93 91 33 76 33 76 55 83 52 56 55 33 96 83 96 55 76 55 76 
-81 119 32 92 26 59 81 99 13 73 107 13 62 78 13 78 13 113 62 78 121 126 124 62 35 73 13 47 78 13 78 47 102 62 99 81 32 99 119 106 56 106 52 83 52 83 91 83 43 96 83 57 98 56 108 32 119 81 119 92 117 103 95 117 81 99 59 119 99 81 32 127 125 127 91 43 91 43 91 37 
-8 23 70 39 87 49 54 75 29 28 54 97 65 61 67 71 74 79 66 21 79 15 0 15 71 30 67 31 41 28 54 75 64 75 46 64 75 64 19 75 29 75 87 49 19 82 55 33 43 37 43 98 38 80 43 93 55 76 33 76 55 38 8 57 33 82 98 83 52 98 83 98 83 57 76 55 57 68 57 55 
-21 30 21 66 79 71 30 71 30 74 66 36 10 15 84 9 24 1 24 36 66 36 84 45 9 5 9 7 3 25 5 45 9 27 1 84 4 27 0 15 31 53 61 40 41 31 15 0 15 71 30 79 69 53 79 21 66 69 74 66 74 71 30 71 15 71 67 41 65 29 40 77 21 69 53 61 65 28 75 22 
-82 55 33 76 55 91 37 91 37 43 91 43 91 43 76 43 91 37 91 37 91 43 37 91 37 91 43 91 43 76 33 52 89 108 119 113 102 113 13 62 113 47 13 78 102 47 26 127 91 98 52 83 98 55 98 60 98 52 98 83 55 33 76 33 123 33 37 76 33 57 38 60 37 55 96 56 83 98 83 52 
-125 122 125 122 89 123 89 127 106 119 59 81 59 32 59 99 59 124 126 121 126 121 126 35 34 121 124 81 99 81 59 99 32 26 113 102 13 88 107 121 62 121 44 72 111 72 111 129 17 121 126 121 126 121 126 121 103 126 124 121 126 35 121 129 121 126 121 35 126 72 17 44 103 95 85 95 103 95 85 101 
-72 111 17 126 124 121 126 121 103 95 103 95 44 95 44 95 117 124 13 101 34 35 121 124 121 124 90 124 121 126 121 124 121 85 95 44 95 126 85 95 85 103 44 103 107 88 111 17 121 78 62 73 107 73 107 73 107 72 111 105 17 129 121 124 59 99 32 119 130 119 99 59 99 119 32 99 117 101 73 107 
-69 28 64 97 65 64 97 75 49 75 22 87 49 46 94 80 82 98 96 98 57 93 33 76 33 76 33 55 93 55 83 98 96 83 56 89 83 56 83 52 98 83 56 52 106 98 96 83 98 52 83 52 98 57 80 94 70 94 80 60 98 55 60 38 19 49 46 68 38 60 70 48 70 46 49 48 70 39 70 48 
-11 118 116 20 14 110 109 110 114 109 114 109 110 16 100 109 100 110 20 14 104 11 86 16 118 116 128 110 109 11 114 109 100 118 115 118 14 11 12 118 112 86 16 12 20 112 12 20 110 128 116 118 116 104 86 16 116 86 16 118 14 11 14 11 12 116 12 11 12 11 16 12 14 20 11 16 104 109 114 128 
-20 118 86 112 14 16 104 14 11 104 14 20 11 14 104 11 20 104 14 104 20 86 114 109 12 16 11 100 109 110 100 114 14 12 104 12 14 16 12 16 20 112 109 110 114 100 109 110 104 118 116 118 104 116 20 16 104 115 116 12 14 118 16 112 116 112 116 112 100 114 110 12 14 20 12 16 11 20 16 14 
-112 12 116 114 110 114 100 110 100 110 114 109 86 109 112 109 110 100 110 12 11 104 114 109 114 110 14 128 16 104 118 14 16 12 16 14 12 128 116 115 118 115 116 20 16 128 118 14 20 16 14 11 128 116 118 14 118 116 128 112 109 115 16 116 104 112 86 112 100 109 114 12 14 12 16 12 20 14 104 112 
-79 31 41 40 22 46 120 82 68 46 87 19 48 80 48 94 82 94 80 48 87 49 94 19 68 46 87 22 54 49 75 97 22 87 19 48 70 48 49 54 75 49 54 97 65 29 61 40 65 64 54 75 63 64 28 97 64 49 46 64 46 68 8 46 49 64 97 64 63 64 75 40 65 40 97 46 23 70 23 70 
-24 30 66 79 69 41 67 41 31 69 66 36 66 74 29 75 29 77 40 65 46 19 38 94 48 70 48 46 22 49 75 97 22 97 22 65 61 77 63 64 46 49 19 48 60 55 52 93 76 33 55 37 91 37 76 93 55 33 76 33 37 83 123 89 125 89 123 122 125 127 91 37 91 55 123 55 43 93 98 57 
-27 4 50 1 51 6 58 1 27 84 45 84 24 45 24 84 27 10 36 50 4 50 1 50 6 50 1 4 50 10 27 24 4 7 51 2 51 7 2 7 3 7 6 2 7 3 25 3 7 2 51 7 2 51 2 7 51 1 36 4 50 27 1 50 51 6 2 6 5 3 51 4 36 79 74 21 79 69 74 79 
-47 78 13 78 101 78 101 17 85 17 105 72 105 111 72 111 129 121 124 126 121 101 103 117 59 99 59 119 127 91 37 43 91 37 83 52 83 52 98 57 8 46 22 65 41 31 41 53 61 31 41 61 41 61 53 41 61 67 31 41 40 77 21 42 77 79 30 71 21 69 67 77 69 79 74 71 67 21 74 21 
-118 100 128 86 112 86 118 116 112 86 112 128 116 118 12 104 16 11 16 11 20 16 20 11 20 11 116 112 115 109 104 112 115 20 12 16 12 104 11 110 100 86 11 104 11 104 12 115 104 14 104 115 116 14 12 20 16 104 20 11 20 12 14 16 86 116 118 86 16 116 118 115 118 112 115 116 86 118 116 100 
-7 2 5 3 25 24 45 9 27 84 24 4 27 10 50 36 4 27 50 58 6 58 4 10 58 50 4 50 1 50 4 51 6 51 1 51 7 2 51 27 50 45 9 24 5 9 24 1 50 1 27 4 9 24 45 15 0 15 79 74 15 79 21 74 21 79 69 77 29 69 31 67 53 79 74 67 61 41 28 61 
-5 25 3 7 2 4 10 1 50 1 50 58 1 50 51 4 27 50 58 4 51 2 51 7 6 2 51 2 6 7 0 7 2 6 50 71 67 31 53 61 29 28 64 46 94 120 8 68 57 98 83 96 83 93 33 43 91 37 43 91 37 56 55 76 33 93 55 93 37 43 123 89 123 122 123 89 33 55 57 98 
-126 121 35 34 35 34 35 126 35 103 85 44 129 107 88 101 88 107 73 121 85 95 103 126 35 34 35 126 35 78 92 130 119 59 13 62 90 124 126 121 126 121 124 121 126 129 17 105 72 105 72 105 107 88 62 59 99 59 99 78 47 78 13 47 130 47 78 124 88 72 111 105 44 121 126 103 95 78 102 113 
-39 22 19 87 49 64 97 65 28 46 54 75 29 97 29 65 97 22 75 49 22 49 70 46 64 75 29 42 69 74 42 53 66 79 21 79 21 79 74 71 67 31 41 31 53 77 42 61 77 63 61 67 77 42 28 49 22 39 70 60 48 94 48 94 82 93 57 83 55 33 93 76 55 98 56 106 119 47 117 92 
-12 14 109 20 14 11 16 86 20 115 86 116 20 12 104 12 16 104 12 104 100 114 109 114 100 109 100 110 16 12 16 14 86 118 115 116 109 100 114 100 114 115 11 14 16 14 11 20 104 14 20 100 11 104 20 14 86 20 112 20 104 14 116 115 118 115 100 11 20 116 115 12 109 116 86 115 86 118 100 110 
-57 76 93 96 98 57 8 68 57 98 83 56 98 52 56 98 55 57 8 120 57 68 57 82 33 76 33 91 127 119 108 119 59 99 130 99 32 81 99 119 59 26 119 130 106 56 96 55 82 19 38 80 60 70 39 22 87 49 46 48 46 65 28 40 61 67 61 41 67 53 67 74 30 71 79 53 74 21 53 74 
-109 114 112 86 116 11 14 104 112 118 115 116 115 116 109 100 109 11 104 12 20 100 114 100 116 112 115 116 11 20 14 12 104 11 16 20 12 11 104 110 100 20 12 115 118 115 104 115 116 115 104 16 104 20 11 14 116 118 115 104 114 115 116 118 86 112 128 20 128 110 114 16 104 16 12 16 20 128 12 104 
-46 22 65 75 87 48 94 46 68 60 98 52 91 43 37 43 37 33 76 55 96 106 52 83 52 83 98 57 8 68 57 83 57 68 46 48 46 19 82 38 19 38 94 38 94 46 49 48 94 82 98 55 98 37 91 43 96 37 43 123 89 108 91 43 37 91 43 37 43 37 123 125 122 125 108 56 96 127 56 108 
-32 99 119 32 81 119 47 13 62 13 62 13 78 59 62 47 113 102 117 124 121 126 121 126 121 35 121 126 35 34 35 126 124 121 126 121 129 126 129 17 121 126 73 107 13 59 99 59 81 90 99 59 119 81 119 99 117 78 101 13 62 13 88 73 107 13 62 47 78 62 47 78 88 73 107 105 72 105 72 105 
-90 124 121 103 95 44 103 95 103 95 85 101 88 72 105 72 107 126 34 35 126 121 126 124 121 103 126 35 44 95 101 103 95 126 121 126 124 126 121 126 101 72 105 111 105 111 105 72 105 107 72 105 111 105 72 105 111 105 88 72 88 107 73 88 107 88 105 72 17 111 107 73 107 73 88 111 105 17 35 34 
-23 87 49 75 29 61 64 40 97 29 77 40 41 61 53 71 74 30 71 30 67 61 31 15 71 15 31 66 36 50 58 6 58 27 84 27 4 1 58 50 27 1 7 51 1 84 1 7 2 7 3 25 3 7 1 4 50 36 50 10 4 51 2 7 51 2 7 51 1 50 6 3 6 58 6 51 7 51 4 50 
-16 14 12 104 11 12 109 20 104 16 104 12 109 110 12 11 20 12 110 100 110 114 118 16 20 12 14 100 110 100 109 110 100 114 109 100 86 11 100 112 128 112 86 14 11 12 109 114 109 16 11 104 14 116 14 11 20 104 116 100 110 109 114 104 11 86 112 100 114 110 114 20 86 109 100 110 114 110 100 114 
-36 10 71 30 31 66 67 31 61 41 67 41 28 75 40 97 65 28 65 40 61 77 29 42 75 22 75 54 97 75 29 40 65 40 28 40 75 54 75 40 29 42 29 61 41 61 67 30 71 30 71 30 71 30 71 30 79 21 53 61 40 61 53 77 40 61 67 61 40 42 79 71 67 77 63 77 69 74 21 79 
-54 65 61 42 77 29 77 40 29 40 97 46 64 65 40 42 29 75 61 67 31 41 75 87 48 49 28 29 77 21 79 53 41 67 77 74 21 66 36 79 41 53 79 41 40 65 22 46 97 64 97 22 87 22 87 46 48 94 38 8 68 120 48 94 68 82 19 87 49 87 48 82 38 94 82 19 82 94 82 19 
-103 34 107 35 34 35 126 121 124 81 32 81 92 26 59 90 124 126 124 121 35 129 121 126 121 126 121 103 85 88 73 13 62 13 73 107 88 73 62 78 62 13 81 47 13 62 73 107 73 88 107 88 78 47 59 81 99 119 106 56 91 37 43 37 91 33 37 91 127 91 37 43 83 33 76 33 76 123 43 33 
-49 75 61 42 29 54 28 64 28 63 29 42 53 66 74 69 79 36 58 50 58 50 58 10 1 50 4 50 0 15 0 15 0 15 0 15 0 10 5 9 5 45 9 45 10 27 1 0 4 1 3 51 7 3 58 50 6 58 6 7 2 51 6 50 1 51 7 2 4 45 5 1 4 51 1 2 7 6 4 2 
-55 123 43 76 83 52 43 98 60 70 22 18 49 22 39 22 65 22 28 29 65 97 28 22 65 61 29 77 53 69 74 77 63 64 63 41 67 21 74 21 74 69 31 41 31 41 77 74 53 31 67 31 71 77 69 61 40 61 67 74 71 30 74 79 69 53 42 77 29 77 29 42 29 77 29 42 29 75 28 63 
-19 23 28 61 65 61 67 29 97 65 23 120 46 48 80 48 70 48 49 54 46 48 70 48 46 8 120 70 80 19 48 46 68 8 68 8 57 8 46 68 8 68 46 22 46 22 65 40 28 29 53 42 65 75 54 28 61 67 63 42 61 29 40 64 28 64 28 64 63 67 77 79 30 77 29 75 54 64 97 61 
-88 95 107 34 126 121 126 72 35 34 117 92 117 103 17 101 105 72 105 72 105 72 105 72 105 111 105 72 105 72 107 88 78 62 47 78 47 62 13 47 13 73 126 72 105 72 105 72 105 111 105 111 105 101 103 44 95 103 44 95 85 117 124 117 92 117 62 102 113 102 113 13 113 102 92 130 119 32 81 124 
-14 20 14 112 116 118 104 20 114 110 20 11 109 114 100 114 20 12 14 12 118 128 86 116 20 12 100 86 116 86 112 86 116 100 109 114 109 86 118 12 16 115 112 116 115 118 104 115 128 86 118 116 118 11 104 116 112 104 16 14 11 14 20 100 114 100 114 109 128 116 115 116 14 109 110 114 100 109 86 104 
-65 40 63 67 61 53 30 71 31 41 77 29 75 28 40 41 40 28 63 67 21 31 67 77 79 67 74 21 74 79 74 69 41 63 75 64 75 63 64 97 29 77 29 42 40 65 63 77 40 29 77 53 29 42 74 29 75 49 75 87 75 29 64 61 53 74 79 84 27 50 10 36 1 24 45 9 36 58 6 4 
-76 57 55 76 56 98 82 43 83 89 37 43 56 83 55 56 52 83 98 83 98 93 83 56 106 98 52 55 98 56 98 82 55 98 56 55 60 80 60 48 60 8 80 82 8 68 46 68 8 120 46 49 87 22 54 75 54 75 28 61 40 61 67 53 79 74 77 74 67 30 77 53 67 61 97 65 61 53 61 28 
-92 99 113 62 13 78 13 88 101 88 105 88 101 78 99 119 26 81 32 127 91 33 55 76 82 55 76 93 56 55 96 52 56 96 83 52 83 56 98 96 83 52 83 56 83 52 83 82 19 38 94 82 55 56 52 96 98 56 33 76 33 76 33 76 83 82 55 76 33 76 33 76 33 37 55 56 55 33 83 76 
-130 47 102 47 13 99 119 59 13 62 13 78 62 78 62 13 47 102 113 102 113 13 62 117 78 101 62 88 111 105 72 88 13 78 124 62 113 13 47 78 13 78 62 13 73 107 101 73 62 99 13 62 102 117 102 78 101 126 103 126 35 34 35 34 129 17 105 111 105 107 105 72 88 72 105 101 78 62 47 78 
-105 88 62 78 13 62 13 62 102 13 78 124 126 121 103 95 44 103 95 103 121 78 90 102 47 102 130 47 78 13 113 47 78 47 78 47 113 102 113 102 113 102 113 102 113 47 13 78 13 62 13 59 99 81 99 26 119 130 113 102 113 102 113 26 32 119 59 119 106 119 32 99 81 32 90 32 99 90 124 81 
-6 1 7 51 2 51 4 50 10 50 58 6 58 50 10 71 21 74 79 67 41 40 75 54 29 40 41 67 63 64 75 87 22 75 65 28 75 54 75 29 40 69 53 66 10 50 0 15 0 15 0 15 0 15 30 84 9 24 9 5 9 5 9 36 50 36 10 71 30 71 30 71 53 74 79 53 77 29 42 77 
-124 107 62 78 59 99 32 106 119 106 108 32 99 92 26 108 32 119 26 92 117 92 117 92 130 113 102 130 113 78 47 124 121 124 126 121 126 121 124 90 124 121 126 121 44 95 44 95 103 124 126 121 126 121 126 121 126 34 126 129 121 124 121 126 121 17 95 117 95 44 103 117 92 117 90 81 99 119 106 26 
-63 64 28 22 39 48 60 48 120 38 94 48 19 8 57 98 83 57 55 52 83 98 56 52 98 55 57 33 55 56 106 96 83 55 76 57 38 8 68 94 82 38 19 46 87 75 64 70 22 65 46 19 87 22 29 75 28 46 68 38 55 33 76 56 55 83 98 93 76 93 55 57 43 82 55 37 43 37 91 37 
-66 36 21 66 10 4 50 71 79 53 61 41 31 15 0 58 6 58 51 2 51 4 1 2 51 1 27 84 27 1 51 6 1 50 9 15 24 4 51 7 2 51 7 51 0 15 79 53 61 67 41 69 67 41 31 41 28 54 49 48 46 54 75 65 97 40 28 40 42 77 74 77 61 40 61 41 75 29 75 64 
-87 28 65 87 65 40 61 53 29 74 41 65 64 97 65 40 54 97 63 28 40 65 75 22 19 87 49 94 82 98 43 33 76 33 55 76 83 93 57 68 8 82 48 49 75 65 40 75 46 48 87 75 29 61 53 31 67 79 74 53 30 74 29 28 64 54 64 22 87 19 38 120 8 120 8 68 8 68 57 68 
-42 40 41 65 61 28 63 75 19 49 19 80 48 46 22 40 29 42 40 61 77 69 31 15 0 15 31 74 61 53 67 61 53 42 40 75 22 23 70 48 87 65 75 87 19 82 38 19 49 87 49 46 94 23 94 23 70 94 46 48 19 87 49 75 87 49 48 46 19 38 19 94 48 70 22 75 28 61 29 75 
-22 70 22 46 64 65 46 28 40 77 21 69 40 65 28 46 68 57 55 56 52 98 83 98 76 33 93 82 55 33 96 83 52 83 52 98 57 98 96 55 56 55 52 93 33 37 55 93 123 52 122 108 119 99 81 113 102 130 99 26 119 81 32 119 32 119 32 119 59 78 13 47 102 13 62 13 62 78 13 62 
-2 7 4 1 36 24 45 9 4 51 2 51 2 6 2 51 1 51 27 4 7 2 51 50 4 2 50 10 9 5 0 24 36 10 36 10 50 84 24 5 9 36 58 50 4 51 3 25 24 45 24 84 24 45 24 45 24 9 24 9 5 45 9 4 9 15 0 15 0 50 27 58 50 0 15 79 53 30 71 30 
-68 80 120 8 57 68 46 68 57 98 83 76 93 55 82 94 48 19 48 87 65 40 28 69 61 41 28 61 42 40 77 61 28 64 75 42 53 71 30 71 30 53 42 29 77 67 61 28 64 75 22 87 49 19 46 87 70 48 94 48 80 60 38 82 48 87 19 75 63 41 40 41 77 40 28 64 63 41 61 41 
-37 43 33 52 37 76 33 55 43 56 106 56 52 56 76 123 106 108 32 81 124 126 103 73 88 105 72 105 103 121 111 105 72 88 107 73 107 73 13 78 47 78 13 62 88 73 13 78 13 113 78 92 26 106 98 83 98 55 98 106 108 56 83 98 57 8 68 8 68 8 57 120 8 94 70 80 82 57 93 83 
-95 117 95 44 17 44 103 44 95 88 73 62 78 99 59 81 59 119 130 92 47 99 13 102 62 117 99 13 78 47 102 113 32 81 59 81 99 59 119 99 26 119 130 108 26 106 98 122 123 122 123 106 127 89 127 106 108 130 106 56 52 83 52 83 56 37 43 37 55 57 93 83 98 83 52 83 96 98 83 98 
-18 23 22 87 75 54 49 87 23 68 19 46 70 87 54 29 40 61 28 41 67 41 67 61 53 31 15 45 84 24 45 24 9 5 9 4 58 50 58 50 2 51 2 4 9 5 9 24 5 9 5 9 5 9 5 9 5 7 50 84 66 10 4 0 27 2 51 2 51 1 2 7 2 4 2 7 51 7 51 2 
-9 3 51 6 58 6 58 6 58 6 50 10 4 51 2 7 3 7 2 7 2 51 7 3 25 3 51 7 51 7 2 6 58 6 4 27 50 36 79 41 31 77 29 77 29 22 46 65 22 49 54 49 48 46 48 38 55 98 82 38 82 93 76 33 83 98 52 108 26 119 106 56 52 98 106 125 89 125 89 123 
-67 79 74 21 79 74 61 41 31 71 15 31 71 50 27 24 9 24 5 9 45 24 36 79 21 77 67 41 40 65 46 48 70 22 94 19 94 46 19 23 94 48 23 19 46 68 8 80 38 48 23 22 46 70 19 49 22 29 42 53 61 53 77 79 69 74 53 79 53 79 67 41 42 40 75 22 40 29 75 54 
-104 86 112 86 100 128 114 100 114 109 100 110 100 109 114 110 114 100 110 109 110 114 100 104 14 104 116 104 14 118 115 11 100 114 109 20 115 116 118 116 128 118 14 109 110 100 110 100 109 20 109 112 86 112 86 104 20 12 16 11 12 104 16 104 20 16 14 11 118 116 104 14 20 118 115 104 118 104 16 12 
-89 33 123 127 108 26 99 81 32 26 99 81 119 81 32 106 96 56 83 98 56 98 57 55 93 55 76 55 60 98 106 56 96 83 93 76 33 76 55 83 56 83 57 8 82 43 55 52 37 96 98 83 93 56 98 83 55 56 76 83 76 55 56 55 33 76 56 98 52 98 106 96 98 55 33 43 91 76 82 19 
-41 77 31 41 61 41 61 41 67 77 61 63 28 22 49 28 29 75 54 64 97 54 64 19 46 49 87 19 38 8 68 57 8 38 82 38 80 94 23 48 46 48 49 64 46 65 64 28 75 87 19 38 82 55 98 82 19 70 48 80 94 23 68 57 93 98 83 56 96 56 98 60 70 48 94 23 94 39 70 48 
-13 103 101 78 62 13 78 47 102 32 99 81 119 130 119 59 117 92 117 92 117 59 47 102 113 102 47 78 13 62 13 92 117 95 111 105 88 107 73 107 73 62 78 62 47 117 62 103 44 17 129 121 124 121 126 121 126 121 34 35 73 78 47 78 62 47 13 78 13 78 73 78 62 13 62 78 62 117 92 117 
-58 50 58 50 58 7 2 4 6 51 1 4 2 51 2 25 24 10 66 15 50 15 31 67 63 28 75 40 65 75 54 49 64 75 29 22 29 61 31 77 61 67 41 63 64 22 75 64 65 40 65 23 18 94 46 8 46 49 19 87 48 49 48 60 98 82 94 70 54 97 54 97 75 23 94 18 23 18 94 82 
-70 19 87 49 39 22 39 97 63 64 63 67 63 42 29 42 75 22 28 49 87 46 19 38 8 38 19 48 87 54 75 64 97 28 65 28 64 65 97 54 46 87 19 23 64 28 42 53 79 53 77 31 15 31 41 53 61 40 61 29 61 40 75 22 75 87 46 48 46 22 64 28 64 28 22 29 61 77 74 71 
-45 1 7 2 6 58 50 36 58 50 58 6 2 6 2 51 1 4 50 27 2 6 58 6 2 51 2 51 58 6 51 2 51 4 51 6 58 50 25 3 58 6 58 50 1 4 36 24 9 84 71 67 61 29 77 63 28 65 54 19 46 120 68 57 98 106 119 81 119 32 119 130 119 99 32 119 108 56 93 55 
-119 130 113 102 47 102 113 130 92 117 92 130 119 106 52 96 43 91 37 43 91 43 37 38 82 83 52 96 83 56 83 52 98 96 55 38 55 52 106 96 108 123 91 43 37 91 37 33 76 55 76 33 76 55 33 76 33 55 98 52 83 98 55 56 106 26 59 81 130 119 99 47 62 13 47 78 13 62 13 62 
-122 32 99 117 99 59 99 13 62 13 78 99 130 119 32 99 81 124 81 32 81 99 117 103 44 95 44 85 126 121 124 121 129 126 121 126 121 126 35 34 35 126 121 126 35 126 107 34 35 121 101 117 103 62 47 78 13 47 130 106 108 106 108 26 108 56 83 52 91 37 91 127 26 119 130 92 117 92 117 92 
-33 93 83 33 82 19 38 8 68 94 68 8 80 82 8 68 46 48 46 75 54 75 63 28 63 64 97 75 54 29 22 46 18 48 70 48 49 75 22 49 28 97 65 41 61 65 40 42 75 49 65 22 87 54 87 49 22 46 28 75 22 87 46 48 46 22 46 19 87 75 54 87 22 97 49 48 46 49 65 42 
-64 63 40 29 53 41 42 69 63 64 22 97 75 64 75 87 70 94 19 38 8 68 57 68 8 57 55 60 80 38 94 38 48 60 48 23 19 48 38 19 39 48 8 48 94 23 94 82 80 60 94 82 57 98 82 55 33 43 56 76 55 56 52 83 96 98 96 56 83 52 96 55 33 83 52 98 57 83 82 98 
-75 22 75 97 54 28 61 67 71 30 71 67 77 61 40 61 40 65 61 65 61 65 28 75 29 42 61 41 31 61 53 61 65 61 75 49 75 63 64 46 22 87 97 87 19 60 55 60 80 94 82 98 56 52 98 106 52 122 119 26 81 99 32 92 59 99 47 102 90 32 106 108 125 32 99 59 130 119 59 81 
-3 2 27 4 1 4 1 6 50 58 4 1 58 6 58 6 1 0 27 4 58 36 21 79 31 67 61 40 65 75 29 75 28 40 65 64 46 75 64 28 40 42 61 65 61 42 74 66 21 74 21 79 36 21 79 21 74 53 29 40 29 67 77 29 22 49 70 19 38 57 98 55 56 98 96 55 82 120 80 55 
-53 41 61 28 41 65 97 75 46 65 40 75 54 97 40 29 77 29 28 63 67 77 40 42 29 40 22 87 46 94 48 87 75 64 75 40 22 87 49 22 64 65 29 54 49 19 46 87 46 87 65 54 29 77 29 77 29 42 53 66 74 21 71 31 15 0 15 31 15 30 71 15 31 67 71 67 61 67 77 74 
-4 27 4 50 58 50 58 6 2 6 58 15 31 15 0 15 71 30 71 30 71 45 36 4 7 51 50 1 51 84 27 84 27 84 36 24 84 66 36 66 36 84 79 21 36 79 53 41 67 31 15 0 15 71 67 41 61 41 28 65 22 87 23 48 80 94 49 70 48 70 94 80 48 87 48 60 38 19 38 82 
-94 82 37 89 37 43 37 43 38 57 98 55 93 55 56 83 52 98 55 57 98 83 55 98 82 55 56 91 123 89 125 123 89 127 26 106 56 98 83 55 98 106 26 108 32 81 99 119 81 32 99 32 81 32 119 26 106 52 55 33 76 33 76 33 76 55 83 55 56 83 52 93 33 76 55 37 91 43 37 123 
-117 88 107 73 88 111 107 73 88 101 85 78 102 113 102 113 102 113 47 78 99 59 32 99 32 81 32 26 113 62 59 81 99 81 26 108 32 122 123 55 33 55 56 98 93 76 55 76 55 82 55 98 83 56 52 83 55 60 98 83 57 68 82 19 94 39 70 48 46 19 87 39 23 87 22 65 22 65 61 69 
-78 99 32 106 91 127 122 26 32 122 89 123 125 127 91 37 43 91 37 91 43 55 82 55 82 60 82 70 39 23 19 54 97 40 29 97 54 97 23 22 49 87 48 94 80 94 18 94 80 70 46 94 18 23 94 38 19 82 93 56 96 83 56 83 55 57 83 52 83 82 94 80 60 70 22 29 67 41 67 41 
-108 119 108 32 127 125 32 81 32 119 59 99 81 32 26 99 130 26 32 125 123 37 43 37 43 37 43 37 91 37 91 52 83 123 125 89 123 89 123 56 108 122 125 122 125 98 96 52 55 89 52 56 93 82 55 82 19 22 64 46 22 75 42 53 30 21 69 28 41 67 77 69 41 61 41 61 29 41 31 67 
-17 121 103 62 102 113 102 113 102 113 102 92 117 88 72 105 72 105 107 73 62 13 47 62 13 47 102 47 13 62 13 85 95 44 103 124 81 99 32 26 59 62 47 102 78 13 62 13 78 95 117 92 117 59 117 103 126 124 121 85 17 44 126 62 78 62 13 47 78 62 13 73 107 72 105 72 107 73 88 73 
-43 56 55 33 123 89 52 93 57 8 82 38 68 8 68 46 64 28 75 87 49 54 65 23 94 82 98 56 55 76 82 94 82 94 23 87 46 23 94 82 8 120 57 98 93 55 82 55 43 123 37 89 123 122 123 127 108 123 43 123 76 55 60 38 48 46 22 40 61 67 41 61 65 75 54 87 23 22 75 61 
-40 61 31 67 71 15 0 15 71 79 21 53 71 30 21 74 53 29 77 69 79 74 69 67 31 67 77 29 77 30 15 0 15 0 15 0 15 0 45 24 84 27 36 27 1 6 58 51 27 2 1 51 4 27 84 27 4 51 2 51 7 51 1 50 27 58 50 1 84 24 45 24 10 58 24 84 79 21 77 63 
-127 106 89 123 33 76 93 83 96 52 96 56 98 76 33 76 55 93 76 33 37 91 127 106 130 119 130 32 99 119 127 123 127 26 130 99 81 59 99 32 119 130 113 102 113 13 62 47 78 99 78 13 62 47 102 113 102 47 13 62 78 35 126 13 62 13 62 13 78 47 78 47 62 13 62 78 47 113 102 47 
-111 105 72 105 111 72 105 72 105 72 35 129 17 105 95 17 105 85 95 78 62 99 90 81 124 126 124 126 129 121 126 121 101 13 78 47 62 13 62 78 62 78 95 103 95 44 95 103 95 44 95 129 72 85 101 121 103 105 88 111 44 95 111 105 72 105 72 107 88 34 35 117 95 44 103 44 72 88 72 105 
-59 92 117 34 35 126 121 126 121 44 95 117 92 117 103 44 95 117 92 117 92 117 95 111 105 107 126 35 34 35 129 101 105 111 105 107 88 107 88 111 105 111 72 105 72 111 101 129 121 126 121 124 117 92 130 119 106 98 96 106 119 127 108 32 99 59 81 32 81 32 119 90 81 32 81 124 121 107 88 72 
-56 106 91 96 56 96 98 106 56 52 108 106 96 83 52 56 98 83 98 83 56 52 96 83 98 83 98 96 56 83 56 52 83 98 123 56 37 33 91 37 43 37 91 76 55 93 55 52 98 52 98 57 68 19 48 70 48 19 38 94 19 48 70 94 23 22 19 94 19 49 48 87 48 87 48 38 82 19 22 29 
-102 99 81 59 26 113 102 47 113 62 78 62 13 113 102 113 102 113 78 62 13 78 62 13 107 88 111 17 105 72 105 17 95 101 124 126 103 85 101 105 72 107 111 107 73 107 73 107 73 107 73 78 47 13 102 113 13 62 73 78 59 99 81 99 81 32 59 99 59 32 81 99 59 99 59 99 78 13 73 107 
-80 55 37 82 48 70 49 23 94 18 94 18 94 80 60 48 87 22 28 63 41 61 28 75 29 41 40 41 67 31 41 67 31 67 53 67 31 41 53 41 31 71 30 21 71 30 71 30 71 21 79 31 41 63 67 41 77 67 77 29 28 49 87 49 19 87 70 48 46 68 57 55 33 56 52 83 98 57 83 82 
-74 31 15 71 30 71 79 71 21 79 74 21 79 69 79 69 61 40 41 61 40 42 67 31 41 63 97 65 40 69 79 53 61 42 21 79 53 79 21 71 15 71 74 69 77 61 21 79 21 79 21 79 42 61 42 63 75 97 75 54 75 39 87 22 46 19 46 87 70 48 60 38 82 33 76 82 19 48 39 94 
-25 24 45 9 24 9 5 9 5 3 1 24 27 84 27 50 1 50 27 50 1 10 36 79 53 67 71 74 69 79 74 69 53 79 21 79 53 31 79 53 74 77 67 71 31 15 31 71 30 67 30 71 74 53 61 77 42 61 77 61 69 61 31 30 71 74 21 74 61 40 65 61 41 40 61 40 42 77 30 71 
-85 105 101 121 126 124 121 124 81 59 26 108 130 127 125 122 123 89 123 33 76 57 68 19 49 87 54 49 75 54 97 75 46 22 49 75 97 64 63 97 22 65 63 28 49 65 28 75 39 70 60 48 87 49 87 22 70 38 68 8 68 57 55 93 98 56 52 83 96 56 96 98 52 83 98 96 83 98 83 57 
-113 62 59 32 81 32 119 99 81 119 32 81 59 99 81 99 81 119 99 78 47 102 113 117 101 121 126 34 121 126 121 73 107 73 107 73 107 73 121 126 121 126 121 124 121 126 35 129 121 111 105 129 126 13 47 78 13 47 113 47 26 92 117 34 35 34 35 126 17 101 62 47 13 62 78 117 62 113 102 113 
-91 125 89 123 37 91 37 91 93 83 55 52 83 98 56 52 55 98 55 98 57 98 56 98 106 119 99 78 13 59 92 26 108 56 83 52 83 56 52 98 83 57 83 96 98 55 52 98 56 83 98 83 55 60 82 38 70 46 64 49 54 75 40 41 67 29 77 41 40 64 65 75 29 67 42 29 22 49 28 75 
-30 31 67 42 28 63 75 29 42 41 63 77 29 77 74 79 21 53 61 77 29 77 41 77 40 42 29 75 54 19 38 98 83 91 123 43 56 43 91 56 83 52 83 96 56 83 98 56 52 98 93 57 38 94 46 8 68 94 46 64 28 65 64 97 54 97 29 54 64 65 28 64 87 46 64 63 67 31 53 41 
-51 4 51 7 51 50 84 27 1 50 58 4 10 36 4 6 2 6 58 50 27 50 58 50 58 1 50 4 1 7 4 84 36 79 53 79 53 67 79 30 15 31 42 53 69 28 54 64 87 19 49 87 48 60 82 76 33 93 55 38 19 38 82 60 68 8 120 60 70 48 46 87 75 28 40 61 75 29 40 61 
-61 74 53 74 79 71 15 0 15 0 15 31 15 71 30 71 79 21 71 53 71 30 71 30 71 53 61 41 69 41 40 77 40 28 64 22 64 75 97 23 70 38 8 60 48 82 19 68 82 94 46 23 87 49 64 22 46 68 57 83 96 83 96 98 52 91 37 91 55 33 76 93 57 60 38 94 22 49 75 97 
-60 8 120 8 48 46 23 94 46 48 49 75 49 28 29 53 74 41 40 65 28 64 63 61 40 22 87 49 70 60 37 80 94 38 70 80 94 23 97 18 23 75 63 65 64 61 42 31 67 77 53 61 67 69 74 69 79 53 61 53 74 67 21 69 29 75 49 46 48 8 120 57 8 68 57 8 68 8 68 8 
-129 72 17 111 105 72 105 72 111 105 111 17 85 88 107 105 129 121 126 121 126 121 124 121 126 129 121 85 95 85 101 13 62 13 47 102 113 124 81 99 59 81 99 47 102 113 90 124 121 17 105 72 105 111 126 35 101 88 78 47 13 73 107 73 107 13 47 102 113 102 113 102 113 102 90 81 119 32 81 32 
-52 56 83 82 94 82 55 98 56 83 98 96 56 98 96 56 55 56 52 83 98 76 33 55 83 98 38 19 87 46 68 46 64 23 18 46 22 65 29 64 75 97 29 74 29 42 31 15 31 67 41 53 61 67 66 67 79 21 66 36 24 5 9 5 45 9 5 9 24 9 5 24 9 5 45 24 9 5 24 9 
-29 67 30 71 30 71 21 79 53 61 67 30 71 10 50 27 36 84 27 84 79 74 67 29 74 30 31 15 31 15 31 71 67 41 53 79 21 79 30 71 79 71 30 71 30 79 21 79 77 21 30 71 30 53 67 41 40 65 97 65 46 64 28 41 28 63 28 61 67 69 40 61 41 40 29 41 67 79 53 61 
-77 67 66 30 74 79 30 71 67 71 30 71 30 21 79 21 74 21 79 53 74 77 42 53 74 71 31 61 63 75 49 22 49 65 61 53 67 53 41 40 42 29 75 97 28 63 61 41 77 29 42 40 97 75 40 77 63 28 22 46 64 40 42 40 28 40 42 29 22 40 29 75 54 75 65 61 29 74 21 36 
-1 4 2 51 2 51 6 58 6 4 10 24 84 36 45 66 53 79 77 63 64 54 75 97 64 97 65 64 28 61 69 74 69 74 21 30 67 41 67 41 31 15 0 15 30 71 79 21 53 77 63 41 74 79 74 79 69 74 31 36 21 53 67 79 53 61 69 40 69 74 79 21 67 61 63 28 41 61 41 61 
-62 13 78 121 103 95 44 17 72 105 72 105 85 95 124 121 44 95 101 78 47 32 122 123 52 56 89 123 122 89 123 89 123 122 125 123 122 123 122 125 122 123 89 125 123 89 108 123 122 123 89 123 127 89 123 89 123 122 125 127 123 89 108 122 125 123 89 122 125 89 125 127 125 123 127 91 43 37 123 43 
-0 36 58 50 27 1 10 4 10 84 15 4 1 51 2 6 5 9 36 50 58 50 1 36 10 9 45 1 58 6 9 24 36 31 77 67 63 77 40 28 41 29 77 53 77 67 41 28 61 29 42 41 69 74 29 40 42 40 29 75 54 75 54 75 49 75 54 75 28 22 28 41 31 71 30 71 30 71 67 74 
-38 82 70 19 82 57 98 52 83 56 98 57 37 91 55 80 57 8 68 57 68 120 8 57 60 82 38 55 98 83 98 52 83 56 33 55 33 123 108 119 130 119 81 119 59 99 81 32 81 124 121 34 13 47 102 113 62 99 78 47 13 78 62 34 62 47 124 47 13 62 13 47 13 47 62 73 62 78 62 13 
-123 96 56 55 56 52 106 130 106 96 83 98 96 76 83 56 122 106 119 59 32 119 108 26 81 59 99 119 47 13 88 107 72 105 72 105 111 72 107 73 88 73 107 88 95 126 105 44 95 101 44 17 101 78 13 47 13 88 73 107 62 78 102 47 13 62 13 62 13 78 62 13 78 47 13 121 126 121 126 73 
-128 112 100 109 110 109 100 114 109 114 100 109 100 114 109 104 20 14 16 11 12 20 11 115 116 115 118 14 20 12 114 20 14 12 110 14 104 20 12 20 16 12 14 104 20 118 116 86 115 14 16 20 115 20 109 128 115 20 104 20 12 11 16 104 16 104 118 14 11 12 20 12 115 116 16 104 11 20 11 104 
-26 119 125 127 26 108 32 119 99 59 117 124 126 121 124 121 124 121 126 129 121 124 121 126 124 121 124 121 126 121 126 124 99 32 90 124 90 119 106 127 108 52 83 98 83 98 106 96 83 52 96 56 98 106 108 26 119 81 59 119 113 102 124 117 34 73 107 72 105 72 105 72 88 72 121 35 101 73 107 73 
-110 109 100 12 20 12 14 16 86 114 109 114 110 11 104 128 116 86 116 14 16 14 104 11 12 16 12 86 128 86 112 86 115 116 115 112 115 116 115 86 116 86 109 116 86 128 118 104 16 11 16 11 16 104 20 115 20 14 104 16 104 11 14 16 12 11 14 104 11 104 20 11 12 104 11 16 12 11 20 12 
-44 95 117 92 78 62 13 85 95 103 124 101 126 121 126 35 34 17 129 17 111 95 17 44 95 103 44 103 44 95 44 88 103 124 113 47 13 78 13 78 95 103 44 95 117 92 130 113 62 102 47 13 85 17 44 103 44 103 95 44 95 62 113 102 130 106 130 119 108 106 119 32 81 119 108 32 81 99 102 78 
-10 0 27 9 24 5 45 9 36 10 9 5 9 5 24 45 9 5 9 5 9 10 36 84 79 69 63 41 77 61 40 29 42 69 31 67 31 15 0 15 0 15 31 15 0 15 31 15 50 36 79 71 30 53 67 30 71 79 69 41 69 74 66 79 53 67 69 53 77 29 77 31 67 53 79 53 41 67 53 77 
-101 88 107 73 107 73 107 105 72 105 17 105 111 129 35 34 129 17 129 126 85 111 105 111 105 72 105 72 105 17 44 17 129 121 126 103 17 111 72 107 73 107 73 107 72 105 72 105 88 107 88 13 99 13 78 92 119 108 98 56 83 96 83 57 98 83 98 83 98 96 83 98 52 56 108 98 83 98 55 38 
-28 61 65 40 61 41 53 30 71 15 0 15 0 15 31 15 31 15 31 41 40 77 29 22 87 48 70 60 98 55 33 76 98 83 55 76 93 56 93 57 83 52 56 83 52 56 98 82 19 94 80 70 19 49 46 70 48 46 48 87 22 64 39 23 48 70 23 19 49 87 39 94 23 48 94 46 48 94 46 49 
-116 86 20 12 104 118 116 115 20 16 116 115 118 115 118 115 116 109 104 11 16 118 128 115 116 115 116 115 116 115 116 118 112 128 100 11 16 12 16 14 86 12 11 14 20 14 104 14 104 16 100 110 109 110 109 20 110 100 110 114 110 128 112 114 109 100 110 12 14 115 104 86 104 12 104 11 109 110 114 12 
-114 104 112 116 104 16 14 11 104 20 11 128 110 114 100 109 114 110 114 100 118 128 12 14 12 104 20 104 11 104 16 20 12 112 115 116 115 118 100 86 112 128 109 114 16 86 12 109 104 110 116 115 104 118 20 12 112 128 86 118 116 110 114 110 11 112 115 86 14 104 14 118 11 104 20 104 112 116 118 115 
-120 80 82 94 68 19 64 23 22 54 49 39 70 60 80 60 55 37 43 37 91 76 93 83 82 94 64 18 19 38 94 70 82 120 18 48 49 87 22 97 75 87 75 97 75 54 75 97 54 22 46 49 19 94 23 46 94 19 94 80 94 18 94 80 60 38 57 93 37 57 83 82 55 96 56 98 52 98 93 57 
-115 20 104 11 112 86 112 109 11 109 114 109 110 104 11 104 20 14 11 104 128 104 20 11 20 16 11 16 14 11 20 12 112 128 112 118 115 12 14 104 100 118 86 104 86 14 128 115 14 12 14 16 11 20 104 16 104 11 104 11 12 104 12 104 12 20 104 16 14 16 20 11 104 12 20 12 14 16 118 14 
-31 41 29 64 97 54 49 70 60 80 68 57 98 52 55 96 52 56 96 98 55 56 52 98 55 57 93 33 76 43 91 43 37 43 91 37 76 57 120 8 68 57 68 57 93 98 55 33 93 55 83 56 83 93 55 76 33 76 33 37 52 56 91 56 106 98 96 56 55 57 60 19 46 22 49 22 64 65 22 40 
-84 24 5 9 1 4 50 1 51 7 51 7 51 4 50 58 6 58 50 27 1 4 50 4 2 7 6 4 51 1 4 50 58 50 51 1 51 9 24 45 5 9 4 10 36 66 21 74 42 67 41 61 74 79 74 77 61 69 53 41 67 53 61 65 40 75 22 87 19 49 22 65 22 46 120 57 55 33 55 57 
-73 88 107 73 88 107 73 88 72 105 95 103 95 103 95 103 95 44 129 17 105 72 105 72 105 101 17 44 34 124 47 113 47 13 107 105 111 72 111 72 107 111 72 111 105 72 107 73 62 13 99 59 81 99 13 78 13 62 13 62 73 88 73 88 73 101 17 105 72 107 105 72 88 107 73 13 126 62 13 34 
-107 13 47 62 13 78 73 88 105 72 17 105 88 62 117 47 13 78 47 13 62 95 35 101 73 107 73 88 111 72 105 72 105 107 105 111 85 95 44 95 44 95 111 105 72 105 111 105 72 105 17 129 17 129 126 62 78 62 13 117 59 99 117 99 124 121 126 103 126 117 92 59 119 108 119 130 119 99 59 117 
-106 98 52 98 106 119 32 81 32 81 32 59 81 32 119 92 78 13 62 47 13 47 102 47 102 113 102 13 102 113 130 81 124 35 124 117 81 47 13 88 107 13 78 62 13 121 126 17 44 103 44 103 101 124 59 99 13 113 102 13 78 62 13 78 13 62 78 102 113 102 113 119 59 130 119 99 59 99 81 32 
-34 17 105 72 85 78 102 47 78 62 13 95 85 95 17 85 101 88 73 107 73 107 62 78 47 78 59 119 81 32 99 32 99 13 113 102 113 47 78 107 105 17 72 105 111 105 72 105 72 105 72 105 72 105 72 105 72 105 111 105 111 105 111 88 107 13 62 73 85 13 62 13 78 99 32 99 119 130 102 47 
-93 83 98 52 56 83 57 120 8 120 8 82 80 60 70 80 70 39 70 48 70 48 94 23 87 39 87 22 87 48 18 94 23 64 75 49 87 54 75 22 28 75 61 42 40 41 69 31 41 31 41 31 41 53 21 79 84 79 71 77 29 41 67 74 77 41 40 61 41 69 21 79 21 67 66 77 61 40 75 28 
-86 11 104 14 110 109 114 109 115 118 116 104 20 104 20 16 12 11 86 118 86 112 128 109 110 116 115 12 14 118 112 128 86 112 110 114 100 16 11 104 20 118 112 128 112 86 112 114 100 114 110 100 114 100 109 100 114 86 112 109 115 104 12 20 16 20 128 112 114 128 109 114 100 109 118 115 118 115 104 115 
-96 52 98 93 89 123 125 123 125 89 125 108 26 59 130 32 81 117 95 103 78 13 78 62 95 117 92 130 92 78 13 85 105 72 111 105 72 105 111 105 72 105 126 35 121 126 35 34 35 34 35 126 44 95 117 92 130 92 130 113 130 32 119 130 99 78 47 62 107 73 78 101 78 73 88 101 88 72 105 88 
-100 114 109 14 12 20 16 114 109 114 109 110 109 100 114 14 109 115 104 86 112 115 12 104 14 16 12 11 14 104 16 104 16 20 11 104 11 112 116 118 115 14 104 12 110 114 110 12 100 114 109 118 115 118 16 20 104 16 86 112 86 112 86 118 115 20 118 100 109 20 16 116 109 128 11 109 128 116 20 16 
-98 80 82 55 93 55 98 83 98 55 76 93 76 93 55 83 52 96 56 83 52 96 98 106 96 52 91 106 26 130 26 99 81 32 108 125 122 32 26 108 106 108 106 52 98 57 8 82 8 38 82 19 38 82 19 49 64 49 46 18 23 19 22 65 40 69 40 29 41 31 41 53 66 10 36 66 36 50 27 4 
-71 0 15 71 30 31 77 67 77 53 77 29 40 42 40 28 63 64 54 49 22 65 61 65 87 94 38 82 80 19 46 64 75 46 19 48 38 19 49 54 75 63 67 21 79 69 53 69 67 63 53 79 53 61 67 61 40 29 41 63 53 77 40 22 39 48 19 48 19 48 23 18 94 46 48 19 82 19 70 38 
-99 102 113 102 113 59 99 117 85 126 121 35 117 92 119 102 47 119 127 26 59 26 108 123 89 123 89 108 56 83 96 55 82 94 70 80 98 55 57 83 52 91 127 89 123 125 89 123 127 26 99 32 81 59 119 99 59 119 26 32 119 106 119 127 32 90 124 62 13 47 102 130 113 102 130 99 117 103 101 85 
-15 0 71 30 74 77 29 42 40 61 65 61 42 40 97 75 22 49 19 38 19 48 87 46 19 38 94 82 93 56 55 83 33 55 76 93 83 56 83 96 52 98 52 98 83 56 55 33 55 93 55 56 55 43 33 56 98 89 76 91 37 33 76 33 76 33 91 43 91 106 119 99 59 62 47 102 113 102 113 47 
-121 126 121 126 101 95 126 121 126 124 113 13 102 32 81 99 81 32 81 119 92 117 95 129 17 85 13 78 13 62 13 78 99 32 99 32 99 78 73 107 62 78 13 78 13 47 62 78 13 62 47 13 62 117 78 73 34 121 126 121 126 121 126 117 59 99 117 113 102 113 102 113 102 113 47 78 47 13 113 62 
-50 58 27 50 4 50 1 50 58 10 1 24 9 27 50 4 10 4 50 36 10 27 36 50 1 6 58 6 58 50 36 10 1 50 1 50 4 9 45 9 45 9 27 84 24 27 84 79 21 74 77 69 41 40 42 61 41 53 61 63 29 42 77 67 63 75 29 54 29 40 65 61 28 69 67 41 31 67 53 71 
-97 75 54 75 63 28 61 40 69 53 31 15 31 15 31 41 53 71 74 53 21 71 67 63 40 77 53 79 74 21 66 84 1 27 84 79 71 77 40 42 40 42 40 22 49 46 8 94 46 94 8 57 43 96 106 119 130 47 130 26 99 62 78 13 78 47 78 13 62 47 99 102 113 102 99 113 102 78 113 117 
-48 70 48 87 48 39 22 40 28 22 75 49 75 28 61 65 28 29 40 97 40 28 65 49 87 75 23 19 87 48 60 48 60 38 68 8 68 8 68 8 68 19 87 22 65 28 49 70 48 19 46 68 8 57 120 68 23 70 46 22 64 28 54 75 19 48 94 23 70 19 38 94 23 39 70 87 46 94 18 94 
-35 34 78 47 78 47 13 85 34 107 73 88 107 73 107 73 107 72 105 72 105 72 105 111 85 103 44 103 44 95 117 103 78 62 13 62 13 124 78 95 35 126 103 13 62 78 62 13 62 78 62 78 62 78 47 99 81 32 127 122 32 127 26 113 102 47 78 47 102 113 78 59 13 62 47 78 47 78 85 78 
-83 57 83 52 33 55 57 68 46 19 38 68 120 60 8 57 68 19 49 48 49 48 70 60 48 38 19 64 75 22 40 75 97 61 31 77 29 77 41 31 15 79 42 21 79 69 53 74 77 53 74 71 30 79 67 61 69 67 30 71 30 67 77 40 28 29 77 69 77 29 77 63 75 46 94 38 8 46 22 87 
-81 59 119 99 81 90 124 117 62 117 101 117 13 78 95 117 92 117 62 13 78 13 78 113 90 124 126 121 17 129 17 72 105 101 88 107 105 107 88 73 107 105 111 105 72 88 73 62 73 88 107 72 105 72 105 72 105 88 78 47 113 102 113 13 62 78 47 117 107 73 107 111 105 72 107 73 88 73 107 72 
-8 57 68 48 60 48 46 39 87 22 28 64 46 8 38 70 23 94 38 48 23 18 94 19 80 94 64 97 39 22 49 87 49 19 48 87 97 65 61 65 49 22 75 28 64 75 54 29 65 22 39 49 75 97 23 97 61 40 22 75 97 65 40 77 67 61 41 79 71 21 79 21 74 61 67 61 69 79 67 31 
-21 79 67 61 29 63 64 63 77 40 77 53 21 77 67 30 79 21 67 42 77 29 75 49 87 48 70 46 70 46 8 68 18 94 48 70 94 80 8 57 68 8 120 68 60 38 94 19 94 48 70 48 70 87 75 22 29 77 29 22 46 8 68 57 68 57 98 106 56 91 108 127 32 26 47 78 62 78 113 102 
-82 80 70 54 39 64 54 97 19 48 82 70 39 87 70 82 38 94 23 94 18 23 87 75 49 39 49 46 22 75 54 97 22 97 49 23 70 23 94 48 87 70 48 70 49 22 40 22 75 54 75 97 75 22 49 22 87 28 75 54 75 54 46 19 82 19 38 94 82 94 82 19 87 49 87 46 48 70 48 46 
-125 89 123 96 52 56 98 82 48 94 82 68 8 68 8 68 8 57 98 57 38 8 68 57 98 76 37 43 33 55 56 83 52 106 108 119 59 99 32 81 59 99 59 99 59 99 32 99 32 81 59 99 59 81 119 106 98 83 52 83 52 76 55 76 33 55 33 55 33 76 33 76 82 55 76 33 93 83 56 98 
-72 44 103 95 44 126 124 126 121 124 121 126 124 121 126 35 126 124 126 121 124 121 124 90 32 99 26 106 108 32 81 124 126 121 17 111 72 105 72 105 107 73 95 117 95 117 92 130 119 59 124 99 26 102 119 59 119 99 81 90 81 99 26 99 47 13 73 107 105 17 129 44 95 121 126 121 126 121 126 121 
-69 63 64 29 42 53 77 74 61 65 29 42 65 61 74 69 53 42 77 67 61 65 40 42 29 61 31 15 0 15 0 15 0 15 31 53 74 79 67 71 30 67 77 29 75 40 61 28 61 28 65 97 64 29 42 29 77 61 69 41 61 97 46 87 19 38 8 68 39 19 82 60 38 82 48 46 87 97 23 46 
-11 112 100 109 14 20 12 104 20 104 116 100 109 110 109 114 109 20 14 20 116 115 118 116 128 109 100 109 114 109 110 109 110 100 112 12 11 104 109 110 109 20 12 14 110 104 100 14 114 110 109 115 86 114 110 114 110 109 11 14 20 104 20 14 16 20 104 16 14 112 116 11 20 16 112 116 11 14 20 104 
-20 116 128 116 11 16 11 100 12 110 109 110 100 116 20 118 14 11 112 11 16 104 112 116 118 86 14 20 104 11 20 14 16 20 104 112 20 16 20 14 20 104 14 11 14 12 16 11 128 16 116 112 109 114 109 100 12 115 86 118 116 118 112 86 112 115 118 12 16 114 110 118 14 86 112 128 112 118 11 20 
-112 100 112 11 104 20 11 110 128 14 16 104 14 115 20 11 12 16 20 14 104 14 16 100 104 16 86 115 118 115 116 16 104 11 12 116 118 115 12 104 11 20 16 128 116 104 12 16 86 116 118 86 112 114 109 114 109 114 109 110 20 115 86 115 12 20 14 16 104 12 104 16 11 16 20 12 14 16 118 20 
-79 53 67 31 77 41 67 42 29 40 97 28 61 40 28 97 65 40 29 41 75 29 75 28 22 75 87 49 65 40 22 65 97 64 75 63 77 63 28 54 49 64 63 61 28 64 28 63 77 63 77 79 84 1 51 4 1 50 58 50 58 6 2 51 2 50 27 1 4 2 6 58 50 58 50 6 7 51 7 2 
-24 7 51 1 27 4 50 1 9 27 4 50 6 50 15 0 15 0 15 10 50 10 4 10 36 10 1 51 2 3 25 3 9 45 5 24 45 5 9 45 9 5 9 45 24 45 9 45 24 58 10 66 74 79 21 71 53 31 41 61 41 31 15 0 4 1 27 51 7 2 51 9 5 9 84 66 36 1 7 3 
-27 45 36 10 36 50 4 9 4 1 58 4 9 5 9 24 5 9 36 21 74 71 30 71 15 45 36 27 50 51 1 10 36 27 84 79 69 21 79 69 79 84 9 5 45 9 36 84 79 15 50 6 58 10 1 4 51 2 51 2 9 24 9 27 4 51 4 51 58 1 50 1 27 84 24 36 66 79 53 63 
-47 119 99 119 108 32 81 32 81 130 119 108 32 81 32 81 99 32 108 32 81 99 124 121 126 124 121 124 121 126 111 105 88 73 107 88 73 107 62 13 99 59 47 13 47 13 47 78 62 13 62 13 62 102 130 119 99 59 99 32 90 81 32 81 32 119 99 119 130 119 106 56 83 52 98 52 83 37 76 123 
-118 114 86 114 110 112 11 14 11 104 14 100 114 16 11 104 12 20 16 11 16 109 128 115 86 128 86 104 16 104 16 20 11 20 14 16 14 11 14 11 14 16 114 20 11 109 11 104 11 109 110 100 114 128 116 128 118 116 118 20 14 20 12 104 115 116 118 12 11 14 104 109 14 16 100 109 114 109 86 112 
-7 51 27 3 4 10 71 53 31 84 27 4 51 50 51 4 6 2 7 3 25 3 7 51 2 7 9 51 1 51 7 1 4 10 36 79 74 71 30 71 30 71 30 21 74 77 40 29 75 46 22 46 64 63 77 29 42 29 67 71 30 74 21 69 53 67 31 67 53 69 40 61 69 74 21 79 21 30 84 71 
-5 51 1 6 58 6 58 50 58 50 15 0 15 71 21 79 21 36 9 5 9 5 25 3 7 2 7 2 50 51 2 5 24 9 5 9 45 9 5 9 45 24 45 24 36 10 71 30 71 30 71 30 79 36 21 69 67 42 40 75 87 46 87 46 87 97 65 22 65 40 28 75 29 61 40 75 41 61 63 64 
-126 101 72 105 72 107 73 88 105 72 105 72 88 107 73 88 85 13 102 113 47 102 113 102 47 117 62 13 62 78 113 78 13 103 95 111 105 107 72 105 111 107 73 107 88 72 111 72 111 105 85 101 88 62 13 113 102 113 102 47 62 13 62 47 78 126 121 126 129 17 126 121 126 121 126 124 81 99 59 119 
-39 19 46 49 64 46 18 23 70 22 65 46 65 22 75 64 22 87 75 49 87 48 23 22 46 49 46 94 19 39 70 80 94 39 70 48 82 98 57 98 83 82 98 83 55 57 55 56 83 52 83 56 108 89 106 119 32 90 32 108 32 130 106 98 83 96 52 56 98 55 76 98 55 89 56 91 56 52 55 76 
-12 114 110 20 16 14 11 115 14 100 109 100 114 86 112 86 118 115 118 112 128 86 112 115 116 115 16 11 104 14 12 118 86 112 128 20 11 16 104 12 20 16 115 112 128 86 118 104 16 20 86 128 12 11 16 104 118 116 14 12 104 14 16 20 11 12 16 11 104 11 104 14 100 110 109 14 128 86 112 115 
-57 120 94 23 70 87 48 94 18 94 23 94 23 75 97 75 28 41 67 31 67 61 69 53 79 67 71 74 69 67 53 74 79 74 69 29 69 74 77 61 53 67 53 29 61 41 61 31 53 29 77 61 28 49 54 75 97 64 28 63 64 63 64 40 29 77 63 64 63 67 71 30 50 27 84 58 6 1 51 4 
-109 114 112 116 11 14 16 110 16 100 20 112 110 114 109 118 116 86 100 11 104 20 109 100 114 109 11 20 14 104 20 11 16 115 118 11 16 20 112 128 112 86 100 118 116 104 110 100 112 11 104 118 116 11 104 116 115 100 11 104 14 20 116 115 118 20 12 20 104 12 14 12 20 118 116 115 86 112 86 112 
-46 64 54 75 22 87 70 94 70 87 65 39 70 39 22 28 49 22 28 41 53 69 79 69 74 66 36 27 4 51 50 51 2 51 1 27 50 36 10 58 24 45 36 9 5 9 5 9 24 45 9 5 9 45 84 27 1 50 15 0 15 0 15 0 71 67 42 75 40 61 40 61 40 28 40 28 40 61 97 54 
-32 81 32 119 26 108 127 106 56 55 76 33 76 33 43 91 52 37 76 91 43 89 123 122 125 122 125 89 91 98 52 56 52 96 83 52 93 55 98 96 56 93 55 57 68 8 68 18 64 63 97 87 75 46 28 22 28 61 65 40 61 41 40 42 69 66 21 69 61 63 75 22 40 65 41 74 69 40 65 22 
-90 32 81 32 108 26 127 26 59 99 59 47 113 102 92 78 13 95 117 13 102 47 78 13 102 47 13 47 62 13 59 92 117 59 32 99 78 13 95 117 92 117 62 47 13 81 119 106 26 106 56 55 82 94 82 98 83 52 83 96 52 83 52 96 52 83 96 43 52 37 43 37 43 91 127 123 127 119 99 81 
-23 28 41 53 74 77 29 77 29 40 28 40 75 64 75 19 48 80 48 87 49 48 70 19 22 97 46 87 22 29 77 79 21 79 21 36 0 15 0 15 31 21 79 53 31 15 0 15 0 15 30 31 74 21 53 69 77 42 61 65 29 40 69 61 31 67 61 40 61 97 75 41 40 41 31 67 63 74 79 36 
-16 104 12 14 12 14 116 115 118 116 16 104 12 11 110 14 116 109 100 114 11 116 104 20 104 16 14 100 128 16 116 118 104 16 118 14 114 110 109 12 104 112 86 128 86 100 109 100 16 118 16 12 116 109 115 112 114 109 86 11 14 20 104 20 12 116 14 109 11 104 11 20 12 86 12 114 110 100 109 114 
-36 9 24 27 4 3 25 3 4 10 50 10 36 10 24 45 9 36 79 21 77 29 61 40 29 77 21 74 77 79 21 69 53 67 61 53 67 31 61 28 65 40 64 65 97 40 41 77 67 77 40 75 97 75 29 77 41 67 41 31 77 63 41 74 71 53 71 30 77 67 41 77 69 40 61 41 53 67 63 77 
-54 75 40 41 28 64 28 29 75 29 42 77 66 84 79 21 79 53 31 41 28 64 28 63 75 29 75 63 61 53 71 53 66 79 21 30 79 30 71 30 71 30 71 53 29 42 67 61 67 61 65 40 61 53 61 40 65 75 54 49 22 65 41 61 65 40 22 46 19 82 94 23 70 22 70 39 46 49 54 29 
-103 126 124 126 35 126 121 126 35 126 101 13 78 107 73 107 88 73 101 73 126 129 17 121 126 121 126 35 129 121 126 121 126 124 121 126 121 126 124 121 126 124 117 34 78 62 107 88 85 95 117 92 117 92 117 124 99 59 99 26 59 99 81 32 119 59 99 119 99 47 62 34 35 126 34 35 126 124 121 35 
-49 87 19 38 82 38 55 76 55 56 55 82 83 89 125 106 26 106 98 83 56 108 119 81 59 99 81 99 32 119 106 32 99 78 13 47 78 62 102 47 13 102 78 62 13 81 119 127 108 56 33 76 55 60 48 87 46 22 49 48 94 80 48 49 87 48 8 57 83 52 56 98 55 57 55 91 43 60 80 94 
-55 33 76 55 60 57 68 8 38 70 22 87 46 64 63 75 28 75 46 94 82 94 80 94 19 94 82 19 87 70 48 94 70 87 75 39 19 38 19 87 70 94 38 19 94 39 49 22 46 48 60 48 46 48 46 19 8 57 98 93 82 37 91 37 91 37 43 37 91 37 91 43 37 91 76 43 37 43 37 98 
-19 87 70 22 46 68 70 54 75 22 49 54 75 97 29 77 69 31 41 67 69 74 29 77 29 65 64 28 41 67 53 31 77 67 31 67 53 71 15 0 15 79 21 79 74 71 77 29 64 46 8 46 19 49 28 64 61 65 61 41 31 41 77 71 15 0 15 0 15 31 15 0 10 36 66 84 1 4 51 1 
-88 103 95 62 13 78 13 47 13 62 78 107 73 13 62 47 92 32 26 106 52 83 82 94 64 22 75 46 68 46 65 61 28 63 28 64 49 28 63 64 75 63 77 63 61 77 21 30 71 53 79 21 42 77 31 15 79 69 21 71 30 71 21 67 63 61 41 61 69 67 31 21 74 31 41 63 64 28 42 31 
-14 16 115 112 12 100 110 100 110 109 110 109 110 109 100 109 110 109 100 114 16 12 104 116 16 114 110 109 14 115 116 118 115 86 100 110 104 14 109 114 100 109 20 14 12 11 20 104 16 14 86 11 12 104 11 12 112 14 20 14 104 11 16 12 11 128 14 12 11 20 16 104 12 11 12 104 11 14 12 11 
-65 54 64 23 18 94 46 23 46 70 48 60 48 19 22 75 28 65 61 53 41 75 54 49 48 19 82 57 55 93 98 57 83 52 83 55 76 98 52 83 76 33 93 55 98 83 98 52 83 56 83 55 76 55 56 83 96 55 56 55 83 98 83 98 96 98 96 52 83 98 55 52 55 33 76 55 82 38 48 70 
-76 33 55 56 83 52 98 83 57 68 8 120 19 87 46 94 82 38 19 68 46 22 28 63 75 61 41 69 61 64 75 29 42 69 21 30 74 61 41 53 42 53 77 42 29 75 40 65 22 65 40 69 61 41 53 31 41 67 53 66 24 45 5 9 5 9 5 9 36 66 74 69 77 63 41 31 41 29 40 41 
-92 119 99 59 99 47 78 101 78 62 88 105 17 129 121 124 121 34 103 85 124 73 88 73 107 13 90 13 92 99 102 130 108 26 99 59 99 59 26 130 113 13 78 47 13 78 62 13 78 107 73 107 73 88 73 107 72 105 17 129 101 78 73 107 73 88 72 111 105 72 105 111 105 72 105 107 73 107 73 107 
-130 119 127 123 122 32 99 47 78 13 62 113 130 92 130 119 32 108 32 81 32 119 32 81 32 99 32 108 26 99 117 124 34 35 121 34 88 73 107 73 107 73 107 72 105 88 73 107 72 88 73 62 47 78 47 102 78 73 107 72 107 73 107 73 107 13 62 73 88 105 72 105 72 121 126 62 103 111 95 88 
-105 44 17 44 72 88 73 107 73 107 88 107 73 13 62 13 47 13 73 107 62 78 13 78 62 13 88 107 62 124 99 47 130 102 130 47 78 62 78 13 47 13 85 105 111 105 72 105 111 105 88 107 88 73 107 88 107 13 102 113 13 78 13 78 62 113 62 73 107 88 101 13 62 13 62 13 47 13 73 62 
-6 24 9 2 51 2 7 51 2 6 5 2 5 7 2 4 58 2 51 1 51 2 6 58 6 4 1 2 51 2 4 51 7 51 2 51 7 2 7 51 4 51 2 1 51 2 51 2 51 1 7 2 7 51 10 36 27 50 1 50 36 66 77 66 36 27 1 58 6 51 10 36 30 71 30 15 66 74 77 40 
-124 113 130 113 62 95 78 101 126 121 117 92 26 108 119 26 106 98 83 56 98 82 76 55 98 83 56 55 56 83 98 83 98 83 55 56 76 33 43 38 57 82 57 55 98 96 83 55 83 57 83 52 106 26 127 91 43 37 43 91 37 43 37 123 127 91 93 98 52 83 56 106 32 122 89 33 43 37 91 33 
-63 75 97 49 75 97 75 54 75 46 23 94 48 70 82 38 94 82 94 80 60 80 60 19 87 22 49 64 65 46 48 70 60 55 76 55 83 52 98 83 56 83 98 83 52 83 82 94 23 70 49 54 49 22 46 97 65 28 61 77 63 97 65 41 67 77 42 61 28 41 40 65 87 75 28 61 69 77 61 97 
-66 74 61 41 63 75 29 42 77 21 74 66 21 74 61 63 42 63 67 31 41 61 77 74 66 36 10 5 9 5 9 45 24 45 24 36 50 4 58 6 2 50 84 1 50 1 50 1 10 9 45 36 15 58 10 36 50 58 10 4 50 58 4 27 84 71 30 71 30 71 30 71 53 79 69 40 77 29 41 28 
-87 75 40 42 29 67 53 61 67 77 61 40 41 63 77 74 79 30 0 15 21 79 71 30 79 66 74 69 74 71 30 71 30 53 31 41 67 30 79 53 61 53 61 74 21 31 15 24 45 9 45 9 5 9 45 9 45 9 5 9 24 36 21 74 53 61 40 29 75 22 87 48 87 46 94 19 82 68 39 120 
-42 67 77 40 61 53 79 15 66 53 61 21 53 77 61 65 61 65 28 61 67 61 53 31 53 21 74 69 74 21 53 77 30 50 10 1 50 84 27 36 4 58 50 1 4 58 50 1 51 2 51 2 1 4 51 50 27 10 36 84 36 66 21 30 21 74 67 61 40 28 40 22 75 22 64 19 46 22 87 49 
-22 40 28 75 29 77 42 77 29 75 97 65 61 77 67 61 40 42 29 40 29 28 46 48 60 48 87 46 75 54 64 28 41 61 28 49 19 38 48 46 94 23 94 46 97 65 22 97 18 46 94 18 94 18 94 38 19 39 87 49 87 70 87 22 29 63 97 64 28 42 53 71 53 21 61 40 42 31 42 29 
-2 25 27 84 36 21 69 79 21 79 21 74 21 79 67 41 67 77 41 63 97 65 54 28 40 61 67 31 53 67 77 41 31 41 69 77 29 28 22 75 49 22 19 87 75 29 54 29 74 30 79 21 41 31 41 53 42 69 77 29 75 64 75 29 40 61 67 71 30 10 1 27 3 51 2 51 2 58 6 7 
-68 46 120 68 57 83 57 55 93 55 98 55 60 48 87 22 28 22 65 40 42 28 49 48 87 65 61 77 79 53 71 31 67 31 79 41 31 67 77 74 77 74 77 63 97 64 28 49 19 49 65 22 97 22 75 28 63 53 31 67 53 74 69 61 42 61 69 79 21 30 71 79 77 42 77 41 53 79 21 30 
-37 56 96 98 33 82 60 57 55 93 96 83 56 106 56 55 98 57 68 57 120 8 57 68 57 55 83 56 91 43 37 43 123 89 125 119 32 113 47 13 73 107 72 105 88 105 72 105 72 105 72 111 105 72 105 111 85 95 126 121 129 126 34 35 72 105 111 121 103 44 103 95 103 95 103 95 13 88 105 88 
-95 129 44 105 72 105 72 107 73 88 73 88 107 95 85 101 78 99 124 59 119 81 124 90 124 59 78 73 88 73 107 111 129 72 111 72 44 126 121 124 121 124 121 129 72 17 129 103 73 107 88 78 62 102 113 13 73 85 126 88 85 117 101 78 13 62 13 62 124 90 124 126 121 124 121 126 121 124 99 78 
-18 64 46 48 94 39 87 75 49 22 75 87 49 48 19 87 48 60 70 80 94 82 76 56 83 56 96 55 93 55 93 57 83 52 56 52 55 56 93 55 93 98 83 52 55 60 80 60 80 94 23 94 46 19 46 49 46 64 87 19 87 49 48 49 75 22 46 19 8 57 98 82 83 56 106 130 119 26 113 62 
-9 5 24 45 5 9 45 9 24 84 66 21 79 84 66 42 53 77 63 28 64 75 29 42 69 61 40 29 77 67 71 67 71 21 30 71 31 67 53 67 53 31 67 61 53 77 63 64 63 61 28 40 29 54 75 42 31 77 42 77 67 41 31 67 31 41 61 65 49 70 48 94 18 94 22 49 19 46 87 19 
-67 74 21 79 53 67 41 53 29 28 41 29 75 64 46 70 23 94 48 87 49 19 87 54 75 54 75 46 48 70 94 46 64 75 40 28 22 87 75 19 49 19 8 57 68 8 46 8 68 8 68 57 93 37 43 37 91 56 93 37 43 76 55 33 93 55 56 89 123 43 91 43 37 91 37 91 89 125 89 125 
-104 20 16 20 16 11 86 112 115 114 109 86 112 116 115 116 14 11 104 16 110 12 114 112 86 118 20 104 12 14 20 14 20 14 104 11 104 12 104 16 104 20 12 11 14 20 16 104 86 115 118 116 104 115 112 16 110 114 110 114 110 104 14 11 20 115 12 118 115 100 16 11 128 109 114 100 104 109 100 109 
-89 125 122 123 89 123 125 122 125 122 125 123 127 119 99 119 130 119 81 119 106 119 106 108 106 52 56 55 60 55 60 38 8 68 57 8 82 8 82 48 38 94 38 82 98 82 19 80 60 43 37 91 37 43 123 91 37 43 37 91 37 91 37 91 43 37 43 76 83 56 83 33 76 55 52 96 56 98 96 83 
-41 67 30 21 36 79 30 71 31 15 71 50 2 51 2 6 7 2 51 58 6 51 7 2 51 2 7 2 9 5 24 66 74 69 77 67 61 41 69 79 71 30 21 74 66 74 61 65 22 46 22 65 42 28 46 68 57 98 52 106 32 106 56 33 76 56 96 83 82 94 23 22 46 87 49 48 70 87 49 75 
-13 34 13 99 119 130 119 32 99 59 99 119 81 99 119 81 32 81 59 81 99 81 32 127 130 99 47 102 113 13 62 78 62 78 62 101 126 85 78 62 78 99 78 62 73 85 103 95 103 44 121 126 121 126 121 126 117 47 78 62 78 47 113 13 47 13 113 102 113 78 47 92 130 113 59 119 32 108 89 123 
-58 84 66 36 66 36 79 21 79 21 71 67 41 31 41 61 53 42 67 31 67 63 41 40 28 49 39 22 40 29 54 29 77 31 71 74 42 77 79 74 79 21 74 21 53 61 67 77 29 75 22 29 67 31 53 30 79 74 67 53 71 30 71 30 71 30 71 30 71 10 51 6 7 1 10 4 51 2 51 2 
-70 18 94 64 39 19 38 48 46 48 23 97 23 94 19 49 22 64 75 29 77 29 54 87 23 48 120 8 57 68 8 68 82 38 80 94 82 98 82 8 46 68 46 68 19 46 48 82 8 68 120 8 38 94 82 33 55 98 56 55 93 83 91 106 96 56 55 38 55 52 98 93 52 83 55 76 33 91 37 43 
-45 84 27 84 79 74 69 79 21 79 21 74 77 63 67 61 40 28 64 22 29 42 21 74 77 53 61 28 40 65 61 53 69 67 31 41 77 67 41 67 77 61 41 31 53 79 31 69 74 77 63 67 63 67 53 31 77 63 97 22 75 28 46 48 38 82 33 56 98 83 56 123 122 125 123 43 33 55 98 80 
-119 127 122 125 122 125 123 43 37 43 91 37 33 89 91 43 91 127 91 108 26 81 99 78 59 99 119 99 59 119 81 119 99 59 81 32 59 99 119 106 52 55 98 82 55 56 98 96 56 98 82 98 56 52 96 98 56 106 52 98 106 96 83 55 98 93 56 55 33 55 98 96 56 52 96 98 55 83 98 57 
-122 125 89 123 125 123 89 123 125 122 123 122 125 122 89 122 123 125 89 125 122 125 89 123 43 91 37 43 37 43 91 43 91 37 93 52 98 60 82 8 94 70 87 49 22 87 46 39 75 28 63 28 97 49 19 87 22 46 48 87 46 94 120 8 68 57 83 98 83 57 68 46 22 87 97 23 48 70 22 23 
-33 55 56 98 57 68 8 68 8 68 8 68 8 68 46 68 57 68 19 49 87 94 48 82 94 38 82 94 60 82 19 22 23 94 23 48 70 22 75 97 64 97 65 64 75 64 28 75 87 22 39 48 8 82 83 52 98 57 55 57 93 33 76 83 52 56 52 83 98 57 8 68 57 68 8 68 8 57 60 94 
-64 97 54 46 120 39 68 70 46 48 60 48 49 54 75 64 75 97 75 64 65 22 49 28 75 29 77 67 77 41 31 15 27 9 1 27 50 1 24 45 24 9 5 9 5 9 24 45 9 5 9 5 9 7 1 27 50 10 50 58 1 50 36 21 36 50 1 51 7 2 51 7 2 4 1 51 2 51 4 6 
-75 28 54 75 49 46 68 57 98 82 38 60 55 37 80 38 8 57 8 68 8 120 57 43 91 89 122 123 89 123 122 52 83 52 56 83 55 83 98 57 68 8 19 94 82 94 48 70 94 23 70 48 19 97 54 22 46 49 19 46 19 82 98 83 93 33 56 106 26 119 108 123 89 125 26 99 81 26 130 106 
-3 25 24 1 10 4 2 51 1 4 50 27 50 58 50 10 36 66 21 79 74 42 77 41 67 41 31 53 74 29 65 61 69 53 61 67 61 28 64 63 28 22 46 48 87 94 19 38 19 38 60 94 49 48 80 48 46 22 87 75 65 39 64 28 64 65 61 28 40 29 75 29 77 79 74 42 41 31 53 79 
-53 79 77 42 75 22 46 48 46 64 65 97 61 40 61 65 64 40 77 29 75 64 28 64 75 49 28 61 28 65 61 65 61 67 77 40 22 65 97 64 75 49 46 48 70 39 94 46 64 75 49 54 87 70 48 60 98 56 55 83 98 83 98 57 8 68 8 120 68 8 57 83 98 83 52 98 56 96 93 56 
-4 51 4 50 36 27 15 0 15 31 53 61 31 79 21 71 67 61 65 61 28 22 65 40 29 77 63 41 65 97 22 19 38 55 98 52 106 98 52 56 96 83 57 68 57 68 57 98 83 56 55 98 82 83 55 82 38 57 68 8 68 8 57 68 8 68 120 8 39 8 120 8 68 8 68 8 57 68 120 8 
-94 18 23 70 46 68 8 57 8 19 38 94 48 87 19 23 94 82 38 82 55 56 98 96 83 55 82 38 57 98 106 98 55 76 91 123 89 52 83 56 55 91 43 37 43 37 91 89 123 125 89 123 43 91 52 76 55 83 55 82 76 33 56 55 93 33 76 33 76 33 82 55 60 55 56 52 98 57 120 8 
-117 59 117 59 99 32 99 81 32 106 26 108 26 99 119 81 32 119 81 32 108 32 81 32 81 32 119 81 59 119 59 124 90 124 126 101 78 62 78 13 62 78 62 13 78 13 62 73 78 107 62 13 62 78 95 85 17 105 111 107 88 62 102 113 47 13 78 35 73 101 72 105 111 88 107 121 126 34 129 17 
-78 101 121 124 103 126 88 107 73 88 107 105 101 62 107 88 73 107 73 88 73 107 72 105 111 72 105 72 105 111 105 88 107 73 62 13 78 101 62 13 78 62 13 78 102 13 62 13 102 13 113 13 62 13 62 78 113 62 78 13 34 126 95 111 105 72 105 72 105 72 111 105 111 105 72 88 107 73 88 73 
-108 125 89 123 125 123 89 123 76 33 76 55 98 76 55 98 82 98 93 123 89 125 127 123 89 125 122 89 125 122 123 37 82 33 98 83 52 56 55 56 93 83 57 55 83 57 93 83 52 98 93 55 33 76 55 56 106 98 56 98 55 56 83 98 83 56 52 98 56 52 98 55 56 55 76 82 83 56 98 83 
-17 105 72 88 124 121 124 81 32 99 32 119 99 59 130 92 99 59 81 32 119 81 99 81 32 106 26 108 106 108 32 119 32 99 13 62 78 13 62 102 113 92 130 119 99 59 117 126 121 126 121 129 121 126 121 34 121 126 35 129 44 103 95 101 78 73 107 62 13 102 47 62 13 62 78 117 92 117 92 117 
-43 98 43 91 37 43 37 91 43 55 76 33 55 52 83 98 57 8 68 57 8 57 68 57 82 38 19 46 48 19 60 80 70 94 38 19 82 8 82 38 19 38 19 38 60 48 39 48 82 38 82 55 96 55 33 37 91 76 93 55 123 122 123 43 37 91 55 82 48 87 49 87 22 64 75 49 75 97 65 28 
-40 42 67 53 42 61 28 29 53 77 42 77 67 61 67 41 61 65 61 65 40 77 67 31 41 40 29 77 29 75 54 87 22 23 94 82 38 8 68 46 22 65 29 41 40 29 75 19 22 49 46 48 19 87 46 8 38 48 46 94 23 97 22 49 75 87 48 87 54 87 19 87 64 46 87 54 75 49 64 63 
-127 125 91 55 76 55 83 52 98 55 33 76 33 76 93 57 98 123 122 125 123 89 125 26 99 26 119 108 26 92 59 99 59 117 13 62 113 102 13 78 62 78 47 99 119 130 99 59 81 59 81 32 81 59 119 108 26 108 127 123 127 119 32 81 99 59 99 81 99 81 92 119 32 59 81 99 119 26 119 32 
-111 107 105 107 72 105 111 105 88 85 73 107 72 105 111 88 72 105 72 105 111 101 62 78 73 107 73 107 72 34 35 126 121 124 126 121 129 17 105 107 88 73 88 107 72 105 72 17 129 72 105 17 44 72 111 105 111 88 13 78 62 47 78 113 102 62 102 113 102 130 106 89 125 123 43 37 91 127 130 113 
-59 130 119 32 81 59 99 59 119 113 102 113 62 113 130 108 26 127 119 130 119 81 32 81 32 81 124 117 92 117 92 117 95 44 103 95 129 121 126 107 73 107 73 34 35 126 121 126 121 126 121 129 17 105 88 107 73 107 105 72 107 73 88 44 126 117 95 44 103 95 117 99 119 130 119 59 13 62 59 99 
-56 96 98 82 94 80 70 80 48 80 57 83 55 56 98 125 122 123 125 89 123 125 89 55 123 43 33 76 33 76 55 56 83 98 52 98 83 56 96 56 83 52 83 82 55 56 52 98 56 52 83 56 98 83 98 57 55 57 83 52 83 33 56 106 52 98 82 76 55 83 55 76 33 52 98 55 82 94 8 68 
-102 47 102 113 13 126 124 121 126 121 35 17 44 103 44 17 44 129 35 126 17 111 105 111 72 105 72 105 72 107 95 107 73 107 72 105 111 105 72 105 111 105 17 44 103 129 121 124 62 107 73 88 73 62 13 78 47 81 99 32 81 99 113 78 101 17 101 78 13 47 113 117 13 47 113 102 113 13 62 78 
-80 60 19 75 97 65 28 49 75 54 29 69 42 29 75 28 64 65 23 46 22 19 49 28 65 61 67 77 69 21 79 74 67 61 53 61 40 75 40 77 79 77 61 41 53 71 74 77 63 75 63 29 74 53 31 67 31 77 63 64 46 28 63 28 41 61 40 61 67 53 74 21 79 74 21 79 84 4 10 51 
-74 77 29 28 97 75 54 97 61 53 31 74 71 74 66 36 79 77 74 21 79 21 79 69 67 31 77 29 61 77 40 61 65 40 61 53 61 41 31 67 31 67 77 29 97 64 49 22 28 41 31 41 61 53 69 77 31 41 61 69 61 40 61 63 41 63 61 41 29 75 97 75 54 22 40 41 61 28 64 75 
-25 3 1 27 1 27 84 27 50 2 6 58 6 7 51 2 51 1 50 1 50 1 51 2 51 7 4 10 36 79 74 66 74 66 53 30 0 15 31 41 61 77 29 67 69 41 63 67 31 41 31 41 77 63 65 75 87 94 80 94 80 94 8 57 98 52 98 89 123 89 123 89 123 89 122 123 89 123 89 125 
-85 111 107 73 107 73 107 103 95 44 95 117 92 130 119 59 81 62 117 78 101 105 107 73 107 73 107 73 62 78 13 78 13 78 101 117 103 117 92 117 92 117 47 102 62 13 62 13 62 73 13 62 13 78 73 107 88 62 78 101 126 121 126 101 88 107 88 107 73 107 88 101 62 73 107 73 88 85 78 13 
-113 99 32 119 99 81 99 59 81 32 81 26 108 26 32 26 108 119 106 26 130 119 99 59 124 99 59 26 81 26 59 32 119 32 108 119 108 96 55 56 98 83 52 98 106 52 56 98 106 119 106 119 99 59 119 108 32 99 59 99 59 81 99 32 81 119 127 123 89 123 37 43 37 43 91 37 91 43 82 76 
-91 76 33 55 56 52 83 98 108 125 127 91 37 91 37 43 37 43 33 55 56 76 91 37 91 106 119 81 32 81 59 81 59 13 73 107 88 101 85 126 121 72 129 126 103 95 44 95 117 85 78 13 62 13 62 13 113 81 26 106 119 81 59 99 26 99 26 90 124 121 129 121 124 121 126 121 124 121 126 121 
-30 71 84 50 4 9 5 9 45 9 45 24 45 9 5 9 36 10 50 15 0 58 50 10 27 50 10 50 1 51 2 7 2 7 2 51 7 3 25 3 7 6 10 4 51 2 51 7 2 7 2 7 1 50 36 9 27 10 36 10 71 31 15 0 15 30 71 15 31 15 71 36 84 15 31 67 63 64 75 65 
-51 1 36 1 58 50 1 27 24 4 51 1 51 2 4 10 58 51 27 45 84 1 50 58 0 15 71 30 36 84 50 1 4 51 1 50 36 79 74 77 42 29 77 67 53 79 74 79 30 71 53 79 53 63 28 40 29 42 40 65 49 54 97 75 64 75 87 48 82 48 49 54 75 29 53 29 42 41 40 42 
-61 40 61 53 69 67 31 61 40 65 28 87 22 49 75 49 48 49 22 75 54 64 28 40 28 40 65 40 28 75 61 65 40 42 77 53 42 53 61 74 63 67 31 41 61 63 69 61 74 30 79 21 79 66 53 42 29 54 75 54 75 64 46 70 94 48 94 38 48 38 80 94 38 19 87 75 29 53 74 79 
-60 38 19 38 68 57 8 57 55 76 82 55 33 93 55 33 98 55 76 33 55 60 48 68 8 120 68 8 68 120 8 94 46 23 19 87 49 87 48 70 48 19 48 46 19 46 8 68 57 8 68 8 38 70 94 82 98 52 83 52 83 57 120 57 60 57 68 46 22 49 75 64 63 64 54 23 18 19 48 38 
-129 107 62 13 107 73 88 111 105 111 105 72 105 72 105 72 107 73 88 73 107 72 105 107 88 13 62 113 92 119 81 99 32 99 78 117 81 59 99 32 81 32 99 119 99 13 88 62 13 47 13 62 47 99 117 99 78 47 62 88 78 113 47 78 47 62 13 62 13 62 73 107 73 62 113 26 99 81 26 108 
-52 43 37 83 76 33 76 33 76 33 76 93 55 38 120 48 87 70 60 80 60 80 70 23 48 87 46 64 54 22 46 19 82 94 82 8 68 57 8 38 68 48 46 39 23 28 75 28 40 54 49 87 48 70 18 39 120 39 68 120 8 57 83 98 82 94 46 65 40 42 40 29 22 64 65 39 87 54 75 54 
-29 74 30 27 84 4 50 1 58 50 36 10 4 36 79 30 71 30 71 74 21 74 21 79 74 79 69 21 69 67 63 77 29 74 77 67 61 67 61 28 65 28 61 65 28 61 69 74 21 61 69 74 71 79 71 30 71 21 61 28 54 87 75 23 94 82 94 70 120 38 55 96 106 52 96 55 98 82 55 60 
-77 41 28 63 74 42 40 65 41 21 77 79 21 79 21 74 53 66 79 21 79 21 79 71 67 41 29 74 53 21 42 66 31 15 71 79 67 61 65 97 54 64 63 77 63 64 75 97 65 40 29 40 69 31 61 67 41 61 28 41 61 41 61 53 79 53 79 69 28 61 67 71 30 71 67 41 67 53 61 42 
-1 51 7 2 6 2 51 7 51 1 51 6 2 51 2 50 58 50 30 53 67 53 66 77 29 75 63 77 29 75 97 65 40 69 21 71 67 41 61 53 21 74 21 74 29 75 64 19 75 49 64 63 41 61 65 41 31 41 61 41 53 61 40 69 53 61 28 64 46 49 28 22 64 97 75 22 29 75 54 75 
-62 59 117 101 105 111 105 111 105 72 111 129 126 103 85 95 44 95 117 85 95 44 129 17 129 126 121 34 35 124 121 126 121 126 124 95 117 92 130 119 130 113 102 78 13 62 13 47 102 47 62 13 78 62 13 62 102 113 102 47 119 81 99 59 113 90 81 99 81 32 119 26 59 26 108 26 119 59 99 81 
-0 15 71 30 15 66 36 45 10 36 50 1 50 27 4 10 36 4 51 2 50 6 58 6 51 7 5 58 51 4 27 50 58 50 51 1 50 10 36 30 79 74 77 63 41 67 79 71 53 67 61 41 31 41 63 77 29 61 41 61 41 75 22 46 19 38 57 8 57 120 8 57 60 55 33 55 83 98 83 98 
-38 80 48 46 70 49 54 75 28 61 65 22 87 23 94 23 94 80 48 39 65 22 65 40 22 23 8 94 23 39 22 87 49 48 49 22 46 23 70 19 38 80 94 70 60 98 89 33 93 83 57 83 98 33 82 76 91 106 26 125 123 89 123 127 119 108 32 99 59 99 81 119 90 47 59 99 59 119 108 122 
-123 127 32 119 32 81 102 47 113 47 99 59 81 32 81 59 119 32 99 59 99 59 81 32 81 26 59 99 119 32 26 99 81 99 32 119 108 119 99 130 119 99 81 32 119 99 47 102 130 106 98 83 98 96 52 98 57 98 56 96 98 83 57 33 56 52 55 93 91 108 122 125 89 123 89 122 123 127 119 99 
-128 110 86 116 118 116 115 118 115 16 11 20 12 16 12 11 116 20 12 20 110 114 110 128 20 12 104 11 114 100 114 110 16 114 110 109 100 110 100 11 12 104 16 118 16 114 100 110 112 128 86 118 112 86 110 114 109 11 128 115 11 12 104 16 12 104 11 20 116 115 104 12 115 118 115 118 116 109 114 109 
-26 119 130 106 26 113 117 99 124 99 62 103 17 111 105 72 105 111 95 44 17 44 105 111 17 105 44 95 117 92 117 92 130 119 130 119 127 122 125 96 98 83 55 38 60 94 48 46 65 29 53 61 64 63 41 31 15 0 15 31 41 61 67 31 15 21 66 74 30 84 36 10 50 58 50 6 5 9 5 9 
-110 12 20 14 11 14 20 12 14 109 112 128 116 118 112 115 11 12 11 14 12 112 14 12 11 20 104 112 116 115 118 115 20 11 12 110 114 100 110 11 104 115 20 11 86 112 86 128 118 12 20 16 116 112 116 118 12 20 100 20 14 12 14 115 118 116 115 112 16 11 20 14 11 104 16 118 115 112 110 100 
-44 111 105 107 73 34 35 129 126 129 17 129 35 101 78 62 13 78 47 13 47 113 102 13 101 126 121 126 121 126 121 126 121 126 35 126 117 62 121 126 121 124 126 103 126 85 121 126 121 126 121 13 47 13 102 78 92 32 26 90 113 102 113 62 88 107 88 107 88 107 73 88 78 13 102 113 102 113 102 62 
-10 4 27 50 58 50 51 58 50 6 58 50 2 6 51 7 51 50 2 7 3 2 7 3 7 3 7 2 50 4 1 27 9 24 84 27 45 24 45 24 9 6 24 9 24 9 45 5 24 45 24 0 84 71 30 84 66 36 66 74 61 28 61 31 67 30 71 77 67 41 40 77 29 40 28 64 87 46 94 48 
-101 95 85 95 44 95 117 113 13 62 13 62 13 47 102 113 102 113 102 113 78 62 13 99 59 99 47 13 81 99 130 92 117 59 117 92 117 99 32 119 81 90 32 81 99 78 62 13 102 113 102 113 47 130 119 81 59 117 95 117 92 117 99 81 99 81 32 127 106 52 106 119 92 117 103 73 88 72 105 111 
-28 64 46 64 75 49 48 60 80 94 23 94 48 49 22 94 23 94 80 94 70 48 46 64 28 40 61 67 79 53 77 79 36 10 2 5 9 84 27 4 51 2 51 2 10 36 24 51 1 50 1 84 24 9 27 50 1 84 24 2 51 4 27 50 84 27 84 27 84 27 9 45 24 84 24 45 5 9 5 9 
-116 12 20 128 115 118 109 114 86 109 110 16 109 114 109 116 16 86 116 118 116 115 118 116 11 128 14 86 16 118 109 104 100 109 110 100 114 110 12 14 110 100 114 12 14 16 12 11 20 104 12 20 16 12 11 12 14 16 11 14 12 16 12 104 11 14 12 114 104 12 14 16 112 100 114 100 109 112 86 112 
-114 86 11 14 11 104 12 104 100 110 114 86 11 20 118 11 20 104 116 20 11 20 115 118 115 12 104 20 16 116 128 116 11 12 104 16 115 118 115 116 109 100 110 20 12 86 109 110 100 118 20 14 12 116 128 116 16 20 16 11 16 12 16 12 115 100 104 20 14 86 112 115 86 104 16 110 100 110 109 100 
-120 8 46 19 97 75 29 77 29 40 42 53 67 53 71 30 50 6 1 4 24 45 24 9 5 9 36 10 1 4 36 27 1 27 4 10 36 10 36 50 10 36 10 4 36 66 74 67 61 53 30 21 74 42 77 41 40 29 77 79 53 79 71 30 21 79 53 74 69 67 61 97 23 94 38 19 80 55 60 55 
-115 20 118 116 104 20 14 116 110 20 115 16 109 100 110 109 112 116 112 110 118 112 116 86 110 114 115 112 14 86 116 20 16 12 20 100 109 100 118 16 104 115 16 14 115 86 112 86 112 11 12 115 116 14 104 14 11 16 14 104 20 104 16 20 100 118 104 16 11 20 104 14 104 20 104 16 14 16 104 16 
-31 30 74 67 61 53 77 79 74 42 67 63 28 97 64 75 40 75 28 41 61 31 61 65 40 69 61 69 67 71 53 77 29 65 29 53 30 71 15 0 15 31 61 67 41 67 53 69 41 28 22 87 48 94 70 49 46 68 94 70 46 87 49 97 75 87 75 49 87 48 60 70 23 94 46 87 46 48 49 65 
-84 9 4 36 10 36 45 24 45 24 45 36 10 36 9 45 9 24 84 36 10 1 58 6 10 6 2 51 1 51 50 0 15 0 15 31 15 79 21 77 67 74 61 65 61 74 79 74 77 40 65 22 87 19 82 55 83 96 52 96 56 83 56 55 93 56 96 83 96 83 52 56 52 83 37 93 43 93 76 83 
-73 107 73 13 62 88 107 103 35 17 44 17 129 17 126 124 126 44 121 101 78 13 47 78 59 90 102 92 59 81 59 117 59 119 108 106 119 81 59 99 117 121 126 121 126 121 126 121 126 121 126 121 126 103 44 17 111 105 72 111 105 85 126 121 126 124 62 13 85 88 73 107 73 107 105 111 44 129 44 95 
-107 62 103 117 101 103 107 72 105 17 129 126 121 17 129 17 126 121 124 121 124 121 126 121 124 126 121 126 73 88 107 73 107 88 13 62 78 117 92 81 99 119 99 47 13 62 73 107 73 78 47 130 99 59 99 119 99 59 99 81 124 90 32 99 81 59 81 119 99 59 130 108 127 123 127 108 32 99 59 99 
-106 98 57 98 82 48 46 22 65 41 67 31 15 0 15 31 67 41 31 41 63 67 77 29 77 67 61 53 79 74 69 79 21 71 30 79 21 71 67 66 36 1 24 45 9 5 9 25 5 9 27 1 4 1 24 84 9 5 2 10 71 36 24 10 36 10 36 79 21 79 21 74 69 79 30 74 77 63 53 74 
-34 35 121 126 129 126 121 17 126 121 126 124 81 102 32 99 119 99 78 13 113 102 78 47 113 102 113 102 113 102 113 102 113 102 113 102 78 95 121 126 121 124 103 95 117 90 124 121 117 92 59 130 119 108 32 59 13 78 47 13 78 47 102 113 13 85 78 73 88 13 47 102 113 102 81 26 130 47 130 119 
-93 83 76 33 76 33 56 76 98 76 33 93 55 83 52 91 89 52 55 98 83 52 83 56 83 98 83 52 56 52 98 82 98 56 96 52 83 98 33 37 57 55 98 38 19 68 57 60 120 8 68 57 98 38 57 93 55 56 52 106 26 99 81 90 124 90 26 32 81 99 81 32 26 108 26 130 119 130 26 108 
-86 112 109 116 109 118 116 118 116 14 11 16 14 12 11 116 118 14 11 104 16 100 109 100 109 114 110 16 114 118 116 104 100 12 104 14 16 14 11 104 12 20 12 104 112 12 104 11 20 104 11 110 100 110 100 114 100 109 100 109 116 118 11 12 14 128 109 114 86 12 16 104 14 11 115 118 128 115 116 118 
-96 123 89 52 83 98 55 33 76 55 52 83 57 93 91 127 125 122 32 102 113 47 13 62 13 62 13 99 113 13 62 13 47 78 62 107 73 107 73 107 73 88 105 72 107 105 72 105 107 73 88 73 101 88 111 105 111 85 126 121 124 121 124 59 99 81 32 108 32 106 130 26 113 102 113 47 78 13 47 62 
-100 114 110 100 110 114 104 110 104 12 14 112 104 118 116 104 12 14 16 12 20 14 112 128 112 16 20 115 16 104 16 14 104 14 16 20 12 20 14 16 110 14 116 16 12 20 110 86 112 115 112 86 116 118 116 115 100 14 110 109 100 109 14 86 118 20 14 20 109 110 100 110 109 110 109 100 114 12 100 12 
-98 56 52 83 52 56 83 52 56 55 56 55 56 98 83 43 37 43 33 76 33 43 91 37 76 33 55 33 76 33 76 33 76 33 56 52 83 98 60 38 82 55 76 33 93 37 43 55 76 43 91 55 60 70 38 80 8 120 57 83 98 55 56 55 56 55 43 91 123 98 33 76 93 76 33 55 60 57 8 38 
-71 30 71 30 66 67 74 21 79 71 53 71 79 77 40 77 31 74 42 77 29 40 61 40 65 40 41 61 41 75 54 75 49 54 87 46 19 82 83 56 96 98 55 56 52 83 52 106 108 32 99 59 99 119 59 117 92 113 102 113 62 13 47 113 78 47 13 113 47 13 62 47 62 13 113 78 34 35 34 73 
-99 78 47 102 47 13 47 78 13 78 59 47 13 62 78 13 102 113 102 113 62 47 78 13 62 113 102 78 92 90 26 106 122 26 81 99 119 59 130 26 119 99 119 81 124 121 126 121 124 121 126 17 72 105 85 101 78 73 107 72 111 17 129 44 129 103 62 34 72 17 129 126 129 126 121 126 121 129 121 126 
-15 31 79 74 53 67 31 53 41 63 75 54 75 97 65 22 75 22 65 41 77 42 67 31 41 31 67 63 40 42 74 79 53 31 67 31 15 71 84 36 50 27 2 6 58 50 1 51 1 84 1 50 1 51 1 27 84 79 66 21 79 21 79 69 63 64 46 64 94 19 64 28 75 54 64 97 22 46 49 46 
-121 103 34 35 126 117 92 119 99 81 99 119 26 81 32 81 32 130 113 13 78 62 13 113 102 13 78 113 78 62 113 102 78 113 102 78 13 62 88 126 121 126 121 126 17 121 17 35 126 17 111 85 111 72 105 72 105 17 85 103 73 103 121 126 121 101 88 72 105 111 126 121 124 121 129 121 126 124 126 103 
-50 9 24 9 51 4 25 3 25 3 7 4 27 10 50 1 7 4 50 58 50 27 10 51 7 51 1 51 2 58 51 7 6 58 50 1 51 2 7 2 10 36 10 36 79 53 79 74 69 61 28 29 97 46 65 97 46 48 70 48 70 48 94 46 19 70 48 23 70 49 48 19 48 94 80 94 80 82 94 23 
-97 87 70 60 57 68 57 98 82 60 70 22 75 22 46 70 23 46 48 60 55 60 48 70 94 46 19 87 48 87 46 49 87 97 75 46 87 39 70 80 48 19 48 49 75 49 87 46 49 28 22 75 54 87 23 94 8 68 57 120 8 57 68 57 83 123 122 125 89 125 89 125 89 123 127 91 37 43 76 98 
-48 8 82 55 60 48 46 70 23 46 49 64 65 64 49 87 48 87 49 97 75 54 75 97 54 64 28 65 23 49 75 64 97 65 22 49 87 70 94 82 57 83 56 52 83 56 106 119 99 81 99 117 95 117 95 117 95 44 17 44 95 117 92 130 59 81 117 59 99 81 59 99 59 81 99 81 90 119 113 117 
-35 126 121 126 124 126 121 126 121 126 129 121 129 121 126 124 126 103 121 124 126 121 35 34 126 35 126 121 35 129 34 117 92 117 103 126 34 124 121 126 17 105 111 105 111 105 72 107 105 95 34 95 44 103 95 103 101 88 121 126 124 90 113 102 113 102 113 13 62 113 102 47 78 13 78 113 102 32 130 119 
-83 56 52 98 55 98 82 19 82 80 70 39 22 19 38 82 48 46 23 18 94 82 19 38 82 94 18 23 19 70 38 98 55 96 98 82 98 96 83 52 83 56 83 96 56 55 98 56 83 52 83 98 56 98 83 96 56 55 56 76 82 76 96 106 108 106 98 60 98 56 37 43 76 55 76 55 98 52 125 32 
-81 124 102 47 130 119 81 124 126 129 35 44 103 95 103 124 126 121 126 103 95 85 101 62 78 62 85 95 103 129 121 126 34 126 103 101 62 13 113 119 32 99 81 32 81 32 81 59 26 92 117 121 129 34 126 34 35 126 129 121 126 103 95 44 103 95 88 111 105 111 105 111 17 72 95 85 62 78 113 102 
-8 68 46 49 48 19 38 8 68 8 57 8 68 8 68 8 68 8 57 98 52 55 33 93 91 37 91 76 33 56 55 56 55 82 98 108 26 108 89 123 37 91 37 91 127 91 43 37 43 37 91 33 37 43 123 125 127 108 32 99 117 81 99 119 108 119 99 13 47 113 102 113 102 113 102 130 119 59 99 119 
-21 79 74 69 79 74 69 61 28 65 61 41 31 41 53 79 36 79 21 53 77 40 63 97 64 75 97 61 74 21 53 61 53 67 41 31 61 40 28 41 67 41 61 41 67 30 79 41 61 41 31 67 31 41 67 77 41 61 28 61 53 79 30 71 30 71 30 71 30 79 71 30 71 67 61 65 29 75 64 54 
-82 38 94 82 38 57 83 98 55 76 37 91 93 76 33 76 33 76 55 38 94 70 48 46 75 54 49 87 19 48 70 38 94 23 18 94 23 87 48 70 49 48 87 49 22 46 19 87 49 75 64 28 65 28 97 65 61 41 31 15 0 15 0 15 31 67 30 71 21 74 21 79 30 74 53 69 79 21 53 67 
-125 91 33 82 94 80 60 48 19 46 94 19 39 23 19 80 98 60 98 96 56 83 98 83 57 68 8 68 57 68 46 87 23 46 8 82 55 82 48 46 54 94 82 55 98 52 83 52 83 55 33 55 76 33 76 33 76 55 76 83 56 96 55 76 37 91 83 52 98 83 52 83 76 33 55 83 56 52 56 37 
-72 105 111 105 72 107 88 105 111 72 111 105 72 105 72 105 72 105 88 17 129 17 101 13 62 47 13 85 62 99 130 99 59 99 119 113 62 13 113 130 113 78 92 117 92 117 92 117 99 130 119 99 32 108 130 113 102 113 47 78 13 62 59 117 90 124 59 81 32 99 119 81 119 130 119 32 127 125 122 123 
-69 63 77 67 61 65 61 28 54 87 75 97 75 54 64 28 65 46 48 70 23 18 94 82 98 57 83 52 83 55 33 55 76 56 76 96 83 43 93 57 68 8 57 68 57 98 55 76 55 38 19 75 28 63 64 40 61 69 53 67 63 64 65 40 29 75 64 63 40 77 61 41 77 74 21 79 36 10 9 5 
-11 104 115 16 14 114 110 112 118 11 116 128 86 11 104 86 112 86 118 16 118 128 118 115 12 104 115 116 14 20 86 115 86 100 109 110 114 86 14 16 14 16 14 16 12 104 14 100 114 109 20 116 115 118 12 104 115 16 104 118 11 14 12 86 115 116 115 20 14 12 86 16 104 20 12 116 20 12 11 116 
-20 104 12 16 11 20 16 11 114 100 14 110 128 11 20 112 86 112 104 11 16 86 112 86 116 118 11 115 104 16 112 86 112 86 112 109 114 100 109 114 110 109 114 128 11 20 11 14 16 14 112 20 16 116 12 114 100 110 109 114 100 109 16 100 86 112 14 11 14 12 20 109 16 115 86 11 14 11 20 12 
-112 11 114 110 109 110 86 116 128 116 118 104 11 14 104 128 86 112 109 100 110 109 100 109 16 114 100 114 109 14 16 14 11 116 100 112 86 100 20 104 20 14 11 116 11 12 16 11 12 11 128 14 12 115 112 86 109 100 11 116 128 112 14 11 20 16 20 16 104 114 112 86 112 20 12 11 14 16 100 20 
-79 30 15 31 69 53 79 71 79 71 15 31 61 40 41 40 29 67 71 74 29 40 61 69 31 53 61 77 40 22 39 22 19 38 120 48 46 94 48 46 64 46 97 54 75 29 28 61 69 21 30 71 74 69 61 65 22 46 23 22 97 64 28 69 74 66 84 1 50 58 6 2 7 4 50 1 50 1 4 1 
-24 5 9 24 9 5 9 10 1 50 1 84 36 9 5 9 3 7 4 50 27 10 4 50 4 51 7 51 7 51 7 6 1 27 4 50 58 50 27 50 10 58 4 50 58 4 2 6 7 2 7 3 25 3 25 5 9 24 9 5 6 58 50 1 10 4 51 2 51 7 51 7 3 7 3 51 2 51 2 7 
-27 45 50 1 51 4 1 50 10 4 10 50 2 1 27 84 24 9 27 9 5 9 5 9 24 9 5 3 7 51 7 6 7 2 7 51 2 51 4 27 4 2 1 2 7 2 7 3 7 3 2 51 2 58 50 58 84 4 84 79 53 74 41 65 40 42 66 74 21 79 71 30 21 74 41 77 67 41 28 22 
-47 90 99 26 108 106 52 83 57 8 46 75 29 75 97 46 87 49 28 49 48 46 19 38 19 38 94 8 68 8 18 94 23 70 87 49 54 64 63 65 41 75 40 61 42 29 42 40 77 67 42 41 63 67 63 61 77 30 31 67 71 27 84 66 74 71 74 61 77 63 29 28 41 67 61 53 79 36 10 51 
-118 104 20 115 114 20 128 86 115 16 12 14 20 12 112 86 112 86 128 104 86 118 116 115 118 11 16 109 11 116 20 14 104 12 104 114 110 12 20 14 16 128 86 100 115 14 128 20 116 118 20 12 104 118 86 112 86 114 110 116 14 104 86 118 12 104 16 14 112 86 112 116 109 20 128 109 114 112 86 128 
-7 51 7 24 5 9 5 9 45 9 5 4 10 24 9 5 9 5 9 5 9 45 9 5 9 5 58 6 58 7 27 58 50 27 50 58 2 51 2 51 7 51 4 50 4 50 1 51 2 7 6 4 27 4 2 1 9 15 50 2 51 58 50 1 2 51 2 6 51 50 6 58 6 2 51 4 24 84 79 77 
-5 6 50 24 9 5 9 45 9 24 10 4 5 9 36 24 5 9 24 45 9 24 9 5 9 5 9 45 9 45 24 45 5 9 5 9 36 1 58 1 58 1 50 58 6 51 2 51 4 27 84 24 5 9 45 24 36 24 9 45 9 45 5 9 27 4 2 6 58 3 5 9 5 9 45 24 4 7 24 84 
-126 73 107 73 107 72 105 101 35 126 129 126 103 117 92 117 95 44 95 44 129 72 105 111 105 111 95 103 44 129 121 126 124 121 126 78 47 62 47 62 13 47 62 13 62 13 62 13 62 102 130 119 81 32 26 59 92 130 119 92 113 119 26 81 32 99 59 13 62 13 78 62 13 102 47 78 13 113 102 47 
-39 19 94 80 94 8 38 43 89 122 125 89 123 127 91 33 55 98 56 52 83 98 57 8 57 83 52 98 33 93 56 98 82 38 82 8 57 55 60 80 70 49 48 60 48 94 80 70 46 87 49 28 61 65 22 54 49 46 22 49 54 87 75 29 63 75 28 64 70 46 8 68 46 94 23 22 65 46 64 97 
-12 109 110 114 109 100 12 14 20 86 14 104 16 14 112 86 116 112 86 11 20 112 115 116 112 110 114 104 114 118 104 20 12 16 14 16 118 86 115 14 11 104 100 110 109 114 100 11 100 86 20 104 12 16 104 11 116 104 20 118 115 20 16 12 16 11 16 114 100 114 100 114 16 11 118 115 11 14 86 109 
-57 98 52 56 108 56 55 93 76 33 76 55 98 106 119 127 91 43 91 37 43 91 106 108 98 83 52 108 127 91 43 123 91 108 123 127 123 37 43 91 37 91 37 91 37 91 43 33 55 96 55 33 76 56 55 33 55 76 33 37 91 37 52 89 76 98 127 108 26 99 119 99 59 119 113 102 47 102 130 26 
-109 16 110 109 114 86 11 116 11 114 118 14 118 86 112 12 110 100 109 114 100 109 110 109 114 11 104 12 112 86 11 16 104 12 14 109 114 112 16 104 14 20 116 115 104 116 118 116 115 118 20 118 115 128 14 16 11 16 11 20 14 20 12 104 20 12 20 12 16 128 116 104 118 100 14 11 20 11 16 20 
-46 19 70 80 82 68 82 8 120 8 57 55 52 56 55 98 56 55 98 83 98 57 55 123 91 123 122 125 89 127 91 43 37 91 43 83 76 33 55 33 76 55 33 55 96 98 37 83 55 33 76 55 83 98 57 68 8 57 55 33 91 125 106 98 91 37 43 37 43 33 52 83 52 83 98 55 93 76 55 38 
-32 90 32 119 130 99 59 81 119 26 59 81 99 81 59 117 47 102 113 102 113 78 13 62 13 78 102 113 102 113 102 113 102 47 13 62 78 13 85 88 105 17 129 121 101 88 101 117 92 117 95 103 95 105 72 111 105 72 107 73 85 95 117 92 130 119 32 81 59 99 90 32 81 99 59 81 124 81 32 108 
-90 26 108 119 81 124 121 124 121 126 17 111 72 126 121 126 121 126 121 126 121 124 121 126 121 126 121 126 121 124 99 119 32 119 106 56 98 56 83 52 56 96 55 43 89 125 32 125 89 55 60 55 96 83 96 55 76 55 57 8 68 8 39 65 46 22 65 22 40 77 41 67 61 28 64 75 54 40 61 41 
-23 8 38 43 91 106 91 37 91 127 32 81 99 130 32 125 89 123 89 123 125 122 123 125 123 89 91 43 37 43 37 76 93 55 98 57 8 120 8 68 38 8 68 8 57 120 57 68 120 8 82 68 8 46 48 87 28 61 77 40 65 64 63 75 63 41 21 66 79 74 21 36 84 10 27 50 27 4 51 2 
-16 14 11 14 118 14 16 20 112 86 118 128 20 104 20 12 20 16 118 112 128 14 16 86 116 118 128 118 115 14 16 11 16 20 116 118 116 109 114 100 114 110 100 110 114 109 110 114 100 110 100 86 109 110 114 110 86 112 86 16 11 20 104 114 86 112 116 100 114 12 11 14 12 14 86 118 112 109 128 104 
-36 10 30 71 21 69 61 77 40 29 77 67 71 53 74 69 79 21 74 21 74 79 21 67 61 65 49 75 97 64 46 8 46 22 75 29 42 29 54 75 54 75 22 54 49 87 22 40 41 53 67 74 21 74 21 74 69 53 63 77 29 42 61 28 64 54 64 49 19 87 48 70 82 55 76 55 56 76 33 76 
-54 19 38 57 98 55 56 55 56 93 91 108 130 92 130 119 32 102 130 99 117 35 34 129 121 126 121 126 103 95 44 111 121 126 124 103 44 95 44 95 44 95 117 92 117 95 44 129 88 44 95 44 103 88 73 107 95 44 103 95 44 103 44 95 62 95 85 126 121 126 121 103 44 95 85 101 17 129 17 44 
-103 78 113 47 62 13 62 13 78 13 62 13 78 13 47 113 47 62 13 62 78 99 130 106 108 32 81 99 26 108 26 106 108 56 96 98 83 98 57 8 48 94 46 19 8 57 83 56 106 89 123 37 76 55 52 96 56 52 83 98 89 108 122 89 108 106 108 119 99 26 130 47 78 99 119 99 32 119 99 59 
-49 48 8 57 120 8 48 49 75 40 65 61 53 67 41 61 53 74 21 41 40 28 63 77 67 41 67 77 67 61 77 71 67 53 69 61 74 71 15 31 71 30 71 30 71 30 74 66 36 66 79 84 79 74 66 36 27 24 45 9 45 24 84 27 9 45 5 9 5 9 5 45 9 4 36 50 4 27 51 1 
-55 83 37 82 38 8 68 8 38 8 82 94 39 70 46 54 29 40 61 28 61 40 63 77 53 29 97 75 54 75 41 63 75 63 64 75 49 22 97 75 64 40 61 40 29 75 64 28 63 77 40 28 64 63 65 97 64 54 64 97 22 70 80 48 49 28 22 70 49 28 42 65 40 75 22 87 54 75 87 75 
-19 39 49 70 87 48 87 48 19 48 70 19 39 48 82 19 87 19 94 82 8 68 48 94 82 55 98 82 94 19 48 70 22 23 70 22 70 94 19 87 48 60 55 83 55 76 33 76 33 55 56 96 52 56 55 56 83 56 52 56 83 57 98 55 93 98 52 106 108 32 99 59 99 81 59 26 106 98 55 82 
-88 62 78 99 32 99 59 62 78 35 95 88 35 107 78 101 105 72 105 101 88 34 103 62 92 117 92 26 99 90 124 121 126 95 85 101 105 72 121 126 73 107 73 88 101 95 44 95 103 117 81 99 59 117 92 117 92 130 119 99 81 119 81 119 99 119 99 59 81 59 99 32 99 32 81 26 99 13 62 13 
-14 11 100 20 12 14 20 104 112 115 116 16 100 128 114 112 116 20 12 14 116 118 104 100 20 104 16 86 11 100 109 100 109 110 104 16 114 100 14 16 114 109 110 16 112 16 12 14 109 86 112 128 86 118 112 16 11 14 16 114 100 86 11 14 16 20 16 14 11 16 12 14 20 16 128 115 116 16 14 11 
-65 75 49 48 49 87 22 75 28 49 22 75 54 40 23 48 70 48 80 60 48 46 22 65 40 65 22 19 46 48 94 23 94 46 54 87 75 29 75 63 64 28 41 67 77 30 71 74 21 36 9 5 9 1 51 2 6 58 51 2 51 2 7 2 9 36 50 1 4 10 36 50 10 71 30 71 27 84 79 71 
-76 37 43 38 80 38 19 22 87 75 22 87 75 49 46 87 48 23 18 23 94 23 70 48 70 19 54 75 23 94 18 97 64 28 65 97 22 49 48 87 23 94 70 19 46 87 49 54 75 29 77 74 66 74 79 74 71 30 74 69 77 79 53 77 63 29 41 61 28 75 65 22 97 75 64 97 87 49 48 49 
-92 90 59 99 59 117 92 117 95 117 103 126 124 121 126 17 111 105 17 72 88 72 105 72 105 72 88 72 105 111 107 73 62 117 103 34 126 121 124 121 126 121 124 121 126 121 126 121 101 35 34 35 126 107 121 85 17 85 105 72 107 73 107 88 107 73 107 73 34 88 85 121 88 111 105 72 107 73 107 126 
-130 32 81 99 32 127 123 122 125 122 125 123 89 123 43 91 43 38 8 19 82 94 23 97 49 46 22 65 46 94 39 22 65 97 63 28 40 61 41 31 15 31 41 67 41 40 63 69 74 21 36 84 36 10 1 50 7 2 7 2 6 58 6 2 51 4 27 50 51 7 51 27 4 50 58 9 36 10 50 51 
-105 111 17 105 17 35 117 59 124 59 32 99 26 99 117 95 85 101 88 103 44 95 44 103 117 92 130 102 113 47 102 13 117 90 47 90 124 90 81 99 81 99 130 32 81 26 108 32 119 81 59 81 90 124 81 119 108 52 76 37 91 93 56 98 56 98 83 56 52 98 106 96 91 83 91 52 83 57 8 57 
-6 58 6 58 4 1 4 51 1 27 4 50 58 50 4 2 7 4 51 2 4 51 3 25 9 45 24 84 36 21 79 45 58 51 2 51 7 51 1 27 50 1 50 51 4 51 3 51 58 6 2 7 50 1 51 58 10 4 50 1 7 51 2 51 2 51 2 6 58 50 58 50 4 50 4 27 36 1 27 50 
-124 113 92 59 99 130 26 59 81 99 32 119 106 119 59 99 59 99 32 81 47 13 88 85 126 121 126 121 126 121 126 121 129 121 126 121 126 95 117 92 119 26 81 32 81 92 32 81 99 59 99 130 99 59 26 81 124 34 126 88 73 107 111 44 17 126 129 126 121 124 121 124 103 121 126 103 95 85 13 47 
-63 41 67 31 15 0 15 31 71 30 71 30 67 61 40 28 42 53 69 53 61 63 29 69 53 61 53 74 21 79 74 79 36 58 4 36 10 58 50 58 6 2 6 4 58 50 4 51 58 4 10 24 45 5 9 24 45 79 53 77 74 53 69 61 53 79 15 0 15 31 71 30 79 69 53 41 67 77 63 64 
-66 53 61 41 61 40 42 29 40 61 53 41 61 29 22 70 23 39 48 94 48 87 49 46 48 49 19 80 60 48 19 46 19 22 87 22 23 94 23 70 48 94 39 94 48 70 94 23 18 23 22 28 64 63 29 63 64 63 67 41 61 53 79 53 69 53 69 74 79 67 61 41 63 41 61 28 64 97 75 29 
-87 49 75 28 64 75 22 97 65 64 63 61 74 53 71 30 15 31 67 42 69 74 79 71 30 74 71 30 79 30 71 30 71 30 21 30 79 21 74 21 30 71 30 74 79 36 21 79 21 74 79 74 21 74 77 42 29 77 79 36 84 27 50 1 50 10 36 10 58 36 66 36 21 74 30 71 30 71 30 71 
-42 29 77 67 77 63 64 61 53 77 41 77 40 54 64 75 87 49 87 19 49 46 49 39 22 46 19 82 83 98 83 56 98 52 98 52 98 52 83 52 98 76 93 33 91 43 52 93 57 68 8 68 8 38 94 82 48 94 82 55 98 91 127 119 81 32 119 32 99 81 32 47 102 113 13 78 47 102 130 119 
-22 49 48 70 48 94 46 68 57 98 82 94 23 48 49 19 82 94 82 38 94 39 22 94 68 57 83 98 57 68 8 68 8 57 8 68 8 46 87 54 97 64 28 64 75 41 77 61 41 31 61 41 67 74 21 74 69 74 66 74 21 42 74 69 61 74 21 74 69 61 41 77 41 77 74 77 53 29 77 74 
-2 51 1 50 10 50 1 50 4 7 2 27 24 84 24 84 27 84 66 36 66 84 79 74 77 63 28 49 70 38 19 87 46 48 39 22 75 40 65 97 29 61 21 69 61 40 42 61 53 69 21 79 15 31 53 31 53 71 30 71 30 79 53 77 67 77 63 41 40 28 65 40 75 97 28 64 28 40 29 42 
-68 57 55 93 57 80 82 55 83 52 83 98 83 33 55 76 33 76 33 37 33 76 55 83 56 98 55 98 38 120 60 48 80 70 48 60 80 70 22 87 22 65 64 54 49 64 63 29 65 28 65 61 65 97 46 48 87 18 8 19 38 94 38 19 38 48 46 19 54 75 49 54 87 46 22 87 19 60 98 96 
-37 83 56 89 123 89 123 89 123 89 123 125 89 125 122 123 89 123 93 52 106 108 119 99 119 99 81 26 99 13 102 90 124 121 126 121 126 121 126 121 107 124 126 73 88 101 121 126 121 126 124 90 81 32 81 32 99 59 26 130 32 26 106 26 108 127 98 60 8 57 83 55 38 55 60 55 33 93 98 55 
-95 107 62 73 107 73 107 73 88 107 105 111 105 72 107 88 62 102 113 102 47 102 113 26 99 32 99 119 130 26 125 106 123 89 123 125 89 125 119 130 99 119 26 81 99 32 130 106 52 56 98 106 119 99 130 119 59 81 59 99 81 99 59 81 32 99 59 119 32 59 99 117 34 35 121 103 62 13 62 102 
-18 94 80 70 48 120 8 68 8 19 87 49 87 22 75 23 70 120 8 38 8 57 82 94 80 19 39 94 48 38 8 82 33 93 98 56 83 98 56 108 127 123 127 123 125 122 123 127 119 81 90 32 99 59 119 106 108 106 119 26 113 102 13 62 13 113 102 113 62 78 13 73 13 47 81 99 26 92 13 101 
-9 7 3 7 1 27 4 51 2 7 6 2 51 7 6 50 4 27 1 84 1 50 27 45 30 79 71 30 71 30 71 74 42 28 40 69 21 69 21 79 84 79 41 61 29 65 64 65 75 87 49 75 87 19 48 38 19 22 49 75 54 75 63 77 21 74 77 53 66 36 50 1 58 7 2 51 7 2 58 6 
-67 69 53 42 74 53 31 67 53 66 36 21 74 79 53 61 29 42 40 75 54 75 49 70 80 70 23 87 46 49 64 28 65 29 77 79 21 79 53 42 40 61 31 41 63 29 40 69 61 67 31 77 69 79 84 27 36 10 36 10 50 1 50 4 27 4 6 58 50 6 58 6 2 51 2 51 7 3 7 3 
-104 112 20 104 11 104 16 14 20 12 14 20 104 128 11 115 11 104 14 118 115 116 112 14 20 16 11 12 20 12 20 86 116 128 112 114 100 109 110 100 109 114 100 114 12 110 109 110 11 12 16 20 104 86 112 86 20 109 12 128 86 112 128 104 11 104 11 118 112 86 100 109 100 16 86 100 110 109 104 114 
-89 125 122 125 91 123 96 43 123 55 60 48 60 68 48 23 18 23 94 38 70 48 23 94 70 60 82 94 23 48 19 23 94 46 48 46 75 97 64 75 65 75 97 87 70 19 49 48 46 49 28 40 97 75 63 77 40 29 77 67 41 40 29 77 29 69 74 21 77 29 67 61 67 41 67 31 42 28 49 54 
-41 42 41 61 42 29 65 75 22 70 82 83 52 56 83 96 56 96 98 55 33 55 83 56 83 98 83 98 52 106 108 26 108 127 123 83 82 80 82 76 33 76 33 55 76 43 37 43 37 91 37 91 37 91 43 91 37 123 89 127 125 123 43 37 91 37 91 56 52 98 55 98 106 98 83 96 83 96 56 55 
-13 102 78 102 113 47 119 32 108 32 99 119 81 99 62 13 101 103 121 126 117 92 117 59 99 78 13 78 13 78 47 62 73 85 95 117 92 99 59 81 32 108 127 125 122 123 89 108 26 108 32 99 32 99 92 119 106 26 81 78 117 99 32 81 119 108 32 59 99 59 81 99 92 99 32 99 81 99 59 26 
-58 1 4 1 9 5 9 3 25 3 1 27 1 10 3 7 2 7 2 1 4 24 84 36 66 79 69 74 21 79 21 79 74 21 79 21 71 79 21 36 21 79 41 53 41 67 41 67 31 41 67 61 40 29 77 29 42 75 41 29 74 30 77 41 77 53 61 65 54 22 64 54 49 87 70 48 38 94 82 94 
-70 22 75 22 87 22 75 64 97 28 49 87 97 65 64 97 22 49 48 23 75 54 40 61 29 77 61 41 31 67 77 79 69 74 77 71 67 41 63 28 61 69 29 77 29 77 29 77 79 77 61 65 61 41 74 42 65 61 42 79 67 74 21 79 21 74 79 84 79 36 27 50 27 36 84 24 45 84 1 51 
-45 5 9 45 24 45 9 51 50 27 4 50 27 50 7 24 15 0 15 0 15 0 15 0 50 2 7 2 51 7 2 1 50 36 24 45 9 5 58 6 4 50 45 9 1 51 3 4 51 1 7 2 51 7 4 10 7 3 7 51 1 10 36 79 36 27 10 50 1 50 1 50 27 4 27 84 1 4 1 10 
-119 130 26 59 119 32 81 59 26 119 99 81 32 108 26 99 119 130 102 113 102 78 113 102 99 32 81 99 119 106 96 56 98 52 106 32 99 59 99 26 119 81 99 119 81 32 99 59 81 32 119 106 119 125 122 125 123 122 123 43 37 43 93 83 37 91 37 91 37 43 91 43 37 91 37 91 76 82 94 19 
-122 26 32 92 99 81 99 78 92 113 62 59 99 59 81 90 124 121 124 126 121 126 124 126 121 126 121 124 121 73 126 88 34 107 73 88 107 73 107 73 101 88 95 85 95 85 101 85 17 105 111 105 111 105 107 88 72 105 72 105 72 88 73 107 88 73 88 105 85 101 111 105 111 34 126 121 124 121 126 121 
-33 37 43 38 80 70 87 46 23 87 48 46 23 70 39 8 60 55 98 57 8 82 94 82 83 98 83 52 83 123 55 96 33 123 98 127 123 125 122 130 125 108 26 59 99 119 108 119 130 106 56 55 98 83 98 82 37 55 76 123 96 98 83 55 56 93 76 55 56 98 56 52 83 98 56 106 119 130 119 81 
-64 28 29 42 29 61 28 61 28 63 67 77 53 69 61 53 67 61 53 74 29 63 64 75 64 28 40 28 75 42 29 77 42 40 65 29 42 61 65 41 61 53 74 69 42 31 15 0 15 31 15 71 79 36 21 79 67 31 53 63 41 77 31 67 53 74 53 74 79 31 41 67 77 41 69 31 41 61 28 65 
-75 29 61 41 31 71 30 67 21 79 30 71 15 31 53 79 21 69 29 41 21 30 71 74 69 61 40 29 28 97 64 46 22 87 22 49 75 40 41 67 77 29 28 65 41 67 63 77 63 67 77 74 69 40 61 63 64 65 64 75 49 28 40 75 40 29 67 29 41 40 69 53 71 79 71 21 71 79 30 71 
-3 6 58 6 1 51 58 45 24 9 50 10 27 9 10 36 1 58 9 0 45 9 5 9 5 9 45 84 66 53 67 53 41 67 31 41 31 41 67 63 64 54 46 19 48 87 46 68 46 22 65 61 69 40 42 61 65 28 64 97 75 46 19 82 94 18 97 64 28 40 75 54 75 97 75 54 75 87 46 19 
-53 30 45 9 45 5 45 9 5 9 45 50 24 58 27 7 2 6 2 7 51 1 3 7 51 2 7 2 51 4 1 84 45 4 58 5 9 50 30 71 21 30 71 30 71 67 31 15 31 41 75 29 75 65 61 40 61 77 40 29 75 63 61 40 61 53 69 40 61 67 31 67 31 42 29 42 61 41 61 65 
-4 58 6 27 50 1 58 50 6 2 51 7 6 50 58 10 4 24 9 5 9 5 9 27 4 50 10 1 51 7 51 6 1 27 1 36 10 36 9 5 24 9 45 84 27 84 66 74 61 28 63 69 29 40 63 65 49 87 75 87 46 87 23 87 48 38 60 38 80 94 70 68 46 70 38 19 38 94 82 98 
-94 46 48 94 80 19 87 46 94 82 33 76 93 76 56 98 57 68 57 93 76 56 52 98 56 83 98 57 93 56 55 38 19 38 48 60 80 94 48 70 49 46 68 57 8 57 98 83 98 83 93 83 52 83 96 83 93 55 98 82 38 94 19 22 87 49 87 22 49 87 49 48 60 57 120 38 70 48 23 94 
-117 95 73 88 62 78 95 85 95 78 13 62 73 62 13 78 113 130 119 99 13 78 13 62 13 47 102 32 59 26 47 13 113 62 102 113 47 78 113 102 113 102 113 62 113 92 117 62 47 130 119 59 99 32 108 119 99 78 47 102 47 113 32 102 78 47 78 13 78 13 117 35 34 107 34 95 107 73 107 105 
-78 62 34 62 13 62 13 47 113 13 113 102 113 99 78 62 13 78 62 101 88 73 107 73 13 62 102 32 108 119 99 32 119 59 32 99 119 59 119 130 119 106 56 55 57 68 8 38 19 49 75 54 97 28 75 49 22 65 46 19 60 80 94 18 94 70 49 65 64 28 64 63 28 75 23 94 60 48 70 38 
-108 106 119 32 81 59 26 59 119 99 124 126 121 103 85 101 17 105 72 105 72 105 72 107 88 105 111 105 72 105 72 107 73 107 72 105 111 44 103 95 117 92 130 119 59 117 92 117 59 130 47 26 113 102 47 13 78 13 99 81 32 99 32 99 62 107 73 88 73 107 73 78 101 129 17 129 17 44 111 44 
-17 121 124 121 126 121 126 121 124 121 126 34 126 129 126 103 62 35 34 126 73 88 73 107 72 105 72 111 95 85 111 105 107 73 88 105 107 73 107 101 72 105 95 44 121 44 95 117 126 129 95 85 17 129 35 34 126 121 129 126 121 129 17 101 107 73 126 121 126 121 126 121 117 99 47 113 102 62 13 47 
-43 55 93 33 76 82 8 68 8 68 57 68 57 82 55 57 55 33 83 93 57 82 38 82 38 8 57 68 57 68 57 93 57 68 8 38 55 57 83 98 55 57 8 18 94 23 70 23 94 19 75 64 28 75 22 65 40 29 42 40 69 77 66 30 66 31 74 30 36 21 79 53 74 21 79 21 71 53 79 74 
-40 28 64 28 75 40 28 64 46 64 54 49 48 19 87 75 64 65 22 46 94 39 23 68 19 64 28 61 41 65 40 41 31 15 0 15 31 41 67 53 79 21 67 61 41 40 75 97 87 94 18 94 38 19 48 46 68 8 68 48 87 46 94 64 46 8 57 8 120 8 68 46 87 49 19 22 65 97 64 19 
-127 125 123 122 125 122 123 122 123 89 123 43 33 76 33 76 55 83 52 83 52 98 83 56 83 98 106 119 81 119 102 47 13 47 62 47 78 102 113 102 13 47 78 117 103 17 44 103 85 95 103 95 85 105 111 105 72 107 88 72 129 17 105 17 129 44 17 129 126 121 126 124 90 124 121 126 121 126 124 121 
-111 105 72 105 72 17 126 101 111 105 129 103 117 92 117 95 105 111 105 88 73 62 102 99 90 81 32 81 90 32 122 125 123 89 123 125 122 125 123 125 123 89 125 89 122 127 91 37 43 91 43 37 43 91 127 123 37 33 76 55 93 55 33 76 55 56 91 43 37 43 91 127 125 123 125 26 108 56 83 52 
-59 113 32 127 32 130 47 62 99 119 108 56 52 106 56 96 56 106 98 55 83 52 83 52 96 56 98 83 98 60 8 68 57 98 83 98 52 56 83 56 55 83 52 83 98 55 76 33 76 91 43 37 33 76 33 76 55 33 55 96 89 125 89 125 122 125 122 125 123 108 56 98 82 93 98 57 68 8 57 98 
-56 106 98 52 83 56 76 33 55 60 80 38 8 82 55 33 76 55 83 57 68 57 68 80 48 70 48 70 39 19 87 49 19 49 22 29 42 67 77 29 77 63 65 49 75 54 75 22 65 97 75 63 64 65 29 67 31 15 31 53 67 61 53 71 30 10 50 24 84 36 24 84 27 50 10 27 1 51 6 58 
-102 113 13 62 102 113 102 47 13 62 13 102 13 62 59 13 78 13 73 107 88 126 121 126 121 126 121 126 103 124 62 99 32 102 92 13 117 124 102 130 99 113 32 122 127 122 125 127 91 37 91 127 108 119 32 127 119 108 119 32 99 59 99 32 81 59 99 119 127 119 99 59 117 103 117 81 32 108 26 119 
-80 70 23 48 94 23 70 46 8 94 120 8 38 8 82 38 82 94 82 83 98 83 55 60 70 54 75 49 75 29 75 22 97 75 64 28 63 53 79 74 79 21 66 84 36 50 58 10 51 7 2 51 3 7 3 4 27 84 27 1 2 51 2 6 58 6 1 50 27 50 5 3 7 51 3 7 51 2 51 4 
-74 79 53 77 40 61 74 69 67 31 67 77 40 65 29 65 40 42 29 69 79 74 30 71 15 0 84 15 31 53 77 67 61 41 40 65 23 87 75 28 65 61 65 61 67 61 67 42 29 61 42 29 42 29 75 18 48 87 22 70 87 28 75 29 42 29 42 29 42 53 31 67 61 77 29 75 54 75 64 28 
-25 3 7 51 1 50 6 3 25 2 51 7 51 2 51 2 4 9 84 50 58 4 50 58 50 6 4 51 1 51 1 10 1 27 50 27 4 51 50 6 50 9 5 4 1 3 7 1 4 3 27 50 58 6 51 58 45 24 45 5 9 5 9 5 2 5 9 36 66 74 71 30 71 77 29 65 41 61 69 74 
-85 44 103 111 105 101 78 13 62 78 107 73 88 73 107 73 107 73 107 73 107 73 117 103 44 103 44 121 129 101 103 95 44 103 62 117 35 34 103 88 107 73 88 72 105 88 107 88 73 107 88 107 73 107 72 107 103 107 17 72 129 107 34 35 121 101 85 95 85 101 88 73 107 73 85 111 105 34 44 95 
-113 117 92 117 92 117 92 117 92 130 106 56 33 76 55 83 55 38 19 64 28 64 97 22 87 75 63 64 75 49 18 23 18 94 68 57 83 52 106 52 96 52 98 91 55 33 55 93 33 76 33 43 93 83 52 96 83 93 83 52 83 52 98 55 98 83 76 33 76 55 37 91 108 106 56 55 98 96 83 55 
-91 123 89 123 108 106 96 122 125 122 125 127 91 33 56 55 57 98 56 55 57 8 38 19 87 19 87 48 19 48 60 98 106 26 92 130 119 106 123 89 123 89 125 122 123 89 125 123 89 125 122 123 89 123 89 123 89 106 98 55 93 55 98 33 37 91 43 91 108 32 99 78 13 95 117 124 90 26 99 59 
-30 71 30 71 30 71 30 71 30 71 30 79 21 71 53 79 21 79 69 28 63 67 66 79 30 71 30 79 30 71 30 21 74 77 21 79 74 21 74 79 21 30 71 31 53 31 53 69 74 69 74 79 74 69 79 53 61 31 41 63 41 63 53 74 66 21 69 79 74 69 67 61 31 41 61 29 75 49 97 75 
-51 0 3 6 24 36 10 50 4 1 2 4 51 1 24 45 9 5 9 45 27 36 27 84 36 27 84 45 9 45 5 9 24 10 30 79 53 42 40 22 49 75 28 61 67 31 41 65 97 54 22 46 49 18 46 54 97 22 46 22 23 94 46 75 29 42 29 40 65 28 64 46 48 46 94 70 48 46 19 94 
-61 63 77 74 71 30 74 21 74 77 41 61 67 61 65 61 67 61 69 40 65 87 23 18 94 23 18 94 70 49 46 68 120 68 57 80 70 94 48 46 70 23 18 23 70 38 8 68 57 68 8 57 98 96 83 56 52 56 106 56 98 56 106 56 83 55 56 52 123 76 33 76 33 76 83 55 76 93 55 93 
-60 19 68 57 83 52 98 55 33 76 55 37 43 37 91 43 37 43 37 91 98 82 98 83 96 83 57 8 57 98 82 8 68 82 38 57 98 52 55 76 55 33 76 33 93 96 98 76 33 55 98 83 57 55 93 83 96 56 106 52 83 96 83 98 52 83 56 55 82 94 80 60 8 68 46 48 46 94 23 70 
-129 121 35 121 103 126 121 126 121 126 121 126 35 111 107 88 107 62 13 78 117 62 107 72 107 73 62 13 88 107 88 13 47 102 113 102 47 13 47 62 47 78 102 113 13 78 62 34 17 105 88 107 72 105 72 105 107 73 88 73 88 73 88 73 85 105 111 88 107 126 13 99 47 13 107 73 13 73 107 88 
-52 33 76 33 55 76 33 37 82 57 37 91 37 43 91 43 37 43 33 55 76 55 56 55 98 52 83 98 82 38 48 18 23 70 82 76 56 55 33 37 43 37 43 91 43 91 43 37 91 37 43 91 37 43 37 123 122 123 89 123 83 96 52 83 96 56 83 98 55 37 91 43 76 91 43 93 76 33 56 83 
-29 75 54 29 28 64 28 39 70 46 94 48 49 54 75 40 29 40 75 54 22 46 64 46 48 87 46 87 49 19 38 94 70 39 97 22 46 22 87 49 87 19 38 57 98 52 56 98 83 56 83 52 56 93 98 55 83 57 55 76 56 55 98 52 98 52 98 89 108 91 123 83 56 52 83 55 83 57 120 68 
-77 30 67 79 74 77 67 61 42 65 61 29 22 39 87 19 49 46 64 63 28 40 41 65 61 77 67 61 40 65 28 64 40 28 49 65 97 54 29 75 41 53 41 77 53 74 29 28 40 77 40 65 42 53 79 21 74 53 79 21 30 67 42 29 61 75 54 87 22 87 28 75 41 61 53 71 30 71 67 53 
-1 4 10 84 66 42 40 77 63 67 41 31 67 30 71 53 79 66 79 21 74 67 79 77 61 31 67 42 40 23 94 82 94 70 94 38 68 57 82 38 60 80 94 18 23 18 19 49 87 46 87 22 75 28 23 19 70 68 60 94 70 87 46 87 46 70 48 23 18 94 68 8 57 83 93 55 57 98 83 57 
-62 102 113 102 113 102 113 78 73 107 73 13 62 73 88 107 101 78 62 88 107 101 105 72 111 105 72 105 72 105 72 105 107 73 62 102 117 92 130 47 113 102 113 47 59 47 113 47 130 92 113 102 113 78 62 13 113 130 119 99 32 81 124 59 119 26 81 99 81 26 81 124 99 26 108 26 108 98 83 98 
-0 24 9 25 24 84 66 10 4 27 1 84 24 45 9 4 84 36 84 79 21 79 53 77 79 42 40 41 61 67 61 41 61 67 61 41 67 77 29 40 75 64 63 61 53 74 29 40 77 67 41 77 79 71 30 79 77 29 42 40 29 54 75 97 22 23 94 46 22 87 22 49 87 48 70 23 94 68 38 68 
-38 19 48 70 60 55 76 55 60 38 94 18 94 82 98 83 52 83 55 76 33 98 83 96 56 96 52 96 55 52 56 98 56 33 76 55 98 57 93 37 83 56 98 37 76 55 83 55 33 55 60 55 57 98 55 76 55 93 57 68 8 120 57 82 57 68 8 38 94 23 48 70 48 82 94 46 49 28 40 65 
-123 91 123 89 123 125 122 123 89 123 43 123 127 91 43 37 91 43 37 91 37 91 37 91 43 91 43 37 91 83 56 43 52 106 26 122 125 52 93 52 83 52 83 57 83 98 55 56 83 52 83 96 98 57 38 48 94 8 48 8 57 98 55 83 56 55 96 83 52 108 26 99 119 32 81 32 99 32 108 130 
-128 115 116 115 118 86 114 109 128 110 12 11 104 116 100 114 110 114 100 118 16 104 11 12 20 109 11 14 12 20 118 110 12 20 12 118 116 115 86 112 110 109 114 109 110 100 12 11 104 16 12 16 20 104 118 115 118 115 118 116 115 20 115 11 100 109 110 109 110 114 100 114 16 14 16 104 14 11 104 20 
-26 99 59 99 119 32 99 32 90 124 121 126 121 126 124 81 99 59 119 130 119 127 91 37 43 33 43 55 56 52 96 83 52 98 82 94 23 87 49 87 54 87 70 60 48 46 97 87 19 38 82 38 57 60 38 48 70 38 82 94 23 94 18 94 18 94 82 38 57 55 57 38 55 76 93 96 108 91 123 122 
-110 14 104 12 114 118 115 16 11 16 12 104 86 16 14 20 11 109 104 115 112 109 128 104 11 112 104 14 100 118 116 20 86 14 104 16 11 16 12 104 20 16 12 20 104 12 104 11 12 11 104 20 104 112 14 104 16 104 110 100 14 11 104 86 104 128 118 86 112 115 116 118 11 20 12 11 16 20 112 86 
-44 101 88 73 107 111 105 111 105 111 105 72 105 72 88 85 17 85 88 73 88 107 73 107 73 88 111 105 72 105 72 88 107 88 62 78 101 73 101 107 73 62 78 88 62 47 78 47 13 103 95 44 95 78 62 13 95 103 44 85 13 73 88 107 73 107 88 107 88 105 72 105 72 88 105 72 105 111 105 88 
-10 45 5 9 5 9 45 9 84 1 27 84 9 45 24 4 3 7 58 6 58 50 4 58 50 58 50 4 50 2 7 2 51 0 66 36 30 71 30 0 15 0 15 50 58 50 58 50 58 6 58 6 58 50 58 50 51 27 1 50 58 36 10 36 24 1 4 10 58 6 58 4 10 4 0 15 71 10 50 51 
-101 107 88 129 126 124 121 126 17 105 72 107 101 35 126 121 124 121 126 78 88 101 85 72 107 78 62 78 99 81 124 35 34 78 95 103 44 17 121 126 121 126 121 124 34 124 126 124 90 32 81 32 130 119 32 59 78 99 119 81 32 108 32 125 52 123 76 33 55 76 33 55 83 93 33 55 33 76 33 76 
-28 61 29 41 53 69 74 15 31 77 21 74 21 74 53 69 61 40 28 75 64 29 97 40 54 75 29 40 64 65 28 46 22 70 48 49 87 22 87 49 48 60 55 82 76 55 43 37 43 91 43 91 43 37 91 43 37 91 37 43 91 37 43 37 91 37 33 55 33 76 55 83 56 76 93 57 82 94 70 23 
-116 118 115 12 104 20 11 112 16 100 109 110 100 11 104 11 16 20 14 11 100 114 11 100 14 20 104 14 16 104 16 20 115 86 112 109 114 110 114 110 100 110 109 100 109 100 114 100 110 114 16 109 114 110 109 100 114 100 110 100 12 20 116 112 115 128 86 116 20 11 16 115 116 115 16 11 20 16 11 16 
-114 110 114 100 109 100 114 12 11 20 11 86 110 100 109 128 116 115 118 115 20 11 116 115 118 16 110 109 110 14 20 14 86 112 20 110 114 100 110 100 114 16 12 14 11 16 100 16 115 116 115 86 112 128 100 12 16 12 16 104 11 116 86 112 86 115 109 11 116 128 16 109 11 14 12 20 104 20 104 12 
-120 48 18 87 19 54 75 40 75 23 70 60 19 82 48 46 23 75 49 64 28 40 28 49 48 49 19 23 94 82 83 56 33 83 98 52 83 57 8 68 46 22 70 23 70 60 55 83 57 83 96 43 98 122 123 122 125 122 125 122 127 91 98 52 98 43 33 76 123 89 123 89 123 55 83 57 83 82 94 38 
-115 118 86 104 20 104 16 20 16 11 104 86 128 112 86 112 118 116 12 20 16 11 14 11 12 11 104 118 115 12 112 109 114 110 109 118 110 114 110 109 110 100 109 100 14 118 112 14 11 104 12 20 14 12 16 104 12 104 14 11 114 110 20 14 12 14 20 14 11 115 118 115 20 128 86 100 118 128 11 104 
-31 15 31 53 31 15 31 71 30 74 53 69 74 69 29 67 41 63 42 53 71 30 79 77 40 65 40 29 54 75 65 75 49 46 87 28 61 75 49 75 41 61 41 53 79 53 21 69 53 67 61 53 42 40 41 29 75 49 97 49 46 22 49 87 46 87 48 46 64 29 40 65 61 42 61 65 46 49 22 23 
-84 71 10 50 36 21 74 21 42 40 28 40 41 67 69 79 66 21 79 21 79 53 30 67 41 67 42 29 77 61 67 77 74 79 77 67 30 79 21 36 79 71 30 71 30 53 31 15 10 1 51 27 4 27 50 10 36 10 30 71 30 71 53 61 65 29 75 54 18 48 82 94 48 60 48 46 70 60 38 19 
-73 62 126 78 81 92 130 113 78 47 13 88 95 117 92 117 113 117 92 117 103 126 121 103 95 44 105 88 72 105 17 44 95 103 126 121 126 121 126 121 126 124 126 121 126 121 126 121 126 124 35 73 88 107 73 88 111 88 73 88 73 88 73 107 73 107 73 88 72 107 72 105 72 105 72 111 107 73 88 62 
-107 85 95 121 126 121 126 107 73 88 72 88 17 105 72 105 107 73 107 72 88 101 78 59 81 99 130 119 92 117 92 99 32 108 106 108 123 127 108 32 127 106 127 122 125 122 123 108 106 98 106 98 96 106 108 119 81 99 78 47 102 117 92 117 92 117 103 44 85 17 101 126 121 126 121 126 124 121 126 62 
-106 52 56 96 83 98 89 91 43 38 19 49 94 87 46 18 94 82 19 39 19 80 94 18 94 70 23 70 80 60 80 60 98 55 83 56 106 98 52 83 98 83 57 68 8 68 38 94 87 48 49 23 48 38 82 8 19 38 94 23 46 19 48 82 83 96 98 83 98 83 55 33 76 33 91 127 125 127 106 98 
-34 126 124 121 124 121 126 17 35 126 17 103 126 103 126 117 59 130 119 32 127 91 43 52 91 108 119 59 99 81 99 119 130 119 26 59 62 13 62 13 78 13 62 13 62 13 78 117 99 47 113 102 113 78 102 113 78 13 47 92 113 78 102 113 13 99 92 119 106 119 59 99 81 32 102 59 99 124 126 103 
-93 57 98 56 96 52 83 96 83 93 55 33 91 37 123 127 91 37 43 33 76 93 52 96 52 56 52 83 56 96 52 55 98 55 76 55 76 93 55 98 52 98 52 56 106 130 92 117 62 124 62 78 62 102 113 102 113 102 13 62 78 62 78 62 73 34 35 126 121 124 121 126 121 126 124 126 121 126 34 95 
-86 20 12 14 11 128 86 16 12 11 12 11 16 12 104 16 11 100 114 110 114 100 109 100 109 110 11 12 11 14 12 11 20 110 11 12 11 12 104 12 86 12 20 16 12 16 110 114 110 114 109 114 100 110 100 109 100 114 109 100 109 110 104 112 86 110 114 118 100 86 116 112 14 112 116 86 112 86 112 104 
-96 123 91 33 76 93 52 56 106 98 83 96 98 83 82 55 98 106 52 98 55 56 96 83 98 56 106 98 37 91 37 91 52 123 55 80 55 57 68 46 94 38 80 82 94 48 38 80 94 18 94 18 23 94 38 98 57 98 52 98 83 52 98 82 38 55 82 57 68 8 68 8 82 83 98 83 52 83 52 83 
-100 12 128 20 11 12 104 11 12 11 14 86 16 14 104 16 11 110 114 110 109 100 86 118 128 115 104 11 112 116 86 104 16 11 14 20 104 14 116 118 110 114 12 20 12 11 16 14 112 104 128 86 16 12 100 118 100 109 100 109 110 112 128 116 112 100 114 110 114 109 100 110 114 100 109 16 12 20 104 12 
-98 125 130 113 47 78 47 78 47 99 81 99 32 81 119 59 81 59 81 32 81 32 119 106 26 127 32 90 47 78 13 73 107 88 107 72 105 72 88 62 13 62 78 62 73 62 47 99 62 78 113 47 13 78 102 113 81 90 81 26 99 119 26 106 56 83 55 80 60 55 83 98 52 83 56 106 96 55 96 106 
-71 67 53 69 74 61 67 77 42 77 41 29 42 40 75 29 42 40 42 77 61 40 42 40 42 77 29 77 67 61 53 67 21 42 53 79 74 53 74 67 53 74 21 30 71 79 21 79 71 30 71 30 71 30 71 30 71 30 77 53 74 79 77 29 74 69 40 29 54 22 46 87 49 75 29 65 61 67 53 61 
-99 32 99 119 59 99 81 32 81 32 127 125 123 125 122 125 123 89 123 125 122 123 89 123 125 122 125 89 123 122 123 37 91 37 43 37 43 37 43 91 37 91 37 76 57 83 52 83 98 83 98 56 96 52 106 56 52 83 98 83 96 83 56 98 52 96 98 82 76 55 33 76 33 55 57 93 55 76 33 55 
-15 21 61 29 75 64 75 46 48 19 38 19 82 19 94 46 87 54 29 40 75 54 75 23 46 87 48 94 38 19 68 57 98 52 98 106 56 91 37 43 37 89 125 122 123 89 123 127 108 52 98 52 98 96 56 93 57 82 93 89 37 43 38 19 8 57 98 57 8 68 8 68 8 57 55 93 83 98 52 96 
-121 124 90 124 121 124 121 126 105 72 107 73 107 88 105 72 105 111 105 72 35 126 121 126 121 126 121 124 126 121 126 121 103 121 126 103 117 95 62 78 62 13 73 107 73 62 78 47 62 101 126 121 126 121 35 34 35 34 35 121 124 121 129 35 34 35 121 126 95 117 81 59 92 119 106 96 106 96 56 83 
-50 58 84 36 21 36 27 4 6 58 50 2 51 1 4 1 58 6 2 51 2 51 1 5 7 1 50 4 1 50 10 36 21 53 69 29 75 63 64 75 54 75 54 97 28 40 75 54 87 97 75 65 41 61 41 67 31 41 61 41 28 63 64 46 19 87 54 22 65 63 75 54 75 54 75 54 75 29 40 61 
-97 65 61 41 66 36 4 27 50 7 51 6 58 6 51 1 45 9 5 9 5 25 3 25 24 5 24 45 24 15 9 45 9 45 24 45 9 50 1 51 2 6 2 1 4 50 58 50 4 51 2 51 2 6 58 6 10 30 21 71 53 74 67 61 65 28 40 61 41 31 69 53 69 41 61 53 77 71 30 77 
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