-
Notifications
You must be signed in to change notification settings - Fork 42
/
Copy pathresults_reaction_search.html
1059 lines (698 loc) · 980 KB
/
results_reaction_search.html
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
62
63
64
65
66
67
68
69
70
71
72
73
74
75
76
77
78
79
80
81
82
83
84
85
86
87
88
89
90
91
92
93
94
95
96
97
98
99
100
101
102
103
104
105
106
107
108
109
110
111
112
113
114
115
116
117
118
119
120
121
122
123
124
125
126
127
128
129
130
131
132
133
134
135
136
137
138
139
140
141
142
143
144
145
146
147
148
149
150
151
152
153
154
155
156
157
158
159
160
161
162
163
164
165
166
167
168
169
170
171
172
173
174
175
176
177
178
179
180
181
182
183
184
185
186
187
188
189
190
191
192
193
194
195
196
197
198
199
200
201
202
203
204
205
206
207
208
209
210
211
212
213
214
215
216
217
218
219
220
221
222
223
224
225
226
227
228
229
230
231
232
233
234
235
236
237
238
239
240
241
242
243
244
245
246
247
248
249
250
251
252
253
254
255
256
257
258
259
260
261
262
263
264
265
266
267
268
269
270
271
272
273
274
275
276
277
278
279
280
281
282
283
284
285
286
287
288
289
290
291
292
293
294
295
296
297
298
299
300
301
302
303
304
305
306
307
308
309
310
311
312
313
314
315
316
317
318
319
320
321
322
323
324
325
326
327
328
329
330
331
332
333
334
335
336
337
338
339
340
341
342
343
344
345
346
347
348
349
350
351
352
353
354
355
356
357
358
359
360
361
362
363
364
365
366
367
368
369
370
371
372
373
374
375
376
377
378
379
380
381
382
383
384
385
386
387
388
389
390
391
392
393
394
395
396
397
398
399
400
401
402
403
404
405
406
407
408
409
410
411
412
413
414
415
416
417
418
419
420
421
422
423
424
425
426
427
428
429
430
431
432
433
434
435
436
437
438
439
440
441
442
443
444
445
446
447
448
449
450
451
452
453
454
455
456
457
458
459
460
461
462
463
464
465
466
467
468
469
470
471
472
473
474
475
476
477
478
479
480
481
482
483
484
485
486
487
488
489
490
491
492
493
494
495
496
497
498
499
500
501
502
503
504
505
506
507
508
509
510
511
512
513
514
515
516
517
518
519
520
521
522
523
524
525
526
527
528
529
530
531
532
533
534
535
536
537
538
539
540
541
542
543
544
545
546
547
548
549
550
551
552
553
554
555
556
557
558
559
560
561
562
563
564
565
566
567
568
569
570
571
572
573
574
575
576
577
578
579
580
581
582
583
584
585
586
587
588
589
590
591
592
593
594
595
596
597
598
599
600
601
602
603
604
605
606
607
608
609
610
611
612
613
614
615
616
617
618
619
620
621
622
623
624
625
626
627
628
629
630
631
632
633
634
635
636
637
638
639
640
641
642
643
644
645
646
647
648
649
650
651
652
653
654
655
656
657
658
659
660
661
662
663
664
665
666
667
668
669
670
671
672
673
674
675
676
677
678
679
680
681
682
683
684
685
686
687
688
689
690
691
692
693
694
695
696
697
698
699
700
701
702
703
704
705
706
707
708
709
710
711
712
713
714
715
716
717
718
719
720
721
722
723
724
725
726
727
728
729
730
731
732
733
734
735
736
737
738
739
740
741
742
743
744
745
746
747
748
749
750
751
752
753
754
755
756
757
758
759
760
761
762
763
764
765
766
767
768
769
770
771
772
773
774
775
776
777
778
779
780
781
782
783
784
785
786
787
788
789
790
791
792
793
794
795
796
797
798
799
800
801
802
803
804
805
806
807
808
809
810
811
812
813
814
815
816
817
818
819
820
821
822
823
824
825
826
827
828
829
830
831
832
833
834
835
836
837
838
839
840
841
842
843
844
845
846
847
848
849
850
851
852
853
854
855
856
857
858
859
860
861
862
863
864
865
866
867
868
869
870
871
872
873
874
875
876
877
878
879
880
881
882
883
884
885
886
887
888
889
890
891
892
893
894
895
896
897
898
899
900
901
902
903
904
905
906
907
908
909
910
911
912
913
914
915
916
917
918
919
920
921
922
923
924
925
926
927
928
929
930
931
932
933
934
935
936
937
938
939
940
941
942
943
944
945
946
947
948
949
950
951
952
953
954
955
956
957
958
959
960
961
962
963
964
965
966
967
968
969
970
971
972
973
974
975
976
977
978
979
980
981
982
983
984
985
986
987
988
989
990
991
992
993
994
995
996
997
998
999
1000
---
title: Results - Reaction search example
keywords: fastai
sidebar: home_sidebar
summary: "An example of a reaction search in the Schneider 50k data set"
description: "An example of a reaction search in the Schneider 50k data set"
nb_path: "nbs/06_results_reaction_search.ipynb"
---
<!--
#################################################
### THIS FILE WAS AUTOGENERATED! DO NOT EDIT! ###
#################################################
# file to edit: nbs/06_results_reaction_search.ipynb
# command to build the docs after a change: nbdev_build_docs
-->
<div class="container" id="notebook-container">
{% raw %}
<div class="cell border-box-sizing code_cell rendered">
</div>
{% endraw %}
<div class="cell border-box-sizing text_cell rendered"><div class="inner_cell">
<div class="text_cell_render border-box-sizing rendered_html">
<h2 id="Load-data">Load data<a class="anchor-link" href="#Load-data"> </a></h2>
</div>
</div>
</div>
{% raw %}
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">lf</span> <span class="o">=</span> <span class="n">tm</span><span class="o">.</span><span class="n">LSHForest</span><span class="p">(</span><span class="mi">256</span><span class="p">,</span> <span class="mi">128</span><span class="p">)</span>
<span class="n">mh_encoder</span> <span class="o">=</span> <span class="n">tm</span><span class="o">.</span><span class="n">Minhash</span><span class="p">()</span>
<span class="k">with</span> <span class="nb">open</span><span class="p">(</span><span class="s1">'../data/rxnclass2name.json'</span><span class="p">,</span> <span class="s1">'r'</span><span class="p">)</span> <span class="k">as</span> <span class="n">f</span><span class="p">:</span>
<span class="n">rxnclass2name</span> <span class="o">=</span> <span class="n">json</span><span class="o">.</span><span class="n">load</span><span class="p">(</span><span class="n">f</span><span class="p">)</span>
<span class="n">schneider_df</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">read_csv</span><span class="p">(</span><span class="s1">'../data/schneider50k.tsv'</span><span class="p">,</span> <span class="n">sep</span><span class="o">=</span><span class="s1">'</span><span class="se">\t</span><span class="s1">'</span><span class="p">,</span> <span class="n">index_col</span><span class="o">=</span><span class="mi">0</span><span class="p">)</span>
<span class="n">ft_10k_fps</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">load</span><span class="p">(</span><span class="s1">'../data/fps_ft.npz'</span><span class="p">)[</span><span class="s1">'fps'</span><span class="p">]</span>
<span class="n">schneider_df</span><span class="p">[</span><span class="s1">'mhfp'</span><span class="p">]</span> <span class="o">=</span> <span class="p">[</span><span class="n">mh_encoder</span><span class="o">.</span><span class="n">from_weight_array</span><span class="p">(</span><span class="n">fp</span><span class="o">.</span><span class="n">tolist</span><span class="p">(),</span> <span class="n">method</span><span class="o">=</span><span class="s2">"I2CWS"</span><span class="p">)</span> <span class="k">for</span> <span class="n">fp</span> <span class="ow">in</span> <span class="n">tqdm</span><span class="p">(</span><span class="n">ft_10k_fps</span><span class="p">)]</span>
</pre></div>
</div>
</div>
</div>
<div class="output_wrapper">
<div class="output">
<div class="output_area">
<div class="output_subarea output_stream output_stderr output_text">
<pre>100%|██████████| 50000/50000 [00:15<00:00, 3194.60it/s]
</pre>
</div>
</div>
</div>
</div>
</div>
{% endraw %}
<div class="cell border-box-sizing text_cell rendered"><div class="inner_cell">
<div class="text_cell_render border-box-sizing rendered_html">
<h2 id="Initiate-LSHForest-with-training-set-fingerprints">Initiate LSHForest with training set fingerprints<a class="anchor-link" href="#Initiate-LSHForest-with-training-set-fingerprints"> </a></h2>
</div>
</div>
</div>
{% raw %}
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">train_df</span> <span class="o">=</span> <span class="n">schneider_df</span><span class="p">[</span><span class="n">schneider_df</span><span class="o">.</span><span class="n">split</span><span class="o">==</span><span class="s1">'train'</span><span class="p">]</span>
<span class="n">train_df</span><span class="o">.</span><span class="n">reset_index</span><span class="p">(</span><span class="n">inplace</span><span class="o">=</span><span class="kc">True</span><span class="p">)</span>
<span class="n">lf</span><span class="o">.</span><span class="n">batch_add</span><span class="p">(</span><span class="n">train_df</span><span class="o">.</span><span class="n">mhfp</span><span class="o">.</span><span class="n">values</span><span class="o">.</span><span class="n">tolist</span><span class="p">())</span>
<span class="n">lf</span><span class="o">.</span><span class="n">index</span><span class="p">()</span>
</pre></div>
</div>
</div>
</div>
</div>
{% endraw %}
<div class="cell border-box-sizing text_cell rendered"><div class="inner_cell">
<div class="text_cell_render border-box-sizing rendered_html">
<h2 id="Query-for-similar-reactions">Query for similar reactions<a class="anchor-link" href="#Query-for-similar-reactions"> </a></h2>
</div>
</div>
</div>
{% raw %}
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="k">for</span> <span class="n">i</span><span class="p">,</span> <span class="n">row</span> <span class="ow">in</span> <span class="n">schneider_df</span><span class="p">[</span><span class="n">schneider_df</span><span class="o">.</span><span class="n">split</span><span class="o">==</span><span class="s1">'test'</span><span class="p">]</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="n">n</span><span class="o">=</span><span class="mi">10</span><span class="p">,</span> <span class="n">random_state</span><span class="o">=</span><span class="mi">42</span><span class="p">)</span><span class="o">.</span><span class="n">iterrows</span><span class="p">():</span>
<span class="nb">print</span><span class="p">(</span><span class="s1">'------------------------------------------------------------------------------------------------'</span><span class="p">)</span>
<span class="nb">print</span><span class="p">(</span><span class="s1">'Query: Reaction class - </span><span class="si">{}</span><span class="s1"> </span><span class="si">{}</span><span class="s1">'</span><span class="o">.</span><span class="n">format</span><span class="p">(</span><span class="n">row</span><span class="p">[</span><span class="s1">'rxn_class'</span><span class="p">],</span> <span class="n">rxnclass2name</span><span class="p">[</span><span class="n">row</span><span class="p">[</span><span class="s1">'rxn_class'</span><span class="p">]]))</span>
<span class="n">display</span><span class="p">(</span><span class="n">AllChem</span><span class="o">.</span><span class="n">ReactionFromSmarts</span><span class="p">(</span><span class="n">row</span><span class="p">[</span><span class="s1">'rxn'</span><span class="p">],</span> <span class="n">useSmiles</span><span class="o">=</span><span class="kc">True</span><span class="p">))</span>
<span class="nb">print</span><span class="p">(</span><span class="n">row</span><span class="p">[</span><span class="s1">'rxn'</span><span class="p">])</span>
<span class="nb">print</span><span class="p">(</span><span class="s1">'------------------------------------------------------------------------------------------------'</span><span class="p">)</span>
<span class="nb">print</span><span class="p">()</span>
<span class="n">nns</span> <span class="o">=</span> <span class="n">lf</span><span class="o">.</span><span class="n">query_linear_scan</span><span class="p">(</span><span class="n">row</span><span class="p">[</span><span class="s1">'mhfp'</span><span class="p">],</span> <span class="mi">3</span><span class="p">,</span> <span class="n">kc</span><span class="o">=</span><span class="mi">200</span><span class="p">)</span>
<span class="k">for</span> <span class="n">n</span><span class="p">,</span> <span class="p">(</span><span class="n">_</span><span class="p">,</span> <span class="n">j</span><span class="p">)</span> <span class="ow">in</span> <span class="nb">enumerate</span><span class="p">(</span><span class="n">nns</span><span class="p">):</span>
<span class="n">rxn</span> <span class="o">=</span> <span class="n">train_df</span><span class="o">.</span><span class="n">iloc</span><span class="p">[</span><span class="n">j</span><span class="p">][</span><span class="s1">'rxn'</span><span class="p">]</span>
<span class="n">display</span><span class="p">(</span><span class="n">AllChem</span><span class="o">.</span><span class="n">ReactionFromSmarts</span><span class="p">(</span><span class="n">rxn</span><span class="p">,</span> <span class="n">useSmiles</span><span class="o">=</span><span class="kc">True</span><span class="p">))</span>
<span class="nb">print</span><span class="p">(</span><span class="n">rxn</span><span class="p">)</span>
<span class="nb">print</span><span class="p">(</span><span class="s1">'NN-</span><span class="si">{}</span><span class="s1"> - </span><span class="si">{}</span><span class="s1"> </span><span class="si">{}</span><span class="s1">'</span><span class="o">.</span><span class="n">format</span><span class="p">(</span><span class="n">n</span><span class="o">+</span><span class="mi">1</span><span class="p">,</span> <span class="n">train_df</span><span class="o">.</span><span class="n">iloc</span><span class="p">[</span><span class="n">j</span><span class="p">][</span><span class="s1">'rxn_class'</span><span class="p">],</span> <span class="n">rxnclass2name</span><span class="p">[</span><span class="n">train_df</span><span class="o">.</span><span class="n">iloc</span><span class="p">[</span><span class="n">j</span><span class="p">][</span><span class="s1">'rxn_class'</span><span class="p">]]))</span>
<span class="nb">print</span><span class="p">()</span>
<span class="nb">print</span><span class="p">()</span>
<span class="nb">print</span><span class="p">()</span>
</pre></div>
</div>
</div>
</div>
<div class="output_wrapper">
<div class="output">
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>------------------------------------------------------------------------------------------------
Query: Reaction class - 5.1.1 N-Boc protection
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CC#N.CC(C)(C)OC(=O)C[C@H]1C[C@@H](C(=O)Nc2ccccc2)n2c1ncc(N(Cc1ccccc1)C(=O)OCc1ccccc1)c2=O.CCOC(C)=O.CN(C)c1ccncc1>>CC(C)(C)OC(=O)C[C@H]1C[C@@H](C(=O)N(C(=O)OC(C)(C)C)c2ccccc2)n2c1ncc(N(Cc1ccccc1)C(=O)OCc1ccccc1)c2=O
------------------------------------------------------------------------------------------------
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CC(=O)O.CC(C)(C)OC(=O)OC(=O)OC(C)(C)C.CC1(C)CCC(N)CC1.CC1(C)CCC(NCc2ccc(Oc3cc(N)c([N+](=O)[O-])cc3C(F)(F)F)cc2)CC1.CO.Nc1cc(Oc2ccc(C=O)cc2)c(C(F)(F)F)cc1[N+](=O)[O-].[BH3-]C#N.[CH2]C.[Na+]>>CC1(C)CCC(N(Cc2ccc(Oc3cc(N)c([N+](=O)[O-])cc3C(F)(F)F)cc2)C(=O)OC(C)(C)C)CC1
NN-1 - 5.1.1 N-Boc protection
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>C1CCOC1.CC(C)(C)OC(=O)OC(=O)OC(C)(C)C.CCN(C(C)C)C(C)C.CO.ClCCl.N#Cc1ccc(N)cn1.Nc1ccc(C(=O)O)nc1>>CC(C)(C)OC(=O)Nc1ccc(C(=O)O)nc1
NN-2 - 5.1.1 N-Boc protection
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CC#N.CC(C)(C)OC(=O)OC(=O)OC(C)(C)C.CCN(CC)CC.C[C@@H](OCc1ccccc1)[C@H]1COCC(=O)N1.c1c[nH]cn1>>C[C@@H](OCc1ccccc1)[C@H]1COCC(=O)N1C(=O)OC(C)(C)C
NN-3 - 5.1.1 N-Boc protection
------------------------------------------------------------------------------------------------
Query: Reaction class - 3.1.5 Bromo Suzuki-type coupling
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CCN(CC)CCn1cc(B2OC(C)(C)C(C)(C)O2)cn1.CCOP(=O)(Cc1ccc(Nc2ncc(C(F)(F)F)c(Nc3ccc(Br)cc3C(=O)NC)n2)cc1)OCC>>CCOP(=O)(Cc1ccc(Nc2ncc(C(F)(F)F)c(Nc3ccc(-c4cnn(CCN(CC)CC)c4)cc3C(=O)NC)n2)cc1)OCC
------------------------------------------------------------------------------------------------
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CC(C)(C)NS(=O)(=O)c1ccc(B2OC(C)(C)C(C)(C)O2)s1.Fc1cc(C(F)(F)F)ccc1-c1cc(C(F)(F)F)nc(-c2cccc(Br)c2)n1>>CC(C)(C)NS(=O)(=O)c1ccc(-c2cccc(-c3nc(-c4ccc(C(F)(F)F)cc4F)cc(C(F)(F)F)n3)c2)s1
NN-1 - 3.1.5 Bromo Suzuki-type coupling
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CC(=O)Nc1ccc(B2OC(C)(C)C(C)(C)O2)cn1.CC(C)(CO)c1ccc(C(=O)Nc2nc3ccc(Br)nc3s2)cc1>>CC(=O)Nc1ccc(-c2ccc3nc(NC(=O)c4ccc(C(C)(C)CO)cc4)sc3n2)cn1
NN-2 - 3.1.5 Bromo Suzuki-type coupling
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CCN(C(=O)OC(C)(C)C)c1cc(B2OC(C)(C)C(C)(C)O2)cnc1COC(C)=O.Cc1nn(C)cc1-n1c(=O)n(C)c2cnc3ccc(Br)cc3c21>>CCN(C(=O)OC(C)(C)C)c1cc(-c2ccc3ncc4c(c3c2)n(-c2cn(C)nc2C)c(=O)n4C)cnc1COC(C)=O
NN-3 - 3.1.5 Bromo Suzuki-type coupling
------------------------------------------------------------------------------------------------
Query: Reaction class - 10.2.1 Nitration
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CC(C)c1ccccc1O.O.O=[N+]([O-])O>>CC(C)c1cccc([N+](=O)[O-])c1O
------------------------------------------------------------------------------------------------
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CCOC(=O)c1[nH]c(C)cc1C.O=C([O-])O.O=[N+]([O-])O.[Na+]>>CCOC(=O)c1[nH]c(C)c([N+](=O)[O-])c1C
NN-1 - 10.2.1 Nitration
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CC(=O)O.CCC1(CC)OC(=O)Nc2ccccc21.O=S(=O)(O)O.O=[N+]([O-])O>>CCC1(CC)OC(=O)Nc2ccc([N+](=O)[O-])cc21
NN-2 - 10.2.1 Nitration
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>O=S(=O)(O)O.O=[N+]([O-])O.O=c1[nH]c2ccc(F)cc2s1>>O=c1[nH]c2cc([N+](=O)[O-])c(F)cc2s1
NN-3 - 10.2.1 Nitration
------------------------------------------------------------------------------------------------
Query: Reaction class - 6.1.1 N-Boc deprotection
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CC(C)(C)OC(=O)NCC(Nc1nccc(-c2n[nH]c3nc(NCCN4CCOCC4)ncc23)n1)c1ccccc1.CCO.Cl>>NCC(Nc1nccc(-c2n[nH]c3nc(NCCN4CCOCC4)ncc23)n1)c1ccccc1
------------------------------------------------------------------------------------------------
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CC(C)(C)OC(=O)NCCCc1cc(Nc2nc(-c3ccccc3)nc3ccccc23)[nH]n1.ClCCl.O=C(O)C(F)(F)F>>NCCCc1cc(Nc2nc(-c3ccccc3)nc3ccccc23)[nH]n1
NN-1 - 6.1.1 N-Boc deprotection
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CC(C)(C)OC(=O)NCc1cccc(CN(Cc2ccc(-c3ccccc3)cc2)S(=O)(=O)c2cc(Cl)cc(Cl)c2O)c1.ClCCl.O=C(O)C(F)(F)F>>NCc1cccc(CN(Cc2ccc(-c3ccccc3)cc2)S(=O)(=O)c2cc(Cl)cc(Cl)c2O)c1
NN-2 - 6.1.1 N-Boc deprotection
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CC(C)(C)OC(=O)N[C@@H](Cc1cc(F)cc(F)c1)[C@H](O)CCl.CO>>N[C@@H](Cc1cc(F)cc(F)c1)[C@H](O)CCl
NN-3 - 6.1.1 N-Boc deprotection
------------------------------------------------------------------------------------------------
Query: Reaction class - 3.3.1 Sonogashira coupling
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>C#Cc1cnn2c(C(F)(F)F)cc(-c3ccc(C(F)(F)F)cc3)nc12.NC(=O)c1cncc(Br)c1>>NC(=O)c1cncc(C#Cc2cnn3c(C(F)(F)F)cc(-c4ccc(C(F)(F)F)cc4)nc23)c1
------------------------------------------------------------------------------------------------
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>C#Cc1cnn2c(C(F)(F)F)cc(-c3ccc(C(F)(F)F)cc3)nc12.CC(C)(CO)NS(=O)(=O)c1cncc(Br)c1>>CC(C)(CO)NS(=O)(=O)c1cncc(C#Cc2cnn3c(C(F)(F)F)cc(-c4ccc(C(F)(F)F)cc4)nc23)c1
NN-1 - 3.3.1 Sonogashira coupling
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>C#Cc1cnn2c(C(F)(F)F)cc(-c3cccc(C(F)(F)F)c3)nc12.NS(=O)(=O)c1ccc(Br)cc1>>NS(=O)(=O)c1ccc(C#Cc2cnn3c(C(F)(F)F)cc(-c4cccc(C(F)(F)F)c4)nc23)cc1
NN-2 - 3.3.1 Sonogashira coupling
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>C#Cc1cnn2c(C3CC3)cc(-c3ccc(Cl)c(Cl)c3)nc12.NS(=O)(=O)c1ccc(Br)cc1>>NS(=O)(=O)c1ccc(C#Cc2cnn3c(C4CC4)cc(-c4ccc(Cl)c(Cl)c4)nc23)cc1
NN-3 - 3.3.1 Sonogashira coupling
------------------------------------------------------------------------------------------------
Query: Reaction class - 10.1.2 Chlorination
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>C=C(C)c1c(F)cnc2cc(F)c(OC)nc12.CC(C)(C)O.O.O.O.O.O.O.O.O=S([O-])[O-].[Ce+3].[Cl-].[Cl-].[Cl-].[Na+].[Na+].[Na+].[O-]Cl>>C=C(CCl)c1c(F)cnc2cc(F)c(OC)nc12
------------------------------------------------------------------------------------------------
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>C=C(C)C(C(=O)OCc1ccccc1)N1C(=O)C(NC(=O)COc2ccccc2)C1SS(=O)(=O)c1ccccc1.ClCCl.O.[Cl]>>C=C(CCl)C(C(=O)OCc1ccccc1)N1C(=O)C(NC(=O)COc2ccccc2)C1SS(=O)(=O)c1ccccc1
NN-1 - 10.1.2 Chlorination
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CC(C)(C)C1CCC(=O)CC1.Cl.O=S(=O)(Cl)Cl.[Cl-].c1ccccc1>>CC(C)(C)C1CCC(=O)C(Cl)C1
NN-2 - 10.1.2 Chlorination
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABBoAAACWCAIAAAD/g3y4AAA82ElEQVR4nO3deVyU1f4H8O/MsIMIKuKuuaC5C+4ssgyLSuZaarncUvP+KvO2iFY3y7ppmVey7jWXVFJTKTRXZHEARXEBwVxwQwU3BJRFZoBhZs7vj6NzJ9zgmWcYwM/75R/2OHOer8mcZ75n+R4JY4wAAAAAAABqTmruAAAAAAAAoL5COgEAAAAAAAIhnQAAAAAAAIGQTgAAAAAAgEBIJwAAAAAAQCCkEwAAAAAAIBDSCQAAAAAAEAjpBAAAAAAACIR0AgAAAAAABEI6AQAAAAAAAiGdAAAAAAAAgZBOAAAAAACAQEgnAAAAAABAIKQTAAAAAAAgENIJAAAAAAAQCOkEAAAAAAAIhHQCAAAAAAAEQjoBAAAAAAACIZ0AAAAAAACBkE4AAAAAAIBASCcAAAAAAEAgpBMAAAAAACAQ0gkAAAAAABAI6QQAAAAAAAiEdAIAAAAAAARCOgEAAAAAAAIhnQAAAAAAAIGQTgAAAAAAgEBIJwAAAAAAQCCkEwAAAAAAIBDSCQAAAAAAEAjpBAAAAAAACIR0AgAAAACgDigvp/feo7FjafVqKiujX36hnBwioq1b6dIlcwf3REgnAAAAAADqgB9/JDc32r6drKxo6VLKzKTiYiKiixepsNDcwT0R0gkAMLH6OdYCAABQ2xITado0IqLJkyklhYjo009p+nTavt28cT0d0gkAMLH6OdYCAABQ23r0oKwsIqJz56hfPyKir76iDRto7FjzxvV0FuYOAAAausRE2rqViGjyZHr5Zerblz79lJydKSODQkLMHRwAAECdERxMn3xCTZvS2bMUGUlr1pg7oGrB7AQAmFj9HGsBAACobZs20d691K8fpaZSx460eDH16kVE9NlnNHCguYN7IsxOAICJ+fvXx7EWAACA2hYXR0QUEGDuOGpGwhgzdwwA0KCNHUs7dtDq1TRzprlDAQAAqKtOn6bevalFC7p1iyQSc0dTA1jsBACmpNGQQkFEFBRk7lAAAADqsJgYIqKQkPqVSxDSCQAwrZQUKi6mF1+k9u3NHQoAAEAdxtOJ4GBzx1FjSCcAwJTqbecIAACgUqlOnz5dG1sDysro8GGSSuvdxglCOgEApoV0AgAA6hWNRpOWlvbNN98EBgY2bdrU399/6NChCQkJpr1rYiKVlZGHB7m4mPZGJoDKTgDPnXv37mVnZ/fp00cqNfGAQkEBnTxJNjbk42PaGwHA86GysjIvL69169bmDgQaGq1Wm5aWlpCQoFAokpOTVSoVvy6TyaytrY8ePTpq1Kjo6GgvLy8TBXAyLa1rjx52w4fXs20TRIR0AuA5oVKpjhw5Eh8fn5ycfPz48VatWjVu3HjFihXDhg0z4V1jY0mnI29vsrMz4V0AoEHT6XSZmZmHDx+Oj4+PjY3t0aOHra3t2rVrO3ToYO7QoN67cuVK/EOFhYX66x07dpTL5XK5PCAgwNnZefbs2atXrw4JCdm3b5+PaQbIJm/adOHChUM//WSqfMWU6nOh2PJyCguj69cpJISmTKHffiNfX2rXjrZuJQ8P6tLF3PFVV15eXlFRUZcuXST1bSM/1HHl5eUpKSkKhSIhIeHYsWMajYZft7a2dnV1zcnJcXR0jImJGTx4sIkCOLZgQc/du23feEP6/vsmuoX5VemIbG3NHRBAA3H27FmFQqFQKJKSkgy/5zk7OxcWFnbu3DkxMRHTFCAATyGSk5MVCsXNmzf11zt27Ojp6enl5TVixIg2bdoYvkWn002fPn3jxo2Ojo6xsbGDBg0SN6Ts7OwOHTo4OjoWFBRYWlqK23gtqM+zEz/+SG5u9P33tGEDLV1KZWUPDty9eJE6djR3cM9QWlp69OhRng2np6d7enrev38/KiqqY52PHOo4rVabkZHBf7QOHz5cVlbGr8tkMg8PD7lc7unp6evra2dnN3369E2bNoWEhMTGxg40wVmbjLExERG3b98+ExzcQ/TW644qHdFnn5k7IIB67NatW3wWIjo6+vr16/rrLVu29PLyksvlw4cPd3R0DAoKOn78uJ+fX2JiYqtWrcwYMNQvM2bMiImJuXHjhv5KmzZt/B9q27Ytv1hRUZGUlJSQkHD06NG9e/fKZDKpVLp+/XqdTrd58+bg4OC4uLgBAwaIGFhMTAwRyeXy+phLEBGx+mvkSHb/PmOMVVSwkBA2fz4bNYpNm8b69GHHjpk7uMdQKpUxMTFhYWEDBgyQyWT6fwI7O7uWLVsSUYcOHbKzs80dJtRLWVlZq1atmjBhgpOTk+EHvGPHjrNmzYqMjCwsLKzyFo1GM3nyZCJycnI6ceKE6CFlZGQQUevWrXU6neiNC6DSqlbkrXj96utLc5f+kPeDaO1W6YgAoIZyc3MjIyNnzZr1wgsvGHZfrq6uEyZMWLVq1ZUrV6q8pbCwsH///kTUtWvXW7dumSVsqHdmzZrFF8i5uLhMmDAhPDw8NTVV/4TSaDSpqalLliwJDQ11dHTU/xweP35c34JGo5k0aRJ/bqampooY29ixY4lo1apVIrZZm+rz7ESPHpSVRX360Llz1K8fMUZffUW9etGiReaO7H80Gs2pU6f4UPGhQ4cqKir4dQsLCz5ULJfLvby8tFrtiBEjDh486OPjk5SU1B4V+qF6tFrtxIkTExIS7t69q7/44osv+vn5+fv7+/r6Nm3alF+8f//+3r17FQrFmTNn+CiITCb75ZdfdDrd1q1bAwMDDxw44O7uLmJs+/fvJ6Lg4OA6sopvw90NthLbjR02rsxfqShVvOPyjjjtVumIRHX8+PEdO3YIeKOtre1nmCeBuq2kpGT+/PkKheLChQv6i82aNfP19eU9WLdu3Z70Xicnp7i4uICAgJMnT/r7+yckJLRo0aJWoob6Kjc3d82aNTY2Nqmpqe7u7vzBxBg7ffq0fk1dSUkJf7FEIunduzefsujevbu+EZlMtnHjRp1Ot23btsDAwPj4eFGemxqNRqFQEFFgYKDxrZmHufMZI1y8yF56iYWGsj59WFYWmz+f/fknY4x98YV5Zyd4ghseHj5hwgTDBJevNpkzZ05kZGRxcXGVdxUXF/MFJ126dLl586ZZIod655VXXuFTWy1btuTDeIYTXCqV6tChQ0uWLJHL5VZWVvofxczMTP1r1Gr1yy+/TEQuLi68tLZY/Pz8iGjbtm0itmmMsVljizUPPnczsmeI02hhIdu5k40cyaZOZX36sN27mXgDpe+++67g5bkODg4eHh4XL14UKxgA0Wm12iZNmhCRvb29XC5fsmRJamqqVqutfgt5eXk9e/Ykot69excUFJguVGgA1q9fT0ShoaH8P2/dujVhwgSXv5ZkdXNzmz179rZt2/Ly8p7SlFqtHjVqlIjPzUOHDhFR165dMzIyjG/NLOrzVmwiWrCAliyhr7+mBQvMHQoRUW5u7qxZsw4ePFhcXMyvSCSSnj178gR32LBhjRs3fsrbi4uLAwMDT5w44ebmlpiYyL8mAjzJ2bNne/bs2aRJkxMnTuh33VRWVh4/fpyPtRw9erS8vJxft7CwGDhwIP9RHDp0qLW1tb4dtVo9fvz43bt3N2/eXKFQ9Oghwk4HpVLZtGlTjUZz584d/QyJeS3PWz7MYZi7nfv2ou0R9yJ2dtwpQqNbt9KkSfTqq/Sf/9CqVfTJJ7RgAX39tfENnzt3rk+fPjqd7p133hEw7Lpjx44TJ06MGTNm+/btxgcDYCK///57mzZt+vfvb2EhcK1EXl6ev7//2bNn+/bte+DAAZ6fADxq0qRJW7du/eGHH9555x0iKi8vb9KkSVlZWYsWLby9veVyeXBwcPXXhqjV6nHjxu3Zs6d58+YJCQmGMxg1VVlZOXPmzIiIiG7dul27dm3Xrl31co7C3PmMcebPZ0Ts66/NHccDarXawcGBiDp27DhlypRVq1bduHGjRi0UFhZ6eHgQUdeuXW/fvm2iOKFhWLZsGRFNnTqV/+fly5eHDx/OfwI5qVTq7u7+4Ycf7t279z5f3/8EFRUVI0eOJCJXV9dz584ZH9vu3buJaNCgQenp6ca3Jorb6tvyi/KpV6dOuzbtzew3NTqNCI1u2cKI2KuvMsbYv/7FiNiCBSI0y1hQUBARvfvuu8Lenpuby6dGY2JiRIkHoM7Kzc198cUXiahfv3737t0zdzhQF2m1Wj4RYThnu2vXrkuXLglu05jnplarPXPmDN/xyAeafX19+UoBW1vbAwcOCI7KXJBOiCw2Nvb69evGtJCfn9+rVy8i6tWrV35+vliBQcPDv3Fu3ryZ/2dRURHf4q/ffl2j2f/y8vLhw4cTUevWrS9fvmxMYEqlcsyYMUTk5uZmb29/8OBBY1oTV6m29GzZ2YCLAV/e/lKE5kyTTvD9Es7Ozvp/wcjIyFeqR61W87d8/fXXRNS9e/fKykrjQwKoy27cuNGpUyciGjx48KNriWtEq9VeuHBBrMCgjjh27BgRdejQQdxmVSpVQEAAEbVp0+aZz02dTnf69Onvv/9+9OjRzs7OhiP7zZs3j46O1ul0//d//0dEdnZ2CoVC3FBNDelEXZSXl8cXnPTp0wfrQeGxysrKbG1tpVLpnTt39Bf37dtnzKSWUqnkGx7atm2blZVVo/dWVlbymhhyudzGxoaIAgMDeVJhb2+flJQkOCrRJd9PlqRJbNNtsyuMLqRmgnSioqKiS5cuRPTDD/8rP1X9fdVlZWVV2vnPf/5jZEgAdV9OTg5f8zlkyJCSkpKavl1fHK9p06ZWVlajR4/+448/TBEnmMWiRYuIaPbs2aK3/MznZlZWVkRExKxZs6ocZKHf8fjaa68RkVwuV6lUOp1u9uzZPKNITEwUPVrTQTpRR925c4cvxevbt+/du3eNaer+/fvHjh2r0f42qPuio6OJyMPDQ9xmlUqlr68vEbVr1+7R4oxVaDSa48ePL1myJDg42N7eXt9LymSyVq1aHTp0SKvVTp06lYgcHR2PHj0qbqjGGJ81ntLo9auvG9uQCdKJxYsX81kF/TwDY+zMmTNbq8fwkx4VFUVETZo0wagEPA+ys7N5qVl+lNMzX3/lypW1a9dOnjy5yk7FZs2aEZG1tfXevXtrIWyoBZ6enkS0Y8cOUzSuVCqHDRtm+Ny8ffs2r31c5eD2x9Y+vnjxIj87JSgoqKysTKfTzZo1i4/E1am5/adDOlF35ebm8jJ57u7uNV0PajhUbGVlZWtrO3jw4K1bt5ooVKh9c+fOJaKPP/5Y9JZLS0t9fHyIqH379teuXXv0BfphvCq7HvWLrPikRGhoaEVFhUajef3114mocePGhtW7zSunIscu3U6SJjl0/5BRDYmdTuj3POzfv9+owB7iK+LmzJkjSmsAddy1a9f4Fzhvb+/S0tJHX6A/46LKobHNmzfn3/POnDnDGAsLCyMiKyurPXv21PpfAkRWXFxsaWlpYWFRVFRkoluUlJQMGTKE56KdO3eukp2OHz/+v//97/nz55/09vPnz/OcNiQkpLy8XKPR8CmLA8HBrM48N58O6USddv36db4etDqzt5WVlYcPH/7yyy/9/Pz4ahPOwsKCD9hYWVnt2rWrdiIHU+NbD020iOjRssU8hZgyZUrr1q2rpBC86oDhlqHMzExXV1ciGj58OO8Z9ef+mOK8PGE+vfkppZF7pruWCZ+4qzi2Qzl7mHLVB4yxsj0/KmcPU0UtNSaq6dOnE9Ho0aONacTQ2bNnLSwsLCwsxK0CDFBnXbp0iY/1BgYG8rV/JSUlcXFxYWFhHh4ehsfgNGrUSF+g9tHTNj/66CMisrW1jY+PN8ffoyErLCzcuXPne++99/nnn5toxsAQn6f18fEx6V2Ki4vbtWvHs1kBtY8ffW4e++ADRsScnVlamkkjFwXSibouJyfnKbO3hsUBnn4c8oIFC5BRNBjXr1/nz0LD9TDiKiws5KfzuLi4VEkh2rRpM3Xq1A0bNuTk5Dzp7adOneL1YceOHVtZWalWq8eMGSOVSNKGD2enTpko5hop1Za2/rN12/SOWxKE76C4e3dLaiplZb3KGLt9+1+pqXTjhvDZibS0NKlUamVlJe55EX//+9+JKCAgQMQ2AeqyzMxMXl65a9eu/fr1k0ql+u7LwcFhxIgR33333cmTJ5/+Pa9e74utg5RKZVxc3MKFC+VyuaWlpT6jI6J58+aZ9NZ87dC//vUvUzRu+FPEV5T89NNPwgpgZGRk8OfmuHHjdJWVTKNhEycyIubkxEQ9gdsU6nc68enHH1vLZEsWLzZ3IKaVnZ3N810vLy8+e2u4aeyxKcRjl0pj9tZ0cnJyIiIipk6dumjRIn2pJdNZvXq1uGPYj1VYWNiqVSteh9vFxWXChAnh4eGPHcZ7rPT0dL4aavz48ZWVlRUVFX++8w4jYs2bszNnTBp5Nf128rR1o/KWLVnN920+IGI6odPpvL29iSgsLExgNE9w9+5d3lFgKAGeH+fPn2/duvWAAQP4FL2Hh0dYWFhcXFxFRUX1GzHcF5uQkGCyYBusioqKpKSkhQsXent7Gx6lamVl5e3tvXDhwqVLl/JDkD788EPThcHHZFNN8I38ypUrTZs2feutt5hIw3z8uXnY15eNH88qK5lazUaPZkSsWbMHJzXXVfU7nZg/fz4Rfd2gZyc4/ext+/btq5xp9cILL7z55pubN2++9azjePmRWFRvqxrXNXl5eZGRkXPmzOFHhXB8jsgUWxoMjRs3johWrlwpess6nU6j0eh/z1dz7tixo5opRBXHjh3jFbWnTZnCtFpWUcFCQx9kFGfPihq4EDod8/JiRGz+fIEtiJhObNq0iYhcXV1Nsbo3PDyciDp16lReXi564wB1U0lJyfHjxw8cOKAvdyaA4b7YOlWhrs7SaDSpqanh4eETJkzgO8E4mUzm4eExZ86cyMhIw2K+27dv55MVn3/+uSniOX/+PBE1a9bMFAVp/vvf//IhMybeMN/dtDTWuDEjYq+9xjQaVlHBRo1iRMzFpY6MxD0W0ol64+LFi507dx48eDAZFAeoaTVPzN4aia/4nDNnTq9evQzX4DZu3Pill14KDw9fvnw57xkXLlxoohg0Gg0f9a/pv351pKamOjs7v/fee4yx9PR0ImrdurWwXIJLSUlp4uR00cuLTZv2IKMYOZIRMVdXJsZ5eUZKS2NSKbOyYsKWF4mVTqhUqnbt2hHRunXrhMTxLJWVlT179iSib7/91hTtAzRgWq12ypQpROTo6Hjs2DFzh1NH6RdNVDlRQb9o4ik1Kn///Xd+LPqXX4pxHNBf8cGUyZMni94yY4wfPLdmzRom7jBfSgpzdGRED56b5eUsJIQRsRYt2JPXGJsX0on6RK1WZ2RkZGZmGtNI/a1qbC6PXfHJ/wfK5fKFCxfGxcUZTm5GRUWZrmdkjB0+fJiI3NzcTNH4V199RUSzZs1ijC1ZsoSI3njjDSPbLDx8mNnbMyI2cybT6ZhKxfz9GRFr04YZd16eKKZNY0RszBgh7xUrnfjnP/9JRO7u7qYr6BwfH88n4p85jfkcUmlVK/JWvH719aW5S3/I++HZbzDuFowxE90FTERfaUeUCnWZmZlKpVKUwOqIw4cPG25QeWyJjsdavHgx3yoWGRnJn5ui73Dgx7NGRESI2yxjrLKykk+/Z2dniz/Md+QIa9SIEbG//e1BRjFiBJs0idXVY0mRTjyP6mlV49qkVqsTExMXLlzo5eVVZcWnj4/PwoULDx48+JQ1uL/99puJekb28ESzd999V/SWGWN8+X5UVBRjjB/Ns23bNhHaPXSIOTgwIjZjBtPpWGkpGzaMEbF27VhengjtG+HWrQedtoAFgKKkEzk5OXZ2dhKJxNQfxtDQUCKaMWOGSe9SH/03779r8tfw34y/Mt7UtzhbdnZGNv4V6hmNRjNx4kS+olXAKvxbt27xArV8HnLatGkzZ840ZuK37sjKyiIiBweHqVOnRkREPKVERxWrVq0ig/Okt23bJpPJiGjJkiVixVZeXm5vby+RSEwxjJKUlERE3bt3ZyYa5ktOfvDcfPNNptWysjJWhw8QawjpxOeff27kQW/PIa1Wqz8NwMjZW77Xip/mKFZ45qXVav/4449nrvh8lEaj+eijj0zXM3K8hKsp9tOXlJTw4tyFhYWlpaXW1tYymUy0D1dcHLO1ZUSMn4GgVLJhw9jf/87qwI/NsmUsLEzIhmy1+lZR0T6VKoMxVl6eVVS0r6zsQk0beeWVV0w3F2/o8uXL1tbWUqm07hwAUkeMzRpbrHnw0eZf9Ct1Yg4BVuoqDW+hvwvULxqN5tVXX+UL8f+sxr7Y27dvb968ecaMGVXOuHBxceET3XxZaX3H9w9MmDChpm989Dzp9evX81kOsZZlxsXFEVHfvn1Faa2Kjz/+mIj+8Y9/MNMN8x048OC5uWULKytjc+awMWPYqlVMpRL5RkZrCOmEj4+Ps7PzkiVLalSxATQazeTJk3lGUdPTAB7daxUSEjJjxoyGkVEcP36c/2957733du3aVf2tsfw843bt2l29epWZoGdkjN27d08mk1lZWVXnzNea2rFjBxF5eXkxxnbt2kVEgwcPFvMGsbHMxoYRsblzGWN1qkNct47xaZjffqvZCiy1+lZ29v9duTKppCRBwH2Tk5MlEomtre1jTwwU3YcffkhEQ4cOrWsf1Yi7EdkV2YyxLfe2/Kn6s5bXBf37zr/TlGmMsajCqFFZo7LKs1r92Sr8TrhGpzGyZbVOHX4nvMPpDl/e/lJ/i6OlR5FO1FNqtXrUqFE8JTjzuH2x9+/ff+wZFw4ODoZnXMTExPDjoebyzrA+4/sH1q5dK+C9j54n/fPPP0ulUolE8uOPPxofG+/xDMvlPX1MsEZ4FRZ+5OigQYNMNMzHYmPZ++8znY4tXcr4/5P169kXX4h/I+NYUL2l0+lOnz5NRHfu3CksLJw/f/7GjRuXL18eGBho7tDqB5lM9ssvv+h0uq1btwYGBsbHxxtWKHoUY+z06dMKhUKhUCQlJZWUlPDrEomkS5cuCoVCrVbb29vzbU/12v79+4lo8uTJNf27zJkzZ//+/UlJScOGDUtKSpo+fbpOp5s5c2ZYWJi9vT3fBG+k2NhYrVbr6+vr4OBgfGtVxMTEEFFwcHCV34smMJB+/53GjqXwcAoJoWHD6L336Pp1CgmhKVPI1lbMe9XQuXMUF0d+fnT5Ml29SlFRj3nN+vXeEklllYtWVu2bN3/b3n5Qbu53MplDTs47j21///5OW7dmPXqdz2WFhYXxgrym9umnn0ZERBw5cqRHjx6GRVeqqVGjRny0T3SZ5Zn9bPsR0cXyi+mq9C7WXTZ22Lgyf+W58nOnyk6Z4o6GJjlPmnJtSivLVhKJxMXCZd3ddbcqb829MfeXe7+Etwn3dvAW1uze4r3v33j/YsVFIrIgi7CbYfwWP7f7ee3dtaL+DaCWWFpa/vbbb+PGjduzZ4+/v39CQkL37t1VKtWRI0fi4+OTk5OPHz9eWfmgl7Czsxs6dKhcLvf09Bw0aJDh1rugoKAdO3aMHj06PDxcJpN99913ZvoLGUuj0SQmJhJRYGCgRqOJioqSy+VVStg/hZ2d3d69e0eMGHHw4EE/P7+kpKQ33niDr8d+9913pVIpPzanplQq1eHDhxMSEtatW0dEQ4cO5deTk5NHjx69bt06nhMao6CgID093cbGxtvbu7CwMDU11crKiqdGIgsMJP61NjGRtm4lIpo8mV5+WfwbGcnc+YxAx48f5+eZDx8+/ObNm3FxcfyQYCKSy+Vn60ANyvpCrVbzoQUXF5fHzt4+5TjkWbNmRURE3LhxgzHWkMZaPD09ieiPP/4Q8N7S0lK+/aB9+/Z8vHnNmjUSiUQikYhS8OFvf/sb/XW6Q8SVfnxGnq+E6dy5MxEdOXJErMb/548/2KJFjLE6Ndby4Yds5072t7+xxYtZWBgjesyv48ctU1Opyq8bN+ZfvBiUlTW+uDi6pCT+0RfwX59+OvixPbCNjY1MJouJieFh5OTkiF58KT09ff369fpN3v369av+w76Kxo0bixub3vyb80ddHjXt2rQ+5/r4XfAzy7qgUm2p/ve7inZ1ON2B0ojSKPRy6JWKKzVq6kL5hZGXR/K3u51x2120+9FbQP1VVlbGBy6bNGkyYMAAwzzB2tra19d30aJFycnJzzx/YN++ffzUhc8++6x2IhcdzyX4/oHk5GQievHFF2vaSHFxMV/E26VLl5s3bzLGvv/+eyKSSCSrVq2qZiOVlZWpqalLliyRy+X82wgnlUoHDBjAJyU++eQT/m+0b9++mgZZBS/tHRQUxBjbtm0bEfn7+xvZ5jPMm8cyMhhjLD2dLRB+XqqJ1L904vr166+99hqfQ2zWrFnPnj158lBeXr5kyRJ+wqK1tfX8sDCdeFNaixYtWrBgwbk6UNfSFCoqKqrM3uo3jVUZMW3RogUvUPvYhRnR0dG8Z/zggw9q/S8hmuLiYr5/oKioqKSkZMOGDbdv365RC0VFRcb3jFUUFBRERUW9/fbbfET58OHD/PqePXscHR1FmWC9cOECETVt2lSr1V65coWInJ2d9WdQmMTIkYwv2aqoYCEhNXqr6B/JDz9kV6+yBQtYQACLi2MpKY/5VVp6tLQ0pcqvvLz/6HSVlZV3z5/30miKH30B/3XhwomUx+Fl1vr27avRaCoqKvjxMnv37hXr76U/He+7775jjO3evZtnBdHR0Y+N5+mquSpSwL/O/Jvz/1T9yRj74tYXc6/PNWZdkFg/G0qt8vNbn9ul21EaDTo24rPPWHWK8dy7x+bOZd12jqc0cspwWn5nuVpnqqPrwYxUKpW/v7+Pjw893F8XFha2a9eukhruwdJXAlzEB1nqmwULFtDD/QO8Qt0cvjuuhoqKiviZg25ubnzb9PLly3ky8MsvvzzpXRqN5sSJE998801wcLC9vb3+u4pMJuvfv/+8efM2btzIh8mGDBnC/2nmzZtHRFZWVkZ2s7x28LJlyxhjb7zxBhF98803xjT4bBcvsgkT2NSpzMODmaBMvJHqUzqhUqn0CYOVldWcOXP4lzZra+t58+bxH5T8/Pw5c+bIZLL/enqypk1ZeDgT4/sQX1jy22+/Gd9U3VReXh4SEsK/Z/DzI/VcXV0nTpy4atWqS5cuPbMd/VjLRx99VAthm8Lvv/9ORD4+PowxviF76NChNW2kqKiof//+j+0ZN27cWM1GSktL9WtwDWvwEZG3tzc/H33u3Lkk0rmEK1asIKKJEycyI7bW1YwRYy3ifiTPnGEzZ7KrV5lKxTp1YmlpNXhvcfH+S5deun79gytXJgq4tUql4mfe81Rz2bJlRNS5c2exzpvbunUrETVv3ryoqKiioqJr165EtHz5clEafxIB/zqG6cS+on3yi/KpV6dOuzZNo9PUNJ0Q92cjpyJn0pXJbiNPEbG2bdmvvz6xdoBGw1auZM2aMSLWP6Dgrey38ivzRYkB6qaysrLbt2/v3r27pilEFfpKgF999ZVYsdUad3d3erh/gH8lE/w1vbCwkK+47tq1Kx/F4/2hTCbbtGmT4Sv1Z1zw2qx6jz3jIicnh3+r8fT0vH//vijn+erPeOXD2W3btiWiDP44M7WCgtq4S83Vm3Ri165d+q+5oaGhfMuOPnngo6rh4eF8MPXEiROql156sEChf3+WnGzk3Rt8OsEYKy8vHzFixIgRI+iRTWM1aicqKorP/NbTsZaZM2fSwwKvfNXmF4LW4TzaM/LVsTKZbPPmzU96l0qlio+P/+STT4YMGcIfMJyNjY2fn9+XX365fft2PmXk5eXFe0axziUcOXIkEa1fv54Zt7WuBowYaxHxI6nVsgEDmI0Ni4ur8XuLivaePt0lO3uORlOcl/fT6dNdcnOX1bQRPlHu4uJSWFioVqv5N/5///vfNY7mEfpchZ+ytHTpUiLq1q3bM9dgGEmUfx3B64JM0V0fP86GDHnwSBkwgD26BjAhgfXp8+AFvr6sdr5XQIOxbds23uEvXrzY3LHUQH5+vlQqtbGxUSqVBQUFUqnUyDIh+fn5vXr1IqJevXrl5+czxr799lv+3AwPD4+IiJg1a1abNm2qpBDPPOMiOzub94RiPTf5Ga9t2rRhjPFNvC1atKhr9S1qWT1IJ06ePMnnE4mob9++j568lpaW5uXlxV/g7u5+6NChB3+waxfr0OFBBx8ayq5eFRzD85BOMMY0Gk1ubu6JEyeMXOJSr8daeNaalpbGGOvUqRMRCS6kq+8Ze/fuzXvGL774gveMW7Zs0b+Ml8l6dMWnfgI9Li5OZVAE6dKlS3wfi1wu5/V5jT+XsKKiwsHBQSKR3Lx5U61W8yVV2dnZwlqrGUFjLSJ+JNetY0SsdWtWWvOvr2IdY8c38L3//vuMsb179xKRo6NjTVfZPerzzz+nhyup7ty5w09cMn7R8DOZt8M00d21Wvbzz6xFC0bEpFI2Y8b/SoHpN9u88AL7/Xdxb1un6XQ6FFQUy4YNG/gstPFrZrKzs69du1YL3275/oHg4GDG2JYtW/hTycg279y50717d95x8Q0PvAarYekIV1dXvu6ajyxXh7jPTX7G65tvvskeDhROmzatpo00MHU6nSgoKNBPPjRp0kQ/+fAonU63efNmnrN6tmmjnTKF8TxVqWSfffagaq+dHfviCyZoCcFzkk6IqJ6OtWRmZhJRs2bNtFrtxYsXyej9A3l5eT169CCiPn36FBQUsIerSy0tLZctW/btt98OHz7csEaTVCp1d3f/4IMP9u7d+5QxnosXL/JF9oGBgWVlZcafS3jgwAGe9rCHW+t69Ogh+G9dC8T6SJaUsJYtGRH761x6dYmVTqSnp8tkMktLy/Pnz7OHx7i+9dZbQmJ66Pr163wxMX9Yzpgxg0/tGtNmNTXIdIIrLWULF7IWLdjbb7M+fVheHlu8mO3cyZyd2cKFrKzMFPesu9avX9+lS5fIyEhzB9JArFu3TnCN1Ly8vMjIyDlz5vBZ8VGjRg0aNKjAxAtj+P4BPpU6ffp0Ilq6dKnxzfKMYsaMGfoCEi4uLhYWFiEhIStXruSdpAD652ZQUBB/bvLFCAKemyqVav/+/SdPnmSM8U35v/76q7CoGow6mk6o1erw8HA+lmZpaTlnzpzCwsJnvqu0tPSf//xnjo/P/5IHPqZ7/TqbMoVJJKxHj2qeT75+/fp1BvjqnbfeesvwYmZmpnF/ywZOrLEWrVablpZ25coVU6/QYA93OLz22muMsR9++IGIXn31VSPbvHXrFl++0r9/fz7JwM9LMRxr0a/4rH7vf+HCBb52Mzg4uLy83MhzCXlIH374IXu4tY6PlNcdJvpI8nHlIUMEHqYnVjrBHq6yGzlyJGPs0qVLVlZWUqlUwOG7epMmTdL/AFdJV0Rn3g6z9u+uVP6lFFhaWrV2aRuJD0zUQVKp9N69eyb/+z8f1q5dyysB/uc//3nmiwsLC//44485c+b07NnT8IwLJyenZs2aEZGHh0d1vjsJY7h/QKfT8W/q1Tndrzru3r2rn13hZUL4MJ+RzZ4/f57HHBISUl5ertFojDzPV6VS2draSqXSO3fuGBlbfVcX04m4uDh9vymXyx97UszT6JMHvoIhIuLBN4WkJJaSUs02qtOHmno7YwNgzFiLfq8VL2o5YsSIfv36mXqshe9H53UkQkNDiWjdunXGN5ubm9utWzf9STqVlZX29vZSqXTy5Mm//vqr4DUtmZmZLVq0IKLhw4fznlHwuYRlZWWxsbH8uybfWqcvXVpHmOIjmZXFrK2ZVMoEnwsvYjpx584dJycnergY6R//+AcReXp6CluxcOTIEX46Hj9RkS+mMl3JNfN2mGa5u2EpsBrt3RcM6cRzYvXq1Tyj+Omnnx79U6VSyUt0eHp6GhaotbOzk8vlCxcujIuLU6vVubm5vHp+v379TPSvY7h/4M8//yST7R/gZUImTZokSmuZmZmurq4kxnOTMRYdHU1E/fv3FyW2eq1upRMXLlzg3+GIyM3Nbffu3cLbOnqUDRr0YEHrwIEPEolqH1He8a94SM2aNTO8uGHDBuHhPTdqNNZy+fLlNWvWTJo0iX9L1uvQoYOLiwv/0JpurKWsrMzOzk4ikdy6dYvvJSCip+zuqhHD0h+8OLebm5vxzZ46dYqnW2PHjlWr1RqNZuLEiUTk5OQkbGA7Ly+Pb61T1aUjq5lpPpITLk72/GXhm38XvkJFxHSCPVyDy7dKFxcX80+BgJUkWq2Wl1jhxez1xZ1M99kxb4dplrvzdEJAKbCGZMOGDVjsZAr8BFWpVBoREcH+eqICr53IWVhY6PfXPVoL7vr163z73+DBg42sPfVYixcvpof7B3iZh+nTp4t+F/awTIiIH+Eqz83Kyspx48bx/1HVTIfUanVycvKiRYv4ZstPPvlErNjqr7qVTvCNg05OTkuWLBGhTqJWy1avZs2bP1j7dPeu4GOzsHfCGE8fa8nNzeVnXDxaoJbvtcrKymIPB/iJyN3d3URjLbGxsXwshzGmUCiIqFevXqa4kTHFuR+Vnp7Oi+WNHz++srLS8FzC06dP17S1jRs3ElFIDU+BqH3GfyQPlBygNGqU0eiW+pbgRopu/5YZ2/J6xpuMsbys7zJjW+ZeEH4eX5WyTj/99BMRtW3bVlnDlTQ///wzEbVu3bq0tFRf3Gn16tWCA6upBrx3AgxhK7bpfPPNNzyj6Nu3r52dnf7JKJPJBg4cOH/+/NjY2Gf2DDk5OTzBHjp0qOgZha+vr368Qy6XE5FhiRGxGJYJEbHZR5+bc+fO5VXdn0Sr1Z45c4YvmuBL8bmFCxeKG1s9VbfSCaVSOW/evLy8PDEbLSpiH3zAFi5kTPixWXg+GanKWEt+fv6uXbv4iQqGKz4bNWr0lAK1+rEW/Xk04vrggw+IaP78+YyxsLAweriXQHRGFud+1MmTJ3nPOGHChMrKyoqKCj6cwxfiV0dpaen+/fvDwsL4iLgoVUpNysiPpEan6XWuF6XRktwlRsWxZQsjYnyDzb/+xYiMPKx0z549fEglLy9Pq9XyXZVffvll9VsoKSnhi4N5PWJeTIwXdzImsBp5HtKJiAjGK59t2cIuXjTpreA5tXTp0t69e/OHo35/XU1H065cudKuXTsi+nziRBG3+JSWllpbW8tksrt37yqVSmtra6lUKvKXN8YYY/Hx8UTUp08f0Vs+efKks7MzEb3yyiuVT95Ve+bMmRUrVowZM4a/WK979+7vvPPO9u3bsdKPq1vphMkJPTYL6YTx9GMtnTp1MjyUrVGjRqGhocuWLUtPT3/mRqsq59GIGyFfmpyQkMAY69OnDxHFCTiJ4Fnu3bsnk8mMLM79qJSUFL63e9q0aVqttry8/KOPPioqKnrKW540gb58+XJT71ExnpEfyR/yfqA06nimY5nWuFo8YqcT7GFZp9mzZzPGDh06JJFI7Ozsql+0l2fCQ4YM0el0N27cMCzuVGueh3Ri/nzGN51+8YXwvTcAT1dRUbF7924jv6Zfvnx5ro+PrkkTFhDw9GXe1bdr1y7ez7CHta0HDhwoSstVfPTRR0Q0b948UzRe5bmpv37z5k2+aIKfT6fXsmVLvmgiJyfHFPHUaxb0XJkxgz75hGxt6exZiow0dzTPl3nz5kml0j179iQlJdna2rq7u3t5ecnlch8fHysrq2o20rZt2/j4eF9f38OHD298++2/r1xJBrPAxrh58+a5c+fs7e2HDBmSm5v7559/2tnZeXt7i9K4oZiYGK1W6+vra1gf1niDBw/ev39/cHBwRESEVCpdu3YtP/2nCq1Wm5GRER8fn5ycfPDgwZKSEn6dn3Hh6enp5eUVHBxsWHWq4SnUFn5x+wsiWtZ6mY3U5pmvr2X//ve/4+PjV69ePWPGDC8vr9dee619+/Z8pW91jBkz5uDBg99//71EIpk3b55SqXzllVf4VmwQ16efkrMzZWRQSIi5Q4EGysrKSr+hVLBOnTotX7uWfH3pwAF6+WXatYtsjO33YmJiiCg4OJiISktLO3ToEBQUZGSbz7yR6AYPHhwdHR0SEhIREVFRUTFixIiEhASFQpGdna1/TatWrfz9/f38/Pz9/fnCUXg8c+cz5lDzkVf+7SoqKsoU4TxXtFrtwYMHjdwYc+nSpWVBQczGhgUGilXpnS83HzVqFGMsIiKCiEaMGCFKy1Xw4tzffvutKRpPTk7mWcqbb75puFpMXyarynSt4Al0szPmI7n13lbZSVnAxQAR4jDB7ARjbO7cuUTk5eVlTJmUKsWdapN5O8zauTtmJ6CeuXDhwSE7wcFGPjfv3LnDh+1TDKplmmIXze3btyUSib29vQibaZ8sMTHRzs7OcDvE09ddw2M9Z7MTXLXH+fSKi4tNEchzSCqVGj/k37lz5/d//JF8fSkujl5+mXbuFHesRSqVduvWzRTDIezhhm8TjbV4enru27dv+PDhP//8s1Kp9PHxSUhISExMzM/P17/Gzc2ND7T4+fnxeln1kTEfyVedX+1q09VWYitiPOJauHDh5s2bk5OTo6Kixo8fL6AFnU43d+5cxthHH31U+yNq5u0w0V0DPIabGyUkkK8vxcTQmDH0xx9ksMb1mUpLS48ePRofHx8fH5+ent64cWMHB4eysjL9C6q/yqD6eL1yX19f65qEWlPDhg3bt29ffn7+hg0b/P39/f39e/fubbgkG6rFzOkMgGDnz7MWLRgRCwkRdti53rlz5/iI5uXLl/UXjT8x51EmLc6tFxMTY2NjY7g8pkWLFnzF57Vr10x33zpOpVWtyFvx+tXXl+Yu/SHvB3EaNc3sBGNs5cqVRNS2bduCggJVza1atYoeFncSJR4AaAhOnWLNmjEiNmYMe+bJsErl+YSE+fPnDxw4UCaT6R8odnZ27du3JyJHR8eUah/nJQA/i3PFihWmuwWI5bmcnYCGoWvXB2Mt+/fTmDG0Y0eNxlpu376dnJwcHx8fExOTnZ3dvHlznU5XUFDAi0cRkSkGJ/bv309EISEhhvWsRBcUFBQdHZ2fnx8VFcXHWjp37my629UXG+5usJXYbuywcWX+SkWp4h2Xd0Ro9IUXaNo0GjSIiKh3b5o2jTw8RGiWaObMmStXrrx06RI/3bam+EjhN998w7diAwAQEfXuTbGxJJdTairl5tJftxoTEWk0dOoUxcdTfDwlJ1/t2XNJaio9PONCLpfL5XIvLy9LS8vp06dv2rQpJCQkNjaWlysUl06n42WdTDSZD+KSsOodKQpQR/35J/n70927NHYsbdtGFk/NkO/cOXHkyJro6ISEhMuXL+svN2/e3NHR8fLly40bN46Pj+/fv7+JgpXL5QcOHNiyZQs/bA5q07gr49a3X+8ocySimTkz17RbI0675eUUFkbXr1NICE2ZQrairaE6e/ZsbGzsxx9/LOC9zs7OW7Zs8fHxMWniCgD10smT5ORErVr9r+8aNIj27yeFgpKTSaV68DKZTDl06KIhQ/z9/b28vKqMTWi12qlTp/76668mem6eOHFi4MCBHTp0uHr1qrgtgykgnYD67+RJCgigdu0oIYGaNKn6p6WldPTog7GWkycjBw9+NSWFiBwcHAYPHszHWtzd3XU6He8ZnZyc4uLiTJFRqFSqJk2aVFZW5ubm1t9NC/XX8rzlwxyGudu5by/aHnEvYmfHneK0+913ZGtLb79NGzZQTg599pk4zQIAmJRh3/X777R374PrHTuSXE5yOQUEPOaRakCr1b7++utbt251cnKKj4/3EGlulvvqq6/++c9/zp49m6/8hDoO6QQ0COnp1K4d2dv/b6yle3fatYsUCsrIIK32wcvs7QuGD183YICfn5+7u7vhYlD6a8944MABd3d3cWPct2/fyJEjBw4ceOzYMXFbhurIrcydcm1KK8tWEonEQmKxtt1acdoNDaWtW8nBgdRqevllio4Wp1kAAJMy7LsCA+nFF8nPj/z8qHnz6rdRWVk5YcKEnTt3uri4KBSKnj17CoulrKzsyJEj/fr1a/IwgfH29k5OTt6xY8fo0aOFtQm1CXsnoEHo14+I6LvvyM2Nvv+eNmygL76g+HgiIgsL8vB4MNbi7d3M2nreE9qQyWS//PJLWVnZzp07Q0JCjOkZH8uk9bPhmVpYtojrEqfUKe2lom4n6NGDsrKoTx86d+7BzyEAQN1n2Hd5etLXXwtow9LSMjIycvz48bt37w4ICFAoFPxA2OrQn4PEj0IqLy/ftGnTa6+9RkQlJSXHjh2zsLDw8/MTEBXUPsxOQANiONYSEEDe3uTvT56eNVrOrlarec/YvHnzGvWMVdy9ezcpKSkwMLBRo0b8Srdu3S5cuJCcnOzp6SmsTaiLLl36y+GYHTuaOyAAgGoQr+9Sq9Vjx47du3dv8+bNExISunfv/qRX6nS6jIwMhUKhUCgOHTpUWlrKr0ul0r59+4aFhb3yyitEtGPHjrFjx3p7ex88eFBwVFCbkE5AAxIWRpMnU58+lJFBkZHCxlrIoGd0dXVNSEh48cUXq/lGpVKZkpKir8yt0+l2797NzzS9du3aCy+84OjoWFBQYGlpKSwwqLvu3hVwoA0AgJmJ1HdVVFSMHTt23759rq6uiYmJ3bp1M/zTc+fO8RQiKSnp3r17+uvdu3fn5yD5+vrqlzmVlJRMmjRp3759X3311SeffGJ8bFALsNgJGpAZM/4y1iKUlZVVVFTUmDFjoqOjAwMDk5KS9NVjH1VWVpaSksI7yhMnTmg0Gn7dxsZmyJAh+sN3+EqnwMBA5BINE3IJAKiPROq7rK2tf//999DQUIVCwZ+bHQ2mO8aOHXvhwgX++5YtW3p5ecnl8uHDh7d9WKm2rKwsOTn58OHD8fHxBw8eVKvVI0aMGDlypCixQS3A7AQ0OCKNtahUqtDQ0ISEhLZt2yYmJhr2jIyxI0eOJCQkKBSKlJSU8vJyft3CwmLgwIF8rGXo0KE2D8/qvnXr1rhx444ePbp69eqZM2caHxsAAEBdo1KpRo4cmZiY2K5du8TExBdeeIFf/+yzz65cueLv7+/n56e/WFlZeezYMT4Yd/To0YqKCn7d0tJy4MCBK1asEL0gCpgO0gmAJ3pSz0hErVu3vnXrFv99x44decHZwMBAJycnfrGgoCAlJYWPtZw8eZKIxo0bt2zZsnbt2tX63wMAAKA2KJXKESNGHDx4sH379omJiR06dDD8U51Ol5mZyZ+MsbGxxcXF/LpUKu3WrRuftQgKCmrcuLEZQgcjIJ0AeBrDnjEpKal9+/b8+scff1xSUvLois+DBw/ysZbTp0/rdDp+vVGjRsOGDVu+fDlOpwYAgIatpKQkKCjo2LFjnTt3TkxMbN269ZUrV/iuwgMHDhjundAPxgUEBDR56hkXUMchnQB4hpKSksDAwOPHj3fp0iUxMbFVq1aGf1pWVpaWlma44pNft7W1dXd352MtPj4+VlZW5ogdAACgthUVFcnl8rS0NBcXF6lUeufOHf0fderUia968vf3d3V1NWOQICKkEwDPVlxcHBgYeOLECTc3t8TERBcXl1OnThlWy+Yvk8lkffv25WMtXl5e+r0TAAAAz5WioqIePXpYWlpmZ2e7urr6+PjwJcGGy4ahwUA6AVAt9+7dCwgIyMjIcHFxUalUSqWSX+cphL+/v7+/v5eXl4ODg3njBAAAMDudTteyZcu8vLzo6OiQkBBzhwOmhXQCoLoKCgpeeuklZ2fn6OhorPgEAAB4krS0tP79+7dv3/7atWvmjgVMDudOAFRXs2bNjhw5kpOTY2NjgxWfAAAAT8JPWwoODjZ3IFAbkE4A1IBEItEXdwIAAIDHQjrxXMFiJwAAAAAQzf3795s2bcoYy8/P1x/HBA2Y1NwBAAAAAEDDoVAoKisrBw8ejFziOYF0AgAAAABEg5VOzxssdgIAAAAA0fQ929f2nu2PLX/06Oxh7ligNiCdAAAAAABxXKq45HbWrYlFk7xeeTKJzNzhQG3AYicAAAAAEEdMSQwRBTUKQi7x/EA6AQAAAADi4OlEsCM2TjxHsNgJAAAAAESgZuqmp5oqdcobvW60smxl7nCglmB2AgAAAABEkFyaXKor7WnbE7nEcwXpBAAAAACIgK90CnEMMXcgUKuQTgAAAACACI4ojxBRkGOQuQOBWoW9EwAAAAAgAi3THlMd87DzsJZYmzsWqD2YnQAAAAAA4cp0ZT/k/zDl2pTlecuH2g9dU7DG3BFBrUI6AQAAAADCbbi7wVZiu7HDRnup/bnyc6fKTpk7IqhVFuYOAAAAAADqsfj78evbryeiv7v83dyxgBlgdgIAAAAAhPNy8LpccZmIthdtP6Y8Zu5woLZhdgIAAAAAhJvkPGnKtSmtLFtJJJKf2/289u5ac0cEtQqVnQAAAADAWEqd0l5qb+4owAyQTgAAAAAAgEDYOwEAAAAAAAIhnQAAAAAAAIGQTgAAAAAAgEBIJwAAAAAAQCCkEwAAAAAAIBDSCQAAAAAAEAjpBAAAAAAACIR0AgAAAAAABEI6AQAAAAAAAiGdAAAAAAAAgZBOAAAAAACAQEgnAAAAAABAIKQTAAAAAAAgENIJAAAAAAAQCOkEAAAAAAAIhHQCAAAAAAAEQjoBAAAAAAACIZ0AAAAAAACBkE4AAAAAAIBASCcAAAAAAEAgpBMAAAAAACAQ0gkAAAAAABAI6QQAAAAAAAiEdAIAAAAAAARCOgEAAAAAAAIhnQAAAAAAAIGQTgAAAAAAgEBIJwAAAAAAQCCkEwAAAAAAIBDSCQAAAAAAEOj/AWYH3bX3nvrLAAAAAElFTkSuQmCC
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CC(=O)O.CCCCCCCCOc1ccc(-c2ccc(C(=O)O)cc2)cc1.Cc1ccc(S(=O)(=O)N(Cl)Cl)cc1.Cl.ClNCl>>CCCCCCCCOc1ccc(-c2ccc(C(=O)O)cc2)cc1Cl
NN-3 - 10.1.2 Chlorination
------------------------------------------------------------------------------------------------
Query: Reaction class - 1.6.4 Chloro N-alkylation
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CCCCO.ClCC1CN(Cc2ccccc2)CCCO1.ClCCl.Nc1ccccc1.O.[I-].[Na+]>>c1ccc(CN2CCCOC(CNc3ccccc3)C2)cc1
------------------------------------------------------------------------------------------------
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CC#N.CC(=O)c1ccc(OCCCCl)c(O)c1.Fc1ccc2c(C3CCNCC3)nsc2c1.O.O=C([O-])O.[Na+]>>CC(=O)c1ccc(OCCCN2CCC(c3nsc4cc(F)ccc34)CC2)c(O)c1
NN-1 - 1.6.4 Chloro N-alkylation
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CC#N.CC(=O)c1ccc(OCCCCl)c(O)c1.Fc1ccc2c(C3CCNCC3)nsc2c1.O.O=C([O-])O.[Na+]>>CC(=O)c1ccc(OCCCN2CCC(c3nsc4cc(F)ccc34)CC2)c(O)c1
NN-2 - 1.6.4 Chloro N-alkylation
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CC#N.CCCCC1CCNCC1.Cc1ccc2c(c1)CCC(=O)N2CCCCl.O=C([O-])[O-].[K+].[K+]>>CCCCC1CCN(CCCN2C(=O)CCc3cc(C)ccc32)CC1
NN-3 - 1.6.4 Chloro N-alkylation
------------------------------------------------------------------------------------------------
Query: Reaction class - 1.6.8 Iodo N-alkylation
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CCI.CN(C)C=O.COC(=O)c1ccc(=O)[nH]c1.O.[H-].[Na+]>>CCn1cc(C(=O)OC)ccc1=O
------------------------------------------------------------------------------------------------
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CCI.CN(C)C=O.N#Cc1c(N2CCc3ccccc3CC2)nc[nH]c1=O.O=C([O-])[O-].[K+].[K+]>>CCn1cnc(N2CCc3ccccc3CC2)c(C#N)c1=O
NN-1 - 1.6.8 Iodo N-alkylation
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CC(C)=O.CCI.Cc1nc(C#Cc2cccc(Cl)c2)cn1-c1cc[nH]c(=O)c1>>CCn1ccc(-n2cc(C#Cc3cccc(Cl)c3)nc2C)cc1=O
NN-2 - 1.6.8 Iodo N-alkylation
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CCI.CN(C)C=O.O=C([O-])[O-].O=c1[nH]cc(C(F)(F)F)c(=O)[nH]1.[K+].[K+]>>CCn1cc(C(F)(F)F)c(=O)[nH]c1=O
NN-3 - 1.6.8 Iodo N-alkylation
------------------------------------------------------------------------------------------------
Query: Reaction class - 2.7.2 Sulfonic ester Schotten-Baumann
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CCCCS(=O)(=O)Cl.CCN(CC)CC.ClCCl.O.O=S(=O)([O-])C(F)(F)C(F)(F)C(F)(F)C(F)(F)F.Oc1ccc([S+](c2ccccc2)c2ccccc2)cc1>>CCCCS(=O)(=O)Oc1ccc([S+](c2ccccc2)c2ccccc2)cc1.O=S(=O)([O-])C(F)(F)C(F)(F)C(F)(F)C(F)(F)F
------------------------------------------------------------------------------------------------
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CN(C)S(=O)(=O)Cl.Cc1ccccc1.Oc1cccc(Cl)c1.[Na+].[OH-]>>CN(C)S(=O)(=O)Oc1cccc(Cl)c1
NN-1 - 2.7.2 Sulfonic ester Schotten-Baumann
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>Cc1cc(O)cc(O)c1.O=C([O-])O.O=S(=O)(Cl)c1ccccc1.[Na+]>>Cc1cc(O)cc(OS(=O)(=O)c2ccccc2)c1
NN-2 - 2.7.2 Sulfonic ester Schotten-Baumann
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CCN(CC)CC.O=S(=O)(Cl)c1ccccc1.Oc1cc(CCC(=S)OC(c2ccccc2)c2ccccc2)on1>>O=S(=O)(Oc1cc(CCC(=S)OC(c2ccccc2)c2ccccc2)on1)c1ccccc1
NN-3 - 2.7.2 Sulfonic ester Schotten-Baumann
------------------------------------------------------------------------------------------------
Query: Reaction class - 1.7.4 Hydroxy to methoxy
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>C1CCOC1.CI.CSc1cc(C(O)c2ccccc2)ncn1.[Cl-].[H-].[NH4+].[Na+]>>COC(c1ccccc1)c1cc(SC)ncn1
------------------------------------------------------------------------------------------------
</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
>
</div>
</div>
<div class="output_area">
<div class="output_subarea output_stream output_stdout output_text">
<pre>CI.CN(C)C=O.OC(c1ccccc1)c1cnc2c(C(F)(F)F)cccc2c1-c1ccccc1.[H-].[Na+]>>COC(c1ccccc1)c1cnc2c(C(F)(F)F)cccc2c1-c1ccccc1