plm
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Świat 56 bis
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Świat 75
Świat 199
Świat 200
Arkadia 11
Świat 201
Świat 202
Świat 76
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Świat 78
Świat 79
Świat 80
Świat 81
Świat 82
Świat 83
Świat 84
Świat 85
Świat 86
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pl98
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pl100
pl101
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pl105
pl106
pl107
pl108
Świat 109
pl110
pl111
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pl114
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pl118
pl119
Świat 120
pl121
pl122
pl123
pl124
Świat 125
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Świat 146
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Świat 150
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Świat 153
Świat 154
Świat 155
Świat 156
Świat 157
Świat 158
Świat 159
Świat 160
Świat 161
Świat 162
Świat 163
Świat 164
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Świat 166
Świat 167
Świat 168
Świat 169
Świat 170
Świat 171
Świat 172
Świat 173
Świat 174
Świat 175
Świat 176
Świat 177
Świat 178
Świat 179
Świat 180
Świat 181
Świat 182
Świat 183
Świat 184
Świat 185
Świat 186
Świat 187
Świat 188
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Świat 192
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Świat 194
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Świat 196
Świat 197
Świat 198
Arkadia
Arkadia 2
plp3
Arkadia 4
Arkadia 5
Arkadia 6
Arkadia 7
Arkadia 8
Arkadia 9
Arkadia 10
Special
Special 27
Login/Rejestracja
Wybierz świat
Tribal Wars Stats
:
pl114
: Player
Plemiona Profil:
Szujski Mastess Team
(wioski)
[8]
[wszystko]
27
Imię
Punkty
Położenie
Kontynent
[={001}=]
12,154
292|672
K62
[={002}=]
12,154
289|675
K62
[={003}=]
12,154
290|673
K62
[={004}=]
12,154
289|668
K62
[={005}=]
12,154
294|670
K62
[={006}=]
12,154
299|661
K62
[={007}=]
12,154
300|658
K63
[={008}=]
12,154
295|671
K62
[={009}=]
12,154
296|679
K62
[={010}=]
12,154
292|681
K62
[={011}=]
12,154
292|679
K62
[={012}=]
12,154
289|665
K62
[={013}=]
12,154
295|659
K62
[={014}=]
12,154
299|655
K62
[={015}=]
12,154
298|664
K62
[={016}=]
12,154
298|673
K62
[={017}=]
12,154
297|663
K62
[={018}=]
12,154
301|669
K63
[={019}=]
12,154
299|663
K62
[={020}=]
12,154
307|674
K63
[={021}=]
12,154
293|666
K62
[={022}=]
12,154
290|661
K62
[={023}=]
12,154
292|667
K62
[={024}=]
12,154
293|669
K62
[={025}=]
12,154
290|663
K62
[={026}=]
12,154
264|650
K62
[={027}=]
12,154
263|651
K62
[={028}=]
12,154
300|656
K63
[={029}=]
12,154
319|653
K63
[={030}=]
12,154
295|653
K62
[={031}=]
12,154
268|650
K62
[={032}=]
12,154
292|685
K62
[={033}=]
12,154
295|686
K62
[={034}=]
12,154
300|664
K63
[={035}=]
12,154
297|673
K62
[={036}=]
12,154
299|654
K62
[={037}=]
12,154
293|653
K62
[={038}=]
12,154
238|613
K62
[={039}=]
12,154
298|663
K62
[={040}=]
12,154
288|666
K62
[={041}=]
12,154
297|685
K62
[={042}=]
12,154
300|655
K63
[={043}=]
12,154
297|669
K62
[={044}=]
12,154
231|613
K62
[={045}=]
12,154
237|611
K62
[={046}=]
12,196
270|555
K52
[={047}=]
12,154
290|664
K62
[={048}=]
12,154
300|669
K63
[={049}=]
12,154
293|654
K62
[={050}=]
12,154
285|664
K62
[={051}=]
12,204
283|560
K52
[={052}=]
12,154
322|657
K63
[={053}=]
12,154
322|655
K63
[={054}=]
12,154
288|670
K62
[={055}=]
12,154
272|552
K52
[={056}=]
12,154
282|621
K62
[={057}=]
12,154
309|584
K53
[={058}=]
12,154
281|611
K62
[={059}=]
12,154
280|552
K52
[={060}=]
12,154
283|554
K52
[={061}=]
12,154
268|558
K52
[={062}=]
12,196
276|558
K52
[={063}=]
12,154
274|563
K52
[={064}=]
12,154
268|551
K52
[={065}=]
12,154
293|662
K62
[={066}=]
13,496
289|554
K52
[={067}=]
12,154
320|647
K63
[={068}=]
12,154
301|656
K63
[={069}=]
12,154
331|640
K63
[={070}=]
12,154
292|653
K62
[={071}=]
12,196
320|650
K63
[={072}=]
12,154
300|699
K63
[={073}=]
12,196
322|654
K63
[={074}=]
12,154
327|657
K63
[={075}=]
12,154
289|687
K62
[={076}=]
12,154
302|655
K63
[={077}=]
12,154
311|669
K63
[={078}=]
12,154
301|659
K63
[={079}=]
12,154
298|659
K62
[={080}=]
12,154
268|561
K52
[={081}=]
12,154
323|662
K63
[={082}=]
12,154
302|656
K63
[={083}=]
12,154
262|577
K52
[={084}=]
12,154
258|577
K52
[={085}=]
12,154
264|563
K52
[={086}=]
12,154
263|575
K52
[={087}=]
12,154
256|574
K52
[={088}=]
12,154
276|555
K52
[={089}=]
12,154
282|674
K62
[={090}=]
12,154
251|642
K62
[={091}=]
12,154
295|582
K52
[={092}=]
12,154
224|617
K62
[={093}=]
12,154
254|649
K62
[={094}=]
12,154
233|635
K62
[={095}=]
12,154
301|657
K63
[={096}=]
12,154
256|639
K62
[={097}=]
12,154
263|527
K52
[={098}=]
12,154
242|643
K62
[={099}=]
12,154
260|577
K52
[={100=]
12,154
233|611
K62
[={101}=]
12,154
321|648
K63
[={102}=]
12,154
298|661
K62
[={103}=]
12,154
265|685
K62
[={104}=]
12,154
271|680
K62
[={106}=]
12,204
291|561
K52
[={107}=]
12,154
286|674
K62
[={108}=]
12,154
327|660
K63
[={109}=]
12,154
227|612
K62
[={110}=]
12,154
273|690
K62
[={111}=]
12,204
294|585
K52
[={112}=]
12,154
265|684
K62
[={113}=]
12,154
268|684
K62
[={114}=]
12,154
238|626
K62
[={115}=]
12,154
247|641
K62
[={116}=]
12,154
297|578
K52
[={117}=]
12,154
283|673
K62
[={118}=]
12,154
265|564
K52
[={119}=]
12,204
295|580
K52
[={120}=]
12,196
321|649
K63
[={121}=]
12,154
316|648
K63
[={122}=]
12,154
270|553
K52
[={123}=]
12,154
290|654
K62
[={124}=]
12,154
286|667
K62
[={125}=]
12,154
239|635
K62
[={126}=]
12,154
318|651
K63
[={127}=]
12,204
296|582
K52
[={128}=]
12,154
266|680
K62
[={129}=]
12,154
248|671
K62
[={130}=]
12,154
231|638
K62
[={131}=]
12,154
295|684
K62
[={132}=]
12,154
289|650
K62
[={133}=]
12,154
315|650
K63
[={134}=]
12,154
271|554
K52
[={135}=]
12,154
314|649
K63
[={136}=]
12,204
294|587
K52
[={137}=]
12,154
242|637
K62
[={138}=]
12,204
293|585
K52
[={139}=]
12,154
236|634
K62
[={140}=]
12,154
237|627
K62
[={141}=]
12,154
292|586
K52
[={142}=]
12,154
245|616
K62
[={143}=]
12,204
295|586
K52
[={144}=]
12,204
294|581
K52
[={145}=]
12,154
291|652
K62
[={146}=]
12,154
257|556
K52
[={147}=]
12,154
291|665
K62
[={148}=]
12,154
254|622
K62
[={149}=]
12,154
244|609
K62
[={150}=]
12,154
250|611
K62
[={151}=]
12,154
259|620
K62
[={152}=]
12,154
238|634
K62
[={153}=]
12,154
292|694
K62
[={154}=]
12,154
295|679
K62
[={155}=]
12,154
273|563
K52
[={156}=]
12,154
289|686
K62
[={157}=]
12,154
282|699
K62
[={158}=]
12,154
276|690
K62
[={159}=]
12,196
299|585
K52
[={160}=]
13,496
295|694
K62
[={161}=]
12,154
274|564
K52
[={162}=]
12,154
263|653
K62
[={163}=]
12,204
296|586
K52
[={164}=]
12,154
287|666
K62
[={165}=]
12,154
294|686
K62
[={166}=]
12,154
293|684
K62
[={167}=]
12,154
286|697
K62
[={168}=]
12,154
287|692
K62
[={169}=]
12,154
287|693
K62
[={170}=]
12,154
286|694
K62
[={171}=]
12,154
239|628
K62
[={172}=]
12,154
295|682
K62
[={173}=]
12,154
288|696
K62
[={174}=]
12,204
326|651
K63
[={175}=]
12,154
291|694
K62
[={176}=]
12,154
288|676
K62
[={177}=]
12,154
286|687
K62
[={178}=]
12,154
285|683
K62
[={179}=]
12,154
289|685
K62
[={180}=]
12,154
288|685
K62
[={181}=]
12,154
291|688
K62
[={182}=]
12,154
253|685
K62
[={183}=]
12,154
239|626
K62
[={184}=]
12,154
247|643
K62
[={185}=]
12,154
252|640
K62
[={186}=]
12,154
297|691
K62
[={187}=]
12,154
290|686
K62
[={188}=]
12,154
236|609
K62
[={189}=]
12,154
290|688
K62
[={190}=]
12,154
251|645
K62
[={191}=]
12,154
289|688
K62
[={192}=]
12,154
239|617
K62
[={193}=]
12,154
237|625
K62
[={194}=]
12,154
251|640
K62
[={195}=]
12,154
317|649
K63
[={196}=]
12,154
295|687
K62
[={197}=]
12,154
294|682
K62
[={198}=]
12,154
236|612
K62
[={199}=]
12,154
269|557
K52
[={200}=]
12,154
269|556
K52
[={201}=]
12,154
266|558
K52
[={202}=]
12,154
272|564
K52
[={203}=]
12,154
291|682
K62
[={204}=]
12,154
271|565
K52
[={205}=]
12,154
270|565
K52
[={206}=]
12,154
269|565
K52
[={207}=]
12,154
272|561
K52
[={208}=]
12,154
264|560
K52
[={209}=]
12,154
265|560
K52
[={210}=]
12,154
319|652
K63
[={211}=]
12,154
265|562
K52
[={212}=]
12,154
269|564
K52
[={213}=]
12,154
266|560
K52
[={214}=]
12,154
266|562
K52
[={215}=]
12,154
270|563
K52
[={216}=]
12,154
267|563
K52
[={217}=]
12,154
269|559
K52
[={218}=]
12,154
268|563
K52
[={219}=]
12,154
267|562
K52
[={220}=]
12,154
269|560
K52
[={221}=]
12,204
309|619
K63
[={222}=]
12,154
271|560
K52
[={223}=]
12,196
282|556
K52
[={223}=]
12,154
289|619
K62
[={224}=]
12,154
279|724
K72
[={225}=]
12,154
281|561
K52
[={226}=]
12,154
273|554
K52
[={227}=]
12,154
293|558
K52
[={228}=]
12,204
279|554
K52
[={229}=]
12,154
275|554
K52
[={230}=]
12,204
274|557
K52
[={231}=]
12,196
275|560
K52
[={232}=]
12,196
278|554
K52
[={233}=]
12,154
291|557
K52
[={234}=]
12,204
293|561
K52
[={235}=]
12,204
292|561
K52
[={236}=]
12,154
289|566
K52
[={237}=]
12,204
311|598
K53
[={238}=]
12,154
290|564
K52
[={239}=]
12,204
290|562
K52
[={240}=]
12,693
261|552
K52
[={241}=]
12,154
281|656
K62
[={242}=]
12,204
291|560
K52
[={243}=]
12,154
236|620
K62
[={244}=]
12,154
235|620
K62
[={245}=]
12,154
238|618
K62
[={246}=]
12,154
237|617
K62
[={247}=]
12,154
253|621
K62
[={248}=]
12,154
252|622
K62
[={249}=]
12,154
245|621
K62
[={250}=]
12,154
248|620
K62
[={251}=]
12,154
249|619
K62
[={252}=]
12,154
251|619
K62
[={253}=]
12,154
253|620
K62
[={254}=]
12,154
241|619
K62
[={255}=]
12,154
235|618
K62
[={256}=]
12,154
239|620
K62
[={257}=]
12,154
242|620
K62
[={258}=]
12,154
252|617
K62
[={259}=]
12,154
237|619
K62
[={260}=]
12,154
281|567
K52
[={261}=]
12,204
283|559
K52
[={262}=]
12,196
323|652
K63
[={263}=]
12,154
317|663
K63
[={264}=]
12,154
325|646
K63
[={265}=]
12,154
317|658
K63
[={266}=]
12,154
322|659
K63
[={267}=]
12,154
314|655
K63
[={268}=]
12,196
322|649
K63
[={269}=]
12,204
300|619
K63
[={270}=]
12,154
291|626
K62
[={271}=]
12,154
284|662
K62
[={272}=]
13,496
327|661
K63
[={273}=]
12,204
301|617
K63
[={274}=]
12,154
337|640
K63
[={275}=]
12,154
288|616
K62
[={276}=]
13,496
339|641
K63
[={277}=]
12,154
288|563
K52
[={278}=]
12,154
283|566
K52
[={279}=]
12,154
280|557
K52
[={279}=]
12,154
290|606
K62
[={280}=]
12,196
277|563
K52
[={281}=]
12,154
309|583
K53
[={282}=]
12,154
280|565
K52
[={283}=]
12,154
277|561
K52
[={284}=]
12,204
278|562
K52
[={285}=]
12,154
282|563
K52
[={286}=]
12,204
306|620
K63
[={287}=]
12,154
236|607
K62
[={288}=]
12,154
237|609
K62
[={289}=]
12,154
291|643
K62
[={290}=]
12,154
301|629
K63
[={291}=]
12,204
284|558
K52
[={292}=]
12,204
285|560
K52
[={293}=]
12,154
279|659
K62
[={294}=]
12,154
285|658
K62
[={295}=]
12,204
306|574
K53
[={296}=]
12,154
305|607
K63
[={297}=]
12,204
304|587
K53
[={298}=]
12,204
308|586
K53
[={299}=]
12,204
312|605
K63
[={300}=]
12,204
306|586
K53
[={301}=]
12,154
286|655
K62
[={302}=]
13,496
320|580
K53
[={303}=]
12,204
307|583
K53
[={304}=]
12,154
309|601
K63
[={305}=]
12,154
305|603
K63
[={306}=]
12,204
314|573
K53
[={307}=]
12,204
312|599
K53
[={308}=]
12,204
311|572
K53
[={309}=]
13,496
307|609
K63
[={310}=]
12,204
312|598
K53
[={311}=]
12,196
322|583
K53
[={312}=]
12,154
285|659
K62
[={313}=]
12,154
325|587
K53
[={314}=]
12,154
303|609
K63
[={315}=]
12,154
304|608
K63
[={316}=]
12,154
306|606
K63
[={317}=]
12,204
324|575
K53
[={318}=]
12,154
305|608
K63
[={319}=]
12,154
291|658
K62
[={320}=]
12,154
320|576
K53
[={321}=]
12,154
325|581
K53
[={322}=]
12,204
325|589
K53
[={323}=]
12,154
305|606
K63
[={324}=]
12,204
318|576
K53
[={325}=]
12,204
312|613
K63
[={326}=]
12,154
324|570
K53
[={327}=]
12,204
334|573
K53
[={328}=]
12,204
312|625
K63
[={329}=]
12,154
334|581
K53
[={330}=]
12,154
320|575
K53
[={331}=]
12,154
312|574
K53
[={332}=]
12,204
310|610
K63
[={333}=]
12,204
331|579
K53
[={334}=]
12,154
326|583
K53
[={335}=]
12,154
327|595
K53
[={336}=]
12,154
320|573
K53
[={337}=]
12,154
324|595
K53
[={338}=]
12,204
330|580
K53
[={339}=]
12,154
307|626
K63
[={340}=]
12,204
331|582
K53
[={341}=]
12,204
328|586
K53
[={342}=]
12,204
333|580
K53
[={343}=]
12,204
333|582
K53
[={344}=]
12,204
326|588
K53
[={345}=]
12,204
311|603
K63
[={346}=]
12,204
334|580
K53
[={347}=]
12,204
324|583
K53
[={348}=]
12,204
334|582
K53
[={349}=]
12,204
308|624
K63
[={350}=]
12,204
326|593
K53
[={351}=]
12,204
316|612
K63
[={352}=]
12,204
329|576
K53
[={353}=]
12,204
330|577
K53
[={354}=]
12,204
311|624
K63
[={355}=]
12,204
328|579
K53
[={356}=]
12,154
321|571
K53
[={357}=]
12,204
322|575
K53
[={358}=]
12,204
308|599
K53
[={359}=]
12,204
310|597
K53
[={360}=]
12,154
306|674
K63
[={361}=]
12,154
309|672
K63
[={362}=]
13,496
310|672
K63
[={363}=]
12,204
291|587
K52
[={364}=]
12,154
300|617
K63
[={365}=]
12,204
329|640
K63
[={366}=]
12,154
297|614
K62
[={367}=]
12,154
291|617
K62
[={368}=]
12,204
290|587
K52
[={369}=]
12,154
284|695
K62
[={370}=]
12,154
235|619
K62
[={371}=]
12,154
293|614
K62
[={372}=]
12,154
293|620
K62
[={373}=]
12,154
293|619
K62
[={374}=]
12,154
291|616
K62
[={375}=]
12,154
292|614
K62
[={376}=]
12,154
289|613
K62
[={377}=]
12,154
290|625
K62
[={378}=]
12,154
295|612
K62
[={380}=]
12,204
311|602
K63
[={381}=]
12,154
294|656
K62
[={382}=]
12,196
290|608
K62
[={383}=]
12,154
286|664
K62
[={384}=]
12,154
285|666
K62
[={385}=]
12,154
288|660
K62
[={386}=]
12,154
287|662
K62
[={387}=]
12,154
288|669
K62
[={388}=]
12,154
285|667
K62
[={389}=]
12,154
287|656
K62
[={390}=]
12,154
292|662
K62
[={391}=]
12,154
287|659
K62
[={392}=]
12,154
292|658
K62
[={393}=]
12,154
287|624
K62
[={394}=]
12,154
285|655
K62
[={395}=]
12,154
286|617
K62
[={396}=]
12,154
287|665
K62
[={397}=]
12,154
286|669
K62
[={398}=]
12,154
286|668
K62
[={399}=]
12,154
294|669
K62
[={400}=]
12,154
293|655
K62
[={401}=]
12,154
287|660
K62
[={402}=]
12,154
286|615
K62
[={403}=]
12,154
290|659
K62
[={404}=]
12,154
293|659
K62
[={405}=]
12,154
295|670
K62
[={406}=]
12,154
290|669
K62
[={407}=]
12,154
293|656
K62
[={408}=]
12,154
287|670
K62
[={409}=]
12,154
289|655
K62
[={410}=]
12,196
282|560
K52
[={411}=]
12,154
279|672
K62
[={412}=]
12,154
284|670
K62
[={413}=]
12,154
295|672
K62
[={414}=]
12,154
290|670
K62
[={415}=]
12,154
289|673
K62
[={416}=]
12,154
283|677
K62
[={417}=]
12,204
292|584
K52
[={418}=]
12,154
299|698
K62
[={419}=]
12,154
276|726
K72
[={420}=]
12,154
277|726
K72
[={421}=]
12,154
277|723
K72
[={422}=]
12,154
274|724
K72
[={423}=]
12,154
238|609
K62
[={424}=]
12,154
238|614
K62
[={425}=]
12,154
264|561
K52
[={426}=]
12,204
327|645
K63
[={427}=]
12,154
233|614
K62
[={428}=]
12,154
238|608
K62
[={429}=]
12,154
237|622
K62
[={430}=]
12,154
297|618
K62
[={431}=]
12,154
296|620
K62
[={432}=]
12,154
238|615
K62
[={433}=]
12,154
239|616
K62
[={434}=]
12,154
293|616
K62
[={435}=]
12,154
295|618
K62
[={436}=]
12,154
285|618
K62
[={437}=]
12,196
290|580
K52
[={438}=]
12,154
281|621
K62
[={439}=]
12,154
284|619
K62
[={440}=]
12,154
282|619
K62
[={441}=]
12,154
286|624
K62
[={442}=]
12,154
284|622
K62
[={443}=]
12,154
284|621
K62
[={444}=]
12,154
283|621
K62
[={445}=]
12,154
293|617
K62
[={446}=]
12,196
293|611
K62
[={447}=]
12,154
292|610
K62
[={448}=]
12,196
289|604
K62
[={449}=]
12,204
293|603
K62
[={450}=]
12,196
290|603
K62
[={451}=]
12,154
287|600
K62
[={452}=]
12,154
286|600
K62
[={453}=]
12,154
283|607
K62
[={454}=]
12,196
290|583
K52
[={455}=]
12,154
289|581
K52
[={456}=]
12,154
294|573
K52
[={457}=]
12,196
291|583
K52
[={458}=]
12,154
296|618
K62
[={459}=]
12,196
285|604
K62
[={460}=]
12,154
294|618
K62
[={461}=]
12,204
293|576
K52
[={462}=]
12,154
294|577
K52
[={463}=]
12,154
285|600
K62
[={464}=]
12,154
284|603
K62
[={465}=]
12,154
293|618
K62
[={466}=]
12,154
285|603
K62
[={467}=]
12,196
288|598
K52
[={468}=]
12,154
290|596
K52
[={469}=]
12,154
296|665
K62
[={470}=]
12,154
299|668
K62
[={471}=]
12,154
297|664
K62
[={472}=]
12,154
301|671
K63
[={473}=]
12,154
301|670
K63
[={474}=]
12,154
303|672
K63
[={475}=]
12,196
311|615
K63
[={476}=]
12,204
313|614
K63
[={477}=]
12,154
242|623
K62
[={478}=]
12,196
313|622
K63
[={479}=]
12,204
306|627
K63
[={480}=]
12,154
265|523
K52
[={481}=]
12,154
256|531
K52
[={482}=]
12,154
257|526
K52
[={483}=]
12,204
307|578
K53
[={484}=]
12,204
304|601
K63
[={485}=]
12,204
312|609
K63
[={486}=]
12,204
310|602
K63
[={487}=]
12,204
307|599
K53
[={488}=]
12,154
304|581
K53
[={489}=]
12,154
284|601
K62
[={490}=]
12,154
279|613
K62
[={491}=]
12,154
282|608
K62
[={492}=]
12,154
282|601
K62
[={493}=]
12,204
319|592
K53
[={494}=]
12,154
280|612
K62
[={495}=]
12,154
278|605
K62
[={496}=]
12,204
317|576
K53
[={497}=]
12,154
277|601
K62
[={498}=]
12,154
230|604
K62
[={499}=]
12,154
277|607
K62
[={500}=]
12,154
235|611
K62
[={501}=]
12,154
226|586
K52
[={502}=]
12,154
229|596
K52
[={503}=]
12,154
215|599
K52
[={504}=]
12,154
284|608
K62
[={505}=]
12,154
284|599
K52
[={506}=]
12,154
245|617
K62
[={507}=]
12,154
245|618
K62
[={508}=]
12,154
260|620
K62
[={509}=]
12,154
244|619
K62
[={510}=]
12,154
227|587
K52
[={511}=]
12,154
261|620
K62
[={512}=]
12,154
229|583
K52
[={513}=]
12,154
229|584
K52
[={514}=]
12,154
222|587
K52
[={515}=]
12,154
205|586
K52
[={516}=]
12,154
224|586
K52
[={517}=]
12,154
221|586
K52
[={518}=]
12,154
230|584
K52
[={519}=]
12,154
230|638
K62
[={520}=]
12,154
219|590
K52
[={521}=]
12,154
219|589
K52
[={522}=]
12,154
231|639
K62
[={523}=]
12,154
230|639
K62
[={524}=]
12,154
248|672
K62
[={525}=]
12,154
248|673
K62
[={526}=]
12,154
247|620
K62
[={527}=]
12,154
238|621
K62
[={528}=]
12,154
236|622
K62
[={529}=]
12,154
247|622
K62
[={530}=]
12,154
236|617
K62
[={531}=]
12,154
336|641
K63
[={532}=]
12,154
246|622
K62
[={533=]
13,496
340|692
K63
[={534}=]
12,154
250|619
K62
[={535}=]
12,154
260|688
K62
[={536}=]
12,154
258|690
K62
[={537}=]
12,154
267|531
K52
[={538}=]
12,204
279|552
K52
[={539}=]
12,154
245|669
K62
[={540}=]
12,154
206|527
K52
[={541}=]
12,154
256|692
K62
[={542}=]
12,204
320|505
K53
[={543}=]
12,204
285|501
K52
[={544}=]
12,154
306|517
K53
[={545}=]
12,154
239|645
K62
[={546}=]
12,204
286|501
K52
[={547}=]
12,154
344|517
K53
[={548}=]
12,204
317|507
K53
[={549}=]
12,204
320|502
K53
[={550}=]
12,204
285|498
K42
[={551}=]
12,154
299|620
K62
[={552}=]
12,154
298|621
K62
[={553}=]
12,204
340|507
K53
[={554}=]
12,204
287|501
K52
[={555}=]
12,154
292|650
K62
[={556}=]
12,204
352|522
K53
[={557}=]
12,204
287|500
K52
[={558}=]
12,154
206|528
K52
[={559}=]
12,154
207|527
K52
[={560}=]
12,154
209|527
K52
[={561}=]
12,154
205|527
K52
[={562}=]
12,154
194|533
K51
[={563}=]
12,154
373|512
K53
[={564}=]
12,154
203|517
K52
[={565}=]
12,154
181|523
K51
[={566}=]
12,154
242|471
K42
[={567}=]
12,154
243|466
K42
[={568}=]
12,154
247|625
K62
[={569}=]
12,154
228|610
K62
[={570}=]
12,154
237|633
K62
[={571}=]
12,154
231|635
K62
[={572}=]
12,154
223|621
K62
[={573}=]
12,154
244|627
K62
[={574}=]
12,154
225|620
K62
[={575}=]
12,154
247|630
K62
[={576}=]
12,154
222|620
K62
[={577}=]
12,154
255|639
K62
[={578}=]
12,154
244|625
K62
[={579}=]
12,154
242|625
K62
[={580}=]
12,154
248|630
K62
[={581}=]
12,154
247|629
K62
[={582}=]
12,154
229|630
K62
[={583}=]
12,154
242|621
K62
[={584}=]
12,154
257|638
K62
[={585}=]
12,154
226|623
K62
[={586}=]
12,154
224|624
K62
[={587}=]
12,154
254|639
K62
[={588}=]
12,154
226|638
K62
[={589}=]
12,154
216|627
K62
[={590}=]
12,154
221|627
K62
[={591}=]
12,154
222|623
K62
[={592}=]
12,154
230|635
K62
[={593}=]
12,214
226|624
K62
[={594}=]
12,154
223|624
K62
[={595}=]
12,154
227|632
K62
[={596}=]
12,154
223|627
K62
[={597}=]
12,154
221|624
K62
[={598}=]
12,154
219|625
K62
[={599}=]
12,154
220|626
K62
[={600}=]
12,154
225|624
K62
[={601}=]
12,154
218|620
K62
[={602}=]
12,154
204|519
K52
[={603}=]
12,154
231|611
K62
[={604}=]
12,154
229|613
K62
[={605}=]
12,154
226|611
K62
[={606}=]
12,154
229|608
K62
[={607}=]
12,154
229|614
K62
[={608}=]
12,154
216|628
K62
[={609}=]
12,154
231|615
K62
[={610}=]
12,154
245|467
K42
[={611}=]
12,154
230|615
K62
[={612}=]
12,154
229|612
K62
[={613}=]
12,154
226|626
K62
[={614}=]
12,154
223|607
K62
[={615}=]
12,154
223|604
K62
[={616}=]
12,154
218|621
K62
[={617}=]
12,154
230|620
K62
[={618}=]
12,154
231|620
K62
[={619}=]
12,154
196|526
K51
[={620}=]
12,154
196|521
K51
[={621}=]
12,196
295|614
K62
[={622}=]
12,154
225|621
K62
[={623}=]
12,154
226|620
K62
[={624}=]
12,154
228|617
K62
[={625}=]
12,154
223|625
K62
[={626}=]
12,154
199|518
K51
[={627}=]
12,154
231|623
K62
[={628}=]
12,154
227|623
K62
[={630}=]
12,154
197|518
K51
[={630}=]
12,154
218|624
K62
[={631}=]
12,154
198|518
K51
[={632}=]
12,154
216|624
K62
[={633}=]
12,154
234|578
K52
[={634}=]
12,154
234|576
K52
[={635}=]
12,154
233|578
K52
[={636}=]
12,154
241|578
K52
[={637}=]
12,154
231|578
K52
[={638}=]
12,154
233|575
K52
[={639}=]
12,154
233|577
K52
[={640}=]
12,154
231|576
K52
[={641}=]
12,154
240|577
K52
[={642}=]
12,154
230|574
K52
[={643}=]
12,154
237|576
K52
[={644}=]
12,154
239|579
K52
[={645}=]
12,154
231|575
K52
[={646}=]
12,154
235|575
K52
[={647}=]
13,363
274|666
K62
[={648}=]
12,154
235|572
K52
[={649}=]
13,496
291|598
K52
[={650}=]
12,154
239|581
K52
[={651}=]
12,154
283|613
K62
[={652}=]
12,154
236|574
K52
[={653}=]
12,154
229|572
K52
[={654}=]
12,204
291|592
K52
[={655}=]
12,204
292|595
K52
[={656}=]
12,154
234|573
K52
[={657}=]
12,196
292|592
K52
[={658}=]
12,204
296|589
K52
[={659}=]
12,154
241|574
K52
[={660}=]
12,204
309|615
K63
[={661}=]
12,154
231|577
K52
[={662}=]
12,154
231|570
K52
[={663}=]
12,154
234|620
K62
[={664}=]
12,154
233|620
K62
[={665}=]
12,154
239|622
K62
[={666}=]
12,196
236|624
K62
[={667}=]
12,154
237|623
K62
[={668}=]
12,154
238|623
K62
[={669}=]
12,154
239|623
K62
[={670}=]
12,214
232|620
K62
[={671}=]
12,154
231|616
K62
[={672}=]
12,204
291|593
K52
[={673}=]
12,204
295|590
K52
[={674}=]
12,196
329|649
K63
[={675}=]
12,204
316|634
K63
[={676}=]
12,154
300|618
K63
[={677}=]
12,154
332|666
K63
[={678}=]
12,204
311|632
K63
[={679}=]
12,196
336|668
K63
[={680}=]
12,154
337|669
K63
[={681}=]
12,204
327|635
K63
[={682}=]
12,204
328|642
K63
[={683}=]
12,154
326|635
K63
[={684}=]
12,154
275|665
K62
[={685}=]
12,154
312|633
K63
[={686}=]
12,154
337|663
K63
[={687}=]
12,204
340|667
K63
[={688}=]
12,204
339|664
K63
[={689}=]
12,196
338|665
K63
[={690}=]
12,204
343|670
K63
[={691}=]
12,204
344|654
K63
[={692}=]
12,154
335|658
K63
[={693}=]
12,154
297|617
K62
[={694}=]
12,154
296|617
K62
[={695}=]
12,154
277|720
K72
[={696}=]
12,204
345|656
K63
[={697}=]
12,154
222|592
K52
[={698}=]
12,196
345|648
K63
[={699}=]
12,204
351|672
K63
[={700}=]
12,154
343|680
K63
[={701}=]
12,204
329|648
K63
[={702}=]
12,204
358|669
K63
[={703}=]
12,204
334|654
K63
[={704}=]
12,154
343|675
K63
[={705}=]
12,154
339|676
K63
[={706}=]
12,204
328|654
K63
[={707}=]
12,154
341|711
K73
[={708}=]
12,154
342|712
K73
[={709}=]
12,154
343|711
K73
[={710}=]
12,154
344|710
K73
[={711}=]
12,204
344|672
K63
[={712}=]
12,204
384|702
K73
[={713}=]
13,496
335|661
K63
[={714}=]
12,196
293|597
K52
[={715}=]
12,154
337|682
K63
[={716}=]
12,196
296|598
K52
[={717}=]
12,204
295|597
K52
[={718}=]
12,154
333|683
K63
[={719}=]
12,204
290|593
K52
[={720}=]
12,154
247|477
K42
[={721}=]
12,204
294|591
K52
[={722}=]
12,204
288|491
K42
[={723}=]
12,154
290|595
K52
[={724}=]
12,154
239|464
K42
[={725}=]
13,166
294|592
K52
[={726}=]
12,154
235|475
K42
[={727}=]
12,154
250|471
K42
[={728}=]
12,204
286|497
K42
[={729}=]
12,196
336|666
K63
[={730}=]
12,204
290|496
K42
[={731}=]
12,154
240|472
K42
[={732}=]
12,154
334|663
K63
[={733}=]
12,154
244|476
K42
[={734}=]
12,154
333|663
K63
[={735}=]
12,154
249|476
K42
[={736}=]
12,154
248|476
K42
[={737}=]
12,154
235|477
K42
[={738}=]
12,154
245|477
K42
[={739}=]
12,154
249|478
K42
[={740}=]
12,154
245|474
K42
[={741}=]
12,154
239|463
K42
[={742}=]
12,154
246|477
K42
[={743}=]
12,154
239|465
K42
[={744}=]
12,204
323|653
K63
[={745}=]
12,154
249|477
K42
[={746}=]
12,154
246|475
K42
[={747}=]
12,154
332|665
K63
[={748}=]
12,154
320|659
K63
[={749}=]
12,154
243|476
K42
[={750}=]
12,154
244|459
K42
[={751}=]
12,154
249|475
K42
[={752}=]
12,154
246|476
K42
[={753}=]
12,154
234|475
K42
[={754}=]
12,154
237|458
K42
[={755}=]
12,154
245|454
K42
[={756}=]
12,154
243|453
K42
[={757}=]
12,154
247|449
K42
[={758}=]
12,154
243|449
K42
[={759}=]
12,154
226|583
K52
[={760}=]
12,154
246|450
K42
[={761}=]
12,154
236|448
K42
[={762}=]
12,154
187|518
K51
[={763}=]
12,154
233|450
K42
[={764}=]
12,154
192|520
K51
[={765}=]
12,154
327|676
K63
[={766}=]
12,154
328|674
K63
[={767}=]
12,154
327|673
K63
[={768}=]
12,154
282|640
K62
[={769}=]
12,154
319|673
K63
[={770}=]
12,154
321|673
K63
[={771}=]
12,154
178|515
K51
[={772}=]
12,154
195|534
K51
[={773}=]
12,154
275|664
K62
[={774}=]
12,154
283|670
K62
[={775}=]
12,154
283|669
K62
[={776}=]
12,154
194|534
K51
[={777}=]
12,154
276|724
K72
[={778}=]
12,154
274|722
K72
[={779}=]
12,154
272|723
K72
[={780}=]
12,154
274|725
K72
[={781}=]
12,154
271|727
K72
[={782}=]
12,154
268|729
K72
[={783}=]
12,154
267|723
K72
[={784}=]
12,154
234|604
K62
[={785}=]
12,154
264|727
K72
[={786}=]
12,154
277|719
K72
[={787}=]
12,154
293|690
K62
[={788}=]
12,154
275|720
K72
[={789}=]
12,154
285|692
K62
[={790}=]
12,154
276|719
K72
[={791}=]
12,154
274|720
K72
[={792}=]
12,154
275|719
K72
[={793}=]
12,154
276|717
K72
[={794}=]
12,154
265|726
K72
[={795}=]
12,154
278|717
K72
[={796}=]
12,154
274|731
K72
[={797}=]
12,154
239|602
K62
[={798}=]
12,259
279|733
K72
[={799}=]
12,154
289|690
K62
[={800}=]
12,204
357|668
K63
[={801}=]
12,204
358|670
K63
[={802}=]
12,204
340|659
K63
[={803}=]
12,204
363|669
K63
[={804}=]
12,204
363|671
K63
[={805}=]
12,154
330|662
K63
[={806}=]
12,196
353|684
K63
[={807}=]
12,204
335|660
K63
[={808}=]
12,154
331|666
K63
[={809}=]
12,154
327|646
K63
[={810}=]
12,154
334|685
K63
[={811}=]
12,154
330|656
K63
[={812}=]
12,204
333|645
K63
[={813}=]
12,154
342|679
K63
[={814}=]
12,204
333|656
K63
[={815}=]
12,154
332|663
K63
[={816}=]
12,204
348|664
K63
[={817}=]
12,154
330|657
K63
[={818}=]
12,204
338|640
K63
[={819}=]
12,154
319|675
K63
[={820}=]
12,204
331|648
K63
[={821}=]
12,154
332|660
K63
[={822}=]
12,196
330|661
K63
[={823}=]
12,204
326|647
K63
[={824}=]
12,154
320|677
K63
[={825}=]
12,154
329|653
K63
[={826}=]
12,196
331|663
K63
[={827}=]
12,154
324|682
K63
[={828}=]
12,154
337|679
K63
[={829}=]
12,154
330|668
K63
[={830}=]
13,496
332|680
K63
[={831}=]
12,154
319|676
K63
[={832}=]
12,154
237|606
K62
[={833}=]
12,154
334|693
K63
[={834}=]
12,154
235|605
K62
[={835}=]
12,154
326|681
K63
[={836}=]
12,154
239|603
K62
[={837}=]
12,154
336|701
K73
[={838}=]
12,154
240|615
K62
[={839}=]
12,154
236|604
K62
[={840}=]
12,154
326|658
K63
[={841}=]
12,154
333|693
K63
[={842}=]
12,801
335|672
K63
[={843}=]
12,154
238|605
K62
[={844}=]
12,154
323|674
K63
[={845}=]
12,154
241|603
K62
[={846}=]
12,154
324|675
K63
[={847}=]
12,204
336|651
K63
[={848}=]
12,204
338|651
K63
[={849}=]
12,204
337|652
K63
[={850}=]
12,196
338|661
K63
[={851}=]
13,496
330|658
K63
[={852}=]
12,196
338|657
K63
[={853}=]
12,154
341|659
K63
[={854}=]
12,204
362|668
K63
[={855}=]
12,204
330|646
K63
[={856}=]
12,204
364|672
K63
[={857}=]
12,154
352|662
K63
[={858}=]
12,204
331|650
K63
[={859}=]
12,154
365|675
K63
[={860}=]
12,154
339|686
K63
[={861}=]
12,154
323|657
K63
[={862}=]
12,204
367|674
K63
[={863}=]
12,154
326|659
K63
[={864}=]
12,154
324|645
K63
[={865}=]
12,204
366|673
K63
[={866}=]
12,154
283|678
K62
[={867}=]
12,154
272|666
K62
[={868}=]
12,154
273|667
K62
[={869}=]
12,154
281|670
K62
[={870}=]
12,154
281|671
K62
[={871}=]
12,154
278|674
K62
[={872}=]
13,496
274|669
K62
[={873}=]
12,154
274|674
K62
[={874}=]
12,154
274|670
K62
[={875}=]
12,154
268|671
K62
[={876}=]
12,154
269|671
K62
[={877}=]
12,154
269|667
K62
[={878}=]
12,154
277|721
K72
[={879}=]
12,154
199|598
K51
[={880}=]
12,154
200|590
K52
[={881}=]
12,154
199|595
K51
[={882}=]
12,154
201|596
K52
[={883}=]
12,154
197|596
K51
[={884}=]
12,154
194|599
K51
[={885}=]
12,154
202|539
K52
[={886}=]
12,154
201|540
K52
[={887}=]
12,154
201|536
K52
[={888}=]
12,154
201|538
K52
[={889}=]
12,154
365|698
K63
[={890}=]
12,154
202|538
K52
[={891}=]
12,154
231|608
K62
[={892}=]
12,154
231|610
K62
[={893}=]
12,154
228|607
K62
[={894}=]
12,154
337|743
K73
[={895}=]
12,154
343|737
K73
[={896}=]
12,214
451|749
K74
[={897}=]
12,154
336|748
K73
[={898}=]
12,154
346|740
K73
[={899}=]
12,154
348|740
K73
[={900}=]
12,154
346|741
K73
[={901}=]
12,154
347|743
K73
[={902}=]
12,154
343|741
K73
[={903}=]
12,154
348|738
K73
[={904}=]
12,154
340|741
K73
[={905}=]
12,154
344|657
K63
[={906}=]
12,154
348|741
K73
[={907}=]
12,204
346|656
K63
[={908}=]
12,154
343|654
K63
[={909}=]
12,154
332|654
K63
[={910}=]
12,154
339|743
K73
[={911}=]
12,154
349|740
K73
[={912}=]
12,204
358|663
K63
[={913}=]
12,154
343|743
K73
[={914}=]
12,154
336|743
K73
[={915}=]
12,196
347|658
K63
[={916}=]
13,272
345|655
K63
[={917}=]
12,204
349|652
K63
[={918}=]
12,154
338|744
K73
[={919}=]
12,154
346|659
K63
[={920}=]
12,204
348|658
K63
[={921}=]
12,154
347|659
K63
[={922}=]
12,154
335|748
K73
[={923}=]
12,154
350|741
K73
[={924}=]
12,154
341|743
K73
[={925}=]
12,154
349|734
K73
[={926}=]
12,154
351|737
K73
[={927}=]
12,154
337|749
K73
[={928}=]
12,204
347|661
K63
[={929}=]
12,154
346|734
K73
[={930}=]
12,204
352|660
K63
[={931}=]
12,204
352|659
K63
[={932}=]
12,154
350|735
K73
[={933}=]
12,154
341|741
K73
[={934}=]
12,196
343|657
K63
[={935}=]
12,154
336|740
K73
[={936}=]
12,154
196|531
K51
[={937}=]
12,154
339|650
K63
[={938}=]
12,154
340|743
K73
[={939}=]
12,154
338|713
K73
[={940}=]
12,154
341|739
K73
[={941}=]
12,154
340|738
K73
[={942}=]
12,154
346|736
K73
[={943}=]
12,154
345|738
K73
[={944}=]
12,154
349|735
K73
[={945}=]
12,154
342|718
K73
[={946}=]
13,086
344|744
K73
[={947}=]
12,154
339|651
K63
[={948}=]
12,154
342|740
K73
[={949}=]
12,154
344|660
K63
[={950}=]
12,154
349|739
K73
[={951}=]
12,204
353|652
K63
[={952}=]
12,154
346|737
K73
[={953}=]
12,154
348|739
K73
[={954}=]
12,154
349|736
K73
[={955}=]
12,154
340|662
K63
[={956}=]
12,154
339|712
K73
[={957}=]
12,154
339|714
K73
[={958}=]
12,154
342|719
K73
[={959}=]
12,154
339|713
K73
[={960}=]
12,154
344|665
K63
[={961}=]
12,154
342|738
K73
[={962}=]
12,154
345|658
K63
[={963}=]
12,154
343|736
K73
[={964}=]
12,154
337|747
K73
[={965}=]
12,154
339|747
K73
[={966}=]
12,154
338|747
K73
[={967}=]
12,154
329|672
K63
[={968}=]
12,204
345|662
K63
[={969}=]
12,154
339|746
K73
[={970}=]
12,204
366|672
K63
[={971}=]
12,204
347|664
K63
[={972}=]
12,196
338|671
K63
[={973}=]
12,154
329|671
K63
[={974}=]
12,196
340|658
K63
[={975}=]
12,154
329|670
K63
[={976}=]
12,204
357|667
K63
[={977}=]
12,196
342|675
K63
[={978}=]
12,204
364|670
K63
[={979}=]
12,204
340|664
K63
[={980}=]
12,154
333|749
K73
[={981}=]
12,154
334|750
K73
[={982}=]
12,154
368|698
K63
[={983}=]
12,154
368|697
K63
[={984}=]
12,196
345|667
K63
[={985}=]
12,196
367|667
K63
[={986}=]
12,204
364|668
K63
[={987}=]
12,154
339|672
K63
[={988}=]
12,154
343|730
K73
[={989}=]
12,154
338|673
K63
[={990}=]
12,154
390|708
K73
[={991}=]
12,204
345|669
K63
[={992}=]
12,204
388|703
K73
[={993}=]
12,204
358|679
K63
[={994}=]
12,154
385|703
K73
[={995}=]
12,154
341|673
K63
[={996}=]
12,154
356|760
K73
[={997}=]
12,154
338|745
K73
[={998}=]
12,154
356|759
K73
[={999}=]
12,204
387|698
K63
[={A1000}=]
12,154
356|761
K73
[={A1001}=]
12,154
340|674
K63
[={A1002}=]
12,154
331|743
K73
[={A1003}=]
12,154
336|712
K73
[={A1004}=]
12,227
396|693
K63
[={A1005}=]
12,154
276|661
K62
[={A1006}=]
12,154
279|668
K62
[={A1007}=]
13,496
281|664
K62
[={A1008}=]
12,204
338|653
K63
[={A1009}=]
12,196
345|665
K63
[={A1010}=]
12,154
279|667
K62
[={A1011}=]
12,196
346|672
K63
[={A1012}=]
12,154
278|673
K62
[={A1013}=]
12,204
354|669
K63
[={A1014}=]
12,196
336|660
K63
[={A1015}=]
12,204
338|658
K63
[={A1016}=]
12,154
274|663
K62
[={A1017}=]
12,154
344|674
K63
[={A1018}=]
12,154
283|663
K62
[={A1019}=]
12,196
385|704
K73
[={A1020}=]
12,196
345|672
K63
[={A1021}=]
12,204
338|655
K63
[={A1022}=]
12,154
367|698
K63
[={A1023}=]
12,154
281|668
K62
[={A1024}=]
12,154
342|710
K73
[={A1025}=]
12,154
341|710
K73
[={A1026}=]
12,154
281|665
K62
[={A1027}=]
12,154
282|668
K62
[={A1028}=]
12,204
348|652
K63
[={A1029}=]
12,154
282|669
K62
[={A1030}=]
12,196
344|673
K63
[={A1031}=]
12,204
352|651
K63
[={A1032}=]
12,154
272|665
K62
[={A1033}=]
12,931
336|657
K63
[={A1034}=]
12,154
282|666
K62
[={A1035}=]
12,154
277|664
K62
[={A1036}=]
12,154
284|663
K62
[={A1037}=]
12,204
347|665
K63
[={A1038}=]
12,154
278|664
K62
[={A1039}=]
12,154
280|666
K62
[={A1040}=]
12,154
279|663
K62
[={A1041}=]
12,154
283|667
K62
[={A1042}=]
12,204
339|660
K63
[={A1043}=]
12,204
357|666
K63
[={A1044}=]
12,154
278|659
K62
[={A1045}=]
12,154
279|660
K62
[={A1046}=]
12,154
279|664
K62
[={A1047}=]
12,154
282|663
K62
[={A1048}=]
12,204
346|662
K63
[={A1049}=]
12,204
343|662
K63
[={A1050}=]
12,154
279|666
K62
[={A1051}=]
12,204
347|662
K63
[={A1052}=]
12,204
356|660
K63
[={A1053}=]
12,204
332|656
K63
[={A1054}=]
12,154
348|743
K73
[={A1055}=]
12,154
284|661
K62
[={A1056}=]
12,154
331|655
K63
[={A1057}=]
12,196
342|662
K63
[={A1058}=]
12,214
201|548
K52
[={A1059}=]
12,196
344|663
K63
[={A1060}=]
12,154
283|660
K62
[={A1061}=]
12,154
340|661
K63
[={A1061}=]
12,154
343|646
K63
[={A1063}=]
12,371
324|644
K63
[={A1064}=]
12,227
326|645
K63
[={A1065}=]
12,603
327|629
K63
[={A1066}=]
12,154
300|638
K63
[={A1067}=]
12,204
315|636
K63
[={A1068}=]
12,154
329|632
K63
[={A1069}=]
12,154
324|625
K63
[={A1070}=]
12,204
328|628
K63
[={A1071}=]
12,154
311|638
K63
[={A1072}=]
12,204
320|631
K63
[={A1073}=]
12,154
342|714
K73
[={A1074}=]
12,154
338|663
K63
[={A1075}=]
12,196
337|662
K63
[={A1076}=]
12,154
324|674
K63
[={A1077}=]
12,154
334|677
K63
[={A1078}=]
12,154
277|651
K62
[={A1079}=]
12,154
279|650
K62
[={A1080}=]
12,154
270|666
K62
[={A1081}=]
12,154
278|651
K62
[={A1082}=]
12,154
271|666
K62
[={A1083}=]
12,154
276|681
K62
[={A1084}=]
12,154
276|651
K62
[={A1085}=]
12,154
269|693
K62
[={A1086}=]
12,154
276|680
K62
[={A1087}=]
12,154
266|682
K62
[={A1088}=]
12,154
272|695
K62
[={A1089}=]
12,154
278|679
K62
[={A1090}=]
12,154
262|698
K62
[={A1091}=]
12,204
367|673
K63
[={A1092}=]
12,204
365|671
K63
[={A1093}=]
12,204
367|666
K63
[={A1094}=]
12,204
368|674
K63
[={A1095}=]
12,204
365|668
K63
[={A1096}=]
12,204
366|671
K63
[={A1097}=]
12,204
366|666
K63
[={A1098}=]
12,204
367|670
K63
[={A1099}=]
12,154
280|650
K62
[={A1100}=]
12,204
368|671
K63
[={A1101}=]
12,154
255|655
K62
[={A1102}=]
12,154
204|546
K52
[={A1103}=]
12,279
196|540
K51
[={A1104}=]
12,196
200|549
K52
[={A1105}=]
12,154
195|550
K51
[={A1106}=]
12,154
204|551
K52
[={A1107}=]
12,154
200|555
K52
[={A1108}=]
12,196
199|558
K51
[={A1109}=]
12,154
195|551
K51
[={A1110}=]
12,154
204|545
K52
[={A1111}=]
12,154
202|552
K52
[={A1112}=]
12,154
203|559
K52
[={A1113}=]
12,154
199|555
K51
[={A1114}=]
12,154
281|685
K62
[={A1115}=]
12,154
193|553
K51
[={A1116}=]
12,154
202|553
K52
[={A1117}=]
12,154
200|550
K52
[={A1118}=]
12,154
197|552
K51
[={A1119}=]
12,154
203|547
K52
[={A1120}=]
12,154
197|551
K51
[={A1121}=]
12,154
204|556
K52
[={A1122}=]
12,154
198|551
K51
[={A1123}=]
12,196
203|546
K52
[={A1124}=]
12,154
204|553
K52
[={A1125}=]
12,154
201|551
K52
[={A1126}=]
12,335
199|557
K51
[={A1127}=]
12,154
195|548
K51
[={A1128}=]
12,154
202|554
K52
[={A1129}=]
12,154
201|554
K52
[={A1130}=]
12,154
209|552
K52
[={A1131}=]
12,154
187|569
K51
[={A1132}=]
12,196
195|549
K51
[={A1133}=]
12,154
201|556
K52
[={A1134}=]
12,154
207|552
K52
[={A1135}=]
12,154
205|547
K52
[={A1136}=]
12,196
193|551
K51
[={A1137}=]
12,204
196|552
K51
[={A1138}=]
12,154
193|562
K51
[={A1139}=]
12,259
204|555
K52
[={A1140}=]
12,154
193|564
K51
[={A1141}=]
12,154
193|561
K51
[={A1142}=]
12,214
199|559
K51
[={A1143}=]
12,154
450|748
K74
[={A1144}=]
12,154
454|750
K74
[={A1145}=]
12,154
452|747
K74
[={A1146}=]
12,154
453|748
K74
[={A1147}=]
12,154
450|744
K74
[={A1148}=]
12,154
451|746
K74
[={A1149}=]
12,154
453|747
K74
[={A1150}=]
12,154
454|748
K74
[={A1151}=]
12,154
454|747
K74
[={A1152}=]
12,154
454|745
K74
[={A1153}=]
12,154
382|762
K73
[={A1154}=]
12,154
383|762
K73
[={A1155}=]
12,154
453|746
K74
[={A1156}=]
12,154
453|745
K74
[={A1157}=]
12,154
383|763
K73
[={A1158}=]
12,154
451|748
K74
[={A1159}=]
12,154
387|765
K73
[={A1160}=]
12,154
451|759
K74
[={A1161}=]
12,154
384|762
K73
[={A1162}=]
12,154
451|756
K74
[={A1163}=]
12,154
452|753
K74
[={A1164}=]
12,154
388|763
K73
[={A1165}=]
12,154
386|765
K73
[={A1166}=]
12,154
388|764
K73
[={A1167}=]
12,154
388|761
K73
[={A1168}=]
12,154
385|764
K73
[={A1169}=]
12,154
456|754
K74
[={A1170}=]
12,154
456|758
K74
[={A1171}=]
12,154
458|759
K74
[={A1172}=]
12,154
389|763
K73
[={A1173}=]
12,154
444|753
K74
[={A1174}=]
12,154
457|763
K74
[={A1175}=]
12,154
443|754
K74
[={A1176}=]
12,154
387|767
K73
[={A1177}=]
12,154
386|771
K73
[={A1178}=]
12,154
385|767
K73
[={A1179}=]
12,154
456|765
K74
[={A1180}=]
12,154
458|761
K74
[={A1181}=]
12,154
457|762
K74
[={A1182}=]
12,154
386|768
K73
[={A1183}=]
12,154
385|768
K73
[={A1184}=]
12,154
380|777
K73
[={A1185}=]
12,154
457|761
K74
[={A1186}=]
12,154
387|768
K73
[={A1187}=]
12,154
452|762
K74
[={A1188}=]
12,154
452|763
K74
[={A1189}=]
12,154
452|764
K74
[={A1190}=]
12,154
378|776
K73
[={A1191}=]
12,154
379|777
K73
[={A1192}=]
12,154
453|764
K74
[={A1193}=]
12,154
390|781
K73
[={A1194}=]
12,154
428|759
K74
[={A1195}=]
12,196
381|778
K73
[={A1196}=]
12,154
430|789
K74
[={A1197}=]
12,154
429|789
K74
[={A1198}=]
12,214
431|789
K74
[={A1199}=]
12,154
435|795
K74
[={A1200}=]
12,204
387|679
K63
[={A1201}=]
12,204
394|677
K63
[={A1202}=]
12,154
430|804
K84
[={A1203}=]
12,154
450|764
K74
[={A1204}=]
12,154
430|759
K74
[={A1205}=]
12,304
433|792
K74
[={A1206}=]
12,154
429|795
K74
[={A1207}=]
12,154
434|793
K74
[={A1208}=]
12,241
435|793
K74
[={A1209}=]
12,154
422|794
K74
[={A1210}=]
9,381
428|802
K84
[={A1211}=]
12,196
375|694
K63
[={A1212}=]
12,204
364|662
K63
[={A1213}=]
12,528
371|694
K63
[={A1214}=]
12,204
359|682
K63
[={A1215}=]
12,204
359|663
K63
[={A1216}=]
12,154
357|685
K63
[={A1217}=]
12,154
427|802
K84
[={A1218}=]
12,196
359|683
K63
[={A1219}=]
12,204
367|659
K63
[={A1220}=]
11,819
430|802
K84
[={A1221}=]
12,154
440|797
K74
[={A1222}=]
12,196
357|686
K63
[={A1223}=]
12,204
364|657
K63
[={A1224}=]
12,603
389|698
K63
[={A1225}=]
12,204
392|695
K63
[={A1226}=]
12,204
378|674
K63
[={A1227}=]
12,204
378|683
K63
[={A1228}=]
12,204
387|687
K63
[={A1229}=]
12,204
363|655
K63
[={A1230}=]
12,154
425|789
K74
[={A1231}=]
12,154
429|790
K74
[={A1232}=]
12,154
430|791
K74
[={A1233}=]
12,154
431|796
K74
[={A1234}=]
12,154
432|790
K74
[={A1235}=]
12,801
368|651
K63
[={A1236}=]
12,196
430|797
K74
[={A1237}=]
12,204
378|665
K63
[={A1238}=]
12,154
425|791
K74
[={A1239}=]
12,154
424|792
K74
[={A1240}=]
12,154
428|791
K74
[={A1241}=]
12,154
424|794
K74
[={A1242}=]
12,204
387|646
K63
[={A1243}=]
12,204
385|647
K63
[={A1244}=]
12,154
420|795
K74
[={A1245}=]
12,154
425|793
K74
[={A1246}=]
12,154
434|794
K74
[={A1247}=]
12,204
431|797
K74
[={A1248}=]
12,154
427|792
K74
[={A1249}=]
12,693
238|595
K52
[={A1250}=]
12,603
207|564
K52
[={A1251}=]
12,528
209|554
K52
[={A1252}=]
12,227
232|529
K52
[={A1253}=]
12,603
225|611
K62
[={A1254}=]
12,154
197|593
K51
[={A1255}=]
12,154
429|791
K74
[={A1256}=]
12,603
207|556
K52
[={A1257}=]
12,603
240|630
K62
[={A1258}=]
12,154
206|541
K52
[={A1259}=]
12,528
232|530
K52
[={A1260}=]
12,528
234|536
K52
[={A1261}=]
12,603
206|560
K52
[={A1262}=]
12,603
238|596
K52
[={A1263}=]
12,154
205|537
K52
[={A1264}=]
12,528
187|564
K51
[={A1265}=]
12,154
198|594
K51
[={A1266}=]
12,603
219|586
K52
[={A1267}=]
12,528
233|528
K52
[={A1268}=]
13,086
267|535
K52
[={A1269}=]
12,528
234|537
K52
[={A1270}=]
12,528
230|531
K52
[={A1271}=]
12,154
186|572
K51
[={A1272}=]
12,603
236|536
K52
[={A1273}=]
12,528
234|527
K52
[={A1274}=]
12,528
228|529
K52
[={A1275}=]
12,528
234|535
K52
[={A1276}=]
12,259
235|531
K52
[={A1277}=]
12,528
185|577
K51
[={A1278}=]
12,603
184|535
K51
[={A1279}=]
12,036
206|540
K52
[={A1280}=]
12,259
234|533
K52
[={A1281}=]
12,603
234|534
K52
[={A1282}=]
12,528
229|530
K52
[={A1283}=]
12,528
235|525
K52
[={A1284}=]
12,528
230|526
K52
[={A1285}=]
12,528
233|533
K52
[={A1286}=]
12,528
228|530
K52
[={A1287}=]
12,603
230|525
K52
[={A1288}=]
12,528
228|531
K52
[={A1289}=]
12,603
185|578
K51
[={A1290}=]
12,693
232|534
K52
[={A1291}=]
12,528
185|534
K51
[={A1292}=]
12,227
235|534
K52
[={A1293}=]
12,528
229|527
K52
[={A1294}=]
12,528
227|530
K52
[={A1295}=]
12,528
233|524
K52
[={A1296}=]
12,227
232|538
K52
[={A1297}=]
12,154
183|576
K51
[={A1298}=]
12,528
226|533
K52
[={A1299}=]
12,528
189|582
K51
[={A1300}=]
12,528
232|537
K52
[={A1301}=]
12,528
231|535
K52
[={A1301}=]
12,154
175|540
K51
[={A1302}=]
12,528
228|523
K52
[={A1303}=]
5,091
184|578
K51
[={A1304}=]
12,528
237|528
K52
[={A1305}=]
12,528
231|537
K52
[={A1306}=]
12,466
238|530
K52
[={A1307}=]
12,528
231|538
K52
[={A1308}=]
12,603
237|525
K52
[={A1309}=]
12,528
230|536
K52
[={A1310}=]
12,603
186|528
K51
[={A1311}=]
12,466
237|524
K52
[={A1312}=]
12,528
230|535
K52
[={A1313}=]
12,528
229|536
K52
[={A1314}=]
9,281
177|536
K51
[={A1315}=]
12,528
240|528
K52
[={A1316}=]
12,227
225|523
K52
[={A1317}=]
12,528
229|539
K52
[={A1317}=]
12,528
226|540
K52
[={A1318}=]
12,528
222|525
K52
[={A1319}=]
12,227
240|531
K52
[={A1320}=]
12,528
243|534
K52
[={A1322}=]
12,528
239|533
K52
[={A1323}=]
12,603
241|534
K52
[={A1324}=]
12,528
244|532
K52
[={A1325}=]
12,227
220|527
K52
[={A1326}=]
12,227
228|519
K52
[={A1327}=]
12,528
240|529
K52
[={A1328}=]
12,466
239|532
K52
[={A1329}=]
12,528
240|530
K52
[={A1330}=]
12,528
237|539
K52
[={A1332}=]
12,528
241|533
K52
[={A1333}=]
9,829
186|561
K51
[={A1334}=]
12,603
195|588
K51
[={A1335}=]
7,995
181|575
K51
[={A1336}=]
12,021
189|597
K51
[={A1337}=]
9,122
188|584
K51
[={A1338}=]
12,603
198|584
K51
[={A1339}=]
12,154
193|587
K51
373 ::::::::::
9,867
391|781
K73
[8]
[wszystko]
27
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2024-04-26 10:32:51 CEST
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