diff --git a/Aula20220608.gise b/Aula20220608.gise
index 937c04c..27ab4a0 100644
--- a/Aula20220608.gise
+++ b/Aula20220608.gise
@@ -102,7 +102,7 @@
-
+
@@ -124,7 +124,7 @@
-
+
@@ -134,7 +134,7 @@
-
+
@@ -147,7 +147,7 @@
-
+
@@ -162,7 +162,7 @@
-
+
@@ -180,7 +180,7 @@
-
+
diff --git a/_ngo/netlist.lst b/_ngo/netlist.lst
index 0f49944..348f135 100644
--- a/_ngo/netlist.lst
+++ b/_ngo/netlist.lst
@@ -1,2 +1,2 @@
-C:\Users\Gabriel\Xilinx\Aula20220608\textovhdl.ngc 1654702958
+C:\Users\Gabriel\Xilinx\Aula20220608\textovhdl.ngc 1654703553
OK
diff --git a/_xmsgs/xst.xmsgs b/_xmsgs/xst.xmsgs
index f4d4c99..70bf4fd 100644
--- a/_xmsgs/xst.xmsgs
+++ b/_xmsgs/xst.xmsgs
@@ -23,7 +23,7 @@
Input <DIPSW> is never used. This port will be preserved and left unconnected if it belongs to a top-level block or it belongs to a sub-block and the hierarchy of this sub-block is preserved.
-"C:\Users\Gabriel\Xilinx\Aula20220608\textovhdl.vhd" line 48: Output port <ENOUT> of the instance <UC4> is unconnected or connected to loadless signal.
+"C:\Users\Gabriel\Xilinx\Aula20220608\textovhdl.vhd" line 48: Output port <ENOUT> of the instance <UC4> is unconnected or connected to loadless signal.
Signal <num7> is used but never assigned. This sourceless signal will be automatically connected to value GND.
diff --git a/par_usage_statistics.html b/par_usage_statistics.html
index 5ce5e2e..4aeaab6 100644
--- a/par_usage_statistics.html
+++ b/par_usage_statistics.html
@@ -5,21 +5,21 @@
Total Non-vccgnd Design Pins=544
Total Non-vccgnd Conns=544
Total Non-vccgnd Timing Constrained Conns=521
-
Phase 1 CPU=4.4 sec
-
Phase 2 CPU=4.8 sec
-
Phase 3 CPU=5.1 sec
-
Phase 4 CPU=5.9 sec
-
Phase 5 CPU=6.2 sec
-
Phase 6 CPU=6.2 sec
-
Phase 7 CPU=6.2 sec
-
Phase 8 CPU=6.2 sec
-
Phase 9 CPU=6.2 sec
-
Phase 10 CPU=6.2 sec
+
Phase 1 CPU=4.9 sec
+
Phase 2 CPU=5.3 sec
+
Phase 3 CPU=5.6 sec
+
Phase 4 CPU=6.3 sec
+
Phase 5 CPU=6.7 sec
+
Phase 6 CPU=6.7 sec
+
Phase 7 CPU=6.7 sec
+
Phase 8 CPU=6.7 sec
+
Phase 9 CPU=6.7 sec
+
Phase 10 CPU=6.8 sec
AvgWirelenPerPin Fanout 1=1.0
AvgWirelenPerPin Fanout 2=1.5
-
AvgWirelenPerPin Fanout 3=3.3
-
AvgWirelenPerPin Fanout 4=0.5
-
AvgWirelenPerPin Fanout 10=1.5
+
AvgWirelenPerPin Fanout 3=3.7
+
AvgWirelenPerPin Fanout 4=0.0
+
AvgWirelenPerPin Fanout 10=1.4
AvgWirelenPerPin Fanout 50=1.1
AvgWirelenPerPin Fanout 100=0.0
AvgWirelenPerPin Fanout 500=0.0
@@ -27,6 +27,6 @@
AvgWirelenPerPin Fanout 20000=0.0
AvgWirelenPerPin Fanout 50000=0.0
AvgWirelenPerPin Fanout 100000=0.0
-
IRR Gamma=1.0569
+
IRR Gamma=1.0572
diff --git a/textovhdl.bgn b/textovhdl.bgn
index 32013c8..179bcc9 100644
--- a/textovhdl.bgn
+++ b/textovhdl.bgn
@@ -5,7 +5,7 @@ C:\Xilinx\14.7\ISE_DS\ISE\.
"textovhdl" is an NCD, version 3.2, device xc6slx16, package csg324, speed -2
Opened constraints file textovhdl.pcf.
-Wed Jun 08 12:43:37 2022
+Wed Jun 08 12:53:20 2022
C:\Xilinx\14.7\ISE_DS\ISE\bin\nt64\unwrapped\bitgen.exe -intstyle ise -w -g DebugBitstream:No -g Binary:no -g CRC:Enable -g Reset_on_err:No -g ConfigRate:2 -g ProgPin:PullUp -g TckPin:PullUp -g TdiPin:PullUp -g TdoPin:PullUp -g TmsPin:PullUp -g UnusedPin:PullDown -g UserID:0xFFFFFFFF -g ExtMasterCclk_en:No -g SPI_buswidth:1 -g TIMER_CFG:0xFFFF -g multipin_wakeup:No -g StartUpClk:CClk -g DONE_cycle:4 -g GTS_cycle:5 -g GWE_cycle:6 -g LCK_cycle:NoWait -g Security:None -g DonePipe:No -g DriveDone:No -g en_sw_gsr:No -g drive_awake:No -g sw_clk:Startupclk -g sw_gwe_cycle:5 -g sw_gts_cycle:4 textovhdl.ncd
diff --git a/textovhdl.bit b/textovhdl.bit
index 1e07822..3b72550 100644
Binary files a/textovhdl.bit and b/textovhdl.bit differ
diff --git a/textovhdl.bld b/textovhdl.bld
index b14a82b..f091e71 100644
--- a/textovhdl.bld
+++ b/textovhdl.bld
@@ -31,7 +31,7 @@ NGDBUILD Design Results Summary:
Number of errors: 0
Number of warnings: 4
-Total memory usage is 161520 kilobytes
+Total memory usage is 161264 kilobytes
Writing NGD file "textovhdl.ngd" ...
Total REAL time to NGDBUILD completion: 4 sec
diff --git a/textovhdl.cmd_log b/textovhdl.cmd_log
index 8a2a1e7..2bfbb57 100644
--- a/textovhdl.cmd_log
+++ b/textovhdl.cmd_log
@@ -26,3 +26,9 @@ map -intstyle ise -p xc6slx16-csg324-2 -w -logic_opt off -ol high -t 1 -xt 0 -re
par -w -intstyle ise -ol high -mt off textovhdl_map.ncd textovhdl.ncd textovhdl.pcf
trce -intstyle ise -v 3 -s 2 -n 3 -fastpaths -xml textovhdl.twx textovhdl.ncd -o textovhdl.twr textovhdl.pcf -ucf restricoes.ucf
bitgen -intstyle ise -f textovhdl.ut textovhdl.ncd
+xst -intstyle ise -ifn "C:/Users/Gabriel/Xilinx/Aula20220608/textovhdl.xst" -ofn "C:/Users/Gabriel/Xilinx/Aula20220608/textovhdl.syr"
+ngdbuild -intstyle ise -dd _ngo -nt timestamp -uc restricoes.ucf -p xc6slx16-csg324-2 textovhdl.ngc textovhdl.ngd
+map -intstyle ise -p xc6slx16-csg324-2 -w -logic_opt off -ol high -t 1 -xt 0 -register_duplication off -r 4 -global_opt off -mt off -ir off -pr off -lc off -power off -o textovhdl_map.ncd textovhdl.ngd textovhdl.pcf
+par -w -intstyle ise -ol high -mt off textovhdl_map.ncd textovhdl.ncd textovhdl.pcf
+trce -intstyle ise -v 3 -s 2 -n 3 -fastpaths -xml textovhdl.twx textovhdl.ncd -o textovhdl.twr textovhdl.pcf -ucf restricoes.ucf
+bitgen -intstyle ise -f textovhdl.ut textovhdl.ncd
diff --git a/textovhdl.drc b/textovhdl.drc
index 99f388a..7e18de9 100644
--- a/textovhdl.drc
+++ b/textovhdl.drc
@@ -1,7 +1,7 @@
Release 14.7 Drc P.20131013 (nt64)
Copyright (c) 1995-2013 Xilinx, Inc. All rights reserved.
-Wed Jun 08 12:43:37 2022
+Wed Jun 08 12:53:20 2022
drc -z textovhdl.ncd textovhdl.pcf
diff --git a/textovhdl.ncd b/textovhdl.ncd
index 3d78e25..b3ab52c 100644
--- a/textovhdl.ncd
+++ b/textovhdl.ncd
@@ -1,3 +1,3 @@
XILINX-XDB 0.1 STUB 0.1 ASCII
XILINX-XDM V1.6
-###5172:XlxV32DM 3fff 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###4940:XlxV32DM 3fff 1334eNq1WGtz3LYV/Sv9oA+OPHWJF5+xxmvLqTV17dSSHScZiwOCpLOtrXUlO+NWq/3tvXiReJCbZSaNWxG4OPfinoNLANzq9enZ+fd/+cQ/8F+v+bcIn6C8imz1Jy7+VWcIhUNkAk4MPI3hdAJODTyP4ewEJaFtIoIJgFiEnmBjyaA0Qk+QsVxQFqFpnByLAzAbgEToNEanFk0jdBajs3nieZxccUIC08+Ivqs/XW++Dn32rv745WtN8vrl6wu58ItdyHIXutyFneB+octiD7zYgyz2oIs9ljNPF3tkiz3yxR7FSeBQJ2F910n9/sOXrr7pPodYFFZ3jRJURKbBP4ajGI72wHFsIrGJxiYWph4KVZPQQENDFCMNDVloyENDgaq3vHp7+qx+/Pzlk7+d56p9+vT8ibaeP1t9/9RYL378/mmjWm+evjo/e/kCtdXbs+dnL97++e3p4z8lD9Cfzi9e68bq/MnZWVq9bZv6rAWn9mP9eH3Vrq/egxay93f+z831m+76Zr25sqb11WiqfmwqftWKzdXn/3bXG+F2ECJeV2932MNgH4PNluhhiNeTq+R26/MfEuyZ6r7/uBbXm59R/q5evTiVpQQT/SYEIexhdCp51Tzv2ptvEyh52zJDiGnLz+Rdvb76tabq3UhOIP1pe3324k2dZHq0TsB93a6vs0p8bD+sr7qmknOjJPkXgDu3U19/FmMfJSduD3k9ODSJ19XJFi4GjkrqdQ2hxAVRLyzzeqnXy7xe7vWKE4eVlyn2WGB/zGeBLQvmYoiPGS4uzoTYnZ24Hep2mNtJ3U7mdnK3U5xgPPR+xrDUf4U6YvWm7v79hX+os3ojc8LkABDCzSEou0qL0Ajzw9F4CZgsAadLwNlBqh2WrN1SDhINL5IYL5IYL5EYL5HYgNkScLoEnC0B5wct3mHMyJLFG8BLQtMlYLYEnC8BFweJRnFxAMrKwA/HLgLjBVmQBdgl7NgCbLYAmy/AFqNmcP1FTqe+vvn8afPZGUeN004QdnsG7SKQh0ATCOwh8ASCeAgygaAegk4gmIdgE4jUQ6QTiMxDZBOI3EPkE4jCQxQG4WqOYs2dTaPGnuZ4QnPsaY4nNMee5nhCc+xpjslEnjjOk7jjJB6n7jiNx5k7zuLx1B1P4/HMHc/i8Vw47Rr1bu/x6+/+6rrnsXvhjhfeOP/yVV6LkdMxe8w4jtxx+2MRbl3TtRMOu3B7bSSta3LhxIUPG1Hrmlw4deH2py/UuiYXzlw4i3NnEl7Ybp2MTTQ28dgkY5OOTdaNTb0gTBnMF07xTn12IPjAETN2/V2SVuLmPcG0qczXkbzLO53ihNsOvKVOu6DVL+v3v5BqfdO11dWXjwmsyoMVe/76Aj7WTB82ugePQxOKUfjBaWgiD56EJqpj9YMlMjDtNBpSHXg0ZHry0ZCHiELHINWm70n1iV/n1Q38/cyv0qL63H39vPn1l/YDrPHQrj/yTw+u3n+E4c379x+6D12bV19FevPhK0qhDLenr87ePF1dXLx6/PJtiXB5/vzpD/DnJfx5ff790xenJTm/WF083W5fwvPF6erVafn8zZO/vzzHjCTV9vnq4smz+uWr+rvvSvjf+auzF2cX5pGU5z++eFLL6OVKNrdb+Ozd/haG8ApmYw/v3dut0PG9FT2GBpN/yPEKfwP/3b8nB3YrCg0G/yf3d3rgmy1U5+DMjldEYo0vOEEHA5YaLJ/H7hSYjoFbg5VJ0G+2UNO6v9P54WNwA1imzYltoC3UL7RSS0dh79lJKLgxRYgoprKjuljlYXNVhFcpxNfiBNEAqHNlrvNx7NxOOO+097Hj7CXj+FPm+Vvozi7RTqKc9cH3bXS1UGZ0Ms7utwJNxcHdRByNMRF0gBV+JBcHBAgdlF2DrJRjjCGEWdyhvIYAuyF1cBnWzqrlYaGOgnnk6mi9hxCSvJ5WVYSt1HDZwTzGckNY9/sqXeO/xXR0dpbMKReVL3KqQ6XzaCjNaPXp8T2/Arw1o+b9cSrAXX06GccSOJ6JE4WJ09n9RhwnzG6I40pLR0pDAOtvqewc7ygJs7Js8Btf0NHPfb2ZqWTix9GT26kNa28hp1A6fCjwWKkeL+NnddlFwiD7sjhbgrvSW7h6+YDdXsT4ijsInEwidnsg9/UL6qzDFm4SFjJspSNTl4m/I1l/W/naZUuHtFMFgWV0ajVcX1W/5hRizqY1Li9wmI2oo9k1HHy2KI88DNah4wxpVZTzpC/UEJVDJBxSp1lsZWCloXWnwBNm5hTn9Nlg3xgf5m6gbm1ucTYNi44IdaUwyNkSGupwN1cBqBgQ4WAw5p0O5h6gxtya3HaDWSG3ZkVWdGuC7dxmquNsz6I71t2jR596uN09evSVFnn5XclKdHvOmxIRXCLRwZPmXCQlZrxAt1ekQyWq4IHLtDoibV+Stqvuznk25dF01TnCuKRFWibugKCVdInt2Yw9r1qZHxhLPJ9fdYTzosRwWT/KZJSsukIkKVPME0GyvjpCuFfmI0SQdIdG14ClqH69QC2Y9L+U7J2jSEpGqn+gjoJYd/DE8nmEQA1Gq6Mik8OQSqvnwrmARiMbMFeOZaOTKqKuM7nlqPoP6tKSdLlsMNV4jlqY8/ZIFOAFVHgOTnfPkOhhCHdlc3tEelbCjFJhBssBuLw6SnUv0w+mH0I/uH40+qEDH7UlU4E7Uv2EC6kwb8uclGBqG5kGKYmeqxt8chXhrpGrAorBLKhs+O2/UVtU8IdV4MurnzLA3TJWsrRkomRZebfOE1hG0D0vYUVAg6xMqmc476svCIoLduNqnbUhBEWQJoTgCFKEEBJCBLUQQWZyESiERLk0fQiJcmnaEBLlwuVEgQ0l2PqhZHp6GGxL0tOq2iA0zILgyJrkA6AmAqEYxCMQjkFFBIpYoYRGDJI5BoBOIjSeRfddBCbzYBGB6aySfROB2TyYR+B0HlxE4GwO3Gg5cCnfP4DC1tbD/oPaFLYiuYvkJe9hHRKZQHUftbJYwKvHygt8bxUYJa1G54WUWKE3SMhigTcYJSiEd5BYK/c9uUG2IFSbmQB8cFyb6e5MlsgJIH+60AHsxN2Q3t2NxpPbh3JmsFYPpUU2LuUfCVAZAQCYQL6VRooWxrCWxIyB6VIC7mQWONQKa63gdN6jFVmmVTGjVZEfJhWekwqTSamwlaqwUmFPKjxIRaxURSwVCaSioVTESLW3rPJlUrHZshKHaUVny6qZ1IparZjVivplxaweudWKxVrlvlZIrzj8s1pR8womg1ZrJFJfK9SF5HtTJ73hXgjDoZHiiUA8Net0nfAp7govucPEMv2H0uJwJ11v+ElAIsAuUs2Ph/yY4Yf38evn+HWH8eOz/IpJftzy6y0/7q0tGvj1Ab8m5JeaWi/28MPJHL/2MH7NLL98kl9j+MHEhl/j8qMFN/wkwOPXhvwyw2/f+mE0x08cxq+d5ZdN8mstP2T5tdP7mAQ4/Jo23KpyU55o31ZVLNmqmm52p+KH7FTNrBhkqpgbowVMq7apxlNCJyM3okJvUk0X71GFt0c1fahRYUqg26cRX6KRSGY1OujkUzlOazRVMAoOGonEaNS7GolBCK41EkmsEfc04ijUiBuNsn0aNUs04nROoyQ5RCOV4/RLhSc0UnDQiOtT7iFHrkY6GSlEozWSsFCjxtNIRBo1RqN2n0ZiUR3h2TpKD9FIzGpE2IRGwmgk9K3pofA00slIIYSpIxxrJHyNoquTMBql+zRqF2k0f3OiB2k0f3GaumQKc28S5tokvFuTGC5NrdFo4s7UehplRahRazTK92nULdEo47Ma4UM0ymYvWARNaJSZ+1Wmbx0PM+92ldnDue+0RhmPNep8jZpQo85o1OzTqF+kkZjV6KD9KJu/xPRTGpk7DEyrNfJuMDoZKURvNBKxRr2/Z+tvM2SvNoRYjezZ30nWjWGtrjjWaUg6S+0ebNeVRk7jbsnlV1QjM2hUZmg0w33EXkpoSsPMep1ZP5+YdZrIjOzJjCKTg/Sfyk3Z3eSyPkiOJka2ZE92WT+XHd6XXZaaLLJ+Ojtpd7IjhMMsHfxDjan8tq+eIfvDhr0xNUm1Ts1PRxCIsgr6atJNmqsyTbtxVMif+xI1mjE1Woy+DMOo+kW5WnMN4oV+qBdm3aQjlssf69QEG5Hpl44H1ztMU0i4s1dDbs8dIXVp9KtDMlmGxHXKjZ7I3rCFvRy2LlWExUgVCWHipSiMV+h4mdnuhvs6XPeLRvNSL+YGq48Z+Vtt3oVMWo8JnWJC0nDmTjqZ74Ve/2e/+kS2hBMOI5ugGVrAKVwdRg7gVAQzM/pHcZLpdG5kVv2EOlHmtySjJUl5SaBESdrAE8o9FfDMSul3F0yu5mRQpaZ0hRag0A9TukYV+32WmWdunoV5ajQmvX7SxDyReWKbfli2zGwDWXLwkmD1O4u3JFbBrNqwYeFEiGoOWDgR5if+qIWjYeRWB037Q5nfENLoXU9GA2t1CSlIs7DmFoocjkZpganVRpmNY42oHkpdgK9yM9cKiU5pddmkyiEdHTg4SLlZovZiubpMjqCyaGAWeMH0k5gnlc9LnqjouY1DdK6cS7N6n0x4qBvt1ajfkHLhDhU6sBkaiGNpMZBcDVkWkNU4pHRJnbk4nBG8UIkVlnahRDKyIUXenNPytZcqadm0WtnoJtUqqLKyMTHFMmPKbEWEhjNHouYgdo7OmUOJQ+joJudIO2UlI0M1R6qIZ+brQp4F4xxwU5Bz2C8P7vLQ9B03NYfk0Wsal2la6QFZCr0mcQnvps5IGbUMl4VESimUUa/1ZZPr2kv1WcwgsbIv2/Es7hJ5Fifugcz/rwdywX/vuUzzZv+5PLmBUBafy3/QBsJmTui0W3Ca8d9xQtP2/3ZCpzMndNoezqmgv+OEZjg+of8HNyQElg==###4844:XlxV32DM 3fff 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###4236:XlxV32DM 3fff 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###4980:XlxV32DM 3fff 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###6196:XlxV32DM 3fff 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###2820:XlxV32DM 3fff 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###2440:XlxV32DM 3fff 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###2364:XlxV32DM 3fff 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###2444:XlxV32DM 3fff 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###2728:XlxV32DM 3fff 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###2760:XlxV32DM 3fff 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###2632:XlxV32DM 3fff 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###3112:XlxV32DM 3135 c10eNq1WUuS5DYOvcwcgCT4VW0cMxsvvBiHPQcgKXLpiF54Nhl19wGVHz2ypJIys6erFakUQAAPP4JK0lkb4/VsqvEkSZhAmoQQ7YnWRvIdrTx8V7XTgZ9VY4wmRczM34vRXyRs81otmbtqtbsOOVYZ4fqMDPnepmH1trX96gUbGSE+P/+as5rERJe/5FwmXz/+lvM8qY//yDlPsl5YdtzRJm+Sbvj6b3xXbvJplZ868b5cWMxX8ZbFq2beIlAeBkGSHpy5Stjm/eoYWriPZPTcW89pIzirpO+Dc129YH4ER6/Omzvn2XRh/iPnqRPOc084z23CvubCq7DXTFIP2GaFXV+ATScKV5yGrYZyXg0Pb8EOd2sfsO0K29KpUhxwH5SiW+VL2deiOlOLrzTE7/z6XUNc173SEM9GYashevASPdGx7Nsdy/6EjmV/WseyL3WssHpPqT6Hy1YO+853RxkcQXo5Ld2dlJ5W6RRPS/cnpedVuranpYeT0udVujnrd3qMOkfSC0tXt5pQ/i6+USpSLFBmARTKSJFIiUiBYSTrvvP7vvPnBUV4jCL5S+XlE5UH60/Xne91dFK2dfdr83Kvrp6dYTzKfdyyuJA9QKxOIHanETfOYhRJtk9urFIPuhkkrLua3lm3x9s931m/ocvQ1vqbXPtyhK5r87Ir3yMEM1gWT+ckHUZonEX2I7Q3iZhup3sO8XVtXnbAO2IYv1Kfkz72O2Aeo/xGFao3dr/v8mx/71M7XlMnKvmBtlm4eA2mtzTkSdzPk4cc7rxMO/QcnfYc7VSHeBn17WB7vb+hhpkylqdz5dX+pZ46ntATPYl2ciW8kSvh4TW6eQ1mzJT7XLHf9hTj+e9MjamzPWUTr3u5n7iHjcsesqCFmTD1c1XMF+5AR2iPs8ScRLvdCbarSu70Wvo/yni9jy9rb/5a9y6Yl5PvPS/OeP549/InPc98vNVcZ4sdT93ops2dOx6yp328fQ5S3XnnOQ8va29+WfdKODPU/rSYyv78pt6sZHW6ku3Oanc9V+9MFK+tkk902r396fU+G6Dz3PssnLnYzd9uyvfDr2Z1ZlG3vBY4fOEhh2P4un6bd6sdiI1D+Crn6BXG4xDXwrbAhsNgrU+gvh/n1eELDLOJmja35WdePaxynn71MBdA7Z9Ard9ErX8Sav0S6gqo8ynUtsvw51Hb3QyXT79mOpPhG6iLANTx2wHqi7ZrizhATacx74zZb+DVNxtXtBLb2PBOMu2/kzS3HatqOoBrN+FulbP9ZqI5knA8/6hdtx23BLkG994Ii0LH2ROHMj5ErIYPeZJPVYd7sxN+tePoeEGPo+g1X6i9U5L392vwtk7LlWDhXZ2uuAAI3iBBr4TQqVArIYIKqWBF7HSIlZBmXFFWwvI69kHAF4gBCfD+UFJeKWFGwjxJJiwPxPLgas7KoRUsrbBUA9SokKCBYJAAXosOCQ4IAgl+ME8D9kjImUdO8GuE0EkjVk7ZHoQCCCVwhjrIjIAsoPYIyAIqixYIAQkAOWQkQBCDRkIcrYEECejOWAbOBMkXMC+SGjiXHxLunBiJDBnkIRmVBCBSImGInZKxTy0lMcMFLoWIdLogpuAzpQRYjc8hdys+p8E0BWGakdGNjOAf04lMfVYpg50A4qiMxipFAhghDRKwrgkJQ0qoALIVBiOYwbzghmAEDAY6PZRhaQRvywSc3OMGTvSBR049GF5ApsIIlFFmAWdgj1MljpyQssoh5zxyQl5hb1Z16BWkQCZBqpEaZBJBS8Ctgw8jI6cHTkLOMHJC98OtgigPnA5kasglcqNMD71BQzqSVyMnJBdV5DQjJ/QE/IWLvB84M8g0kLCUR5kZ8lMX5Bzyk2bIJQ35SbMcOSE/tUdO3XNqAVlnZpwcQJmJSBiU8RQCnA45R2USGoHRyOkGTuWxl+BEQ9hM8PdHbRV2E4iOdljY+PujTgU7Na7JONcIXJNxsBEQB4NtXGILNITScDcx3eyGTdBgWkppkYKDEnZUE9AH2J3N3NkGSE3pNjrEU9A7EnzAEytSoF9Y3VkgkIJ6xIyUbr+ECrTdDiGgOmzXgnFLsLGbFiEKTnQ7lEBKRqvBAie7+BSkRKQAHudAT+oIELiEWjx4LUskgGEZssNh1CLqKODMGJEA0UyoowKQhDoqrIgVTwlgVYL88xaqMzkkIPKABMjLBMnnEyJHHXh+qJDiPoNLqkQCAKyQEEFBGjvQETxE3YETQ4LkcgAwoHLwYRSgGzIueuhwPiIBNHiwKQboYj4jAVB46JVxBqc7WJEIjHWQ0wmr10skoEMqEnB+BuAJTx8WrEoRVlgAmBWYayFHMoFVFnIko0tsRQIod4Aj47nFgbm5olVrPX3+90/uo9MyLk3i8kdM7fg7ybycj33MYuJpNZWPX1sj/iF5Gkw6tGlATLzswo/dxz94M2jaEpW6UARQ7GTSg+MzEcUtlgAsbT/bYInA0g6xGyx+ZWn/fvnlX5eq22/+xYZkEj/45yVd5PJrJQMOU7HzVBJNhfGWOfLl+TJTKZovxZfg70zjmbTwoFoK04udSmV6ZToPmoUbT2H3Fu4zpTK92qkK4kvyfWWnzfHjk7Ve3cyMfKwrsfLFzIk/UzMi8cWK+bxWuJ5LZqPmduW7AFrSXbHb2Xz+z3XELiGOo1FNvlz2YGaoOvCp6de2266Pee+uOk7asQCWa7hEDMfR1MRJ2tJunhwfxxzvsF60a548z5yerfa8t3oGG3iIDly+IUU++sYpcuJEVacYwhTZYckobnF2Suy0rBkpV8IsxDTz9jVY04xM7feljee5Zd8WgROWR7gbQS2vcjT/VU4FPoLJxD5RzSHNyvYZJys+fqM5THT5jXHT5QfXCg+JzMgfhdoRZpsg9witZJpyuyinpVBUm34GzXzGXDSrFzQvCtyiwDXIfFyKk+KsIm5f5Ln/tp9BR4XlqtD+TKjbBNoj6D2C+biW478vv7Pl4uN3zmTJeS3alx8txPytaj/59tHO/PxRlw/OKU4T/tQtyu1mCXW7CUui8E1qIWg3ZcmQH9WK5rN2o5rj2o1u3ms3trmw3fjmxw+26n8FRgT9
\ No newline at end of file
+###5164:XlxV32DM 3fff 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###4948:XlxV32DM 3fff 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###4760:XlxV32DM 3fff 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###4268:XlxV32DM 3fff 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###4872:XlxV32DM 3fff 12f0eNq9W8uS5KgO/Zn5ABD4QWb0r3QEYBNRm6nFLDv63y8ChGTKzqzMnrmL7izLNkg8zpGEfP+Y7U3d/tJbumnw9/vHPPF1xOs5X+efhcXr/f6pY0D572A2fAAbUb/y/ekGq73/rbfttsR7Fsw3t9//gtXdnLp/uFhaCwZ/PkGncgnrVBr7xzjsZvr1w+Tms/T+w2yW/pjoj7n88RP/y68EnV+B/MoKt3m5/wwOpdGwNOtaXwumvEC3sCGd7j/jWrreRDtzbgelNl90hVys+tTfqf3O+PvTa2zDil5nk9soGtoopDZLZ5ROTkizOWEpUkVSXaSutDAZIc26udKCT0KaLXelhQgsbZZPZDndwrFEy30oYuoTxxrFS2nezqJ5yM1D6VQqmE10peVpF9JsorNFlT41G6limyrTxLfQokWVLnchzdbPqTzrhTQ3Pu9FkU1Is/VLmQHfrY9FOtcxUSytiuTprIp46hJXHBo/l/VjQbSejZ9jWSNSv2z8vBWpF32itFq4CClqXYbEymfRwjq/Uus8GnOdAC2kqEOegLzhUt6DN+1vy01vv/7W+3oz3t3L3jOhbrUAecca2rGQFbrXjS73N+Re2v5u13CXGx2mlDf67OprWxfnqcrXO79WYKPu5EWxOGTxovl6y60tFU0c67Ys+TFn+RqVcqzkMuE1K7mgLQUm7h9eFxjxBYo+K6h8hGpn4CZWVDhwEyvaGdjOVeP1yl3seO34Oo9DsAYtnAXO5aVVcG4PFedshDr66y5HX0M4G32BrhJ9BcwuEmatwQE3svu1dr/p1r1XT3A2t1KWlDQi75pqRHxiRCQjmASqNUcj3GBEOBhh1WDEAs0IeMUIMxoRmhHbd2figvDcMCULWXMwAkYjYjPCvGCExmYXSZumtpJfqq3gxHYjoI60GXS3wwRNg63zMGHLwdZu1D9WNYZBvZj9lBVS4lZrNEsRTX8WJLUKxMNEaB7btVmY1y/yJS6B+guCN1MSr2akCwUr0yakxKZWid47m1rT0BYXR+dCS3yMfxTcx26btopugeDCustRnP+ob2TF6xuw8q1OLVbvQkrQbfUm1OmEnejZPAhMtBYCiTUzmdVeSIkLLRghJd60RgkpMSSAFVJiKwuTUK17GCmSGbugQQtRPEy8DocmyAewRFf4RxtsVYcOutY4SMSQVs9CSgxZNwZJG0P+Djr4zHoG/xHn+cZ5sXPeZ3FDjpw2HzkNqTCYPY1g2rC8NoqbbxGbbx522QW+ZW+RXKZdLoZ1EVJaOGhQl5ZdNO1oKD6tb1ml7HU2Q0MzdGNDiZV9QZXGqqsRrJgbWi8Y4xWYWt0FYttvN8LDgioJHwsUiwOuCi9HC7sW3igAi/HhtSyhMhWmNlFgBTVpsPI7QB4+fduz/onGMrax3IWjNGIrzPqArc0xOnOcjmtLdX/pcw71bjq6SdI/il/9o4/iStIUUlwUIE0DWdB6DUQWYXtIFu4J8X0n0oOEDUwnC8ruZ4uhmvI44guw7UP4SB6JX8m0KEybBkJ74D8dt+bclhVa0YlHg2apCCohruJpnxEOlyakBtSodNmyM3IG7IrFHb9ht0JKSA27E1JCdYgTdTcxPkLUQtr8/9yCFyr3zQQhiIcJTHEDsJTCDUheSAmmohQSStWV16QF1LFbBHXcXRYDkZiXBAciW9tfadhfcmNVmBL7CwONVwITBPFxo8Vj4CHilbKxRLxS45cXNiZ6Sk5z4HKMV/yTeGWmeEXGO3Kb98BlHiKW6wilRjDHCEWghblAi0TsFpYBLSRMjNPT3OAXIpdwhA24go30B7CxDTYSbASKJPIifWzjRUww+tHrK2EalJk+i02So9hEDbHJ4+7dS2Nd1tB0ElUEihI3K7p/wAhj+BAfhQ8QmmeLCvRAQYeNpRwoCNAFCbo6RMJGkdGB5FgqQNeT2C3sg4LXQtr9VYZXI7DRWdEdA/QqpN2V3qVq5EoL4BdJItgnIe0Q3+kgGYHEDPGGkRjSKqQMxYalDYpbMAP7IkaUOSHKdjqBMFMYSTZBzCCFVRAXIaWYDqIVUgoWwU089mWinD7QCjCTCjYWYSB40UIPTcBFIe2xFMxC2gI+5KSInFQiBSBO2isnWcWc5JiTFns/JqSmISFlBoBfrgB+xPWTvJRMMIkmN0pQNdRvYN8wXkL7mDXo8BKeQPt6f+wRLk/2vz9JhUAa4YZSIXb7A2hPF5mRQIFLgO/ZuAyJt6OPK/BLQNLhcAEoBYFKCQRjpEoMdwJQktgWu5T2LcQwk8R220V3PeMhYCZxdkRsIXECAfsuDOlpDd6Es3RnewsLAUo7IwFKB+Ctnk4RaCV2ImNjkruWMVciMWOPRG3GqaWfNOSFEDF603ntCP8ytb2shX95dBxHx3CrP/vgD6ajP/gocY3U5+BL4noecMI+wYnpEidmARcPcUF6f9f5avQWP+N6RI7y/lnKQ2tywzZ3HmhFpvq2c3By9guvbrLvb31nLtLT3nzPewpPPNUxPe0P3lNMI5yRTT1lQjnZ5ds2lYk62OSaTeQRenLJttPYfRqQ2gw2zoONttjkqXs32tQYwy80pMu5R7g+YQR3xgibumCECd5fFiVVNp8xAiUegj9P+C/fO3pZHzrVmx6d6nbCPel3bWr4aNCHWhE1f+BEMXoWgqG7c7vbEZc9IiM814LO9I5t7xDydgbAm/3Ylp0owx533FgoHO4O0tgCHQcDnawiHgjPk71zI/xl9s6N8K3Z6zPCX96AuiNyii0RzyQSFnalI41JXixMyeypeunVymc7JYckpP0IZG4VCdg9ZhgRJMrvptqvFvTL/rIXBL5NLK225JeqLX1esoSLEao/0notVQ/Ybf0j99v+0NJVKauV9PRNT9/09E3PTv2RJn5Twk2ArQ+XI0UphU9lBUWR8kYZys2wOD9YVkcGn3wr1RfQdahLcal5fIekPmHSaG6kXpOYmdThayb/a24WhtysGnJHZsgdaYapef2Smz0wf/UEhiNrmfmRKZ+KKpLwLRH+MeEzP8jrjmg5E7Ko9wknjWe8eYlXtOz5FvgPCWcLo02Uq+4ZEPcvEk45OjzNH1MIss2DW/P9E51MPdNFPicv/9a8eXJgfpFOunZEcnzR3eR0SDR3TJzOvOcwyZzHIqTslVsh7XzC2ZuJvX0dHEs5nodOD0kJQNk1ayxyN5qfLeiQdEMH2A3fqsSxHmgx6Up8eTlxYqSMC92d2l1iAN3DkyztJ2p8zFRU60VFOgopZ3/6s5ozJhw96TE7T7rYpks/xeToTJ0eNyiJ3S2zg3me2kzNZfgClQvGP4GgUjeoNM/in0OGe7s/xjknSnP+X4FOz4s8j3eeZL9LtrxjqluvAh1Q7wQ6Pl4FOusfBDr+ArWienLq9Swve0xH+zFKo+PbaX5f+VJ5dxomLe+zlnMXYVLsgYP5D1nLhYvEWiQfP84vleO8RWY+XUVP0x+stfkiekrrVVD9OHp6tgT9sSbCNMc0b6TiiPrmoOZlVH+T4BFPWOuTdEypyBdfKkTiHBEJlfPiFFaf1afms5YoBCHauUoXLsi8chJ353a3cyIVkmKP7O/WiIleMu0lPn4w4q5tdzsle3K6/S4qG4CqchEUmgEU6biNbzGr+kX0Aq2XHpFRNS8CYWsuUnPE81kig7VJ9NIDMA7WvCBIDj1XcYzhyQVx4piAQyec+dhmPraZj23mOflvRRs9VPNBSHtA5ZWQUqhmQGrBWVnD0vEQqilX4ylPoRbOeP0jHVjaioDGEUubUmOCNTsLcTQ0jrYczny/NlUfT35rbu/xyW/WwV0VE9r3ignDk0PQh6eBhpLbqBcPeY/bUSxCdC2kfJgUhbSH6F4+y2tkElJeI05IW9Y8T1f2BrNTlWePk8r1XCFP2HRetACHY4VWrfC8mlq9VLTgh6KFMBRZx6Fowd2fhq5vOmlfvbPHtQljNjp9zUZ378xAuKpN2J4cYPn7v5/aM+CuahPed+4M+IvaBE9F1n5775BuPKRf7i/Esga+lFo1H2friQH3PafzzHkxsF0dBi7vOy+lZPbMeYnkwEb98ETAv3gicKgaM1T/inPKgbhRPUzcD8eCjsUMcHsQUoIyHY2Q8mHhLKQEcJWrDGrh2jdQsB2+gaIQF6eYa3qpNLlIu2OTpLR/NQRCWr+Qga16DcVFbp2jv4Y3ur9mKKItGnEZNdVllpdie4kPKZOwsn8mRTXTONaimkIJKVdeiHkRVRpWSLnyYhVScmR0/0wKhGtlNH1SBe5QSNGtFNmInkIo0u4LdZaDILMFk5D2EpS4CimlGyp+kLR/wwSi3TZDrlXiGRVqJV52Q6jSNdhGavM5qZn7w5LXl0vy1HuZh9gzDz3RCkPm4WvJ3ViR4a+47ark7lExxuiR1aTEMvDbg2zEyemr0fqC9jxBb97/p5QQXqzbeFabd/x4U6sr/ovv8582V8kN8kZDeC+54Y/Kw0Vyw4b3lVf6IhEQKAQP6omD8toEPfxiyujpqhim13LO3/Ml/JOF417yJbS9OBO1/u0zUaMIULX9chhmUdyOvnDm2x/2WEFIeKonEReqIKRcxLYJaf8qVzkhJWrqmeUi7d8Y64mlFZE1fd6qqRmlx1q4ZkihUg3t1461cfRUbE/F9lT/ZEqJzvmTKUXUoUF+PKE2Voc/5VWrkPYzYfrmq0h77oKi6CIlD0OHWUjJw9B0nFCk3cNQ9BWMFse8RlELWp1VsyNwMgVqzdI24O14UgcrXujnBZsXffavjPUqpEz9hqWtcSqv7DStxakAU7rWJ0X7Rdo/+1VGSPtHTdZtmbcTFisqou2p0fZyXqw43R/n5sdqdHv19Wy5/h8pZsgJ###6356:XlxV32DM 3fff 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###2788:XlxV32DM 3fff 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###2412:XlxV32DM 3fff 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###2292:XlxV32DM 3fff 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###2376:XlxV32DM 3fff 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###2788:XlxV32DM 3fff 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###2772:XlxV32DM 3fff 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###2476:XlxV32DM 3fff 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###3296:XlxV32DM 36a7 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
\ No newline at end of file
diff --git a/textovhdl.ngc b/textovhdl.ngc
index 3b257d9..2c4125e 100644
--- a/textovhdl.ngc
+++ b/textovhdl.ngc
@@ -1,3 +1,3 @@
XILINX-XDB 0.1 STUB 0.1 ASCII
XILINX-XDM V1.6e
-$3;b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f=DDBN]SIGYIEG6?FJLNQ20OAEIX0:37>EKZ01HC@CFTUGG=>EHF]HHHRM8;BPFEQCC92N97IG7;EKSWR:7611OE]]X<0<;?AOW[^692l5KIQQT86<7611OE]]X<2<2?@4CHe`iyc1>12:DA55=AJHHJNLL:113355753ON?7KJLE59E@C@23ONYS<:4FE]20>@AN>20JKH8FGDE<>@ANKLMJK?4G29DJA169DTLI;;7=0K]G@<5<4?BVNG5?5;6I_IN>5:<=@X@E7;7>17:ESMJ:06k1L\DAP0^MAQCdO6:2C9>6G<2:K76>O2<2CIYK74IOKWWQGSM:1BB[94LDFP85803EOO_1?17:NF@V:5601GII]33;2=3>JBLZ682o5CEEQ\4ZIE]Oh0@HJ\_0]LFP@e3EOO_RJBLZU8SBLZF39OM3=KGJANH:5COFK@EI2JR\??0AXVLY078Ifirf}Uhccz>01i\g|:76820Anaznu]`kkr689aTot2?>^pw53=JkfexRm`nu334nYdq5;;2<84MbmvjqYdgg~:<=ePcx>25;713DidyczPcnlw556lWjs7=?0>6:O`kphsWjeex<>?k^az84599?1Fob{at^aljq778bUhu1?;>048Ifirf}Uhccz>01i\g|:6=7;=7@m`uov\gjhs99:`Snw317<22>Kdg|dSnaat023oZe~48=5=;5BcnwmpZehf};;d_b{?5;713DidyczPcnlw556lWjs7>=0>6:O`kphsWjeex<>?k^az87799?1Fob{at^aljq778bUhu1<=>078Ifirf}Uhccz>01i\g|:568?0Anaznu]`kkr689aTot2<>078Ifirf}Uhccz>01i\g|:368?0Anaznu]`kkr689aTot2:>078Ifirf}Uhccz>01i\g|:168?0Anaznu]`kkr689aTot28>078Ifirf}Uhccz>01i\g|:?68?0Anaznu]`kkr689aTot26>058Ifirf}Uhccz>01i\hpr;994:h6Clotlw[fii|8:;gRbzt=33:ZOI^V::;6Clotlw[fii|8:;gRbzt=32:4bd:O`kphsWjeex<>?k^nvp9756VCEZR>>7:O`kphsWjeex<>?k^nvp97468n0Anaznu]`kkr689aT`xz312<\MKPX88=0Anaznu]`kkr689aT`xz315<2`>Kdg|dSnaat023oZjr|5;?2RGAV^223>Kdg|dSnaat023oZjr|5;>2^KMRZ66?2Ghcx`{_bmmp467cVf~x1?8>0f8Ifirf}Uhccz>01i\hpr;9>4TECXP0058Ifirf}Uhccz>01i\hpr;914:h6Clotlw[fii|8:;gRbzt=3;:ZOI^V::;6Clotlw[fii|8:;gRbzt=3::4bd_mww848XAG\T<<94MbmvjqYdgg~:<=ePltv?6586l2Ghcx`{_bmmp467cVf~x1>^KMRZ66?2Ghcx`{_bmmp467cVf~x1<>>0f8Ifirf}Uhccz>01i\hpr;:84TECXP0058Ifirf}Uhccz>01i\hpr;:;4:h6Clotlw[fii|8:;gRbzt=01:ZOI^V::;6Clotlw[fii|8:;gRbzt=00:4b>0PIOT\4403?l;LalqkrXkfd==>d_mww878XAG\T<<84MbmvjqYdgg~:<=ePltv?7;7d3DidyczPcnlw556lWe0>0PIOT\440d_mww818XAG\T<<84MbmvjqYdgg~:<=ePltv?1;7d3DidyczPcnlw556lWe080PIOT\440d_mww838XAG\T<<84MbmvjqYdgg~:<=ePltv?3;7d3DidyczPcnlw556lWe0:0PIOT\440d_mww8=8XAG\T<<84MbmvjqYdgg~:<=ePltv?=;7d3DidyczPcnlw556lWe040PIOT\440d_ymq84699>1Fob{at^aljq778bUsc2>1?34?Heh}g~Tob`{112h[}iu4885=:5BcnwmpZehf};;27;703DidyczPcnlw556lWqey0<:1169Ngjsi|Vidby??0j]{kw:6=7;<7@m`uov\gjhs99:`Sua}<04=52=JkfexRm`nu334nYg{6:;3?8;LalqkrXkfd==>d_ymq84>99>1Fob{at^aljq778bUsc2>9?35?Heh}g~Tob`{112h[}iu484:;6Clotlw[fii|8:;gRv`r=03:41<0>7:O`kphsWjeex<>?k^zlv94568=0Anaznu]`kkr689aTtb|322<22>Kdg|dSnaat023oZ~hz585=;5BcnwmpZehf};;0:40d_ymq8086>2Ghcx`{_bmmp467cVrd~181179Ngjsi|Vidby??0j]{kw:068<0Anaznu]`kkr689aTtb|38?35?Heh}g~Tob`{112h[}iu404:86Clotlw[fii|hsSnw30?37?Heh}g~Tob`{atz\g|:668=0Anaznu]`kkrf}qUhu1?1_sv20>Kdg|dSnaat`w{[f;:7;<7@m`uov\gjhsi|rTot2=>^pw51=JkfexRm`nucv|Ze~4:4:;6Clotlw[fii|hsSnw33?]qp425=:5BcnwmpZehf}k~tRmv<5<\vq723DidyczPcnlwep~Xd|~7<3?m;LalqkrXkfdmxvPltv?4;YNF_U;=85BcnwmpZehf}k~tRv`r=2=50=JkfexRm`nucv|Z~hz5;5=85BcnwmpZehf}k~tRv`r=0=50=JkfexRm`nucv|Z~hz595=85BcnwmpZehf}k~tRv`r=6=50=JkfexRm`nucv|Z~hz5?5=55BcnwmpZehf}k~tRv`r=7=[wr53G:87C??3:L266=I9=90B??<;O007>H5?:1E>4=4N220?K55:2D3;6@JTVMQO4=H<2EIYK?4Pb9S*766;8::?RB;;QCQPd=WAGUIY^GKXc9SMKYE]ZDJAH74PJ]KHPRIE?1[_IAAE09R5>T>3[oxyaz30?c8V`urd}6;225;g2?c8V`urd}6:?3o4Rdqvhq:6<7k0^h}zlu>21;g6?c8V`urd}6:;3o4Rdqvhq:607k0^h}zlu>2=;?>`9Qavsk|5;5=l5]erwop9476h1Yi~{ct=02:d=Umzgx1<=>`9Qavsk|588245]erwop949i2Xnxb{<3<2=>Tb{|f0>0n;Sgpqir;;7;27_k|umv?0;g0;8V`urd}6>2l5]erwop939901Yi~{ct=4==>Tb{|f0:06;Sgpqir;0730^h}zlu>::4=T981XD_KH_DZWVDESWGMHi6]GRDE\ILHX[@PN:6]@USAF2>USI]_X86ZVPD33?PE7'Dg~tRKAOTV2547<]J:$A`{w_DLLQQ769880YN> Mlw{[@HH]];:S=;TA3+HkrpVOECXZ>1^02=>SD8&GfyuQrnz`kkr69VCEZR>>3:W@4*Kj}qU{~bvloov1545<]J:$A`{w_qpl|fii|:;:?6[L0.Onq}Ywzfrhccz;1c9VG5)dgg~7<3l4UB2,gjhs484i7XM?/bmmp949j2_H<"m`nu>0:d=RK9%hcczP0`9VG5)dgg~T=l5ZC1-`kkrX:h1^O=!loov\7c=RK9%{~bvloov?4;`<]J:$|awcnlw848a3\I;#}|`xbmmp949n2_H<"~}oyaljq:468>0YN? Mlw{[@HH]];:S^Y?159VG4)Je|rTICAZT03\WR76<2_H="Cbuy]FJJSS98UX[??6;TA2+HkrpVzycum`nu32[LHQW9;87XM>/Lov|Zvugqidby<>129VG4)Je|rT|awcnlw74743\I:#@czx^rqk}ehf}>:n6[L1.aljq:76k1^OSD9&idbyQg9VG4)wzfrhccz31?d8QF7(x{esob`{<30YN< Mlw{[@HH]];:S^Y<169VG7)Je|rTICAZT03\vvrwg};h7XM=/Lov|ZCIG\^:=R||tqmw5ZUP8890YN< Mlw{[uthpjeex??>3:W@6*Kj}qU{~bvloov0545<]J8$A`{w_qpl|fii|=;i7XM=/bmmp969j2_H>"m`nu>2:g=RK;%hccz32?`8QF4(kfd0>0n;TA1+fii|V:m7XM=/bmmpZ6Xlyem6[L2.aljqY6n2_H>"m`nu]2[avh|h1^O?!loov\6c=RK;%hcczP2^fskqg<]J8$ob`{_2d8QF4(kfdS>Qkpnve?PE5'yxdtnaat=3=b>SD:&zycum`nu>1:c=RK;%{~bvloov?7;703\I8#@czx^GMKPR69Vxxx}a{1b9VG6)Je|rTICAZT03\vvrwg};T_Z>>3:W@7*Kj}qU{~bvloov1545<]J9$A`{w_qpl|fii|=;i7XM2:g=RK:%hccz32?`8QF5(kfd0>0n;TA0+fii|V:m7XM!loov\6c=RK:%hcczP2^fskqg<]J9$ob`{_2d8QF5(kfdS>Qkpnve?PE4'yxdtnaat=3=b>SD;&zycum`nu>0:g=RK=%hccz30?`8QF2(kfd0<0m;TA7+fii|585n6[L4.aljq:46h1^O9!loov\4c=RK=%hcczP0^fskq773\I?#naat^2\`uis9h1^O9!loov\5c=RK=%hcczP1^fskqg<]J>$ob`{_3d8QF2(kfdS?Qkpnv24>SD<&idbyQ=_erlp4g<]J>$ob`{_2d8QF2(kfdS>Qkpnvg?PBN[Y%H@FQfnw37?PBN[Y%H@FQfnw3\MKPX8o1^HD]_/BQ2[LHQW9h0YIG\P.GM858e3\NB_]!JN=3=f>SCAZZ$IC2=>c9V@LUW'LD7?3l4UEKPT*CI4=4i7XJFSQ-FJ939j2_OE^^ EO>5:g=RL@Y[#H@37?`8QAOTX&OE050>c:WGMVV(MGQ3QRm`ngkdqwYHZV8>Sb?k;TFJWU)BFR2VSnaafhevvZIUW;?Tco4UEKPT*CIW=k0YIG\P.GM[0g<]MCX\"KA_7c8QAOTX&OES:o4UEKPT*CIW1;>7XJFSQ-Ngjsi|VOESnw30?36?PBN[Y%Fob{at^GM[f;97;37XJFSQ-Ngjsi|VOESnw31?]qp43<]MCX\"Clotlw[@HXkp692<64UEKPT*Kdg|dSH@Pcx>1:Zts9<1^HD]_/LalqkrXMGUhu1=1199V@LUW'DidyczPEO]`}959W{~:96[KIRR,Ifirf}UNBRmv<5<2<>SCAZZ$Anaznu]FJZe~4=4T~y?:;TFJWU)JkfexRKA_b{?1;7?3\NB_]!BcnwmpZCIWjs793Q}t078QAOTX&Ghcx`{_DL\g|:16820YIG\P.O`kphsWLDTot29>^pw50=RL@Y[#@m`uov\AKYdq5=5=55ZDHQS+Heh}g~TICQly=5=[wr6>2_OE^^ MbmvjqYBFVf~x1>11b9V@LUW'DidyczPEO]oqq:76VCEZR>>6:WGMVV(Eje~byQJN^zlv9699?1^HD]_/LalqkrXMGUsc2>>048QAOTX&Ghcx`{_DL\|jt;:7;=7XJFSQ-Ngjsi|VOESua}<2<22>SCAZZ$Anaznu]FJZ~hz5>5=;5ZDHQS+Heh}g~TICQwos>6:40<]MCX\"Clotlw[@HXpfx7:3?9;TFJWU)JkfexRKA_ymq8286>2_OE^^ MbmvjqYBFVrd~161189V@LUW'DidyczPEO]{kw:?6Vx?95ZDHQS+HkrpVzj`lx}aZ37YZvugqzj`lx}aZ36YZkrpV93SB[[11300>SCAZZ$A`{w_qcoestfS8>VS}|`xqcoestfS8?VS`{w_2:\KPR6989?7XJFSQ-Nip~XxhfjzoT15_\twixhfjzoT14_\ip~X;1UDYY?=1268QAOTX&GfyuQamcuvd]66POTV214533\NB_]!Bmtz\tdjf~{kP=9SPpsm{tdjf~{kP=8SPmtz\7=YH]];==>=4UEKPT*Kj}qU{maoyr`Y20XYwzfr{maoyr`Y21XYj}qU84RAZT5307>SCAZZ$A`{w_qcoestfS8>VS}|`xqcoestfS8?VS`{w_2:\KPR29:90YIG\P.Onq}Ywiek}~lU>4\]svj~wiek}~lU>5\]nq}Y40VE^X;?<3:WGMVV(EdsS}ocawpb_42ZWyxdt}ocawpb_43ZWdsS>6POTV4565<]MCX\"Cbuy]seigqzhQ:8PQrnzseigqzhQ:9PQbuy]0SCAZZ$^h}zlu>0:c=RL@Y[#_k|umv?0;`<]MCX\"\jstnw808a3\NB_]!]erwop909n2_OE^^ Rdqvhq:06o1^HD]_/Sgpqir;07i0YIG\P.]m4441l2_OE^^ _o22637b3\NB_]!loodjcpt682_OE^^ p`nbrwg;87;:7XJFSQ-seigqzh6:<3?>;TFJWU)wiek}~l2>1?32?PBN[Y%{maoyr`>26;763\NB_]!amcuvd:6;7;:7XJFSQ-seigqzh6:83?>;TFJWU)wiek}~l2>5?33?PBN[Y%{maoyr`>2:46<]MCX\"~nl`tqe949991^HD]_/qcoestf4:4:<6[KIRR,tdjf~{k783??;TFJWU)wiek}~l2:>028QAOTX&zj`lx}a=4=55=RL@Y[#}ocawpb828682_OE^^ p`nbrwg;07;;7XJFSQ-seigqzh622>>4UEKPT*vfdh|ymV?;]^rqk}vfdh|ymV?:]^ov|Z5?WF__0<<1319V@LUW'ykgm{|n[06^[uthpykgm{|n[07^[hsW:2TCXZ312<04>SCAZZ$|lbnvscX51[Xx{es|lbnvscX50[Xe|rT?5Q@UU>20;573\NB_]!amcuvd]6QRczx^1;[JSS4849j6[KIRR,tdjf~{kP=9SPpsm{tdjf~{kP=8SPmtz\7=YH]]692?h4UEKPT*vfdh|ymV?;]^rqk}vfdh|ymV?:]^ov|Z5?WF__0>0=f:WGMVV(xhfjzoT15_\twixhfjzoT14_\ip~X;1UDYY2;>3d8QAOTX&zj`lx}aZ37YZvugqzj`lx}aZ36YZkrpV93SB[[<4<1b>SCAZZ$|lbnvscX51[Xx{es|lbnvscX50[Xe|rT?5Q@UU>5:7`<]MCX\"~nl`tqe^73UVzycu~nl`tqe^72UVg~tR=7_NWW8285n2_OE^^ p`nbrwg\9=WT|awp`nbrwg\9QRczx^1;[JSS404m7XJFSQ-seigqzhU;=55ZDHQS+ugkixjS=Qhltg\w`ra3\NB_]!amcuvdY6991^HD]_/qcoestfW8::56[KIRR,tdjf~{kT==Qhltg\w`r682_OE^^ p`nbrwgX98;27XJFSQ-seigqzhU:=Ricud]paq773\NB_]!amcuvdY6:8:0YIG\P.rbhdpuiV;8==5ZDHQS+ugkixjS<:>0:WGMVV(xhfjzoP14d8QAOTX&zj`lx}a^0e?PBN[Y%{maoyr`]0b>SCAZZ$|lbnvsc\0c=RL@Y[#}ocawpb[0`<]MCX\"~nl`tqeZ0a3\NB_]!amcuvdY0n2_OE^^ p`nbrwgX0o1^HD]_/qcoestfW0i0Y^K]_WKPMGJB;2\HO45YIDU\P\VB9m1SEAGAX,ZGF%6)9)Y_YO.?.0"BWFON=2RD^NW9;YQWHLD6n2RXXROKV@L@AAYJIJXDSLMLU^Ob`aYAN8l0T^ZPAETBJFCCWDKH^BQNCBW\IvseWOL<7U][_FLG3>^T\V\HO;5Wdc]J`464\]svj~wiek}~lU>5\]nq}Y40VE^X;?;1:]\[]JIEVUT9RQPUEKPT*Kj}qU{maoyr`Y20XYwzfr{maoyr`Y21XYj}qU84RAZT531f>YXWQFEARQP6^]\QAOTX&OEW5SPcnlembsuWFXT>8Q`1c9bjaehf}pn~bm4aof`kkr}m{e:o6oadbmmpcug;i0mcjloovyawi4k2kehnaat{gqk1773hdoob`{zdpl0ZUP8;:0mcjloovyawiXnogboaT19_\EKBX99Ud><5nnealjq|bzfUmj`glrnY28:`Oaau;87;>7oBjdrY0YZoi~V>TCXZ30?3`?gJblzQ8QRgav^6\KPR;87;TECXP069aH`btW9h0ob`{112h858d3jeex<>?k=33:f=dgg~:<=e310<`?fii|8:;g1?=>b9`kkr689a7=>0l;bmmp467c5;?2n5loov245m;9<4h7naat023o9716j1hccz>01i?528d3jeex<>?k=3;:f=dgg~:<=e3181:g=dgg~:<=e33?`8gjhs99:`090m;bmmp467c5?5n6m`nu334n:16k1hccz>01i?3;dd<9>SPGOF\1ZiXmxj`R9Po=00:75d[31^[BHCWUd0?=12318gjhs99:`W?=R_FLG[0YhWl{~maQ8_n>17;55;2idby??0jY17XY@FMU>SbQjqtco[2Yh4;958l5loov245mX88;0ob`{112h[5Yu{}zdxl5loov245mX9k1hccz>01i\55753jeex<>?k^33[wusxf~i7naat023oZ769;1hccz>01i\54Yu{}zdxo5loov245mX9;;97naat023oZ75W{y|bzm;bmmp467cV;8=?5loov245mX9:Uyy~`tc9`kkr689aT=9?=;bmmp467cV;?S}{pnva?fii|8:;gR?:139`kkr689aT=8Q}surlpg=dgg~:<=eP1731?fii|8:;gR?9_sqwtjre3jeex<>?k^3457=dgg~:<=eP16]qwqvh|k1hccz>01i\5=753jeex<>?k^3;[wusxf~i7naat023oZ7>9;1hccz>01i\5o5loov245mX:9;97naat023oZ47W{y|bzm;bmmp467cV8:=?5loov245mX:8Uyy~`tc9`kkr689aT>??=;bmmp467cV89S}{pnva?fii|8:;gR<<139`kkr689aT>>Q}surlp47d_3]qwqvh|h1hccz>01i\747d_2]qwqvh|h1hccz>01i\047d_5]qwqvh|h1hccz>01i\147d_4]qwqvh|h1hccz>01i\247d_7]qwqvh|h1hccz>01i\347d_6]qwqvh|h1hccz>01i\ehf}k~t1?1a:aljqgrp585m6m`nucv|959i2idbyozx=6=e>ehf}k~t1;19:aljqgrpV:27naat`w{[4?3jeexl{w_4g8gjhsi|rT9RLZFF36?fii|dch~bU>9\]JJSY6Wf;h7naatlk`vj]61TUBB[Q>_n3\MKPX8:1oh`94dhqshde3olfen|`<0:=f>`ae`iyc1?6>`9ebhodzfU:4l5iflk`vjY61>1ey`>31?;8p`~sgbo`45{ofeoaicc981so;}cx04.6(eto:8?qMN8748DE~51>0M6?4>{R6:>77c28:j6<=;8`a3>73f?jqe>3:P02<59m0:35:bg5<5=h=n7i<67;295?7|[=31>8o8c:tW565=83;1=7?<3zQ7=?46l3;;m7?<49c`4?42i>i0(??=:918 46e2;327o<67;2950<6;80:?>uG2028 4522;3<7W`<6j3l1q)?<2;c8 4562;;n7d65f2c83>!77l38n7c??c;18?l37290/==j54g9m55e=821b8h4?:%33`?2a3g;;o7?4;h6g>5<#99n18k5a11a96>=n5$02g>2d0b82?>i013:1(<>k:6`8j46d2;10c:650;&24a<0j2d:5=<#?<1<7*>0e85<>h68j0976%95;29 46c2?20b<>l:298/32=83.:5$02g>3>0b85?>-193:1(<>k:7:8j46d2>10n??6:182>5<7s-;897<>1:J150=O:8:0c<>6:188yg4603:1=7>50z&270<182B9=85G2028k0`=831vn?77:180>5<7s-;897;8;I021>N5991b?=4?::k7e?6=3f;:<7>5;|`174<72:0;6=u+127912=O:8?0D???;h13>5<5:J155=n;90;66g;a;29?j7683:17pl=9483>6<729q/=>;5569K643<@;;;7d=?:188m1g=831d=<>50;9~f7>029086=4?{%301?303A8:96F=119j75<722c?m7>5;n324?6=3th9454?:283>5}#9:?19:5G2078L7773`9;6=44i5c94?=h98:1<75rb3::>5<4290;w)?<5;74?M46=2B9==5f3183>>o3i3:17b?>0;29?xd50h0;6>4?:1y'563==>1C><;4H333?l572900e9o50;9l546=831vn?6m:180>5<7s-;897;8;I021>N5991b?=4?::k7e?6=3f;:<7>5;|`15<o4:3:17d:m:188m4572900c<>8:188ygb629086=4?{%301?46<2B9=85G2028m64=831b4<4?::m242<722wi5:4?:583>5}#9:?14l5G2078L7773`996=44i5`94?=n9::1<75`11594?=zjmi1<7=50;2x 4522;;?7E<>5:J155=n;;0;66g71;29?j77?3:17pl6b;290?6=8r.:?847a:J150=O:8:0e><50;9j0g<722c:?=4?::m242<722wii<4?:283>5}#9:?1><:4H336?M4682c8>7>5;h:2>5<5<3290;w)?<5;:b?M46=2B9==5f3383>>o3j3:17d?<0;29?j77?3:17plj2;297?6=8r.:?84=159K643<@;;;7d==:188m=7=831d==950;9~f1<7>t$016>=g<@;;>7E<>0:k06?6=3`>i6=44i013>5<5<4290;w)?<5;020>N59<1C><>4i2094?=n080;66a>0683>>{e1l0;694?:1y'563=0h1C><;4H333?l552900e9l50;9j566=831d==950;9~f`2=8391<7>t$016>7733A8:96F=119j77<722c3=7>5;n333?6=3th2j7>54;294~"6;<03m6F=149K646>o6;90;66a>0683>>{em<0;6>4?:1y'563=:8>0D??:;I024>o4:3:17d6>:188k4602900qoo?:187>5<7s-;8976n;I021>N5991b??4?::k7f?6=3`;8<7>5;n333?6=3thn:7>53;294~"6;<09=95G2078L7773`996=44i9394?=h99=1<75rb`394?2=83:p(<=::9c8L7723A8:<6g<2;29?l2e2900e<=?:188k4602900qok8:180>5<7s-;897<>4:J150=O:8:0e><50;9j<4<722e:<:4?::ae7<72=0;6=u+12795<>o?93:17b??7;29?xd?l3:187>50z&2707E<>0:k06?6=3`2:6=44o024>5<5:J155=n;;0;66g;b;29?l7483:17b??7;29?xdc;3:1?7>50z&270<59=1C><;4H333?l552900e5?50;9l551=831vn5h50;694?6|,89>65o4H336?M4682c8>7>5;h6a>5<5<>i68>0;66sm9183>1<729q/=>;58`9K643<@;;;7d==:188m1d=831b=>>50;9l551=831vni;50;194?6|,89>6??;;I021>N5991b??4?::k;5?6=3f;;;7>5;|`:5?6=<3:1348;e>N59<1C><>4i2094?=n3183>>i68>0;66smd783>6<729q/=>;52068L7723A8:<6g<2;29?l>62900c<>8:188yg?5290?6=4?{%301?>f3A8:96F=119j77<722c?n7>5;h304?6=3f;;;7>5;|`g3?6=;3:1348151=O:8?0D???;h11>5<o4:3:17d:m:188m4572900c<>8:188ygb?29086=4?{%301?46<2B9=85G2028m64=831b4<4?::m242<722wi594?:583>5}#9:?14l5G2078L7773`996=44i5`94?=n9::1<75`11594?=zjm31<7=50;2x 4522;;?7E<>5:J155=n;;0;66g71;29?j77?3:17pl65;290?6=8r.:?847a:J150=O:8:0e><50;9j0g<722c:?=4?::m242<722wihl4?:283>5}#9:?1><:4H336?M4682c8>7>5;h:2>5<5<3290;w)?<5;:b?M46=2B9==5f3383>>o3j3:17d?<0;29?j77?3:17plkb;297?6=8r.:?84=159K643<@;;;7d==:188m=7=831d==950;9~f<>=83>1<7>t$016>=g<@;;>7E<>0:k06?6=3`>i6=44i013>5<5<4290;w)?<5;020>N59<1C><>4i2094?=n080;66a>0683>>{e100;694?:1y'563=0h1C><;4H333?l552900e9l50;9j566=831d==950;9~fac=8391<7>t$016>7733A8:96F=119j77<722c3=7>5;n333?6=3th2m7>54;294~"6;<03m6F=149K646>o6;90;66a>0683>>{elo0;6>4?:1y'563=:8>0D??:;I024>o4:3:17d6>:188k4602900qok?:180>5<7s-;897<>4:J150=O:8:0e><50;9j<4<722e:<:4?::aa<<72=0;6=u+12795<>o?93:17b??7;29?xdbi3:187>50z&2707E<>0:k06?6=3`2:6=44o024>5<5:J155=n;;0;66g;b;29?l7483:17b??7;29?xda>3:1?7>50z&270<59=1C><;4H333?l552900e5?50;9l551=831vnhk50;694?6|,89>65o4H336?M4682c8>7>5;h6a>5<5<>i68>0;66smf183>1<729q/=>;58`9K643<@;;;7d==:188m1d=831b=>>50;9l551=831vnk650;194?6|,89>6??;;I021>N5991b??4?::k;5?6=3f;;;7>5;|`e=?6=;3:1348151=O:8?0D???;h11>5<5:J155=n;90;66g<1;29?l212900e9o50;9l546=831vn<7?:186>5<7s-;897;7;I021>N5991b?=4?::k05?6=3`>=6=44i5c94?=h98:1<75rb0:f>5<2290;w)?<5;7;?M46=2B9==5f3183>>o493:17d:9:188m1g=831d=<>50;9~f4>e290>6=4?{%301?3?3A8:96F=119j75<722c8=7>5;h65>5<5:J155=n;90;66g<1;29?l212900e9o50;9l546=831vn<6>:186>5<7s-;897;7;I021>N5991b?=4?::k05?6=3`>=6=44i5c94?=h98:1<75rb05e>5<2290;w)?<5;7;?M46=2B9==5f3183>>o493:17d:9:188m1g=831d=<>50;9~f41c290>6=4?{%301?3?3A8:96F=119j75<722c8=7>5;h65>5<5:J155=n;90;66g<1;29?l212900e9o50;9l546=831vn<8j:186>5<7s-;897;7;I021>N5991b?=4?::k05?6=3`>=6=44i5c94?=h98:1<75rb04`>5<2290;w)?<5;7;?M46=2B9==5f3183>>o493:17d:9:188m1g=831d=<>50;9~f40f290>6=4?{%301?3?3A8:96F=119j75<722c8=7>5;h65>5<5:J155=n;90;66g<1;29?l212900e9o50;9l546=831vn<;8:186>5<7s-;897;7;I021>N5991b?=4?::k05?6=3`>=6=44i5c94?=h98:1<75rb075>5<2290;w)?<5;7;?M46=2B9==5f3183>>o493:17d:9:188m1g=831d=<>50;9~f432290>6=4?{%301?3?3A8:96F=119j75<722c8=7>5;h65>5<>6=4::183!74=3?37E<>5:J155=n;90;66g<1;29?l212900e9o50;9l546=831vn<:;:186>5<7s-;897;7;I021>N5991b?=4?::k05?6=3`>=6=44i5c94?=h98:1<75rb060>5<2290;w)?<5;7;?M46=2B9==5f3183>>o493:17d:9:188m1g=831d=<>50;9~f425290>6=4?{%301?3?3A8:96F=119j75<722c8=7>5;h65>5<6=4<:183!74=38:86F=149K646>i68>0;66sm1b694?5=83:p(<=::337?M46=2B9==5f3383>>o?93:17b??7;29?xd6j00;694?:1y'563=0h1C><;4H333?l552900e9l50;9j566=831d==950;9~f4e429086=4?{%301?46<2B9=85G2028m64=831b4<4?::m242<722wi=o950;694?6|,89>65o4H336?M4682c8>7>5;h6a>5<5<7>53;294~"6;<09=95G2078L7773`996=44i9394?=h99=1<75rb0`6>5<3290;w)?<5;:b?M46=2B9==5f3383>>o3j3:17d?<0;29?j77?3:17pl>c083>6<729q/=>;52068L7723A8:<6g<2;29?l>62900c<>8:188yg7e;3:187>50z&270t$016>7733A8:96F=119j77<722c3=7>5;n333?6=3th:n<4?:583>5}#9:?14l5G2078L7773`996=44i5`94?=n9::1<75`11594?=zj8hm6=4<:183!74=38:86F=149K646>i68>0;66sm1`d94?2=83:p(<=::9c8L7723A8:<6g<2;29?l2e2900e<=?:188k4602900qo?me;297?6=8r.:?84=159K643<@;;;7d==:188m=7=831d==950;9~f4gc290?6=4?{%301?>f3A8:96F=119j77<722c?n7>5;h304?6=3f;;;7>5;|`2fa<72:0;6=u+1279642<@;;>7E<>0:k06?6=3`2:6=44o024>5<54;294~"6;<03m6F=149K646>o6;90;66a>0683>>{e9hh1<7=50;2x 4522<=0D??:;I024>"0>3:0e>>50;9j0d<722e:==4?::a5dg=8391<7>t$016>01<@;;>7E<>0:&42?6>i6990;66sm1`;94?5=83:p(<=::458L7723A8:<6*86;28m66=831b8l4?::m255<722wi=l650;194?6|,89>6894H336?M4682.<:7>4i2294?=n1183>>{e9h=1<7=50;2x 4522<=0D??:;I024>"0>3:0e>>50;9j0d<722e:==4?::a5d0=8391<7>t$016>01<@;;>7E<>0:&42?6>i6990;66sm1`794?5=83:p(<=::458L7723A8:<6*86;28m66=831b8l4?::m255<722wi=l:50;194?6|,89>6894H336?M4682.<:7>4i2294?=n1183>>{e9h91<7=50;2x 4522<=0D??:;I024>"0>3:0e>>50;9j0d<722e:==4?::a651=83>1<7>t$016>0g<@;;>7E<>0:&42?6>o6980;66a>1183>>{e:9<1<7:50;2x 4522"0>3:0e>>50;9j0d<722c:=<4?::m255<722wi>=;50;694?6|,89>68o4H336?M4682.<:7>4i2294?=n1083>>i6990;66sm21694?2=83:p(<=::4c8L7723A8:<6*86;28m66=831b8l4?::k254<722e:==4?::a65`=83>1<7>t$016>0g<@;;>7E<>0:&42?6>o6980;66a>1183>>{e:9o1<7:50;2x 4522"0>3:0e>>50;9j0d<722c:=<4?::m255<722wi>=j50;694?6|,89>68o4H336?M4682.<:7>4i2294?=n1083>>i6990;66sm21a94?2=83:p(<=::4c8L7723A8:<6*86;28m66=831b8l4?::k254<722e:==4?::a65d=83>1<7>t$016>0g<@;;>7E<>0:&42?6>o6980;66a>1183>>{e:9k1<7:50;2x 4522"0>3:0e>>50;9j0d<722c:=<4?::m255<722wi>=750;694?6|,89>68o4H336?M4682.<:7>4i2294?=n1083>>i6990;66sm21:94?2=83:p(<=::4c8L7723A8:<6*86;28m66=831b8l4?::k254<722e:==4?::a5c`=83>1<7>t$016>0g<@;;>7E<>0:&42?6>o6980;66a>1183>>{e9ml1<7=50;2x 4522"0>3:0e>>50;9j0d<722e:==4?::a5a4=83=1<7>t$016>=?<@;;>7E<>0:&42?433`5<7s-;89766;I021>N5991/;;4=4:k5b?6=3`=;6=44i6394?=n?;0;66g83;29?l132900c<>8:188yg7d?3:1;7>50z&27012B9=85G2028 20=:=1b:k4?::k44?6=3`=:6=44i6094?=n?:0;66g84;29?j77?3:17pl>c983>3<729q/=>;5899K643<@;;;7)99:308m3`=831b;=4?::k45?6=3`=96=44i6194?=h99=1<75rb0a:>5<1290;w)?<5;:;?M46=2B9==5+77816>o1n3:17d9?:188m27=831b;?4?::k47?6=3f;;;7>5;|`2gd<72?0;6=u+1279<==O:8?0D???;%55>74>o093:17d9=:188m25=831d==950;9~f4ee290=6=4?{%301?>?3A8:96F=119'33<5:2c=j7>5;h53>5<;1<75f7383>>o0;3:17b??7;29?xd6kj0;6:4?:1y'563=001C><;4H333?!112;?0e;h50;9j35<722c<=7>5;h51>5<91<75f7583>>i68>0;66sm1bf94?3=83:p(<=::958L7723A8:<6*86;05?l0a2900e:>50;9j34<722c<>7>5;n333?6=3th:oh4?:283>5}#9:?1485G2078L7773-==67433`5<4290;w)?<5;:6?M46=2B9==5+7782e>"68l09>95f6g83>>o083:17b??7;29?xd6l90;6>4?:1y'563=0<1C><;4H333?!1128k0(<>j:300?l0a2900e:>50;9l551=831vn:180>5<7s-;8976:;I021>N5991/;;4>a:&24`<5::1b:k4?::k44?6=3f;;;7>5;|`2``<72?0;6=u+1279<==O:8?0D???;%55>7=n>o0;66g80;29?l162900e:<50;9j36<722e:<:4?::a5d4=8391<7>t$016>=3<@;;>7E<>0:&42?363-;;i7<=5:k5b?6=3`=;6=44o024>5<57;294~"6;<0356F=149K646<,><1=6g9f;29?l172900e:?50;9j37<722c7>5;h57>5<348;=>N59<1C><>4$6495>o1n3:17d9?:188m27=831b;?4?::k47?6=3`=?6=44o024>5<57;294~"6;<0356F=149K646<,><1=6g9f;29?l172900e:?50;9j37<722c7>5;h57>5<348;=>N59<1C><>4$6495>o1n3:17d9?:188m27=831b;?4?::k47?6=3`=?6=44o024>5<57;294~"6;<0356F=149K646<,><1=6g9f;29?l172900e:?50;9j37<722c7>5;h57>5<348;=>N59<1C><>4$6495>o1n3:17d9?:188m27=831b;?4?::k47?6=3`=?6=44o024>5<57;294~"6;<0356F=149K646<,><1=6g9f;29?l172900e:?50;9j37<722c7>5;h57>5<3:1348;<>N59<1C><>4$6492>o1n3:17d9?:188m27=831b;?4?::k47?6=3f;;;7>5;|`5`?6=:3:134841>N59<1C><>4i7g94?=h99=1<75rb7a94?4=83:p(<=::02;?M46=2B9==5f6d83>>i68>0;66sm6c83>7<729q/=>;511:8L7723A8:<6g9e;29?j77?3:17pl9a;296?6=8r.:?84>099K643<@;;;7d8j:188k4602900qo6?:181>5<7s-;897??8:J150=O:8:0e;k50;9l551=831vn:h50;094?6|,89>6<>7;I021>N5991b:h4?::m242<722wi;h4?:383>5}#9:?1==64H336?M4682c=i7>5;n333?6=3th52;294~"6;<0:<55G2078L7773`5<7>53;294~"6;<0>n6F=149K646<,><1<6g<0;29?l2f2900c?:188yg4783:1?7>50z&270<2j2B9=85G2028 20=82c8<7>5;h6b>5<3486f>N59<1C><>4$6494>o483:17d:n:188k4772900qo6l:181>5<7s-;8976;;I021>N5991/;;4n;h4e>5<5<5290;w)?<5;:7?M46=2B9==5+778b?l0a2900c<>8:188ygcc29096=4?{%301?>33A8:96F=119'335<5:J155=#??0j7d8i:188k4602900qoh>:181>5<7s-;8976;;I021>N5991/;;4n;h4e>5<348;0>N59<1C><>4$649e>o1n3:17b??7;29?xd6j10;6?4?:1y'563=0=1C><;4H333?!112h1b:k4?::m242<722wi=o850;094?6|,89>65:4H336?M4682.<:7o4i7d94?=h99=1<75rb0`7>5<5290;w)?<5;:7?M46=2B9==5+778b?l0a2900c<>8:188yg7e:3:1>7>50z&270<2B9=85G2028 20=i2c=j7>5;n333?6=3th:n=4?:383>5}#9:?1495G2078L7773-==6l5f6g83>>i68>0;66sm1`g94?4=83:p(<=::968L7723A8:<6*86;c8m3`=831d==950;9~fcg=8381<7>t$016>=2<@;;>7E<>0:&42?g5:J155=#??0j7d8i:188k4602900qo?<6;292?6=8r.:?8478:J150=O:8:0(:857:k5b?6=3`=;6=44i6394?=n?;0;66g83;29?j77?3:17pl>5e83>0<729q/=>;5869K643<@;;;7)99:4;8m3`=831b;=4?::k45?6=3`=96=44o024>5<55;294~"6;<03;6F=149K646<,><19n5f6g83>>o083:17d9>:188m24=831d==950;9~f42e290=6=4?{%301?>?3A8:96F=119'33<2l2c=j7>5;h53>5<;1<75f7383>>o0;3:17b??7;29?xd6<;4H333?!1128?0(<>j:302?l0a2900e:>50;9j34<722e:<:4?::a532=83>1<7>t$016>=0<@;;>7E<>0:&42?723`0683>>{e9=o1<7850;2x 4522120D??:;I024>"0>3;:7)??e;015>o1n3:17d9?:188m27=831b;?4?::k47?6=3f;;;7>5;|`16g<72:0;6=u+1279<0=O:8?0D???;%55>1g>i68>0;66sm23f94?1=83:p(<=::9;8L7723A8:<6*86;;8m3`=831b;=4?::k45?6=3`=96=44i6194?=n?=0;66a>0683>>{e91i1<7950;2x 4522130D??:;I024>"0>3;m7d8i:188m26=831b;<4?::k46?6=3`=86=44i6694?=h99=1<75rb055>5<3290;w)?<5;:5?M46=2B9==5+7782=>o1n3:17d9?:188m27=831d==950;9~f4?6290<6=4?{%301?>>3A8:96F=119'33<582c=j7>5;h53>5<;1<75f7383>>o0;3:17d9;:188k4602900qo?8e;293?6=8r.:?8479:J150=O:8:0(:851e9j2c<722c<<7>5;h52>5<81<75f7283>>o0<3:17b??7;29?xd6>o0;6:4?:1y'563=001C><;4H333?!112;90e;h50;9j35<722c<=7>5;h51>5<91<75f7583>>i68>0;66sm15a94?3=83:p(<=::958L7723A8:<6*86;7:?l0a2900e:>50;9j34<722c<>7>5;n333?6=3th::>4?:683>5}#9:?1445G2078L7773-==6<>4i7d94?=n?90;66g81;29?l152900e:=50;9j31<722e:<:4?::a533=83=1<7>t$016>=?<@;;>7E<>0:&42?7?3`5<7s-;89767;I021>N5991/;;4:e:k5b?6=3`=;6=44i6394?=n?;0;66g83;29?j77?3:17pl>7683>2<729q/=>;5889K643<@;;;7)99:b9j2c<722c<<7>5;h52>5<81<75f7283>>o0<3:17b??7;29?xd6=o0;6>4?:1y'563=0<1C><;4H333?!1128k0e;h50;9j35<722e:<:4?::a536=83=1<7>t$016>=?<@;;>7E<>0:&42?3>o093:17d9=:188m25=831b;94?::m242<722wi=:650;594?6|,89>6574H336?M4682.<:7?8;h4e>5<:1<75f7083>>o0:3:17d9<:188m22=831d==950;9~f405290?6=4?{%301?>13A8:96F=119'33<2=2.: