From 688e599a7ce029b2ea01ac0a329cca9104c78265 Mon Sep 17 00:00:00 2001
From: sebastien masson <smasson@macintosh-62.lan>
Date: Mon, 21 Feb 2022 20:35:34 +0100
Subject: [PATCH] update LBC chapter
---
doc/latex/NEMO/figures/LBC_3x3.png | Bin 0 -> 25402 bytes
doc/latex/NEMO/figures/LBC_Iperio.png | Bin 0 -> 35923 bytes
doc/latex/NEMO/figures/LBC_jperio.eps | 3154 -
doc/latex/NEMO/figures/LBC_jperio.pdf | Bin 513131 -> 0 bytes
doc/latex/NEMO/figures/LBC_mpp.eps | 12446 ----
doc/latex/NEMO/figures/LBC_mpp.pdf | 336 -
doc/latex/NEMO/figures/LBC_mpp.png | Bin 0 -> 34178 bytes
doc/latex/NEMO/figures/LBC_mppini2.eps | 69803 -------------------
doc/latex/NEMO/figures/LBC_mppini2.pdf | 586 -
doc/latex/NEMO/figures/LBC_mppini2.png | Bin 0 -> 180375 bytes
doc/latex/NEMO/figures/NFF-F.png | Bin 0 -> 52873 bytes
doc/latex/NEMO/figures/NFF-T.png | Bin 0 -> 256230 bytes
doc/latex/NEMO/figures/NFF-U.png | Bin 0 -> 67041 bytes
doc/latex/NEMO/figures/NFF-V.png | Bin 0 -> 71073 bytes
doc/latex/NEMO/figures/NFT-F.png | Bin 0 -> 52348 bytes
doc/latex/NEMO/figures/NFT-T.png | Bin 0 -> 311479 bytes
doc/latex/NEMO/figures/NFT-U.png | Bin 0 -> 71302 bytes
doc/latex/NEMO/figures/NFT-V.png | Bin 0 -> 75980 bytes
doc/latex/NEMO/figures/unused/LBC_ini2.eps | 69803 -------------------
doc/latex/NEMO/figures/unused/LBC_ini2.pdf | 586 -
doc/latex/NEMO/figures/unused/LBC_zoom.eps | 2311 -
doc/latex/NEMO/figures/unused/LBC_zoom.pdf | Bin 528390 -> 0 bytes
doc/latex/NEMO/main/appendices.tex | 3 +-
doc/latex/NEMO/main/bibliography.bib | 11 +
doc/latex/NEMO/subfiles/apdx_northfold.tex | 122 +
doc/latex/NEMO/subfiles/chap_DOM.tex | 61 +-
doc/latex/NEMO/subfiles/chap_LBC.tex | 192 +-
doc/latex/NEMO/subfiles/chap_cfgs.tex | 8 +-
28 files changed, 239 insertions(+), 159183 deletions(-)
create mode 100644 doc/latex/NEMO/figures/LBC_3x3.png
create mode 100644 doc/latex/NEMO/figures/LBC_Iperio.png
delete mode 100644 doc/latex/NEMO/figures/LBC_jperio.eps
delete mode 100644 doc/latex/NEMO/figures/LBC_jperio.pdf
delete mode 100644 doc/latex/NEMO/figures/LBC_mpp.eps
delete mode 100644 doc/latex/NEMO/figures/LBC_mpp.pdf
create mode 100644 doc/latex/NEMO/figures/LBC_mpp.png
delete mode 100644 doc/latex/NEMO/figures/LBC_mppini2.eps
delete mode 100644 doc/latex/NEMO/figures/LBC_mppini2.pdf
create mode 100644 doc/latex/NEMO/figures/LBC_mppini2.png
create mode 100644 doc/latex/NEMO/figures/NFF-F.png
create mode 100644 doc/latex/NEMO/figures/NFF-T.png
create mode 100644 doc/latex/NEMO/figures/NFF-U.png
create mode 100644 doc/latex/NEMO/figures/NFF-V.png
create mode 100644 doc/latex/NEMO/figures/NFT-F.png
create mode 100644 doc/latex/NEMO/figures/NFT-T.png
create mode 100644 doc/latex/NEMO/figures/NFT-U.png
create mode 100644 doc/latex/NEMO/figures/NFT-V.png
delete mode 100644 doc/latex/NEMO/figures/unused/LBC_ini2.eps
delete mode 100644 doc/latex/NEMO/figures/unused/LBC_ini2.pdf
delete mode 100644 doc/latex/NEMO/figures/unused/LBC_zoom.eps
delete mode 100644 doc/latex/NEMO/figures/unused/LBC_zoom.pdf
create mode 100644 doc/latex/NEMO/subfiles/apdx_northfold.tex
diff --git a/doc/latex/NEMO/figures/LBC_3x3.png b/doc/latex/NEMO/figures/LBC_3x3.png
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-188 G
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-255 G
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-188 G
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-K
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-255 G
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-K
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-255 G
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-K
-1595 2024 195 3 rf
-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-188 G
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-255 G
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-255 G
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-188 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-K
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-K
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-255 G
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-255 G
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-K
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-K
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-K
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-K
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-255 G
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-K
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-K
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-K
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-188 G
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-K
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-188 G
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-K
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-255 G
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-255 G
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-188 G
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-255 G
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-K
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-K
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-255 G
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-K
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-K
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-K
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-K
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-255 G
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-K
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-255 G
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-255 G
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-188 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-188 G
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-255 G
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-255 G
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-188 G
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-255 G
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-K
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-K
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-255 G
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-K
-1804 1920 198 3 rf
-255 G
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-1743 1610 47 4 rf
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-K
-1804 1610 198 4 rf
-255 G
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-K
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-255 G
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-K
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-K
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-255 G
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-K
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-K
-965 1607 33 3 rf
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-K
-1743 1607 47 3 rf
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-K
-1804 1607 198 3 rf
-255 G
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-K
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-255 G
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-K
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-K
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-K
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-255 G
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-K
-965 1603 33 4 rf
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-K
-1743 1603 47 4 rf
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-1790 1603 14 4 rf
-K
-1804 1603 198 4 rf
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-K
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-965 1596 33 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-965 1592 26 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-965 1589 26 3 rf
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-K
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-K
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-119 1578 1890 4 rf
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-K
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-K
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-K
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-K
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-K
-965 1571 22 4 rf
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-K
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-K
-1804 1571 198 4 rf
-255 G
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-K
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-255 G
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-K
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
-1581 1567 14 4 rf
-188 G
-1595 1567 162 4 rf
-K
-1757 1567 33 4 rf
-255 G
-1790 1567 14 4 rf
-K
-1804 1567 198 4 rf
-255 G
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-119 1564 8 3 rf
-K
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-255 G
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-K
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-K
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-255 G
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-K
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-K
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-255 G
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-K
-1761 1564 29 3 rf
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-K
-1804 1564 198 3 rf
-255 G
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-K
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-K
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-K
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-255 G
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-K
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-255 G
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-K
-965 1560 18 4 rf
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-K
-1765 1560 25 4 rf
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-K
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-255 G
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-K
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-255 G
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-K
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-K
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-K
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-K
-965 1557 15 3 rf
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-K
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-K
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-255 G
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-K
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-255 G
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-K
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-K
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-K
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-255 G
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-K
-965 1553 11 4 rf
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-255 G
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-1595 1553 170 4 rf
-K
-1765 1553 25 4 rf
-255 G
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-K
-1804 1553 198 4 rf
-255 G
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-K
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-255 G
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-K
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-K
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-255 G
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-K
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-K
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-K
-1768 1549 22 4 rf
-255 G
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-K
-1804 1549 198 4 rf
-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
-742 1546 15 3 rf
-K
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-255 G
-951 1546 14 3 rf
-K
-965 1546 4 3 rf
-188 G
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-255 G
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-255 G
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-K
-1772 1546 18 3 rf
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-K
-1804 1546 198 3 rf
-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
-965 1542 4 4 rf
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-255 G
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-255 G
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-1595 1542 177 4 rf
-K
-1772 1542 18 4 rf
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-K
-1804 1542 198 4 rf
-255 G
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-K
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-255 G
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-K
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-K
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-255 G
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-K
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-K
-965 1539 4 3 rf
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-255 G
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-K
-1775 1539 15 3 rf
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-K
-1804 1539 198 3 rf
-255 G
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-K
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-255 G
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-K
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-K
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-K
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-K
-965 1535 4 4 rf
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-K
-1779 1535 11 4 rf
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-K
-1804 1535 198 4 rf
-255 G
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-K
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-K
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-K
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-255 G
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-K
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-K
-1779 1531 11 4 rf
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-K
-1804 1531 198 4 rf
-255 G
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-K
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-255 G
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-K
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-K
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-255 G
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-K
-757 1528 194 3 rf
-255 G
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-K
-1783 1528 7 3 rf
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-K
-1804 1528 198 3 rf
-255 G
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-119 1524 8 4 rf
-K
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-255 G
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-K
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-K
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-255 G
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-K
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-K
-1783 1524 7 4 rf
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-K
-1804 1524 198 4 rf
-255 G
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-K
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-255 G
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-K
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-K
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-K
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-255 G
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-K
-1783 1521 7 3 rf
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-K
-1804 1521 198 3 rf
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-K
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-255 G
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-K
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-K
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-255 G
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-K
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-K
-1783 1517 7 4 rf
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-K
-1804 1517 198 4 rf
-255 G
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-K
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-255 G
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-K
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-K
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-K
-757 1513 154 4 rf
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-965 1513 198 4 rf
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-K
-1783 1513 7 4 rf
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-K
-1804 1513 198 4 rf
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-K
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-K
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-K
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-K
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-K
-1783 1510 7 3 rf
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-K
-1804 1510 198 3 rf
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-K
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-255 G
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-K
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-K
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-255 G
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-K
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-965 1506 198 4 rf
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-K
-1783 1506 7 4 rf
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-K
-1804 1506 198 4 rf
-255 G
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-119 1503 8 3 rf
-K
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-255 G
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-K
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-255 G
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-K
-548 1503 194 3 rf
-255 G
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-K
-757 1503 126 3 rf
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-255 G
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-965 1503 198 3 rf
-255 G
-1163 1503 15 3 rf
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-1178 1503 194 3 rf
-255 G
-1372 1503 15 3 rf
-188 G
-1387 1503 194 3 rf
-255 G
-1581 1503 14 3 rf
-188 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-3874 3100 4 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-3874 3093 4 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
-2618 3090 79 3 rf
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-K
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-K
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-K
-3874 3090 4 3 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2855 3086 166 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2618 3082 83 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2618 3079 83 3 rf
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-K
-2852 3079 169 3 rf
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-K
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-K
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-K
-3874 3079 4 3 rf
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-K
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-K
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-K
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-K
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-K
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-K
-2618 3075 83 4 rf
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-K
-2852 3075 169 4 rf
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-K
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-255 G
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-188 G
-3248 3075 194 4 rf
-255 G
-3442 3075 15 4 rf
-188 G
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-K
-3853 3075 7 4 rf
-255 G
-3860 3075 14 4 rf
-K
-3874 3075 4 4 rf
-255 G
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-K
-4069 3075 3 4 rf
-255 G
-4072 3075 7 4 rf
-2189 3072 8 3 rf
-K
-2197 3072 3 3 rf
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-K
-2391 3072 4 3 rf
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-2395 3072 14 3 rf
-K
-2409 3072 4 3 rf
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-2413 3072 187 3 rf
-K
-2600 3072 3 3 rf
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-K
-2618 3072 83 3 rf
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-K
-2711 3072 8 3 rf
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-2812 3072 15 3 rf
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-2827 3072 25 3 rf
-K
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-K
-3035 3072 112 3 rf
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-255 G
-3233 3072 15 3 rf
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-K
-3849 3072 11 3 rf
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-3860 3072 14 3 rf
-K
-3874 3072 4 3 rf
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-3878 3072 191 3 rf
-K
-4069 3072 3 3 rf
-255 G
-4072 3072 7 3 rf
-2189 3068 8 4 rf
-K
-2197 3068 3 4 rf
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-2200 3068 191 4 rf
-K
-2391 3068 4 4 rf
-255 G
-2395 3068 14 4 rf
-K
-2409 3068 4 4 rf
-255 G
-2413 3068 187 4 rf
-K
-2600 3068 3 4 rf
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-K
-2618 3068 101 4 rf
-188 G
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-255 G
-2812 3068 15 4 rf
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-2827 3068 25 4 rf
-K
-2852 3068 169 4 rf
-255 G
-3021 3068 14 4 rf
-K
-3035 3068 112 4 rf
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-255 G
-3233 3068 15 4 rf
-188 G
-3248 3068 194 4 rf
-255 G
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-255 G
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-K
-3849 3068 11 4 rf
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-3860 3068 14 4 rf
-K
-3874 3068 4 4 rf
-255 G
-3878 3068 191 4 rf
-K
-4069 3068 3 4 rf
-255 G
-4072 3068 7 4 rf
-2189 3065 8 3 rf
-K
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-K
-2391 3065 4 3 rf
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-2395 3065 14 3 rf
-K
-2409 3065 4 3 rf
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-2413 3065 187 3 rf
-K
-2600 3065 3 3 rf
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-K
-2618 3065 97 3 rf
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-255 G
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-K
-2852 3065 169 3 rf
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-K
-3035 3065 112 3 rf
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-255 G
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-K
-3849 3065 11 3 rf
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-3860 3065 14 3 rf
-K
-3874 3065 4 3 rf
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-3878 3065 191 3 rf
-K
-4069 3065 3 3 rf
-255 G
-4072 3065 7 3 rf
-2189 3061 8 4 rf
-K
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-2200 3061 191 4 rf
-K
-2391 3061 4 4 rf
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-2395 3061 14 4 rf
-K
-2409 3061 4 4 rf
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-2413 3061 187 4 rf
-K
-2600 3061 3 4 rf
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-K
-2618 3061 115 4 rf
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-255 G
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-K
-2855 3061 166 4 rf
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-K
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-K
-3842 3061 18 4 rf
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-3860 3061 14 4 rf
-K
-3874 3061 4 4 rf
-255 G
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-K
-4069 3061 3 4 rf
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-2189 3057 8 4 rf
-K
-2197 3057 3 4 rf
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-K
-2391 3057 4 4 rf
-255 G
-2395 3057 14 4 rf
-K
-2409 3057 4 4 rf
-255 G
-2413 3057 187 4 rf
-K
-2600 3057 3 4 rf
-255 G
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-K
-2618 3057 119 4 rf
-188 G
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-255 G
-2812 3057 15 4 rf
-188 G
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-K
-2866 3057 155 4 rf
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-3021 3057 14 4 rf
-K
-3035 3057 108 4 rf
-188 G
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-255 G
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-188 G
-3248 3057 194 4 rf
-255 G
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-188 G
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-K
-3842 3057 18 4 rf
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-3860 3057 14 4 rf
-K
-3874 3057 4 4 rf
-255 G
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-K
-4069 3057 3 4 rf
-255 G
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-2189 3054 8 3 rf
-K
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-K
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-K
-2409 3054 4 3 rf
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-2413 3054 187 3 rf
-K
-2600 3054 3 3 rf
-255 G
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-K
-2618 3054 122 3 rf
-188 G
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-255 G
-2812 3054 15 3 rf
-188 G
-2827 3054 39 3 rf
-K
-2866 3054 155 3 rf
-255 G
-3021 3054 14 3 rf
-K
-3035 3054 108 3 rf
-188 G
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-255 G
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-188 G
-3248 3054 194 3 rf
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-188 G
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-3665 3054 173 3 rf
-K
-3838 3054 22 3 rf
-255 G
-3860 3054 14 3 rf
-K
-3874 3054 4 3 rf
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-3878 3054 191 3 rf
-K
-4069 3054 3 3 rf
-255 G
-4072 3054 7 3 rf
-2189 3050 8 4 rf
-K
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-2200 3050 191 4 rf
-K
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-255 G
-2395 3050 14 4 rf
-K
-2409 3050 4 4 rf
-255 G
-2413 3050 187 4 rf
-K
-2600 3050 3 4 rf
-255 G
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-K
-2618 3050 126 4 rf
-188 G
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-255 G
-2812 3050 15 4 rf
-188 G
-2827 3050 28 4 rf
-K
-2855 3050 166 4 rf
-255 G
-3021 3050 14 4 rf
-K
-3035 3050 105 4 rf
-188 G
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-255 G
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-188 G
-3248 3050 194 4 rf
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-K
-3835 3050 25 4 rf
-255 G
-3860 3050 14 4 rf
-K
-3874 3050 4 4 rf
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-3878 3050 191 4 rf
-K
-4069 3050 3 4 rf
-255 G
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-2189 3047 8 3 rf
-K
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-2200 3047 191 3 rf
-K
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-255 G
-2395 3047 14 3 rf
-K
-2409 3047 4 3 rf
-255 G
-2413 3047 187 3 rf
-K
-2600 3047 3 3 rf
-255 G
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-K
-2618 3047 122 3 rf
-188 G
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-255 G
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-2827 3047 28 3 rf
-K
-2855 3047 166 3 rf
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-K
-3035 3047 101 3 rf
-188 G
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-255 G
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-K
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-3457 3047 194 3 rf
-255 G
-3651 3047 14 3 rf
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-K
-3835 3047 25 3 rf
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-3860 3047 14 3 rf
-K
-3874 3047 4 3 rf
-255 G
-3878 3047 191 3 rf
-K
-4069 3047 3 3 rf
-255 G
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-2189 3043 8 4 rf
-K
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-2200 3043 191 4 rf
-K
-2391 3043 4 4 rf
-255 G
-2395 3043 14 4 rf
-K
-2409 3043 4 4 rf
-255 G
-2413 3043 187 4 rf
-K
-2600 3043 3 4 rf
-255 G
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-K
-2618 3043 122 4 rf
-188 G
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-255 G
-2812 3043 15 4 rf
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-K
-2855 3043 166 4 rf
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-K
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-K
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-3313 3043 86 4 rf
-K
-3399 3043 7 4 rf
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-255 G
-3442 3043 15 4 rf
-188 G
-3457 3043 194 4 rf
-255 G
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-K
-3835 3043 25 4 rf
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-3860 3043 14 4 rf
-K
-3874 3043 4 4 rf
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-3878 3043 191 4 rf
-K
-4069 3043 3 4 rf
-255 G
-4072 3043 7 4 rf
-2189 3039 8 4 rf
-K
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-255 G
-2395 3039 14 4 rf
-K
-2409 3039 194 4 rf
-255 G
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-K
-2618 3039 39 4 rf
-188 G
-2657 3039 11 4 rf
-K
-2668 3039 58 4 rf
-188 G
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-255 G
-2812 3039 15 4 rf
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-2827 3039 28 4 rf
-K
-2855 3039 166 4 rf
-255 G
-3021 3039 14 4 rf
-K
-3035 3039 94 4 rf
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-K
-3302 3039 14 4 rf
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-K
-3399 3039 11 4 rf
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-255 G
-3442 3039 15 4 rf
-188 G
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-255 G
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-3665 3039 170 4 rf
-K
-3835 3039 25 4 rf
-255 G
-3860 3039 14 4 rf
-K
-3874 3039 198 4 rf
-255 G
-4072 3039 7 4 rf
-2189 3036 1890 3 rf
-2189 3032 1890 4 rf
-2189 3029 1890 3 rf
-2189 3025 1890 4 rf
-2189 3021 8 4 rf
-K
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-255 G
-2395 3021 14 4 rf
-K
-2409 3021 194 4 rf
-255 G
-2603 3021 15 4 rf
-K
-2618 3021 25 4 rf
-188 G
-2643 3021 40 4 rf
-K
-2683 3021 39 4 rf
-188 G
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-2812 3021 15 4 rf
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-2827 3021 36 4 rf
-K
-2863 3021 158 4 rf
-255 G
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-K
-3035 3021 47 4 rf
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-255 G
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-K
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-K
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-255 G
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-K
-3824 3021 36 4 rf
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-3860 3021 14 4 rf
-K
-3874 3021 198 4 rf
-255 G
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-2189 3018 8 3 rf
-K
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-255 G
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-K
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-255 G
-2395 3018 14 3 rf
-K
-2409 3018 194 3 rf
-255 G
-2603 3018 15 3 rf
-K
-2618 3018 25 3 rf
-188 G
-2643 3018 40 3 rf
-K
-2683 3018 39 3 rf
-188 G
-2722 3018 90 3 rf
-255 G
-2812 3018 15 3 rf
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-K
-2863 3018 158 3 rf
-255 G
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-K
-3035 3018 47 3 rf
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-255 G
-3233 3018 15 3 rf
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-K
-3287 3018 40 3 rf
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-K
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-3431 3018 11 3 rf
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-K
-3824 3018 36 3 rf
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-K
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-K
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-2189 3014 8 4 rf
-K
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-K
-2391 3014 4 4 rf
-255 G
-2395 3014 14 4 rf
-K
-2409 3014 194 4 rf
-255 G
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-K
-2618 3014 36 4 rf
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-K
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-255 G
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-K
-2866 3014 155 4 rf
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-K
-3035 3014 36 4 rf
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-255 G
-3233 3014 15 4 rf
-188 G
-3248 3014 32 4 rf
-K
-3280 3014 159 4 rf
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-3439 3014 3 4 rf
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-3442 3014 15 4 rf
-188 G
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-255 G
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-K
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-K
-3874 3014 4 4 rf
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-K
-4069 3014 3 4 rf
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-K
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-2200 3011 191 3 rf
-K
-2391 3011 4 3 rf
-255 G
-2395 3011 14 3 rf
-K
-2409 3011 194 3 rf
-255 G
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-K
-2618 3011 36 3 rf
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-2654 3011 32 3 rf
-K
-2686 3011 22 3 rf
-188 G
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-255 G
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-K
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-K
-3035 3011 22 3 rf
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-255 G
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-K
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-3457 3011 194 3 rf
-255 G
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-K
-3817 3011 43 3 rf
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-K
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-K
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-K
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-K
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-K
-2409 3007 194 4 rf
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-K
-2618 3007 36 4 rf
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-K
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-K
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-K
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-K
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-K
-3817 3007 43 4 rf
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-K
-3874 3007 4 4 rf
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-K
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-K
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-K
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-K
-2409 3003 194 4 rf
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-K
-2618 3003 39 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-3035 3000 22 3 rf
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-K
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-K
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-K
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-K
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-K
-2197 2996 3 4 rf
-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2409 2932 194 3 rf
-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2409 2781 194 3 rf
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-K
-2618 2781 115 3 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-3651 2633 14 4 rf
-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2600 2626 3 4 rf
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-K
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-K
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-K
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-K
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-K
-3874 2626 4 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2600 2619 3 3 rf
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-K
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-K
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-K
-3557 2619 11 3 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2618 2604 39 4 rf
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-K
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-K
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-K
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-K
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-K
-3665 2604 195 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2618 2583 79 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2409 2579 194 4 rf
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-K
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-K
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-K
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-K
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-K
-3665 2579 195 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-3608 2554 43 4 rf
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-3651 2554 14 4 rf
-K
-3665 2554 195 4 rf
-255 G
-3860 2554 14 4 rf
-K
-3874 2554 4 4 rf
-255 G
-3878 2554 191 4 rf
-K
-4069 2554 3 4 rf
-255 G
-4072 2554 7 4 rf
-2189 2551 8 3 rf
-K
-2197 2551 3 3 rf
-255 G
-2200 2551 191 3 rf
-K
-2391 2551 4 3 rf
-255 G
-2395 2551 14 3 rf
-K
-2409 2551 194 3 rf
-255 G
-2603 2551 15 3 rf
-K
-2618 2551 72 3 rf
-188 G
-2690 2551 61 3 rf
-K
-2751 2551 7 3 rf
-188 G
-2758 2551 54 3 rf
-255 G
-2812 2551 15 3 rf
-188 G
-2827 2551 21 3 rf
-K
-2848 2551 15 3 rf
-188 G
-2863 2551 158 3 rf
-255 G
-3021 2551 14 3 rf
-188 G
-3035 2551 198 3 rf
-255 G
-3233 2551 15 3 rf
-188 G
-3248 2551 194 3 rf
-255 G
-3442 2551 15 3 rf
-188 G
-3457 2551 151 3 rf
-K
-3608 2551 43 3 rf
-255 G
-3651 2551 14 3 rf
-K
-3665 2551 195 3 rf
-255 G
-3860 2551 14 3 rf
-K
-3874 2551 4 3 rf
-255 G
-3878 2551 191 3 rf
-K
-4069 2551 3 3 rf
-255 G
-4072 2551 7 3 rf
-2189 2547 8 4 rf
-K
-2197 2547 3 4 rf
-255 G
-2200 2547 191 4 rf
-K
-2391 2547 4 4 rf
-255 G
-2395 2547 14 4 rf
-K
-2409 2547 194 4 rf
-255 G
-2603 2547 15 4 rf
-K
-2618 2547 75 4 rf
-188 G
-2693 2547 54 4 rf
-K
-2747 2547 11 4 rf
-188 G
-2758 2547 54 4 rf
-255 G
-2812 2547 15 4 rf
-188 G
-2827 2547 194 4 rf
-255 G
-3021 2547 14 4 rf
-188 G
-3035 2547 198 4 rf
-255 G
-3233 2547 15 4 rf
-188 G
-3248 2547 194 4 rf
-255 G
-3442 2547 15 4 rf
-188 G
-3457 2547 158 4 rf
-K
-3615 2547 36 4 rf
-255 G
-3651 2547 14 4 rf
-K
-3665 2547 195 4 rf
-255 G
-3860 2547 14 4 rf
-K
-3874 2547 4 4 rf
-255 G
-3878 2547 191 4 rf
-K
-4069 2547 3 4 rf
-255 G
-4072 2547 7 4 rf
-2189 2543 8 4 rf
-K
-2197 2543 3 4 rf
-255 G
-2200 2543 191 4 rf
-K
-2391 2543 4 4 rf
-255 G
-2395 2543 14 4 rf
-K
-2409 2543 194 4 rf
-255 G
-2603 2543 15 4 rf
-K
-2618 2543 75 4 rf
-188 G
-2693 2543 54 4 rf
-K
-2747 2543 11 4 rf
-188 G
-2758 2543 54 4 rf
-255 G
-2812 2543 15 4 rf
-188 G
-2827 2543 194 4 rf
-255 G
-3021 2543 14 4 rf
-188 G
-3035 2543 198 4 rf
-255 G
-3233 2543 15 4 rf
-188 G
-3248 2543 194 4 rf
-255 G
-3442 2543 15 4 rf
-188 G
-3457 2543 158 4 rf
-K
-3615 2543 36 4 rf
-255 G
-3651 2543 14 4 rf
-K
-3665 2543 195 4 rf
-255 G
-3860 2543 14 4 rf
-K
-3874 2543 4 4 rf
-255 G
-3878 2543 191 4 rf
-K
-4069 2543 3 4 rf
-255 G
-4072 2543 7 4 rf
-2189 2540 8 3 rf
-K
-2197 2540 3 3 rf
-255 G
-2200 2540 191 3 rf
-K
-2391 2540 4 3 rf
-255 G
-2395 2540 14 3 rf
-K
-2409 2540 194 3 rf
-255 G
-2603 2540 15 3 rf
-K
-2618 2540 140 3 rf
-188 G
-2758 2540 54 3 rf
-255 G
-2812 2540 15 3 rf
-188 G
-2827 2540 194 3 rf
-255 G
-3021 2540 14 3 rf
-188 G
-3035 2540 198 3 rf
-255 G
-3233 2540 15 3 rf
-188 G
-3248 2540 194 3 rf
-255 G
-3442 2540 15 3 rf
-188 G
-3457 2540 165 3 rf
-K
-3622 2540 29 3 rf
-255 G
-3651 2540 14 3 rf
-K
-3665 2540 195 3 rf
-255 G
-3860 2540 14 3 rf
-K
-3874 2540 4 3 rf
-255 G
-3878 2540 191 3 rf
-K
-4069 2540 3 3 rf
-255 G
-4072 2540 7 3 rf
-2189 2536 8 4 rf
-K
-2197 2536 3 4 rf
-255 G
-2200 2536 191 4 rf
-K
-2391 2536 4 4 rf
-255 G
-2395 2536 14 4 rf
-K
-2409 2536 194 4 rf
-255 G
-2603 2536 15 4 rf
-K
-2618 2536 147 4 rf
-188 G
-2765 2536 47 4 rf
-255 G
-2812 2536 15 4 rf
-188 G
-2827 2536 194 4 rf
-255 G
-3021 2536 14 4 rf
-188 G
-3035 2536 198 4 rf
-255 G
-3233 2536 15 4 rf
-188 G
-3248 2536 194 4 rf
-255 G
-3442 2536 15 4 rf
-188 G
-3457 2536 165 4 rf
-K
-3622 2536 29 4 rf
-255 G
-3651 2536 14 4 rf
-K
-3665 2536 195 4 rf
-255 G
-3860 2536 14 4 rf
-K
-3874 2536 4 4 rf
-255 G
-3878 2536 191 4 rf
-K
-4069 2536 3 4 rf
-255 G
-4072 2536 7 4 rf
-2189 2533 8 3 rf
-K
-2197 2533 3 3 rf
-255 G
-2200 2533 191 3 rf
-K
-2391 2533 4 3 rf
-255 G
-2395 2533 14 3 rf
-K
-2409 2533 194 3 rf
-255 G
-2603 2533 15 3 rf
-K
-2618 2533 147 3 rf
-188 G
-2765 2533 47 3 rf
-255 G
-2812 2533 15 3 rf
-188 G
-2827 2533 194 3 rf
-255 G
-3021 2533 14 3 rf
-188 G
-3035 2533 198 3 rf
-255 G
-3233 2533 15 3 rf
-188 G
-3248 2533 194 3 rf
-255 G
-3442 2533 15 3 rf
-188 G
-3457 2533 165 3 rf
-K
-3622 2533 29 3 rf
-255 G
-3651 2533 14 3 rf
-K
-3665 2533 195 3 rf
-255 G
-3860 2533 14 3 rf
-K
-3874 2533 4 3 rf
-255 G
-3878 2533 191 3 rf
-K
-4069 2533 3 3 rf
-255 G
-4072 2533 7 3 rf
-2189 2529 8 4 rf
-K
-2197 2529 3 4 rf
-255 G
-2200 2529 191 4 rf
-K
-2391 2529 4 4 rf
-255 G
-2395 2529 14 4 rf
-K
-2409 2529 194 4 rf
-255 G
-2603 2529 15 4 rf
-K
-2618 2529 140 4 rf
-188 G
-2758 2529 54 4 rf
-255 G
-2812 2529 15 4 rf
-188 G
-2827 2529 194 4 rf
-255 G
-3021 2529 14 4 rf
-188 G
-3035 2529 198 4 rf
-255 G
-3233 2529 15 4 rf
-188 G
-3248 2529 194 4 rf
-255 G
-3442 2529 15 4 rf
-188 G
-3457 2529 165 4 rf
-K
-3622 2529 29 4 rf
-255 G
-3651 2529 14 4 rf
-K
-3665 2529 195 4 rf
-255 G
-3860 2529 14 4 rf
-K
-3874 2529 4 4 rf
-255 G
-3878 2529 191 4 rf
-K
-4069 2529 3 4 rf
-255 G
-4072 2529 7 4 rf
-2189 2525 8 4 rf
-K
-2197 2525 3 4 rf
-255 G
-2200 2525 191 4 rf
-K
-2391 2525 4 4 rf
-255 G
-2395 2525 14 4 rf
-K
-2409 2525 194 4 rf
-255 G
-2603 2525 15 4 rf
-K
-2618 2525 133 4 rf
-188 G
-2751 2525 61 4 rf
-255 G
-2812 2525 15 4 rf
-188 G
-2827 2525 194 4 rf
-255 G
-3021 2525 14 4 rf
-188 G
-3035 2525 198 4 rf
-255 G
-3233 2525 15 4 rf
-188 G
-3248 2525 194 4 rf
-255 G
-3442 2525 15 4 rf
-188 G
-3457 2525 165 4 rf
-K
-3622 2525 29 4 rf
-255 G
-3651 2525 14 4 rf
-K
-3665 2525 195 4 rf
-255 G
-3860 2525 14 4 rf
-K
-3874 2525 4 4 rf
-255 G
-3878 2525 191 4 rf
-K
-4069 2525 3 4 rf
-255 G
-4072 2525 7 4 rf
-2189 2522 8 3 rf
-K
-2197 2522 3 3 rf
-255 G
-2200 2522 191 3 rf
-K
-2391 2522 4 3 rf
-255 G
-2395 2522 14 3 rf
-K
-2409 2522 194 3 rf
-255 G
-2603 2522 15 3 rf
-K
-2618 2522 126 3 rf
-188 G
-2744 2522 68 3 rf
-255 G
-2812 2522 15 3 rf
-188 G
-2827 2522 194 3 rf
-255 G
-3021 2522 14 3 rf
-188 G
-3035 2522 198 3 rf
-255 G
-3233 2522 15 3 rf
-188 G
-3248 2522 194 3 rf
-255 G
-3442 2522 15 3 rf
-188 G
-3457 2522 165 3 rf
-K
-3622 2522 29 3 rf
-255 G
-3651 2522 14 3 rf
-K
-3665 2522 195 3 rf
-255 G
-3860 2522 14 3 rf
-K
-3874 2522 4 3 rf
-255 G
-3878 2522 191 3 rf
-K
-4069 2522 3 3 rf
-255 G
-4072 2522 7 3 rf
-2189 2518 8 4 rf
-K
-2197 2518 3 4 rf
-255 G
-2200 2518 191 4 rf
-K
-2391 2518 4 4 rf
-255 G
-2395 2518 14 4 rf
-K
-2409 2518 194 4 rf
-255 G
-2603 2518 15 4 rf
-K
-2618 2518 50 4 rf
-188 G
-2668 2518 18 4 rf
-K
-2686 2518 51 4 rf
-188 G
-2737 2518 75 4 rf
-255 G
-2812 2518 15 4 rf
-188 G
-2827 2518 194 4 rf
-255 G
-3021 2518 14 4 rf
-188 G
-3035 2518 198 4 rf
-255 G
-3233 2518 15 4 rf
-188 G
-3248 2518 194 4 rf
-255 G
-3442 2518 15 4 rf
-188 G
-3457 2518 165 4 rf
-K
-3622 2518 29 4 rf
-255 G
-3651 2518 14 4 rf
-K
-3665 2518 195 4 rf
-255 G
-3860 2518 14 4 rf
-K
-3874 2518 4 4 rf
-255 G
-3878 2518 191 4 rf
-K
-4069 2518 3 4 rf
-255 G
-4072 2518 7 4 rf
-2189 2515 8 3 rf
-K
-2197 2515 3 3 rf
-255 G
-2200 2515 191 3 rf
-K
-2391 2515 4 3 rf
-255 G
-2395 2515 14 3 rf
-K
-2409 2515 194 3 rf
-255 G
-2603 2515 15 3 rf
-K
-2618 2515 39 3 rf
-188 G
-2657 2515 29 3 rf
-K
-2686 2515 43 3 rf
-188 G
-2729 2515 83 3 rf
-255 G
-2812 2515 15 3 rf
-188 G
-2827 2515 194 3 rf
-255 G
-3021 2515 14 3 rf
-188 G
-3035 2515 198 3 rf
-255 G
-3233 2515 15 3 rf
-188 G
-3248 2515 194 3 rf
-255 G
-3442 2515 15 3 rf
-188 G
-3457 2515 165 3 rf
-K
-3622 2515 29 3 rf
-255 G
-3651 2515 14 3 rf
-K
-3665 2515 195 3 rf
-255 G
-3860 2515 14 3 rf
-K
-3874 2515 4 3 rf
-255 G
-3878 2515 191 3 rf
-K
-4069 2515 3 3 rf
-255 G
-4072 2515 7 3 rf
-2189 2511 8 4 rf
-K
-2197 2511 3 4 rf
-255 G
-2200 2511 191 4 rf
-K
-2391 2511 4 4 rf
-255 G
-2395 2511 14 4 rf
-K
-2409 2511 194 4 rf
-255 G
-2603 2511 15 4 rf
-K
-2618 2511 39 4 rf
-188 G
-2657 2511 22 4 rf
-K
-2679 2511 40 4 rf
-188 G
-2719 2511 93 4 rf
-255 G
-2812 2511 15 4 rf
-188 G
-2827 2511 194 4 rf
-255 G
-3021 2511 14 4 rf
-188 G
-3035 2511 198 4 rf
-255 G
-3233 2511 15 4 rf
-188 G
-3248 2511 194 4 rf
-255 G
-3442 2511 15 4 rf
-188 G
-3457 2511 165 4 rf
-K
-3622 2511 29 4 rf
-255 G
-3651 2511 14 4 rf
-K
-3665 2511 195 4 rf
-255 G
-3860 2511 14 4 rf
-K
-3874 2511 4 4 rf
-255 G
-3878 2511 191 4 rf
-K
-4069 2511 3 4 rf
-255 G
-4072 2511 7 4 rf
-2189 2507 8 4 rf
-K
-2197 2507 3 4 rf
-255 G
-2200 2507 191 4 rf
-K
-2391 2507 4 4 rf
-255 G
-2395 2507 14 4 rf
-K
-2409 2507 194 4 rf
-255 G
-2603 2507 15 4 rf
-K
-2618 2507 36 4 rf
-188 G
-2654 2507 25 4 rf
-K
-2679 2507 32 4 rf
-188 G
-2711 2507 101 4 rf
-255 G
-2812 2507 15 4 rf
-188 G
-2827 2507 194 4 rf
-255 G
-3021 2507 14 4 rf
-188 G
-3035 2507 198 4 rf
-255 G
-3233 2507 15 4 rf
-188 G
-3248 2507 194 4 rf
-255 G
-3442 2507 15 4 rf
-188 G
-3457 2507 165 4 rf
-K
-3622 2507 29 4 rf
-255 G
-3651 2507 14 4 rf
-K
-3665 2507 195 4 rf
-255 G
-3860 2507 14 4 rf
-K
-3874 2507 4 4 rf
-255 G
-3878 2507 191 4 rf
-K
-4069 2507 3 4 rf
-255 G
-4072 2507 7 4 rf
-2189 2504 8 3 rf
-K
-2197 2504 3 3 rf
-255 G
-2200 2504 191 3 rf
-K
-2391 2504 4 3 rf
-255 G
-2395 2504 14 3 rf
-K
-2409 2504 194 3 rf
-255 G
-2603 2504 15 3 rf
-K
-2618 2504 25 3 rf
-188 G
-2643 2504 32 3 rf
-K
-2675 2504 22 3 rf
-188 G
-2697 2504 115 3 rf
-255 G
-2812 2504 15 3 rf
-188 G
-2827 2504 194 3 rf
-255 G
-3021 2504 14 3 rf
-188 G
-3035 2504 198 3 rf
-255 G
-3233 2504 15 3 rf
-188 G
-3248 2504 194 3 rf
-255 G
-3442 2504 15 3 rf
-188 G
-3457 2504 165 3 rf
-K
-3622 2504 29 3 rf
-255 G
-3651 2504 14 3 rf
-K
-3665 2504 195 3 rf
-255 G
-3860 2504 14 3 rf
-K
-3874 2504 4 3 rf
-255 G
-3878 2504 191 3 rf
-K
-4069 2504 3 3 rf
-255 G
-4072 2504 7 3 rf
-2189 2500 8 4 rf
-K
-2197 2500 3 4 rf
-255 G
-2200 2500 191 4 rf
-K
-2391 2500 4 4 rf
-255 G
-2395 2500 14 4 rf
-K
-2409 2500 194 4 rf
-255 G
-2603 2500 15 4 rf
-K
-2618 2500 11 4 rf
-188 G
-2629 2500 43 4 rf
-K
-2672 2500 21 4 rf
-188 G
-2693 2500 119 4 rf
-255 G
-2812 2500 15 4 rf
-188 G
-2827 2500 194 4 rf
-255 G
-3021 2500 14 4 rf
-188 G
-3035 2500 198 4 rf
-255 G
-3233 2500 15 4 rf
-188 G
-3248 2500 194 4 rf
-255 G
-3442 2500 15 4 rf
-188 G
-3457 2500 165 4 rf
-K
-3622 2500 29 4 rf
-255 G
-3651 2500 14 4 rf
-K
-3665 2500 195 4 rf
-255 G
-3860 2500 14 4 rf
-K
-3874 2500 4 4 rf
-255 G
-3878 2500 191 4 rf
-K
-4069 2500 3 4 rf
-255 G
-4072 2500 7 4 rf
-2189 2497 8 3 rf
-K
-2197 2497 3 3 rf
-255 G
-2200 2497 191 3 rf
-K
-2391 2497 4 3 rf
-255 G
-2395 2497 14 3 rf
-K
-2409 2497 194 3 rf
-255 G
-2603 2497 15 3 rf
-K
-2618 2497 11 3 rf
-188 G
-2629 2497 43 3 rf
-K
-2672 2497 21 3 rf
-188 G
-2693 2497 119 3 rf
-255 G
-2812 2497 15 3 rf
-188 G
-2827 2497 194 3 rf
-255 G
-3021 2497 14 3 rf
-188 G
-3035 2497 198 3 rf
-255 G
-3233 2497 15 3 rf
-188 G
-3248 2497 194 3 rf
-255 G
-3442 2497 15 3 rf
-188 G
-3457 2497 165 3 rf
-K
-3622 2497 29 3 rf
-255 G
-3651 2497 14 3 rf
-K
-3665 2497 195 3 rf
-255 G
-3860 2497 14 3 rf
-K
-3874 2497 4 3 rf
-255 G
-3878 2497 191 3 rf
-K
-4069 2497 3 3 rf
-255 G
-4072 2497 7 3 rf
-2189 2493 8 4 rf
-K
-2197 2493 3 4 rf
-255 G
-2200 2493 191 4 rf
-K
-2391 2493 4 4 rf
-255 G
-2395 2493 14 4 rf
-K
-2409 2493 194 4 rf
-255 G
-2603 2493 15 4 rf
-188 G
-2618 2493 54 4 rf
-K
-2672 2493 18 4 rf
-188 G
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-255 G
-2812 2493 15 4 rf
-188 G
-2827 2493 194 4 rf
-255 G
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-188 G
-3035 2493 198 4 rf
-255 G
-3233 2493 15 4 rf
-188 G
-3248 2493 194 4 rf
-255 G
-3442 2493 15 4 rf
-188 G
-3457 2493 165 4 rf
-K
-3622 2493 29 4 rf
-255 G
-3651 2493 14 4 rf
-K
-3665 2493 87 4 rf
-188 G
-3752 2493 7 4 rf
-K
-3759 2493 101 4 rf
-255 G
-3860 2493 14 4 rf
-K
-3874 2493 4 4 rf
-255 G
-3878 2493 191 4 rf
-K
-4069 2493 3 4 rf
-255 G
-4072 2493 7 4 rf
-2189 2489 8 4 rf
-K
-2197 2489 3 4 rf
-255 G
-2200 2489 191 4 rf
-K
-2391 2489 4 4 rf
-255 G
-2395 2489 14 4 rf
-K
-2409 2489 194 4 rf
-255 G
-2603 2489 15 4 rf
-188 G
-2618 2489 57 4 rf
-K
-2675 2489 11 4 rf
-188 G
-2686 2489 126 4 rf
-255 G
-2812 2489 15 4 rf
-188 G
-2827 2489 194 4 rf
-255 G
-3021 2489 14 4 rf
-188 G
-3035 2489 198 4 rf
-255 G
-3233 2489 15 4 rf
-188 G
-3248 2489 194 4 rf
-255 G
-3442 2489 15 4 rf
-188 G
-3457 2489 162 4 rf
-K
-3619 2489 32 4 rf
-255 G
-3651 2489 14 4 rf
-K
-3665 2489 83 4 rf
-188 G
-3748 2489 11 4 rf
-K
-3759 2489 101 4 rf
-255 G
-3860 2489 14 4 rf
-K
-3874 2489 4 4 rf
-255 G
-3878 2489 191 4 rf
-K
-4069 2489 3 4 rf
-255 G
-4072 2489 7 4 rf
-2189 2486 8 3 rf
-K
-2197 2486 3 3 rf
-255 G
-2200 2486 191 3 rf
-K
-2391 2486 4 3 rf
-255 G
-2395 2486 14 3 rf
-K
-2409 2486 194 3 rf
-255 G
-2603 2486 15 3 rf
-188 G
-2618 2486 194 3 rf
-255 G
-2812 2486 15 3 rf
-188 G
-2827 2486 194 3 rf
-255 G
-3021 2486 14 3 rf
-188 G
-3035 2486 198 3 rf
-255 G
-3233 2486 15 3 rf
-188 G
-3248 2486 194 3 rf
-255 G
-3442 2486 15 3 rf
-188 G
-3457 2486 61 3 rf
-K
-3518 2486 50 3 rf
-188 G
-3568 2486 47 3 rf
-K
-3615 2486 36 3 rf
-255 G
-3651 2486 14 3 rf
-K
-3665 2486 76 3 rf
-188 G
-3741 2486 18 3 rf
-K
-3759 2486 101 3 rf
-255 G
-3860 2486 14 3 rf
-K
-3874 2486 4 3 rf
-255 G
-3878 2486 191 3 rf
-K
-4069 2486 3 3 rf
-255 G
-4072 2486 7 3 rf
-2189 2482 8 4 rf
-K
-2197 2482 3 4 rf
-255 G
-2200 2482 191 4 rf
-K
-2391 2482 4 4 rf
-255 G
-2395 2482 14 4 rf
-K
-2409 2482 194 4 rf
-255 G
-2603 2482 15 4 rf
-188 G
-2618 2482 194 4 rf
-255 G
-2812 2482 15 4 rf
-188 G
-2827 2482 194 4 rf
-255 G
-3021 2482 14 4 rf
-188 G
-3035 2482 198 4 rf
-255 G
-3233 2482 15 4 rf
-188 G
-3248 2482 194 4 rf
-255 G
-3442 2482 15 4 rf
-188 G
-3457 2482 50 4 rf
-K
-3507 2482 144 4 rf
-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-3759 2464 101 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2197 2457 198 4 rf
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-K
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-K
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-K
-3665 2457 22 4 rf
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-K
-3759 2457 101 4 rf
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-K
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-2189 2446 1890 4 rf
-2189 2443 1890 3 rf
-2189 2439 8 4 rf
-K
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
-3874 2432 4 4 rf
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-K
-4069 2432 3 4 rf
-255 G
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-K
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-K
-2391 2428 4 4 rf
-255 G
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-K
-2409 2428 148 4 rf
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-255 G
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-K
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-K
-3759 2428 101 4 rf
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-K
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-K
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-255 G
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-K
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-K
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-K
-2409 2425 148 3 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-3759 2421 101 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2409 2410 137 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2197 2101 32 4 rf
-188 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2495 2087 18 4 rf
-188 G
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-K
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-255 G
-2603 2087 15 4 rf
-188 G
-2618 2087 36 4 rf
-K
-2654 2087 25 4 rf
-188 G
-2679 2087 133 4 rf
-255 G
-2812 2087 15 4 rf
-188 G
-2827 2087 194 4 rf
-255 G
-3021 2087 14 4 rf
-188 G
-3035 2087 198 4 rf
-255 G
-3233 2087 15 4 rf
-188 G
-3248 2087 158 4 rf
-K
-3406 2087 36 4 rf
-255 G
-3442 2087 15 4 rf
-K
-3457 2087 3 4 rf
-255 G
-3460 2087 187 4 rf
-K
-3647 2087 4 4 rf
-255 G
-3651 2087 14 4 rf
-K
-3665 2087 4 4 rf
-255 G
-3669 2087 187 4 rf
-K
-3856 2087 4 4 rf
-255 G
-3860 2087 14 4 rf
-K
-3874 2087 4 4 rf
-255 G
-3878 2087 191 4 rf
-K
-4069 2087 3 4 rf
-255 G
-4072 2087 7 4 rf
-2189 2083 8 4 rf
-K
-2197 2083 151 4 rf
-188 G
-2348 2083 47 4 rf
-255 G
-2395 2083 14 4 rf
-188 G
-2409 2083 90 4 rf
-K
-2499 2083 22 4 rf
-188 G
-2521 2083 68 4 rf
-K
-2589 2083 11 4 rf
-188 G
-2600 2083 3 4 rf
-255 G
-2603 2083 15 4 rf
-188 G
-2618 2083 39 4 rf
-K
-2657 2083 18 4 rf
-188 G
-2675 2083 137 4 rf
-255 G
-2812 2083 15 4 rf
-188 G
-2827 2083 194 4 rf
-255 G
-3021 2083 14 4 rf
-188 G
-3035 2083 198 4 rf
-255 G
-3233 2083 15 4 rf
-188 G
-3248 2083 158 4 rf
-K
-3406 2083 36 4 rf
-255 G
-3442 2083 15 4 rf
-K
-3457 2083 3 4 rf
-255 G
-3460 2083 187 4 rf
-K
-3647 2083 4 4 rf
-255 G
-3651 2083 14 4 rf
-K
-3665 2083 4 4 rf
-255 G
-3669 2083 187 4 rf
-K
-3856 2083 4 4 rf
-255 G
-3860 2083 14 4 rf
-K
-3874 2083 4 4 rf
-255 G
-3878 2083 191 4 rf
-K
-4069 2083 3 4 rf
-255 G
-4072 2083 7 4 rf
-2189 2080 8 3 rf
-K
-2197 2080 151 3 rf
-188 G
-2348 2080 47 3 rf
-255 G
-2395 2080 14 3 rf
-188 G
-2409 2080 194 3 rf
-255 G
-2603 2080 15 3 rf
-188 G
-2618 2080 194 3 rf
-255 G
-2812 2080 15 3 rf
-188 G
-2827 2080 194 3 rf
-255 G
-3021 2080 14 3 rf
-188 G
-3035 2080 198 3 rf
-255 G
-3233 2080 15 3 rf
-188 G
-3248 2080 158 3 rf
-K
-3406 2080 36 3 rf
-255 G
-3442 2080 15 3 rf
-K
-3457 2080 3 3 rf
-255 G
-3460 2080 187 3 rf
-K
-3647 2080 4 3 rf
-255 G
-3651 2080 14 3 rf
-K
-3665 2080 4 3 rf
-255 G
-3669 2080 187 3 rf
-K
-3856 2080 4 3 rf
-255 G
-3860 2080 14 3 rf
-K
-3874 2080 4 3 rf
-255 G
-3878 2080 191 3 rf
-K
-4069 2080 3 3 rf
-255 G
-4072 2080 7 3 rf
-2189 2076 8 4 rf
-K
-2197 2076 151 4 rf
-188 G
-2348 2076 47 4 rf
-255 G
-2395 2076 14 4 rf
-188 G
-2409 2076 194 4 rf
-255 G
-2603 2076 15 4 rf
-188 G
-2618 2076 194 4 rf
-255 G
-2812 2076 15 4 rf
-188 G
-2827 2076 194 4 rf
-255 G
-3021 2076 14 4 rf
-188 G
-3035 2076 198 4 rf
-255 G
-3233 2076 15 4 rf
-188 G
-3248 2076 158 4 rf
-K
-3406 2076 36 4 rf
-255 G
-3442 2076 15 4 rf
-K
-3457 2076 3 4 rf
-255 G
-3460 2076 187 4 rf
-K
-3647 2076 4 4 rf
-255 G
-3651 2076 14 4 rf
-K
-3665 2076 4 4 rf
-255 G
-3669 2076 187 4 rf
-K
-3856 2076 4 4 rf
-255 G
-3860 2076 14 4 rf
-K
-3874 2076 4 4 rf
-255 G
-3878 2076 191 4 rf
-K
-4069 2076 3 4 rf
-255 G
-4072 2076 7 4 rf
-2189 2073 8 3 rf
-K
-2197 2073 151 3 rf
-188 G
-2348 2073 47 3 rf
-255 G
-2395 2073 14 3 rf
-188 G
-2409 2073 194 3 rf
-255 G
-2603 2073 15 3 rf
-188 G
-2618 2073 194 3 rf
-255 G
-2812 2073 15 3 rf
-188 G
-2827 2073 194 3 rf
-255 G
-3021 2073 14 3 rf
-188 G
-3035 2073 198 3 rf
-255 G
-3233 2073 15 3 rf
-188 G
-3248 2073 155 3 rf
-K
-3403 2073 39 3 rf
-255 G
-3442 2073 15 3 rf
-K
-3457 2073 3 3 rf
-255 G
-3460 2073 187 3 rf
-K
-3647 2073 4 3 rf
-255 G
-3651 2073 14 3 rf
-K
-3665 2073 4 3 rf
-255 G
-3669 2073 187 3 rf
-K
-3856 2073 4 3 rf
-255 G
-3860 2073 14 3 rf
-K
-3874 2073 4 3 rf
-255 G
-3878 2073 191 3 rf
-K
-4069 2073 3 3 rf
-255 G
-4072 2073 7 3 rf
-2189 2069 8 4 rf
-K
-2197 2069 151 4 rf
-188 G
-2348 2069 47 4 rf
-255 G
-2395 2069 14 4 rf
-188 G
-2409 2069 194 4 rf
-255 G
-2603 2069 15 4 rf
-188 G
-2618 2069 194 4 rf
-255 G
-2812 2069 15 4 rf
-188 G
-2827 2069 194 4 rf
-255 G
-3021 2069 14 4 rf
-188 G
-3035 2069 198 4 rf
-255 G
-3233 2069 15 4 rf
-188 G
-3248 2069 155 4 rf
-K
-3403 2069 39 4 rf
-255 G
-3442 2069 15 4 rf
-K
-3457 2069 3 4 rf
-255 G
-3460 2069 187 4 rf
-K
-3647 2069 4 4 rf
-255 G
-3651 2069 14 4 rf
-K
-3665 2069 4 4 rf
-255 G
-3669 2069 187 4 rf
-K
-3856 2069 4 4 rf
-255 G
-3860 2069 14 4 rf
-K
-3874 2069 4 4 rf
-255 G
-3878 2069 191 4 rf
-K
-4069 2069 3 4 rf
-255 G
-4072 2069 7 4 rf
-2189 2065 8 4 rf
-K
-2197 2065 151 4 rf
-188 G
-2348 2065 47 4 rf
-255 G
-2395 2065 14 4 rf
-188 G
-2409 2065 194 4 rf
-255 G
-2603 2065 15 4 rf
-188 G
-2618 2065 194 4 rf
-255 G
-2812 2065 15 4 rf
-188 G
-2827 2065 194 4 rf
-255 G
-3021 2065 14 4 rf
-188 G
-3035 2065 198 4 rf
-255 G
-3233 2065 15 4 rf
-188 G
-3248 2065 155 4 rf
-K
-3403 2065 39 4 rf
-255 G
-3442 2065 15 4 rf
-K
-3457 2065 3 4 rf
-255 G
-3460 2065 187 4 rf
-K
-3647 2065 4 4 rf
-255 G
-3651 2065 14 4 rf
-K
-3665 2065 4 4 rf
-255 G
-3669 2065 187 4 rf
-K
-3856 2065 4 4 rf
-255 G
-3860 2065 14 4 rf
-K
-3874 2065 4 4 rf
-255 G
-3878 2065 191 4 rf
-K
-4069 2065 3 4 rf
-255 G
-4072 2065 7 4 rf
-2189 2062 8 3 rf
-K
-2197 2062 151 3 rf
-188 G
-2348 2062 47 3 rf
-255 G
-2395 2062 14 3 rf
-188 G
-2409 2062 194 3 rf
-255 G
-2603 2062 15 3 rf
-188 G
-2618 2062 194 3 rf
-255 G
-2812 2062 15 3 rf
-188 G
-2827 2062 194 3 rf
-255 G
-3021 2062 14 3 rf
-188 G
-3035 2062 198 3 rf
-255 G
-3233 2062 15 3 rf
-188 G
-3248 2062 151 3 rf
-K
-3399 2062 43 3 rf
-255 G
-3442 2062 15 3 rf
-K
-3457 2062 3 3 rf
-255 G
-3460 2062 187 3 rf
-K
-3647 2062 4 3 rf
-255 G
-3651 2062 14 3 rf
-K
-3665 2062 4 3 rf
-255 G
-3669 2062 187 3 rf
-K
-3856 2062 4 3 rf
-255 G
-3860 2062 14 3 rf
-K
-3874 2062 4 3 rf
-255 G
-3878 2062 191 3 rf
-K
-4069 2062 3 3 rf
-255 G
-4072 2062 7 3 rf
-2189 2058 8 4 rf
-K
-2197 2058 151 4 rf
-188 G
-2348 2058 47 4 rf
-255 G
-2395 2058 14 4 rf
-188 G
-2409 2058 194 4 rf
-255 G
-2603 2058 15 4 rf
-188 G
-2618 2058 194 4 rf
-255 G
-2812 2058 15 4 rf
-188 G
-2827 2058 194 4 rf
-255 G
-3021 2058 14 4 rf
-188 G
-3035 2058 198 4 rf
-255 G
-3233 2058 15 4 rf
-188 G
-3248 2058 151 4 rf
-K
-3399 2058 43 4 rf
-255 G
-3442 2058 15 4 rf
-K
-3457 2058 3 4 rf
-255 G
-3460 2058 187 4 rf
-K
-3647 2058 4 4 rf
-255 G
-3651 2058 14 4 rf
-K
-3665 2058 4 4 rf
-255 G
-3669 2058 187 4 rf
-K
-3856 2058 4 4 rf
-255 G
-3860 2058 14 4 rf
-K
-3874 2058 4 4 rf
-255 G
-3878 2058 191 4 rf
-K
-4069 2058 3 4 rf
-255 G
-4072 2058 7 4 rf
-2189 2055 8 3 rf
-K
-2197 2055 151 3 rf
-188 G
-2348 2055 47 3 rf
-255 G
-2395 2055 14 3 rf
-188 G
-2409 2055 194 3 rf
-255 G
-2603 2055 15 3 rf
-188 G
-2618 2055 194 3 rf
-255 G
-2812 2055 15 3 rf
-188 G
-2827 2055 194 3 rf
-255 G
-3021 2055 14 3 rf
-188 G
-3035 2055 198 3 rf
-255 G
-3233 2055 15 3 rf
-188 G
-3248 2055 151 3 rf
-K
-3399 2055 43 3 rf
-255 G
-3442 2055 15 3 rf
-K
-3457 2055 3 3 rf
-255 G
-3460 2055 187 3 rf
-K
-3647 2055 4 3 rf
-255 G
-3651 2055 14 3 rf
-K
-3665 2055 4 3 rf
-255 G
-3669 2055 187 3 rf
-K
-3856 2055 4 3 rf
-255 G
-3860 2055 14 3 rf
-K
-3874 2055 4 3 rf
-255 G
-3878 2055 191 3 rf
-K
-4069 2055 3 3 rf
-255 G
-4072 2055 7 3 rf
-2189 2051 8 4 rf
-K
-2197 2051 198 4 rf
-255 G
-2395 2051 14 4 rf
-188 G
-2409 2051 194 4 rf
-255 G
-2603 2051 15 4 rf
-188 G
-2618 2051 194 4 rf
-255 G
-2812 2051 15 4 rf
-188 G
-2827 2051 194 4 rf
-255 G
-3021 2051 14 4 rf
-188 G
-3035 2051 198 4 rf
-255 G
-3233 2051 15 4 rf
-188 G
-3248 2051 151 4 rf
-K
-3399 2051 43 4 rf
-255 G
-3442 2051 15 4 rf
-K
-3457 2051 3 4 rf
-255 G
-3460 2051 187 4 rf
-K
-3647 2051 4 4 rf
-255 G
-3651 2051 14 4 rf
-K
-3665 2051 4 4 rf
-255 G
-3669 2051 187 4 rf
-K
-3856 2051 4 4 rf
-255 G
-3860 2051 14 4 rf
-K
-3874 2051 4 4 rf
-255 G
-3878 2051 191 4 rf
-K
-4069 2051 3 4 rf
-255 G
-4072 2051 7 4 rf
-2189 2047 8 4 rf
-K
-2197 2047 198 4 rf
-255 G
-2395 2047 14 4 rf
-188 G
-2409 2047 194 4 rf
-255 G
-2603 2047 15 4 rf
-188 G
-2618 2047 194 4 rf
-255 G
-2812 2047 15 4 rf
-188 G
-2827 2047 194 4 rf
-255 G
-3021 2047 14 4 rf
-188 G
-3035 2047 198 4 rf
-255 G
-3233 2047 15 4 rf
-188 G
-3248 2047 147 4 rf
-K
-3395 2047 47 4 rf
-255 G
-3442 2047 15 4 rf
-K
-3457 2047 3 4 rf
-255 G
-3460 2047 187 4 rf
-K
-3647 2047 4 4 rf
-255 G
-3651 2047 14 4 rf
-K
-3665 2047 4 4 rf
-255 G
-3669 2047 187 4 rf
-K
-3856 2047 4 4 rf
-255 G
-3860 2047 14 4 rf
-K
-3874 2047 4 4 rf
-255 G
-3878 2047 191 4 rf
-K
-4069 2047 3 4 rf
-255 G
-4072 2047 7 4 rf
-2189 2044 8 3 rf
-K
-2197 2044 198 3 rf
-255 G
-2395 2044 14 3 rf
-K
-2409 2044 11 3 rf
-188 G
-2420 2044 183 3 rf
-255 G
-2603 2044 15 3 rf
-188 G
-2618 2044 194 3 rf
-255 G
-2812 2044 15 3 rf
-188 G
-2827 2044 194 3 rf
-255 G
-3021 2044 14 3 rf
-188 G
-3035 2044 198 3 rf
-255 G
-3233 2044 15 3 rf
-188 G
-3248 2044 144 3 rf
-K
-3392 2044 50 3 rf
-255 G
-3442 2044 15 3 rf
-K
-3457 2044 3 3 rf
-255 G
-3460 2044 187 3 rf
-K
-3647 2044 4 3 rf
-255 G
-3651 2044 14 3 rf
-K
-3665 2044 4 3 rf
-255 G
-3669 2044 187 3 rf
-K
-3856 2044 4 3 rf
-255 G
-3860 2044 14 3 rf
-K
-3874 2044 4 3 rf
-255 G
-3878 2044 191 3 rf
-K
-4069 2044 3 3 rf
-255 G
-4072 2044 7 3 rf
-2189 2040 8 4 rf
-K
-2197 2040 198 4 rf
-255 G
-2395 2040 14 4 rf
-K
-2409 2040 14 4 rf
-188 G
-2423 2040 180 4 rf
-255 G
-2603 2040 15 4 rf
-188 G
-2618 2040 194 4 rf
-255 G
-2812 2040 15 4 rf
-188 G
-2827 2040 194 4 rf
-255 G
-3021 2040 14 4 rf
-188 G
-3035 2040 198 4 rf
-255 G
-3233 2040 15 4 rf
-188 G
-3248 2040 144 4 rf
-K
-3392 2040 50 4 rf
-255 G
-3442 2040 15 4 rf
-K
-3457 2040 3 4 rf
-255 G
-3460 2040 187 4 rf
-K
-3647 2040 4 4 rf
-255 G
-3651 2040 14 4 rf
-K
-3665 2040 4 4 rf
-255 G
-3669 2040 187 4 rf
-K
-3856 2040 4 4 rf
-255 G
-3860 2040 14 4 rf
-K
-3874 2040 4 4 rf
-255 G
-3878 2040 191 4 rf
-K
-4069 2040 3 4 rf
-255 G
-4072 2040 7 4 rf
-2189 2037 8 3 rf
-K
-2197 2037 198 3 rf
-255 G
-2395 2037 14 3 rf
-K
-2409 2037 14 3 rf
-188 G
-2423 2037 180 3 rf
-255 G
-2603 2037 15 3 rf
-188 G
-2618 2037 194 3 rf
-255 G
-2812 2037 15 3 rf
-188 G
-2827 2037 194 3 rf
-255 G
-3021 2037 14 3 rf
-188 G
-3035 2037 198 3 rf
-255 G
-3233 2037 15 3 rf
-188 G
-3248 2037 140 3 rf
-K
-3388 2037 54 3 rf
-255 G
-3442 2037 15 3 rf
-K
-3457 2037 3 3 rf
-255 G
-3460 2037 187 3 rf
-K
-3647 2037 4 3 rf
-255 G
-3651 2037 14 3 rf
-K
-3665 2037 4 3 rf
-255 G
-3669 2037 187 3 rf
-K
-3856 2037 4 3 rf
-255 G
-3860 2037 14 3 rf
-K
-3874 2037 4 3 rf
-255 G
-3878 2037 191 3 rf
-K
-4069 2037 3 3 rf
-255 G
-4072 2037 7 3 rf
-2189 2033 8 4 rf
-K
-2197 2033 198 4 rf
-255 G
-2395 2033 14 4 rf
-K
-2409 2033 14 4 rf
-188 G
-2423 2033 180 4 rf
-255 G
-2603 2033 15 4 rf
-188 G
-2618 2033 194 4 rf
-255 G
-2812 2033 15 4 rf
-188 G
-2827 2033 194 4 rf
-255 G
-3021 2033 14 4 rf
-188 G
-3035 2033 198 4 rf
-255 G
-3233 2033 15 4 rf
-188 G
-3248 2033 140 4 rf
-K
-3388 2033 54 4 rf
-255 G
-3442 2033 15 4 rf
-K
-3457 2033 3 4 rf
-255 G
-3460 2033 187 4 rf
-K
-3647 2033 4 4 rf
-255 G
-3651 2033 14 4 rf
-K
-3665 2033 4 4 rf
-255 G
-3669 2033 187 4 rf
-K
-3856 2033 4 4 rf
-255 G
-3860 2033 14 4 rf
-K
-3874 2033 4 4 rf
-255 G
-3878 2033 191 4 rf
-K
-4069 2033 3 4 rf
-255 G
-4072 2033 7 4 rf
-2189 2029 8 4 rf
-K
-2197 2029 198 4 rf
-255 G
-2395 2029 14 4 rf
-K
-2409 2029 11 4 rf
-188 G
-2420 2029 183 4 rf
-255 G
-2603 2029 15 4 rf
-188 G
-2618 2029 194 4 rf
-255 G
-2812 2029 15 4 rf
-188 G
-2827 2029 194 4 rf
-255 G
-3021 2029 14 4 rf
-188 G
-3035 2029 198 4 rf
-255 G
-3233 2029 15 4 rf
-188 G
-3248 2029 147 4 rf
-K
-3395 2029 47 4 rf
-255 G
-3442 2029 15 4 rf
-K
-3457 2029 3 4 rf
-255 G
-3460 2029 187 4 rf
-K
-3647 2029 4 4 rf
-255 G
-3651 2029 14 4 rf
-K
-3665 2029 4 4 rf
-255 G
-3669 2029 187 4 rf
-K
-3856 2029 4 4 rf
-255 G
-3860 2029 14 4 rf
-K
-3874 2029 4 4 rf
-255 G
-3878 2029 191 4 rf
-K
-4069 2029 3 4 rf
-255 G
-4072 2029 7 4 rf
-2189 2026 8 3 rf
-K
-2197 2026 198 3 rf
-255 G
-2395 2026 14 3 rf
-K
-2409 2026 7 3 rf
-188 G
-2416 2026 187 3 rf
-255 G
-2603 2026 15 3 rf
-188 G
-2618 2026 194 3 rf
-255 G
-2812 2026 15 3 rf
-188 G
-2827 2026 194 3 rf
-255 G
-3021 2026 14 3 rf
-188 G
-3035 2026 198 3 rf
-255 G
-3233 2026 15 3 rf
-188 G
-3248 2026 147 3 rf
-K
-3395 2026 47 3 rf
-255 G
-3442 2026 15 3 rf
-K
-3457 2026 3 3 rf
-255 G
-3460 2026 187 3 rf
-K
-3647 2026 4 3 rf
-255 G
-3651 2026 14 3 rf
-K
-3665 2026 4 3 rf
-255 G
-3669 2026 187 3 rf
-K
-3856 2026 4 3 rf
-255 G
-3860 2026 14 3 rf
-K
-3874 2026 4 3 rf
-255 G
-3878 2026 191 3 rf
-K
-4069 2026 3 3 rf
-255 G
-4072 2026 7 3 rf
-2189 2022 8 4 rf
-K
-2197 2022 198 4 rf
-255 G
-2395 2022 14 4 rf
-K
-2409 2022 7 4 rf
-188 G
-2416 2022 187 4 rf
-255 G
-2603 2022 15 4 rf
-188 G
-2618 2022 194 4 rf
-255 G
-2812 2022 15 4 rf
-188 G
-2827 2022 194 4 rf
-255 G
-3021 2022 14 4 rf
-188 G
-3035 2022 198 4 rf
-255 G
-3233 2022 15 4 rf
-188 G
-3248 2022 147 4 rf
-K
-3395 2022 47 4 rf
-255 G
-3442 2022 15 4 rf
-K
-3457 2022 194 4 rf
-255 G
-3651 2022 14 4 rf
-K
-3665 2022 195 4 rf
-255 G
-3860 2022 14 4 rf
-K
-3874 2022 198 4 rf
-255 G
-4072 2022 7 4 rf
-2189 2019 1890 3 rf
-2189 2015 1890 4 rf
-2189 2011 1890 4 rf
-2189 2008 1890 3 rf
-2189 2004 8 4 rf
-K
-2197 2004 198 4 rf
-255 G
-2395 2004 14 4 rf
-K
-2409 2004 7 4 rf
-188 G
-2416 2004 187 4 rf
-255 G
-2603 2004 15 4 rf
-188 G
-2618 2004 194 4 rf
-255 G
-2812 2004 15 4 rf
-188 G
-2827 2004 194 4 rf
-255 G
-3021 2004 14 4 rf
-188 G
-3035 2004 198 4 rf
-255 G
-3233 2004 15 4 rf
-188 G
-3248 2004 147 4 rf
-K
-3395 2004 47 4 rf
-255 G
-3442 2004 15 4 rf
-K
-3457 2004 194 4 rf
-255 G
-3651 2004 14 4 rf
-K
-3665 2004 195 4 rf
-255 G
-3860 2004 14 4 rf
-K
-3874 2004 198 4 rf
-255 G
-4072 2004 7 4 rf
-2189 2001 8 3 rf
-K
-2197 2001 3 3 rf
-255 G
-2200 2001 191 3 rf
-K
-2391 2001 4 3 rf
-255 G
-2395 2001 14 3 rf
-K
-2409 2001 7 3 rf
-188 G
-2416 2001 166 3 rf
-K
-2582 2001 18 3 rf
-188 G
-2600 2001 3 3 rf
-255 G
-2603 2001 15 3 rf
-188 G
-2618 2001 194 3 rf
-255 G
-2812 2001 15 3 rf
-188 G
-2827 2001 194 3 rf
-255 G
-3021 2001 14 3 rf
-188 G
-3035 2001 198 3 rf
-255 G
-3233 2001 15 3 rf
-188 G
-3248 2001 155 3 rf
-K
-3403 2001 39 3 rf
-255 G
-3442 2001 15 3 rf
-K
-3457 2001 194 3 rf
-255 G
-3651 2001 14 3 rf
-K
-3665 2001 195 3 rf
-255 G
-3860 2001 14 3 rf
-K
-3874 2001 4 3 rf
-255 G
-3878 2001 191 3 rf
-K
-4069 2001 3 3 rf
-255 G
-4072 2001 7 3 rf
-2189 1997 8 4 rf
-K
-2197 1997 3 4 rf
-255 G
-2200 1997 191 4 rf
-K
-2391 1997 4 4 rf
-255 G
-2395 1997 14 4 rf
-K
-2409 1997 7 4 rf
-188 G
-2416 1997 166 4 rf
-K
-2582 1997 14 4 rf
-188 G
-2596 1997 7 4 rf
-255 G
-2603 1997 15 4 rf
-188 G
-2618 1997 194 4 rf
-255 G
-2812 1997 15 4 rf
-188 G
-2827 1997 194 4 rf
-255 G
-3021 1997 14 4 rf
-188 G
-3035 1997 198 4 rf
-255 G
-3233 1997 15 4 rf
-188 G
-3248 1997 155 4 rf
-K
-3403 1997 39 4 rf
-255 G
-3442 1997 15 4 rf
-K
-3457 1997 194 4 rf
-255 G
-3651 1997 14 4 rf
-K
-3665 1997 195 4 rf
-255 G
-3860 1997 14 4 rf
-K
-3874 1997 4 4 rf
-255 G
-3878 1997 191 4 rf
-K
-4069 1997 3 4 rf
-255 G
-4072 1997 7 4 rf
-2189 1993 8 4 rf
-K
-2197 1993 3 4 rf
-255 G
-2200 1993 191 4 rf
-K
-2391 1993 4 4 rf
-255 G
-2395 1993 14 4 rf
-K
-2409 1993 7 4 rf
-188 G
-2416 1993 159 4 rf
-K
-2575 1993 14 4 rf
-188 G
-2589 1993 14 4 rf
-255 G
-2603 1993 15 4 rf
-K
-2618 1993 3 4 rf
-188 G
-2621 1993 191 4 rf
-255 G
-2812 1993 15 4 rf
-188 G
-2827 1993 194 4 rf
-255 G
-3021 1993 14 4 rf
-188 G
-3035 1993 198 4 rf
-255 G
-3233 1993 15 4 rf
-188 G
-3248 1993 165 4 rf
-K
-3413 1993 29 4 rf
-255 G
-3442 1993 15 4 rf
-K
-3457 1993 194 4 rf
-255 G
-3651 1993 14 4 rf
-K
-3665 1993 195 4 rf
-255 G
-3860 1993 14 4 rf
-K
-3874 1993 4 4 rf
-255 G
-3878 1993 191 4 rf
-K
-4069 1993 3 4 rf
-255 G
-4072 1993 7 4 rf
-2189 1990 8 3 rf
-K
-2197 1990 3 3 rf
-255 G
-2200 1990 191 3 rf
-K
-2391 1990 4 3 rf
-255 G
-2395 1990 14 3 rf
-K
-2409 1990 7 3 rf
-188 G
-2416 1990 137 3 rf
-K
-2553 1990 36 3 rf
-188 G
-2589 1990 14 3 rf
-255 G
-2603 1990 15 3 rf
-K
-2618 1990 18 3 rf
-188 G
-2636 1990 176 3 rf
-255 G
-2812 1990 15 3 rf
-188 G
-2827 1990 194 3 rf
-255 G
-3021 1990 14 3 rf
-188 G
-3035 1990 198 3 rf
-255 G
-3233 1990 15 3 rf
-188 G
-3248 1990 169 3 rf
-K
-3417 1990 25 3 rf
-255 G
-3442 1990 15 3 rf
-K
-3457 1990 194 3 rf
-255 G
-3651 1990 14 3 rf
-K
-3665 1990 195 3 rf
-255 G
-3860 1990 14 3 rf
-K
-3874 1990 4 3 rf
-255 G
-3878 1990 191 3 rf
-K
-4069 1990 3 3 rf
-255 G
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-2189 1986 8 4 rf
-K
-2197 1986 3 4 rf
-255 G
-2200 1986 191 4 rf
-K
-2391 1986 4 4 rf
-255 G
-2395 1986 14 4 rf
-K
-2409 1986 7 4 rf
-188 G
-2416 1986 137 4 rf
-K
-2553 1986 36 4 rf
-188 G
-2589 1986 11 4 rf
-K
-2600 1986 3 4 rf
-255 G
-2603 1986 15 4 rf
-K
-2618 1986 21 4 rf
-188 G
-2639 1986 173 4 rf
-255 G
-2812 1986 15 4 rf
-188 G
-2827 1986 194 4 rf
-255 G
-3021 1986 14 4 rf
-188 G
-3035 1986 198 4 rf
-255 G
-3233 1986 15 4 rf
-188 G
-3248 1986 169 4 rf
-K
-3417 1986 25 4 rf
-255 G
-3442 1986 15 4 rf
-K
-3457 1986 194 4 rf
-255 G
-3651 1986 14 4 rf
-K
-3665 1986 195 4 rf
-255 G
-3860 1986 14 4 rf
-K
-3874 1986 4 4 rf
-255 G
-3878 1986 191 4 rf
-K
-4069 1986 3 4 rf
-255 G
-4072 1986 7 4 rf
-2189 1983 8 3 rf
-K
-2197 1983 3 3 rf
-255 G
-2200 1983 191 3 rf
-K
-2391 1983 4 3 rf
-255 G
-2395 1983 14 3 rf
-K
-2409 1983 7 3 rf
-188 G
-2416 1983 123 3 rf
-K
-2539 1983 64 3 rf
-255 G
-2603 1983 15 3 rf
-K
-2618 1983 21 3 rf
-188 G
-2639 1983 101 3 rf
-K
-2740 1983 7 3 rf
-188 G
-2747 1983 65 3 rf
-255 G
-2812 1983 15 3 rf
-188 G
-2827 1983 194 3 rf
-255 G
-3021 1983 14 3 rf
-188 G
-3035 1983 198 3 rf
-255 G
-3233 1983 15 3 rf
-188 G
-3248 1983 176 3 rf
-K
-3424 1983 18 3 rf
-255 G
-3442 1983 15 3 rf
-K
-3457 1983 194 3 rf
-255 G
-3651 1983 14 3 rf
-K
-3665 1983 195 3 rf
-255 G
-3860 1983 14 3 rf
-K
-3874 1983 4 3 rf
-255 G
-3878 1983 191 3 rf
-K
-4069 1983 3 3 rf
-255 G
-4072 1983 7 3 rf
-2189 1979 8 4 rf
-K
-2197 1979 3 4 rf
-255 G
-2200 1979 191 4 rf
-K
-2391 1979 4 4 rf
-255 G
-2395 1979 14 4 rf
-K
-2409 1979 7 4 rf
-188 G
-2416 1979 119 4 rf
-K
-2535 1979 68 4 rf
-255 G
-2603 1979 15 4 rf
-K
-2618 1979 25 4 rf
-188 G
-2643 1979 14 4 rf
-K
-2657 1979 15 4 rf
-188 G
-2672 1979 25 4 rf
-K
-2697 1979 29 4 rf
-188 G
-2726 1979 14 4 rf
-K
-2740 1979 7 4 rf
-188 G
-2747 1979 65 4 rf
-255 G
-2812 1979 15 4 rf
-188 G
-2827 1979 194 4 rf
-255 G
-3021 1979 14 4 rf
-188 G
-3035 1979 198 4 rf
-255 G
-3233 1979 15 4 rf
-188 G
-3248 1979 176 4 rf
-K
-3424 1979 18 4 rf
-255 G
-3442 1979 15 4 rf
-K
-3457 1979 194 4 rf
-255 G
-3651 1979 14 4 rf
-K
-3665 1979 195 4 rf
-255 G
-3860 1979 14 4 rf
-K
-3874 1979 4 4 rf
-255 G
-3878 1979 191 4 rf
-K
-4069 1979 3 4 rf
-255 G
-4072 1979 7 4 rf
-2189 1976 8 3 rf
-K
-2197 1976 3 3 rf
-255 G
-2200 1976 191 3 rf
-K
-2391 1976 4 3 rf
-255 G
-2395 1976 14 3 rf
-K
-2409 1976 11 3 rf
-188 G
-2420 1976 111 3 rf
-K
-2531 1976 72 3 rf
-255 G
-2603 1976 15 3 rf
-K
-2618 1976 57 3 rf
-188 G
-2675 1976 22 3 rf
-K
-2697 1976 29 3 rf
-188 G
-2726 1976 14 3 rf
-K
-2740 1976 7 3 rf
-188 G
-2747 1976 65 3 rf
-255 G
-2812 1976 15 3 rf
-188 G
-2827 1976 194 3 rf
-255 G
-3021 1976 14 3 rf
-188 G
-3035 1976 198 3 rf
-255 G
-3233 1976 15 3 rf
-188 G
-3248 1976 180 3 rf
-K
-3428 1976 14 3 rf
-255 G
-3442 1976 15 3 rf
-K
-3457 1976 194 3 rf
-255 G
-3651 1976 14 3 rf
-K
-3665 1976 195 3 rf
-255 G
-3860 1976 14 3 rf
-K
-3874 1976 4 3 rf
-255 G
-3878 1976 191 3 rf
-K
-4069 1976 3 3 rf
-255 G
-4072 1976 7 3 rf
-2189 1972 8 4 rf
-K
-2197 1972 3 4 rf
-255 G
-2200 1972 191 4 rf
-K
-2391 1972 4 4 rf
-255 G
-2395 1972 14 4 rf
-K
-2409 1972 14 4 rf
-188 G
-2423 1972 108 4 rf
-K
-2531 1972 72 4 rf
-255 G
-2603 1972 15 4 rf
-K
-2618 1972 126 4 rf
-188 G
-2744 1972 68 4 rf
-255 G
-2812 1972 15 4 rf
-188 G
-2827 1972 194 4 rf
-255 G
-3021 1972 14 4 rf
-188 G
-3035 1972 198 4 rf
-255 G
-3233 1972 15 4 rf
-188 G
-3248 1972 187 4 rf
-K
-3435 1972 7 4 rf
-255 G
-3442 1972 15 4 rf
-K
-3457 1972 194 4 rf
-255 G
-3651 1972 14 4 rf
-K
-3665 1972 195 4 rf
-255 G
-3860 1972 14 4 rf
-K
-3874 1972 4 4 rf
-255 G
-3878 1972 191 4 rf
-K
-4069 1972 3 4 rf
-255 G
-4072 1972 7 4 rf
-2189 1968 8 4 rf
-K
-2197 1968 3 4 rf
-255 G
-2200 1968 191 4 rf
-K
-2391 1968 4 4 rf
-255 G
-2395 1968 14 4 rf
-K
-2409 1968 18 4 rf
-188 G
-2427 1968 104 4 rf
-K
-2531 1968 72 4 rf
-255 G
-2603 1968 15 4 rf
-K
-2618 1968 126 4 rf
-188 G
-2744 1968 68 4 rf
-255 G
-2812 1968 15 4 rf
-188 G
-2827 1968 194 4 rf
-255 G
-3021 1968 14 4 rf
-188 G
-3035 1968 198 4 rf
-255 G
-3233 1968 15 4 rf
-188 G
-3248 1968 191 4 rf
-K
-3439 1968 3 4 rf
-255 G
-3442 1968 15 4 rf
-K
-3457 1968 194 4 rf
-255 G
-3651 1968 14 4 rf
-K
-3665 1968 195 4 rf
-255 G
-3860 1968 14 4 rf
-K
-3874 1968 4 4 rf
-255 G
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-K
-4069 1968 3 4 rf
-255 G
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-2189 1965 8 3 rf
-K
-2197 1965 3 3 rf
-255 G
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-K
-2391 1965 4 3 rf
-255 G
-2395 1965 14 3 rf
-K
-2409 1965 22 3 rf
-188 G
-2431 1965 43 3 rf
-K
-2474 1965 11 3 rf
-188 G
-2485 1965 46 3 rf
-K
-2531 1965 72 3 rf
-255 G
-2603 1965 15 3 rf
-K
-2618 1965 133 3 rf
-188 G
-2751 1965 61 3 rf
-255 G
-2812 1965 15 3 rf
-188 G
-2827 1965 194 3 rf
-255 G
-3021 1965 14 3 rf
-188 G
-3035 1965 198 3 rf
-255 G
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-188 G
-3248 1965 194 3 rf
-255 G
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-K
-3457 1965 194 3 rf
-255 G
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-K
-3665 1965 195 3 rf
-255 G
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-K
-3874 1965 4 3 rf
-255 G
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-K
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-255 G
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-2189 1961 8 4 rf
-K
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-255 G
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-K
-2391 1961 4 4 rf
-255 G
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-K
-2409 1961 25 4 rf
-188 G
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-K
-2463 1961 36 4 rf
-188 G
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-K
-2524 1961 79 4 rf
-255 G
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-K
-2618 1961 133 4 rf
-188 G
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-255 G
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-188 G
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-255 G
-3021 1961 14 4 rf
-188 G
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-255 G
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-188 G
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-K
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-K
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-K
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-K
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-255 G
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-2189 1958 8 3 rf
-K
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-255 G
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-K
-2391 1958 4 3 rf
-255 G
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-K
-2409 1958 90 3 rf
-188 G
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-K
-2524 1958 79 3 rf
-255 G
-2603 1958 15 3 rf
-K
-2618 1958 133 3 rf
-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-K
-3457 1958 194 3 rf
-255 G
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-K
-3665 1958 195 3 rf
-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-K
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-K
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-255 G
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-K
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-255 G
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-188 G
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-188 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2618 1950 147 4 rf
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-255 G
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-188 G
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-255 G
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-K
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-255 G
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-K
-3665 1950 195 4 rf
-255 G
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-K
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-255 G
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-K
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-255 G
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-2189 1947 8 3 rf
-K
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-K
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-K
-2409 1947 194 3 rf
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-K
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-K
-3457 1947 194 3 rf
-255 G
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-K
-3665 1947 195 3 rf
-255 G
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-K
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-255 G
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-K
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-255 G
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-2189 1943 8 4 rf
-K
-2197 1943 3 4 rf
-255 G
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-K
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-K
-2409 1943 194 4 rf
-255 G
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-K
-2618 1943 162 4 rf
-188 G
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-255 G
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-188 G
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-255 G
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-255 G
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-188 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-255 G
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-188 G
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-K
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-255 G
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-K
-3665 1940 195 3 rf
-255 G
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-K
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-K
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-K
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-K
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-K
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-255 G
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-K
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-188 G
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-255 G
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-188 G
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-255 G
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-255 G
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-K
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-K
-3665 1936 195 4 rf
-255 G
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-K
-3874 1936 4 4 rf
-255 G
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-K
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-2189 1932 8 4 rf
-K
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-K
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-K
-2409 1932 194 4 rf
-255 G
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-K
-2618 1932 165 4 rf
-188 G
-2783 1932 29 4 rf
-255 G
-2812 1932 15 4 rf
-188 G
-2827 1932 194 4 rf
-255 G
-3021 1932 14 4 rf
-188 G
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-255 G
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-188 G
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-255 G
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-K
-3467 1932 184 4 rf
-255 G
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-K
-3665 1932 195 4 rf
-255 G
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-K
-3874 1932 4 4 rf
-255 G
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-K
-4069 1932 3 4 rf
-255 G
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-2189 1929 8 3 rf
-K
-2197 1929 3 3 rf
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-2200 1929 191 3 rf
-K
-2391 1929 4 3 rf
-255 G
-2395 1929 14 3 rf
-K
-2409 1929 194 3 rf
-255 G
-2603 1929 15 3 rf
-K
-2618 1929 173 3 rf
-188 G
-2791 1929 21 3 rf
-255 G
-2812 1929 15 3 rf
-188 G
-2827 1929 194 3 rf
-255 G
-3021 1929 14 3 rf
-188 G
-3035 1929 198 3 rf
-255 G
-3233 1929 15 3 rf
-188 G
-3248 1929 194 3 rf
-255 G
-3442 1929 15 3 rf
-188 G
-3457 1929 18 3 rf
-K
-3475 1929 176 3 rf
-255 G
-3651 1929 14 3 rf
-K
-3665 1929 195 3 rf
-255 G
-3860 1929 14 3 rf
-K
-3874 1929 4 3 rf
-255 G
-3878 1929 191 3 rf
-K
-4069 1929 3 3 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-3651 1839 14 4 rf
-188 G
-3665 1839 112 4 rf
-K
-3777 1839 83 4 rf
-255 G
-3860 1839 14 4 rf
-K
-3874 1839 4 4 rf
-255 G
-3878 1839 191 4 rf
-K
-4069 1839 3 4 rf
-255 G
-4072 1839 7 4 rf
-2189 1835 8 4 rf
-K
-2197 1835 3 4 rf
-255 G
-2200 1835 191 4 rf
-K
-2391 1835 4 4 rf
-255 G
-2395 1835 14 4 rf
-K
-2409 1835 4 4 rf
-255 G
-2413 1835 187 4 rf
-K
-2600 1835 3 4 rf
-255 G
-2603 1835 15 4 rf
-K
-2618 1835 3 4 rf
-255 G
-2621 1835 188 4 rf
-K
-2809 1835 3 4 rf
-255 G
-2812 1835 15 4 rf
-K
-2827 1835 61 4 rf
-188 G
-2888 1835 133 4 rf
-255 G
-3021 1835 14 4 rf
-188 G
-3035 1835 198 4 rf
-255 G
-3233 1835 15 4 rf
-188 G
-3248 1835 194 4 rf
-255 G
-3442 1835 15 4 rf
-188 G
-3457 1835 194 4 rf
-255 G
-3651 1835 14 4 rf
-188 G
-3665 1835 112 4 rf
-K
-3777 1835 83 4 rf
-255 G
-3860 1835 14 4 rf
-K
-3874 1835 4 4 rf
-255 G
-3878 1835 191 4 rf
-K
-4069 1835 3 4 rf
-255 G
-4072 1835 7 4 rf
-2189 1832 8 3 rf
-K
-2197 1832 3 3 rf
-255 G
-2200 1832 191 3 rf
-K
-2391 1832 4 3 rf
-255 G
-2395 1832 14 3 rf
-K
-2409 1832 4 3 rf
-255 G
-2413 1832 187 3 rf
-K
-2600 1832 3 3 rf
-255 G
-2603 1832 15 3 rf
-K
-2618 1832 3 3 rf
-255 G
-2621 1832 188 3 rf
-K
-2809 1832 3 3 rf
-255 G
-2812 1832 15 3 rf
-K
-2827 1832 61 3 rf
-188 G
-2888 1832 14 3 rf
-K
-2902 1832 29 3 rf
-188 G
-2931 1832 90 3 rf
-255 G
-3021 1832 14 3 rf
-188 G
-3035 1832 198 3 rf
-255 G
-3233 1832 15 3 rf
-188 G
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-255 G
-3442 1832 15 3 rf
-188 G
-3457 1832 194 3 rf
-255 G
-3651 1832 14 3 rf
-188 G
-3665 1832 112 3 rf
-K
-3777 1832 83 3 rf
-255 G
-3860 1832 14 3 rf
-K
-3874 1832 4 3 rf
-255 G
-3878 1832 191 3 rf
-K
-4069 1832 3 3 rf
-255 G
-4072 1832 7 3 rf
-2189 1828 8 4 rf
-K
-2197 1828 3 4 rf
-255 G
-2200 1828 191 4 rf
-K
-2391 1828 4 4 rf
-255 G
-2395 1828 14 4 rf
-K
-2409 1828 4 4 rf
-255 G
-2413 1828 187 4 rf
-K
-2600 1828 3 4 rf
-255 G
-2603 1828 15 4 rf
-K
-2618 1828 3 4 rf
-255 G
-2621 1828 188 4 rf
-K
-2809 1828 3 4 rf
-255 G
-2812 1828 15 4 rf
-K
-2827 1828 122 4 rf
-188 G
-2949 1828 72 4 rf
-255 G
-3021 1828 14 4 rf
-188 G
-3035 1828 198 4 rf
-255 G
-3233 1828 15 4 rf
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-255 G
-3442 1828 15 4 rf
-188 G
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-255 G
-3651 1828 14 4 rf
-188 G
-3665 1828 108 4 rf
-K
-3773 1828 87 4 rf
-255 G
-3860 1828 14 4 rf
-K
-3874 1828 4 4 rf
-255 G
-3878 1828 191 4 rf
-K
-4069 1828 3 4 rf
-255 G
-4072 1828 7 4 rf
-2189 1825 8 3 rf
-K
-2197 1825 3 3 rf
-255 G
-2200 1825 191 3 rf
-K
-2391 1825 4 3 rf
-255 G
-2395 1825 14 3 rf
-K
-2409 1825 4 3 rf
-255 G
-2413 1825 187 3 rf
-K
-2600 1825 3 3 rf
-255 G
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-K
-2618 1825 3 3 rf
-255 G
-2621 1825 188 3 rf
-K
-2809 1825 3 3 rf
-255 G
-2812 1825 15 3 rf
-K
-2827 1825 136 3 rf
-188 G
-2963 1825 58 3 rf
-255 G
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-188 G
-3035 1825 198 3 rf
-255 G
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-188 G
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-255 G
-3442 1825 15 3 rf
-188 G
-3457 1825 194 3 rf
-255 G
-3651 1825 14 3 rf
-188 G
-3665 1825 108 3 rf
-K
-3773 1825 87 3 rf
-255 G
-3860 1825 14 3 rf
-K
-3874 1825 4 3 rf
-255 G
-3878 1825 191 3 rf
-K
-4069 1825 3 3 rf
-255 G
-4072 1825 7 3 rf
-2189 1821 8 4 rf
-K
-2197 1821 3 4 rf
-255 G
-2200 1821 191 4 rf
-K
-2391 1821 4 4 rf
-255 G
-2395 1821 14 4 rf
-K
-2409 1821 4 4 rf
-255 G
-2413 1821 187 4 rf
-K
-2600 1821 3 4 rf
-255 G
-2603 1821 15 4 rf
-K
-2618 1821 3 4 rf
-255 G
-2621 1821 188 4 rf
-K
-2809 1821 3 4 rf
-255 G
-2812 1821 15 4 rf
-K
-2827 1821 136 4 rf
-188 G
-2963 1821 58 4 rf
-255 G
-3021 1821 14 4 rf
-188 G
-3035 1821 198 4 rf
-255 G
-3233 1821 15 4 rf
-188 G
-3248 1821 194 4 rf
-255 G
-3442 1821 15 4 rf
-188 G
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-255 G
-3651 1821 14 4 rf
-188 G
-3665 1821 108 4 rf
-K
-3773 1821 87 4 rf
-255 G
-3860 1821 14 4 rf
-K
-3874 1821 4 4 rf
-255 G
-3878 1821 191 4 rf
-K
-4069 1821 3 4 rf
-255 G
-4072 1821 7 4 rf
-2189 1817 8 4 rf
-K
-2197 1817 3 4 rf
-255 G
-2200 1817 191 4 rf
-K
-2391 1817 4 4 rf
-255 G
-2395 1817 14 4 rf
-K
-2409 1817 4 4 rf
-255 G
-2413 1817 187 4 rf
-K
-2600 1817 3 4 rf
-255 G
-2603 1817 15 4 rf
-K
-2618 1817 3 4 rf
-255 G
-2621 1817 188 4 rf
-K
-2809 1817 3 4 rf
-255 G
-2812 1817 15 4 rf
-K
-2827 1817 158 4 rf
-188 G
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-255 G
-3021 1817 14 4 rf
-188 G
-3035 1817 198 4 rf
-255 G
-3233 1817 15 4 rf
-188 G
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-255 G
-3442 1817 15 4 rf
-188 G
-3457 1817 194 4 rf
-255 G
-3651 1817 14 4 rf
-188 G
-3665 1817 108 4 rf
-K
-3773 1817 87 4 rf
-255 G
-3860 1817 14 4 rf
-K
-3874 1817 4 4 rf
-255 G
-3878 1817 191 4 rf
-K
-4069 1817 3 4 rf
-255 G
-4072 1817 7 4 rf
-2189 1814 8 3 rf
-K
-2197 1814 3 3 rf
-255 G
-2200 1814 191 3 rf
-K
-2391 1814 4 3 rf
-255 G
-2395 1814 14 3 rf
-K
-2409 1814 4 3 rf
-255 G
-2413 1814 187 3 rf
-K
-2600 1814 3 3 rf
-255 G
-2603 1814 15 3 rf
-K
-2618 1814 3 3 rf
-255 G
-2621 1814 188 3 rf
-K
-2809 1814 3 3 rf
-255 G
-2812 1814 15 3 rf
-K
-2827 1814 158 3 rf
-188 G
-2985 1814 36 3 rf
-255 G
-3021 1814 14 3 rf
-188 G
-3035 1814 198 3 rf
-255 G
-3233 1814 15 3 rf
-188 G
-3248 1814 194 3 rf
-255 G
-3442 1814 15 3 rf
-188 G
-3457 1814 194 3 rf
-255 G
-3651 1814 14 3 rf
-188 G
-3665 1814 108 3 rf
-K
-3773 1814 87 3 rf
-255 G
-3860 1814 14 3 rf
-K
-3874 1814 4 3 rf
-255 G
-3878 1814 191 3 rf
-K
-4069 1814 3 3 rf
-255 G
-4072 1814 7 3 rf
-2189 1810 8 4 rf
-K
-2197 1810 3 4 rf
-255 G
-2200 1810 191 4 rf
-K
-2391 1810 4 4 rf
-255 G
-2395 1810 14 4 rf
-K
-2409 1810 4 4 rf
-255 G
-2413 1810 187 4 rf
-K
-2600 1810 3 4 rf
-255 G
-2603 1810 15 4 rf
-K
-2618 1810 3 4 rf
-255 G
-2621 1810 188 4 rf
-K
-2809 1810 3 4 rf
-255 G
-2812 1810 15 4 rf
-K
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-188 G
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-255 G
-3021 1810 14 4 rf
-188 G
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-255 G
-3233 1810 15 4 rf
-188 G
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-255 G
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-188 G
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-255 G
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-188 G
-3665 1810 112 4 rf
-K
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-255 G
-3860 1810 14 4 rf
-K
-3874 1810 4 4 rf
-255 G
-3878 1810 191 4 rf
-K
-4069 1810 3 4 rf
-255 G
-4072 1810 7 4 rf
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-K
-2197 1807 3 3 rf
-255 G
-2200 1807 191 3 rf
-K
-2391 1807 4 3 rf
-255 G
-2395 1807 14 3 rf
-K
-2409 1807 4 3 rf
-255 G
-2413 1807 187 3 rf
-K
-2600 1807 3 3 rf
-255 G
-2603 1807 15 3 rf
-K
-2618 1807 3 3 rf
-255 G
-2621 1807 188 3 rf
-K
-2809 1807 3 3 rf
-255 G
-2812 1807 15 3 rf
-K
-2827 1807 162 3 rf
-188 G
-2989 1807 32 3 rf
-255 G
-3021 1807 14 3 rf
-188 G
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-255 G
-3233 1807 15 3 rf
-188 G
-3248 1807 194 3 rf
-255 G
-3442 1807 15 3 rf
-188 G
-3457 1807 194 3 rf
-255 G
-3651 1807 14 3 rf
-188 G
-3665 1807 116 3 rf
-K
-3781 1807 79 3 rf
-255 G
-3860 1807 14 3 rf
-K
-3874 1807 4 3 rf
-255 G
-3878 1807 191 3 rf
-K
-4069 1807 3 3 rf
-255 G
-4072 1807 7 3 rf
-2189 1803 8 4 rf
-K
-2197 1803 3 4 rf
-255 G
-2200 1803 191 4 rf
-K
-2391 1803 4 4 rf
-255 G
-2395 1803 14 4 rf
-K
-2409 1803 4 4 rf
-255 G
-2413 1803 187 4 rf
-K
-2600 1803 3 4 rf
-255 G
-2603 1803 15 4 rf
-K
-2618 1803 3 4 rf
-255 G
-2621 1803 188 4 rf
-K
-2809 1803 3 4 rf
-255 G
-2812 1803 15 4 rf
-K
-2827 1803 162 4 rf
-188 G
-2989 1803 14 4 rf
-K
-3003 1803 11 4 rf
-188 G
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-255 G
-3021 1803 14 4 rf
-188 G
-3035 1803 198 4 rf
-255 G
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-188 G
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-255 G
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-188 G
-3457 1803 194 4 rf
-255 G
-3651 1803 14 4 rf
-188 G
-3665 1803 116 4 rf
-K
-3781 1803 79 4 rf
-255 G
-3860 1803 14 4 rf
-K
-3874 1803 4 4 rf
-255 G
-3878 1803 191 4 rf
-K
-4069 1803 3 4 rf
-255 G
-4072 1803 7 4 rf
-2189 1799 8 4 rf
-K
-2197 1799 3 4 rf
-255 G
-2200 1799 191 4 rf
-K
-2391 1799 4 4 rf
-255 G
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-K
-2409 1799 4 4 rf
-255 G
-2413 1799 187 4 rf
-K
-2600 1799 3 4 rf
-255 G
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-K
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-255 G
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-K
-2809 1799 3 4 rf
-255 G
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-K
-2827 1799 194 4 rf
-255 G
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-K
-3035 1799 18 4 rf
-188 G
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-255 G
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-188 G
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-255 G
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-255 G
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-K
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-188 G
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-255 G
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-255 G
-3442 1796 15 3 rf
-188 G
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-K
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-K
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-255 G
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-K
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-188 G
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-255 G
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-255 G
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-K
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-255 G
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-K
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-K
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-K
-2809 1789 3 3 rf
-255 G
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-K
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-255 G
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-K
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-255 G
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-255 G
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-255 G
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-K
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-K
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-2189 1422 8 4 rf
-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-1581 2081 14 4 rf
-K
-1595 2081 195 4 rf
-255 G
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-K
-1804 2081 198 4 rf
-255 G
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-K
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-K
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-K
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-K
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-K
-1804 2078 198 3 rf
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-K
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-K
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-K
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-K
-1595 2074 195 4 rf
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-K
-1804 2074 198 4 rf
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-K
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-K
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-K
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-K
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-K
-1804 2070 198 4 rf
-255 G
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-K
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-K
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-K
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-K
-1595 2067 195 3 rf
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-K
-1804 2067 198 3 rf
-255 G
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-K
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-K
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-K
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-K
-1595 2063 195 4 rf
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-K
-1804 2063 198 4 rf
-255 G
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-K
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-K
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-K
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-K
-1595 2060 195 3 rf
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-K
-1804 2060 198 3 rf
-255 G
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-119 2056 8 4 rf
-K
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-K
-1329 2056 43 4 rf
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-K
-1387 2056 194 4 rf
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-K
-1595 2056 195 4 rf
-255 G
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-K
-1804 2056 198 4 rf
-255 G
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-119 2053 8 3 rf
-K
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-K
-1329 2053 43 3 rf
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-K
-1387 2053 194 3 rf
-255 G
-1581 2053 14 3 rf
-K
-1595 2053 195 3 rf
-255 G
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-K
-1804 2053 198 3 rf
-255 G
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-119 2049 8 4 rf
-K
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-K
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-K
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-K
-1595 2049 195 4 rf
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-K
-1804 2049 198 4 rf
-255 G
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-119 2045 8 4 rf
-K
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-K
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-255 G
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-K
-1322 2045 50 4 rf
-255 G
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-K
-1387 2045 194 4 rf
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-K
-1595 2045 195 4 rf
-255 G
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-K
-1804 2045 198 4 rf
-255 G
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-119 2042 8 3 rf
-K
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-K
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-K
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-K
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-255 G
-1581 2042 14 3 rf
-K
-1595 2042 195 3 rf
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-K
-1804 2042 198 3 rf
-255 G
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-119 2038 8 4 rf
-K
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-K
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-K
-1318 2038 54 4 rf
-255 G
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-K
-1387 2038 194 4 rf
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-1581 2038 14 4 rf
-K
-1595 2038 195 4 rf
-255 G
-1790 2038 14 4 rf
-K
-1804 2038 198 4 rf
-255 G
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-119 2035 8 3 rf
-K
-127 2035 198 3 rf
-255 G
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-K
-339 2035 14 3 rf
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-K
-1318 2035 54 3 rf
-255 G
-1372 2035 15 3 rf
-K
-1387 2035 194 3 rf
-255 G
-1581 2035 14 3 rf
-K
-1595 2035 195 3 rf
-255 G
-1790 2035 14 3 rf
-K
-1804 2035 198 3 rf
-255 G
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-119 2031 8 4 rf
-K
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-255 G
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-K
-339 2031 11 4 rf
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-255 G
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-K
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-K
-1387 2031 194 4 rf
-255 G
-1581 2031 14 4 rf
-K
-1595 2031 195 4 rf
-255 G
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-K
-1804 2031 198 4 rf
-255 G
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-119 2027 8 4 rf
-K
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-K
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-255 G
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-K
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-K
-1387 2027 194 4 rf
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-1581 2027 14 4 rf
-K
-1595 2027 195 4 rf
-255 G
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-K
-1804 2027 198 4 rf
-255 G
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-119 2024 8 3 rf
-K
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-K
-339 2024 7 3 rf
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-1178 2024 147 3 rf
-K
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-K
-1387 2024 194 3 rf
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-1581 2024 14 3 rf
-K
-1595 2024 195 3 rf
-255 G
-1790 2024 14 3 rf
-K
-1804 2024 198 3 rf
-255 G
-2002 2024 7 3 rf
-119 2020 1890 4 rf
-119 2017 1890 3 rf
-119 2013 1890 4 rf
-119 2009 1890 4 rf
-119 2006 8 3 rf
-K
-127 2006 198 3 rf
-255 G
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-K
-339 2006 7 3 rf
-188 G
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-255 G
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-255 G
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-255 G
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-K
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-255 G
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-K
-1387 2006 194 3 rf
-255 G
-1581 2006 14 3 rf
-K
-1595 2006 195 3 rf
-255 G
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-K
-1804 2006 198 3 rf
-255 G
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-119 2002 8 4 rf
-K
-127 2002 198 4 rf
-255 G
-325 2002 14 4 rf
-K
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-188 G
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-K
-512 2002 18 4 rf
-188 G
-530 2002 3 4 rf
-255 G
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-188 G
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-255 G
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-188 G
-757 2002 194 4 rf
-255 G
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-188 G
-965 2002 198 4 rf
-255 G
-1163 2002 15 4 rf
-188 G
-1178 2002 155 4 rf
-K
-1333 2002 39 4 rf
-255 G
-1372 2002 15 4 rf
-K
-1387 2002 194 4 rf
-255 G
-1581 2002 14 4 rf
-K
-1595 2002 195 4 rf
-255 G
-1790 2002 14 4 rf
-K
-1804 2002 198 4 rf
-255 G
-2002 2002 7 4 rf
-119 1999 8 3 rf
-K
-127 1999 198 3 rf
-255 G
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-K
-339 1999 7 3 rf
-188 G
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-K
-512 1999 14 3 rf
-188 G
-526 1999 7 3 rf
-255 G
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-188 G
-548 1999 194 3 rf
-255 G
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-188 G
-757 1999 194 3 rf
-255 G
-951 1999 14 3 rf
-188 G
-965 1999 198 3 rf
-255 G
-1163 1999 15 3 rf
-188 G
-1178 1999 155 3 rf
-K
-1333 1999 39 3 rf
-255 G
-1372 1999 15 3 rf
-K
-1387 1999 194 3 rf
-255 G
-1581 1999 14 3 rf
-K
-1595 1999 195 3 rf
-255 G
-1790 1999 14 3 rf
-K
-1804 1999 198 3 rf
-255 G
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-K
-127 1995 198 4 rf
-255 G
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-K
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-K
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-255 G
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-K
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
-1163 1995 15 4 rf
-188 G
-1178 1995 165 4 rf
-K
-1343 1995 29 4 rf
-255 G
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-K
-1387 1995 194 4 rf
-255 G
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-K
-1595 1995 195 4 rf
-255 G
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-K
-1804 1995 198 4 rf
-255 G
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-K
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-K
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-K
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-K
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-255 G
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-255 G
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-255 G
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-K
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-255 G
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-K
-1387 1991 194 4 rf
-255 G
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-K
-1595 1991 195 4 rf
-255 G
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-K
-1804 1991 198 4 rf
-255 G
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-K
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-255 G
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-K
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-K
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-188 G
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-K
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-255 G
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-K
-548 1988 21 3 rf
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-K
-1347 1988 25 3 rf
-255 G
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-K
-1387 1988 194 3 rf
-255 G
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-K
-1595 1988 195 3 rf
-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-K
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-255 G
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-K
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-K
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-K
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-255 G
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-K
-1387 1984 194 4 rf
-255 G
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-K
-1595 1984 195 4 rf
-255 G
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-K
-1804 1984 198 4 rf
-255 G
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-K
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-255 G
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-K
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-K
-465 1981 68 3 rf
-255 G
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-K
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-188 G
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-K
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-188 G
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-K
-627 1981 29 3 rf
-188 G
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-K
-670 1981 7 3 rf
-188 G
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-255 G
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-188 G
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-255 G
-951 1981 14 3 rf
-188 G
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-255 G
-1163 1981 15 3 rf
-188 G
-1178 1981 176 3 rf
-K
-1354 1981 18 3 rf
-255 G
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-K
-1387 1981 194 3 rf
-255 G
-1581 1981 14 3 rf
-K
-1595 1981 195 3 rf
-255 G
-1790 1981 14 3 rf
-K
-1804 1981 198 3 rf
-255 G
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-K
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-255 G
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-K
-339 1977 11 4 rf
-188 G
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-K
-461 1977 72 4 rf
-255 G
-533 1977 15 4 rf
-K
-548 1977 57 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-3874 3093 4 4 rf
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-K
-4069 3093 3 4 rf
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-2189 3090 8 3 rf
-K
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-K
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-K
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-K
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-K
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-K
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-3874 3086 4 4 rf
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-K
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-K
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-K
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-K
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-K
-2600 3082 3 4 rf
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-K
-2618 3082 83 4 rf
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-K
-2855 3082 166 4 rf
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-K
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-255 G
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-K
-3874 3082 4 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-255 G
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-K
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-K
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-K
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-255 G
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-K
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-K
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-K
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-K
-2600 3075 3 4 rf
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-K
-2618 3075 83 4 rf
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-K
-2852 3075 169 4 rf
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-K
-3035 3075 112 4 rf
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-188 G
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-255 G
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-255 G
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-K
-3853 3075 7 4 rf
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-K
-3874 3075 4 4 rf
-255 G
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-K
-4069 3075 3 4 rf
-255 G
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-2189 3072 8 3 rf
-K
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-K
-2391 3072 4 3 rf
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-K
-2409 3072 4 3 rf
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-K
-2600 3072 3 3 rf
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-K
-2618 3072 83 3 rf
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-K
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-188 G
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-K
-2852 3072 169 3 rf
-255 G
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-K
-3035 3072 112 3 rf
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-255 G
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-188 G
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-255 G
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-255 G
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-K
-3849 3072 11 3 rf
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-K
-3874 3072 4 3 rf
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-K
-4069 3072 3 3 rf
-255 G
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-K
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-K
-2391 3068 4 4 rf
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-K
-2409 3068 4 4 rf
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-K
-2600 3068 3 4 rf
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-K
-2618 3068 101 4 rf
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-255 G
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-188 G
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-K
-2852 3068 169 4 rf
-255 G
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-K
-3035 3068 112 4 rf
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-K
-3849 3068 11 4 rf
-255 G
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-K
-3874 3068 4 4 rf
-255 G
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-K
-4069 3068 3 4 rf
-255 G
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-2189 3065 8 3 rf
-K
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-K
-2391 3065 4 3 rf
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-K
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-255 G
-2413 3065 187 3 rf
-K
-2600 3065 3 3 rf
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-K
-2618 3065 97 3 rf
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-255 G
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-188 G
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-K
-2852 3065 169 3 rf
-255 G
-3021 3065 14 3 rf
-K
-3035 3065 112 3 rf
-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-K
-3849 3065 11 3 rf
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-3860 3065 14 3 rf
-K
-3874 3065 4 3 rf
-255 G
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-K
-4069 3065 3 3 rf
-255 G
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-K
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-K
-2391 3061 4 4 rf
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-K
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-K
-2600 3061 3 4 rf
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-K
-2618 3061 115 4 rf
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-255 G
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-188 G
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-K
-2855 3061 166 4 rf
-255 G
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-K
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-K
-3842 3061 18 4 rf
-255 G
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-K
-3874 3061 4 4 rf
-255 G
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-K
-4069 3061 3 4 rf
-255 G
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-2189 3057 8 4 rf
-K
-2197 3057 3 4 rf
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-K
-2391 3057 4 4 rf
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-K
-2409 3057 4 4 rf
-255 G
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-K
-2600 3057 3 4 rf
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-K
-2618 3057 119 4 rf
-188 G
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-255 G
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-188 G
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-K
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-255 G
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-K
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-K
-3842 3057 18 4 rf
-255 G
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-K
-3874 3057 4 4 rf
-255 G
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-K
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-255 G
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-2189 3054 8 3 rf
-K
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-K
-2391 3054 4 3 rf
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-K
-2409 3054 4 3 rf
-255 G
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-K
-2600 3054 3 3 rf
-255 G
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-K
-2618 3054 122 3 rf
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-255 G
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-188 G
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-K
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-255 G
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-K
-3035 3054 108 3 rf
-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-K
-3838 3054 22 3 rf
-255 G
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-K
-3874 3054 4 3 rf
-255 G
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-K
-4069 3054 3 3 rf
-255 G
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-2189 3050 8 4 rf
-K
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-K
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-K
-2409 3050 4 4 rf
-255 G
-2413 3050 187 4 rf
-K
-2600 3050 3 4 rf
-255 G
-2603 3050 15 4 rf
-K
-2618 3050 126 4 rf
-188 G
-2744 3050 68 4 rf
-255 G
-2812 3050 15 4 rf
-188 G
-2827 3050 28 4 rf
-K
-2855 3050 166 4 rf
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-3021 3050 14 4 rf
-K
-3035 3050 105 4 rf
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-255 G
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-3248 3050 194 4 rf
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-255 G
-3651 3050 14 4 rf
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-3665 3050 170 4 rf
-K
-3835 3050 25 4 rf
-255 G
-3860 3050 14 4 rf
-K
-3874 3050 4 4 rf
-255 G
-3878 3050 191 4 rf
-K
-4069 3050 3 4 rf
-255 G
-4072 3050 7 4 rf
-2189 3047 8 3 rf
-K
-2197 3047 3 3 rf
-255 G
-2200 3047 191 3 rf
-K
-2391 3047 4 3 rf
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-2395 3047 14 3 rf
-K
-2409 3047 4 3 rf
-255 G
-2413 3047 187 3 rf
-K
-2600 3047 3 3 rf
-255 G
-2603 3047 15 3 rf
-K
-2618 3047 122 3 rf
-188 G
-2740 3047 72 3 rf
-255 G
-2812 3047 15 3 rf
-188 G
-2827 3047 28 3 rf
-K
-2855 3047 166 3 rf
-255 G
-3021 3047 14 3 rf
-K
-3035 3047 101 3 rf
-188 G
-3136 3047 97 3 rf
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-3233 3047 15 3 rf
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-3248 3047 151 3 rf
-K
-3399 3047 7 3 rf
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-3442 3047 15 3 rf
-188 G
-3457 3047 194 3 rf
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-3651 3047 14 3 rf
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-3665 3047 170 3 rf
-K
-3835 3047 25 3 rf
-255 G
-3860 3047 14 3 rf
-K
-3874 3047 4 3 rf
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-3878 3047 191 3 rf
-K
-4069 3047 3 3 rf
-255 G
-4072 3047 7 3 rf
-2189 3043 8 4 rf
-K
-2197 3043 3 4 rf
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-2200 3043 191 4 rf
-K
-2391 3043 4 4 rf
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-2395 3043 14 4 rf
-K
-2409 3043 4 4 rf
-255 G
-2413 3043 187 4 rf
-K
-2600 3043 3 4 rf
-255 G
-2603 3043 15 4 rf
-K
-2618 3043 122 4 rf
-188 G
-2740 3043 72 4 rf
-255 G
-2812 3043 15 4 rf
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-2827 3043 28 4 rf
-K
-2855 3043 166 4 rf
-255 G
-3021 3043 14 4 rf
-K
-3035 3043 98 4 rf
-188 G
-3133 3043 100 4 rf
-255 G
-3233 3043 15 4 rf
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-3248 3043 54 4 rf
-K
-3302 3043 11 4 rf
-188 G
-3313 3043 86 4 rf
-K
-3399 3043 7 4 rf
-188 G
-3406 3043 36 4 rf
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-3442 3043 15 4 rf
-188 G
-3457 3043 194 4 rf
-255 G
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-3665 3043 170 4 rf
-K
-3835 3043 25 4 rf
-255 G
-3860 3043 14 4 rf
-K
-3874 3043 4 4 rf
-255 G
-3878 3043 191 4 rf
-K
-4069 3043 3 4 rf
-255 G
-4072 3043 7 4 rf
-2189 3039 8 4 rf
-K
-2197 3039 198 4 rf
-255 G
-2395 3039 14 4 rf
-K
-2409 3039 194 4 rf
-255 G
-2603 3039 15 4 rf
-K
-2618 3039 39 4 rf
-188 G
-2657 3039 11 4 rf
-K
-2668 3039 58 4 rf
-188 G
-2726 3039 86 4 rf
-255 G
-2812 3039 15 4 rf
-188 G
-2827 3039 28 4 rf
-K
-2855 3039 166 4 rf
-255 G
-3021 3039 14 4 rf
-K
-3035 3039 94 4 rf
-188 G
-3129 3039 104 4 rf
-255 G
-3233 3039 15 4 rf
-188 G
-3248 3039 54 4 rf
-K
-3302 3039 14 4 rf
-188 G
-3316 3039 83 4 rf
-K
-3399 3039 11 4 rf
-188 G
-3410 3039 32 4 rf
-255 G
-3442 3039 15 4 rf
-188 G
-3457 3039 194 4 rf
-255 G
-3651 3039 14 4 rf
-188 G
-3665 3039 170 4 rf
-K
-3835 3039 25 4 rf
-255 G
-3860 3039 14 4 rf
-K
-3874 3039 198 4 rf
-255 G
-4072 3039 7 4 rf
-2189 3036 1890 3 rf
-2189 3032 1890 4 rf
-2189 3029 1890 3 rf
-2189 3025 1890 4 rf
-2189 3021 8 4 rf
-K
-2197 3021 198 4 rf
-255 G
-2395 3021 14 4 rf
-K
-2409 3021 194 4 rf
-255 G
-2603 3021 15 4 rf
-K
-2618 3021 25 4 rf
-188 G
-2643 3021 40 4 rf
-K
-2683 3021 39 4 rf
-188 G
-2722 3021 90 4 rf
-255 G
-2812 3021 15 4 rf
-188 G
-2827 3021 36 4 rf
-K
-2863 3021 158 4 rf
-255 G
-3021 3021 14 4 rf
-K
-3035 3021 47 4 rf
-188 G
-3082 3021 151 4 rf
-255 G
-3233 3021 15 4 rf
-188 G
-3248 3021 39 4 rf
-K
-3287 3021 40 4 rf
-188 G
-3327 3021 14 4 rf
-K
-3341 3021 90 4 rf
-188 G
-3431 3021 11 4 rf
-255 G
-3442 3021 15 4 rf
-188 G
-3457 3021 194 4 rf
-255 G
-3651 3021 14 4 rf
-188 G
-3665 3021 159 4 rf
-K
-3824 3021 36 4 rf
-255 G
-3860 3021 14 4 rf
-K
-3874 3021 198 4 rf
-255 G
-4072 3021 7 4 rf
-2189 3018 8 3 rf
-K
-2197 3018 3 3 rf
-255 G
-2200 3018 191 3 rf
-K
-2391 3018 4 3 rf
-255 G
-2395 3018 14 3 rf
-K
-2409 3018 194 3 rf
-255 G
-2603 3018 15 3 rf
-K
-2618 3018 25 3 rf
-188 G
-2643 3018 40 3 rf
-K
-2683 3018 39 3 rf
-188 G
-2722 3018 90 3 rf
-255 G
-2812 3018 15 3 rf
-188 G
-2827 3018 36 3 rf
-K
-2863 3018 158 3 rf
-255 G
-3021 3018 14 3 rf
-K
-3035 3018 47 3 rf
-188 G
-3082 3018 151 3 rf
-255 G
-3233 3018 15 3 rf
-188 G
-3248 3018 39 3 rf
-K
-3287 3018 40 3 rf
-188 G
-3327 3018 14 3 rf
-K
-3341 3018 90 3 rf
-188 G
-3431 3018 11 3 rf
-255 G
-3442 3018 15 3 rf
-188 G
-3457 3018 194 3 rf
-255 G
-3651 3018 14 3 rf
-188 G
-3665 3018 159 3 rf
-K
-3824 3018 36 3 rf
-255 G
-3860 3018 14 3 rf
-K
-3874 3018 4 3 rf
-255 G
-3878 3018 191 3 rf
-K
-4069 3018 3 3 rf
-255 G
-4072 3018 7 3 rf
-2189 3014 8 4 rf
-K
-2197 3014 3 4 rf
-255 G
-2200 3014 191 4 rf
-K
-2391 3014 4 4 rf
-255 G
-2395 3014 14 4 rf
-K
-2409 3014 194 4 rf
-255 G
-2603 3014 15 4 rf
-K
-2618 3014 36 4 rf
-188 G
-2654 3014 32 4 rf
-K
-2686 3014 22 4 rf
-188 G
-2708 3014 104 4 rf
-255 G
-2812 3014 15 4 rf
-188 G
-2827 3014 39 4 rf
-K
-2866 3014 155 4 rf
-255 G
-3021 3014 14 4 rf
-K
-3035 3014 36 4 rf
-188 G
-3071 3014 162 4 rf
-255 G
-3233 3014 15 4 rf
-188 G
-3248 3014 32 4 rf
-K
-3280 3014 159 4 rf
-188 G
-3439 3014 3 4 rf
-255 G
-3442 3014 15 4 rf
-188 G
-3457 3014 194 4 rf
-255 G
-3651 3014 14 4 rf
-188 G
-3665 3014 152 4 rf
-K
-3817 3014 43 4 rf
-255 G
-3860 3014 14 4 rf
-K
-3874 3014 4 4 rf
-255 G
-3878 3014 191 4 rf
-K
-4069 3014 3 4 rf
-255 G
-4072 3014 7 4 rf
-2189 3011 8 3 rf
-K
-2197 3011 3 3 rf
-255 G
-2200 3011 191 3 rf
-K
-2391 3011 4 3 rf
-255 G
-2395 3011 14 3 rf
-K
-2409 3011 194 3 rf
-255 G
-2603 3011 15 3 rf
-K
-2618 3011 36 3 rf
-188 G
-2654 3011 32 3 rf
-K
-2686 3011 22 3 rf
-188 G
-2708 3011 104 3 rf
-255 G
-2812 3011 15 3 rf
-188 G
-2827 3011 43 3 rf
-K
-2870 3011 151 3 rf
-255 G
-3021 3011 14 3 rf
-K
-3035 3011 22 3 rf
-188 G
-3057 3011 176 3 rf
-255 G
-3233 3011 15 3 rf
-188 G
-3248 3011 65 3 rf
-K
-3313 3011 126 3 rf
-188 G
-3439 3011 3 3 rf
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-188 G
-3457 3011 194 3 rf
-255 G
-3651 3011 14 3 rf
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-3665 3011 152 3 rf
-K
-3817 3011 43 3 rf
-255 G
-3860 3011 14 3 rf
-K
-3874 3011 4 3 rf
-255 G
-3878 3011 191 3 rf
-K
-4069 3011 3 3 rf
-255 G
-4072 3011 7 3 rf
-2189 3007 8 4 rf
-K
-2197 3007 3 4 rf
-255 G
-2200 3007 191 4 rf
-K
-2391 3007 4 4 rf
-255 G
-2395 3007 14 4 rf
-K
-2409 3007 194 4 rf
-255 G
-2603 3007 15 4 rf
-K
-2618 3007 36 4 rf
-188 G
-2654 3007 36 4 rf
-K
-2690 3007 21 4 rf
-188 G
-2711 3007 101 4 rf
-255 G
-2812 3007 15 4 rf
-188 G
-2827 3007 43 4 rf
-K
-2870 3007 151 4 rf
-255 G
-3021 3007 14 4 rf
-K
-3035 3007 22 4 rf
-188 G
-3057 3007 176 4 rf
-255 G
-3233 3007 15 4 rf
-188 G
-3248 3007 65 4 rf
-K
-3313 3007 126 4 rf
-188 G
-3439 3007 3 4 rf
-255 G
-3442 3007 15 4 rf
-188 G
-3457 3007 194 4 rf
-255 G
-3651 3007 14 4 rf
-188 G
-3665 3007 152 4 rf
-K
-3817 3007 43 4 rf
-255 G
-3860 3007 14 4 rf
-K
-3874 3007 4 4 rf
-255 G
-3878 3007 191 4 rf
-K
-4069 3007 3 4 rf
-255 G
-4072 3007 7 4 rf
-2189 3003 8 4 rf
-K
-2197 3003 3 4 rf
-255 G
-2200 3003 191 4 rf
-K
-2391 3003 4 4 rf
-255 G
-2395 3003 14 4 rf
-K
-2409 3003 194 4 rf
-255 G
-2603 3003 15 4 rf
-K
-2618 3003 39 4 rf
-188 G
-2657 3003 40 4 rf
-K
-2697 3003 14 4 rf
-188 G
-2711 3003 101 4 rf
-255 G
-2812 3003 15 4 rf
-188 G
-2827 3003 46 4 rf
-K
-2873 3003 148 4 rf
-255 G
-3021 3003 14 4 rf
-K
-3035 3003 22 4 rf
-188 G
-3057 3003 176 4 rf
-255 G
-3233 3003 15 4 rf
-188 G
-3248 3003 65 4 rf
-K
-3313 3003 126 4 rf
-188 G
-3439 3003 3 4 rf
-255 G
-3442 3003 15 4 rf
-188 G
-3457 3003 194 4 rf
-255 G
-3651 3003 14 4 rf
-188 G
-3665 3003 152 4 rf
-K
-3817 3003 43 4 rf
-255 G
-3860 3003 14 4 rf
-K
-3874 3003 4 4 rf
-255 G
-3878 3003 191 4 rf
-K
-4069 3003 3 4 rf
-255 G
-4072 3003 7 4 rf
-2189 3000 8 3 rf
-K
-2197 3000 3 3 rf
-255 G
-2200 3000 191 3 rf
-K
-2391 3000 4 3 rf
-255 G
-2395 3000 14 3 rf
-K
-2409 3000 194 3 rf
-255 G
-2603 3000 15 3 rf
-K
-2618 3000 39 3 rf
-188 G
-2657 3000 40 3 rf
-K
-2697 3000 14 3 rf
-188 G
-2711 3000 101 3 rf
-255 G
-2812 3000 15 3 rf
-188 G
-2827 3000 50 3 rf
-K
-2877 3000 144 3 rf
-255 G
-3021 3000 14 3 rf
-K
-3035 3000 22 3 rf
-188 G
-3057 3000 176 3 rf
-255 G
-3233 3000 15 3 rf
-188 G
-3248 3000 65 3 rf
-K
-3313 3000 126 3 rf
-188 G
-3439 3000 3 3 rf
-255 G
-3442 3000 15 3 rf
-188 G
-3457 3000 194 3 rf
-255 G
-3651 3000 14 3 rf
-188 G
-3665 3000 152 3 rf
-K
-3817 3000 43 3 rf
-255 G
-3860 3000 14 3 rf
-K
-3874 3000 4 3 rf
-255 G
-3878 3000 191 3 rf
-K
-4069 3000 3 3 rf
-255 G
-4072 3000 7 3 rf
-2189 2996 8 4 rf
-K
-2197 2996 3 4 rf
-255 G
-2200 2996 191 4 rf
-K
-2391 2996 4 4 rf
-255 G
-2395 2996 14 4 rf
-K
-2409 2996 194 4 rf
-255 G
-2603 2996 15 4 rf
-K
-2618 2996 50 4 rf
-188 G
-2668 2996 36 4 rf
-K
-2704 2996 7 4 rf
-188 G
-2711 2996 101 4 rf
-255 G
-2812 2996 15 4 rf
-188 G
-2827 2996 50 4 rf
-K
-2877 2996 144 4 rf
-255 G
-3021 2996 14 4 rf
-K
-3035 2996 11 4 rf
-188 G
-3046 2996 187 4 rf
-255 G
-3233 2996 15 4 rf
-188 G
-3248 2996 57 4 rf
-K
-3305 2996 134 4 rf
-188 G
-3439 2996 3 4 rf
-255 G
-3442 2996 15 4 rf
-188 G
-3457 2996 194 4 rf
-255 G
-3651 2996 14 4 rf
-188 G
-3665 2996 144 4 rf
-K
-3809 2996 51 4 rf
-255 G
-3860 2996 14 4 rf
-K
-3874 2996 4 4 rf
-255 G
-3878 2996 191 4 rf
-K
-4069 2996 3 4 rf
-255 G
-4072 2996 7 4 rf
-2189 2993 8 3 rf
-K
-2197 2993 3 3 rf
-255 G
-2200 2993 191 3 rf
-K
-2391 2993 4 3 rf
-255 G
-2395 2993 14 3 rf
-K
-2409 2993 194 3 rf
-255 G
-2603 2993 15 3 rf
-K
-2618 2993 61 3 rf
-188 G
-2679 2993 133 3 rf
-255 G
-2812 2993 15 3 rf
-188 G
-2827 2993 50 3 rf
-K
-2877 2993 144 3 rf
-255 G
-3021 2993 14 3 rf
-K
-3035 2993 11 3 rf
-188 G
-3046 2993 187 3 rf
-255 G
-3233 2993 15 3 rf
-188 G
-3248 2993 39 3 rf
-K
-3287 2993 152 3 rf
-188 G
-3439 2993 3 3 rf
-255 G
-3442 2993 15 3 rf
-188 G
-3457 2993 194 3 rf
-255 G
-3651 2993 14 3 rf
-188 G
-3665 2993 141 3 rf
-K
-3806 2993 54 3 rf
-255 G
-3860 2993 14 3 rf
-K
-3874 2993 4 3 rf
-255 G
-3878 2993 191 3 rf
-K
-4069 2993 3 3 rf
-255 G
-4072 2993 7 3 rf
-2189 2989 8 4 rf
-K
-2197 2989 3 4 rf
-255 G
-2200 2989 191 4 rf
-K
-2391 2989 4 4 rf
-255 G
-2395 2989 14 4 rf
-K
-2409 2989 194 4 rf
-255 G
-2603 2989 15 4 rf
-K
-2618 2989 61 4 rf
-188 G
-2679 2989 133 4 rf
-255 G
-2812 2989 15 4 rf
-188 G
-2827 2989 50 4 rf
-K
-2877 2989 144 4 rf
-255 G
-3021 2989 14 4 rf
-K
-3035 2989 11 4 rf
-188 G
-3046 2989 187 4 rf
-255 G
-3233 2989 15 4 rf
-188 G
-3248 2989 39 4 rf
-K
-3287 2989 152 4 rf
-188 G
-3439 2989 3 4 rf
-255 G
-3442 2989 15 4 rf
-188 G
-3457 2989 194 4 rf
-255 G
-3651 2989 14 4 rf
-188 G
-3665 2989 137 4 rf
-K
-3802 2989 58 4 rf
-255 G
-3860 2989 14 4 rf
-K
-3874 2989 4 4 rf
-255 G
-3878 2989 191 4 rf
-K
-4069 2989 3 4 rf
-255 G
-4072 2989 7 4 rf
-2189 2985 8 4 rf
-K
-2197 2985 3 4 rf
-255 G
-2200 2985 191 4 rf
-K
-2391 2985 4 4 rf
-255 G
-2395 2985 14 4 rf
-K
-2409 2985 194 4 rf
-255 G
-2603 2985 15 4 rf
-K
-2618 2985 61 4 rf
-188 G
-2679 2985 133 4 rf
-255 G
-2812 2985 15 4 rf
-188 G
-2827 2985 50 4 rf
-K
-2877 2985 144 4 rf
-255 G
-3021 2985 14 4 rf
-K
-3035 2985 11 4 rf
-188 G
-3046 2985 187 4 rf
-255 G
-3233 2985 15 4 rf
-188 G
-3248 2985 65 4 rf
-K
-3313 2985 118 4 rf
-188 G
-3431 2985 11 4 rf
-255 G
-3442 2985 15 4 rf
-188 G
-3457 2985 194 4 rf
-255 G
-3651 2985 14 4 rf
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-3665 2985 137 4 rf
-K
-3802 2985 58 4 rf
-255 G
-3860 2985 14 4 rf
-K
-3874 2985 4 4 rf
-255 G
-3878 2985 191 4 rf
-K
-4069 2985 3 4 rf
-255 G
-4072 2985 7 4 rf
-2189 2982 8 3 rf
-K
-2197 2982 3 3 rf
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-2200 2982 191 3 rf
-K
-2391 2982 4 3 rf
-255 G
-2395 2982 14 3 rf
-K
-2409 2982 194 3 rf
-255 G
-2603 2982 15 3 rf
-K
-2618 2982 61 3 rf
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-2679 2982 133 3 rf
-255 G
-2812 2982 15 3 rf
-188 G
-2827 2982 50 3 rf
-K
-2877 2982 144 3 rf
-255 G
-3021 2982 14 3 rf
-K
-3035 2982 11 3 rf
-188 G
-3046 2982 187 3 rf
-255 G
-3233 2982 15 3 rf
-188 G
-3248 2982 65 3 rf
-K
-3313 2982 118 3 rf
-188 G
-3431 2982 11 3 rf
-255 G
-3442 2982 15 3 rf
-188 G
-3457 2982 194 3 rf
-255 G
-3651 2982 14 3 rf
-188 G
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-K
-3802 2982 58 3 rf
-255 G
-3860 2982 14 3 rf
-K
-3874 2982 4 3 rf
-255 G
-3878 2982 191 3 rf
-K
-4069 2982 3 3 rf
-255 G
-4072 2982 7 3 rf
-2189 2978 8 4 rf
-K
-2197 2978 3 4 rf
-255 G
-2200 2978 191 4 rf
-K
-2391 2978 4 4 rf
-255 G
-2395 2978 14 4 rf
-K
-2409 2978 194 4 rf
-255 G
-2603 2978 15 4 rf
-K
-2618 2978 68 4 rf
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-255 G
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-188 G
-2827 2978 50 4 rf
-K
-2877 2978 144 4 rf
-255 G
-3021 2978 14 4 rf
-K
-3035 2978 11 4 rf
-188 G
-3046 2978 187 4 rf
-255 G
-3233 2978 15 4 rf
-188 G
-3248 2978 72 4 rf
-K
-3320 2978 108 4 rf
-188 G
-3428 2978 14 4 rf
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-3442 2978 15 4 rf
-188 G
-3457 2978 194 4 rf
-255 G
-3651 2978 14 4 rf
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-K
-3795 2978 65 4 rf
-255 G
-3860 2978 14 4 rf
-K
-3874 2978 4 4 rf
-255 G
-3878 2978 191 4 rf
-K
-4069 2978 3 4 rf
-255 G
-4072 2978 7 4 rf
-2189 2975 8 3 rf
-K
-2197 2975 3 3 rf
-255 G
-2200 2975 191 3 rf
-K
-2391 2975 4 3 rf
-255 G
-2395 2975 14 3 rf
-K
-2409 2975 194 3 rf
-255 G
-2603 2975 15 3 rf
-K
-2618 2975 68 3 rf
-188 G
-2686 2975 126 3 rf
-255 G
-2812 2975 15 3 rf
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-2827 2975 50 3 rf
-K
-2877 2975 144 3 rf
-255 G
-3021 2975 14 3 rf
-K
-3035 2975 11 3 rf
-188 G
-3046 2975 187 3 rf
-255 G
-3233 2975 15 3 rf
-188 G
-3248 2975 72 3 rf
-K
-3320 2975 101 3 rf
-188 G
-3421 2975 21 3 rf
-255 G
-3442 2975 15 3 rf
-188 G
-3457 2975 194 3 rf
-255 G
-3651 2975 14 3 rf
-188 G
-3665 2975 130 3 rf
-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2409 2957 194 3 rf
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-K
-2618 2957 79 3 rf
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-K
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-K
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-K
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-K
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-K
-3874 2957 4 3 rf
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-K
-4069 2957 3 3 rf
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-K
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-K
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-K
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-K
-2618 2953 79 4 rf
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-K
-2888 2953 133 4 rf
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-K
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-K
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-K
-3781 2953 79 4 rf
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-K
-3874 2953 4 4 rf
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-K
-4069 2953 3 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2409 2946 194 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2409 2942 194 4 rf
-255 G
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-K
-2618 2942 25 4 rf
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-K
-2657 2942 33 4 rf
-188 G
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-K
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-255 G
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-K
-3766 2942 94 4 rf
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-K
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-255 G
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-K
-4069 2942 3 4 rf
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-K
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-K
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-K
-2409 2939 194 3 rf
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-K
-2618 2939 25 3 rf
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-K
-2661 2939 29 3 rf
-188 G
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-K
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-255 G
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-K
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-K
-3874 2939 4 3 rf
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-K
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-255 G
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-K
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-K
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-K
-2409 2935 194 4 rf
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-K
-2618 2935 32 4 rf
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-K
-2668 2935 22 4 rf
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-K
-2902 2935 119 4 rf
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-255 G
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-K
-3759 2935 101 4 rf
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-K
-3874 2935 4 4 rf
-255 G
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-K
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-255 G
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-K
-2197 2932 3 3 rf
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-K
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-K
-2409 2932 194 3 rf
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-K
-2618 2932 36 3 rf
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-K
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-K
-2902 2932 119 3 rf
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-K
-3741 2932 119 3 rf
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-K
-3874 2932 4 3 rf
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-K
-4069 2932 3 3 rf
-255 G
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-2189 2928 8 4 rf
-K
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-K
-2391 2928 4 4 rf
-255 G
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-K
-2409 2928 194 4 rf
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-K
-2618 2928 39 4 rf
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-K
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-K
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-255 G
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-255 G
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-K
-3741 2928 119 4 rf
-255 G
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-K
-3874 2928 4 4 rf
-255 G
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-K
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-255 G
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-K
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-K
-2391 2924 4 4 rf
-255 G
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-K
-2409 2924 194 4 rf
-255 G
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-K
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-188 G
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-K
-2683 2924 7 4 rf
-188 G
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-255 G
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-188 G
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-K
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-K
-3737 2924 123 4 rf
-255 G
-3860 2924 14 4 rf
-K
-3874 2924 4 4 rf
-255 G
-3878 2924 191 4 rf
-K
-4069 2924 3 4 rf
-255 G
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-2189 2921 8 3 rf
-K
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-K
-2391 2921 4 3 rf
-255 G
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-K
-2409 2921 191 3 rf
-188 G
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-255 G
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-188 G
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-K
-2625 2921 43 3 rf
-188 G
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-255 G
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-188 G
-2827 2921 79 3 rf
-K
-2906 2921 115 3 rf
-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-K
-3734 2921 126 3 rf
-255 G
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-K
-3874 2921 4 3 rf
-255 G
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-K
-4069 2921 3 3 rf
-255 G
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-2189 2917 8 4 rf
-K
-2197 2917 3 4 rf
-255 G
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-K
-2391 2917 4 4 rf
-255 G
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-K
-2409 2917 191 4 rf
-188 G
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-255 G
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-K
-2629 2917 39 4 rf
-188 G
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-255 G
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-188 G
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-K
-2906 2917 115 4 rf
-255 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-K
-3734 2917 126 4 rf
-255 G
-3860 2917 14 4 rf
-K
-3874 2917 4 4 rf
-255 G
-3878 2917 191 4 rf
-K
-4069 2917 3 4 rf
-255 G
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-2189 2914 8 3 rf
-K
-2197 2914 3 3 rf
-255 G
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-K
-2391 2914 4 3 rf
-255 G
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-K
-2409 2914 180 3 rf
-188 G
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-255 G
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-K
-2636 2914 36 3 rf
-188 G
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-188 G
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-K
-2909 2914 112 3 rf
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-K
-3727 2914 133 3 rf
-255 G
-3860 2914 14 3 rf
-K
-3874 2914 4 3 rf
-255 G
-3878 2914 191 3 rf
-K
-4069 2914 3 3 rf
-255 G
-4072 2914 7 3 rf
-2189 2910 8 4 rf
-K
-2197 2910 3 4 rf
-255 G
-2200 2910 191 4 rf
-K
-2391 2910 4 4 rf
-255 G
-2395 2910 14 4 rf
-K
-2409 2910 180 4 rf
-188 G
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-255 G
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-188 G
-2618 2910 36 4 rf
-K
-2654 2910 21 4 rf
-188 G
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-255 G
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-188 G
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-K
-2913 2910 108 4 rf
-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-K
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-255 G
-3860 2910 14 4 rf
-K
-3874 2910 4 4 rf
-255 G
-3878 2910 191 4 rf
-K
-4069 2910 3 4 rf
-255 G
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-2189 2906 8 4 rf
-K
-2197 2906 3 4 rf
-255 G
-2200 2906 191 4 rf
-K
-2391 2906 4 4 rf
-255 G
-2395 2906 14 4 rf
-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-3874 2612 4 3 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2409 2604 194 4 rf
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-K
-2618 2604 39 4 rf
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-K
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-K
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-K
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-K
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-K
-3665 2604 195 4 rf
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-K
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-2189 2587 8 3 rf
-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2618 2583 79 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2618 2579 75 4 rf
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-K
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-K
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-K
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-K
-3665 2579 195 4 rf
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-K
-3874 2579 4 4 rf
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-K
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-2189 2576 8 3 rf
-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2618 2572 72 4 rf
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-K
-2773 2572 39 4 rf
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-K
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-K
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-K
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-K
-3874 2572 4 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-3665 2565 195 4 rf
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-K
-3874 2565 4 4 rf
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-K
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-2189 2561 8 4 rf
-K
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-K
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-K
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-K
-2618 2561 72 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2409 2558 194 3 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2409 2554 194 4 rf
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-K
-2618 2554 72 4 rf
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-K
-2827 2554 7 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2409 2551 194 3 rf
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-K
-2618 2551 72 3 rf
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-K
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-K
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-K
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-K
-3665 2551 195 3 rf
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-K
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-K
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-K
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-K
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-K
-2409 2547 194 4 rf
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-K
-2618 2547 75 4 rf
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-K
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-K
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-K
-3665 2547 195 4 rf
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-K
-3874 2547 4 4 rf
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-K
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-K
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-K
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-K
-2409 2543 194 4 rf
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-K
-2618 2543 75 4 rf
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-K
-2747 2543 11 4 rf
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-K
-3615 2543 36 4 rf
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-K
-3665 2543 195 4 rf
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-K
-3874 2543 4 4 rf
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-K
-4069 2543 3 4 rf
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-K
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-K
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-K
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-K
-2618 2540 140 3 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-2409 2536 194 4 rf
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-K
-2618 2536 147 4 rf
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-K
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-K
-3665 2536 195 4 rf
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-K
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-K
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-K
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-K
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-K
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-K
-2618 2533 147 3 rf
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-K
-3622 2533 29 3 rf
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-K
-3665 2533 195 3 rf
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-K
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-K
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-K
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-K
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-K
-2409 2529 194 4 rf
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-K
-2618 2529 140 4 rf
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-K
-3622 2529 29 4 rf
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-K
-3665 2529 195 4 rf
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-K
-3874 2529 4 4 rf
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-K
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-K
-2197 2525 3 4 rf
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-K
-2391 2525 4 4 rf
-255 G
-2395 2525 14 4 rf
-K
-2409 2525 194 4 rf
-255 G
-2603 2525 15 4 rf
-K
-2618 2525 133 4 rf
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-255 G
-2812 2525 15 4 rf
-188 G
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-255 G
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-255 G
-3233 2525 15 4 rf
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-255 G
-3442 2525 15 4 rf
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-K
-3622 2525 29 4 rf
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-K
-3665 2525 195 4 rf
-255 G
-3860 2525 14 4 rf
-K
-3874 2525 4 4 rf
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-K
-4069 2525 3 4 rf
-255 G
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-K
-2197 2522 3 3 rf
-255 G
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-K
-2391 2522 4 3 rf
-255 G
-2395 2522 14 3 rf
-K
-2409 2522 194 3 rf
-255 G
-2603 2522 15 3 rf
-K
-2618 2522 126 3 rf
-188 G
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-255 G
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-255 G
-3233 2522 15 3 rf
-188 G
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-255 G
-3442 2522 15 3 rf
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-K
-3622 2522 29 3 rf
-255 G
-3651 2522 14 3 rf
-K
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-255 G
-3860 2522 14 3 rf
-K
-3874 2522 4 3 rf
-255 G
-3878 2522 191 3 rf
-K
-4069 2522 3 3 rf
-255 G
-4072 2522 7 3 rf
-2189 2518 8 4 rf
-K
-2197 2518 3 4 rf
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-K
-2391 2518 4 4 rf
-255 G
-2395 2518 14 4 rf
-K
-2409 2518 194 4 rf
-255 G
-2603 2518 15 4 rf
-K
-2618 2518 50 4 rf
-188 G
-2668 2518 18 4 rf
-K
-2686 2518 51 4 rf
-188 G
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-188 G
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-255 G
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-255 G
-3233 2518 15 4 rf
-188 G
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-255 G
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-K
-3622 2518 29 4 rf
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-3651 2518 14 4 rf
-K
-3665 2518 195 4 rf
-255 G
-3860 2518 14 4 rf
-K
-3874 2518 4 4 rf
-255 G
-3878 2518 191 4 rf
-K
-4069 2518 3 4 rf
-255 G
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-K
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-K
-2391 2515 4 3 rf
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-K
-2409 2515 194 3 rf
-255 G
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-K
-2618 2515 39 3 rf
-188 G
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-K
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-255 G
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-K
-3622 2515 29 3 rf
-255 G
-3651 2515 14 3 rf
-K
-3665 2515 195 3 rf
-255 G
-3860 2515 14 3 rf
-K
-3874 2515 4 3 rf
-255 G
-3878 2515 191 3 rf
-K
-4069 2515 3 3 rf
-255 G
-4072 2515 7 3 rf
-2189 2511 8 4 rf
-K
-2197 2511 3 4 rf
-255 G
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-K
-2391 2511 4 4 rf
-255 G
-2395 2511 14 4 rf
-K
-2409 2511 194 4 rf
-255 G
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-K
-2618 2511 39 4 rf
-188 G
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-K
-2679 2511 40 4 rf
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-K
-3622 2511 29 4 rf
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-3651 2511 14 4 rf
-K
-3665 2511 195 4 rf
-255 G
-3860 2511 14 4 rf
-K
-3874 2511 4 4 rf
-255 G
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-K
-4069 2511 3 4 rf
-255 G
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-2189 2507 8 4 rf
-K
-2197 2507 3 4 rf
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-K
-2391 2507 4 4 rf
-255 G
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-K
-2409 2507 194 4 rf
-255 G
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-K
-2618 2507 36 4 rf
-188 G
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-K
-2679 2507 32 4 rf
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-188 G
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-255 G
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-255 G
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-188 G
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-255 G
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-188 G
-3457 2507 165 4 rf
-K
-3622 2507 29 4 rf
-255 G
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-K
-3665 2507 195 4 rf
-255 G
-3860 2507 14 4 rf
-K
-3874 2507 4 4 rf
-255 G
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-K
-4069 2507 3 4 rf
-255 G
-4072 2507 7 4 rf
-2189 2504 8 3 rf
-K
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-K
-2391 2504 4 3 rf
-255 G
-2395 2504 14 3 rf
-K
-2409 2504 194 3 rf
-255 G
-2603 2504 15 3 rf
-K
-2618 2504 25 3 rf
-188 G
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-K
-2675 2504 22 3 rf
-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
-3457 2504 165 3 rf
-K
-3622 2504 29 3 rf
-255 G
-3651 2504 14 3 rf
-K
-3665 2504 195 3 rf
-255 G
-3860 2504 14 3 rf
-K
-3874 2504 4 3 rf
-255 G
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-K
-4069 2504 3 3 rf
-255 G
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-2189 2500 8 4 rf
-K
-2197 2500 3 4 rf
-255 G
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-K
-2391 2500 4 4 rf
-255 G
-2395 2500 14 4 rf
-K
-2409 2500 194 4 rf
-255 G
-2603 2500 15 4 rf
-K
-2618 2500 11 4 rf
-188 G
-2629 2500 43 4 rf
-K
-2672 2500 21 4 rf
-188 G
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-255 G
-2812 2500 15 4 rf
-188 G
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-255 G
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-188 G
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-255 G
-3233 2500 15 4 rf
-188 G
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-255 G
-3442 2500 15 4 rf
-188 G
-3457 2500 165 4 rf
-K
-3622 2500 29 4 rf
-255 G
-3651 2500 14 4 rf
-K
-3665 2500 195 4 rf
-255 G
-3860 2500 14 4 rf
-K
-3874 2500 4 4 rf
-255 G
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-K
-4069 2500 3 4 rf
-255 G
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-2189 2497 8 3 rf
-K
-2197 2497 3 3 rf
-255 G
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-K
-2391 2497 4 3 rf
-255 G
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-K
-2409 2497 194 3 rf
-255 G
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-K
-2618 2497 11 3 rf
-188 G
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-K
-2672 2497 21 3 rf
-188 G
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-255 G
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-188 G
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-255 G
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-255 G
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-188 G
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-255 G
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-188 G
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-K
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-3651 2497 14 3 rf
-K
-3665 2497 195 3 rf
-255 G
-3860 2497 14 3 rf
-K
-3874 2497 4 3 rf
-255 G
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-K
-4069 2497 3 3 rf
-255 G
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-2189 2493 8 4 rf
-K
-2197 2493 3 4 rf
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-K
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-255 G
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-K
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-255 G
-2603 2493 15 4 rf
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-K
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-255 G
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-255 G
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-188 G
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-255 G
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-188 G
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-K
-3622 2493 29 4 rf
-255 G
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-K
-3665 2493 87 4 rf
-188 G
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-K
-3759 2493 101 4 rf
-255 G
-3860 2493 14 4 rf
-K
-3874 2493 4 4 rf
-255 G
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-K
-4069 2493 3 4 rf
-255 G
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-2189 2489 8 4 rf
-K
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-K
-2391 2489 4 4 rf
-255 G
-2395 2489 14 4 rf
-K
-2409 2489 194 4 rf
-255 G
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-188 G
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-K
-2675 2489 11 4 rf
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
-3457 2489 162 4 rf
-K
-3619 2489 32 4 rf
-255 G
-3651 2489 14 4 rf
-K
-3665 2489 83 4 rf
-188 G
-3748 2489 11 4 rf
-K
-3759 2489 101 4 rf
-255 G
-3860 2489 14 4 rf
-K
-3874 2489 4 4 rf
-255 G
-3878 2489 191 4 rf
-K
-4069 2489 3 4 rf
-255 G
-4072 2489 7 4 rf
-2189 2486 8 3 rf
-K
-2197 2486 3 3 rf
-255 G
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-K
-2391 2486 4 3 rf
-255 G
-2395 2486 14 3 rf
-K
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-255 G
-2603 2486 15 3 rf
-188 G
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-255 G
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-188 G
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-188 G
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-255 G
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-K
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-K
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-255 G
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-K
-3665 2486 76 3 rf
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-K
-3759 2486 101 3 rf
-255 G
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-K
-3874 2486 4 3 rf
-255 G
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-K
-4069 2486 3 3 rf
-255 G
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-2189 2482 8 4 rf
-K
-2197 2482 3 4 rf
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-K
-2391 2482 4 4 rf
-255 G
-2395 2482 14 4 rf
-K
-2409 2482 194 4 rf
-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-255 G
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-188 G
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-255 G
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-188 G
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-K
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-255 G
-3651 2482 14 4 rf
-K
-3665 2482 22 4 rf
-188 G
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-K
-3719 2482 18 4 rf
-188 G
-3737 2482 22 4 rf
-K
-3759 2482 101 4 rf
-255 G
-3860 2482 14 4 rf
-K
-3874 2482 4 4 rf
-255 G
-3878 2482 191 4 rf
-K
-4069 2482 3 4 rf
-255 G
-4072 2482 7 4 rf
-2189 2479 8 3 rf
-K
-2197 2479 3 3 rf
-255 G
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-K
-2391 2479 4 3 rf
-255 G
-2395 2479 14 3 rf
-K
-2409 2479 194 3 rf
-255 G
-2603 2479 15 3 rf
-188 G
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-255 G
-2812 2479 15 3 rf
-188 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
-3457 2479 50 3 rf
-K
-3507 2479 144 3 rf
-255 G
-3651 2479 14 3 rf
-K
-3665 2479 22 3 rf
-188 G
-3687 2479 72 3 rf
-K
-3759 2479 101 3 rf
-255 G
-3860 2479 14 3 rf
-K
-3874 2479 4 3 rf
-255 G
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-K
-4069 2479 3 3 rf
-255 G
-4072 2479 7 3 rf
-2189 2475 8 4 rf
-K
-2197 2475 3 4 rf
-255 G
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-K
-2391 2475 4 4 rf
-255 G
-2395 2475 14 4 rf
-K
-2409 2475 194 4 rf
-255 G
-2603 2475 15 4 rf
-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
-3442 2475 15 4 rf
-188 G
-3457 2475 50 4 rf
-K
-3507 2475 144 4 rf
-255 G
-3651 2475 14 4 rf
-K
-3665 2475 18 4 rf
-188 G
-3683 2475 76 4 rf
-K
-3759 2475 101 4 rf
-255 G
-3860 2475 14 4 rf
-K
-3874 2475 4 4 rf
-255 G
-3878 2475 191 4 rf
-K
-4069 2475 3 4 rf
-255 G
-4072 2475 7 4 rf
-2189 2472 8 3 rf
-K
-2197 2472 3 3 rf
-255 G
-2200 2472 191 3 rf
-K
-2391 2472 4 3 rf
-255 G
-2395 2472 14 3 rf
-K
-2409 2472 191 3 rf
-188 G
-2600 2472 3 3 rf
-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
-3457 2472 50 3 rf
-K
-3507 2472 144 3 rf
-255 G
-3651 2472 14 3 rf
-K
-3665 2472 18 3 rf
-188 G
-3683 2472 76 3 rf
-K
-3759 2472 101 3 rf
-255 G
-3860 2472 14 3 rf
-K
-3874 2472 4 3 rf
-255 G
-3878 2472 191 3 rf
-K
-4069 2472 3 3 rf
-255 G
-4072 2472 7 3 rf
-2189 2468 8 4 rf
-K
-2197 2468 3 4 rf
-255 G
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-K
-2391 2468 4 4 rf
-255 G
-2395 2468 14 4 rf
-K
-2409 2468 191 4 rf
-188 G
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-255 G
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-188 G
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-255 G
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-255 G
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-188 G
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-255 G
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-188 G
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-K
-3511 2468 140 4 rf
-255 G
-3651 2468 14 4 rf
-K
-3665 2468 22 4 rf
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-K
-3759 2468 101 4 rf
-255 G
-3860 2468 14 4 rf
-K
-3874 2468 4 4 rf
-255 G
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-K
-4069 2468 3 4 rf
-255 G
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-2189 2464 8 4 rf
-K
-2197 2464 3 4 rf
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-K
-2391 2464 4 4 rf
-255 G
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-K
-2409 2464 184 4 rf
-188 G
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-255 G
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-188 G
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-255 G
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-255 G
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-255 G
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-188 G
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-255 G
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-188 G
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-K
-3511 2464 140 4 rf
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-K
-3665 2464 22 4 rf
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-K
-3759 2464 101 4 rf
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-K
-3874 2464 4 4 rf
-255 G
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-K
-4069 2464 3 4 rf
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-2189 2461 8 3 rf
-K
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-K
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-K
-2409 2461 184 3 rf
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-255 G
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-255 G
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-255 G
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-K
-3511 2461 140 3 rf
-255 G
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-K
-3665 2461 22 3 rf
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-K
-3759 2461 101 3 rf
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-K
-3874 2461 4 3 rf
-255 G
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-K
-4069 2461 3 3 rf
-255 G
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-2189 2457 8 4 rf
-K
-2197 2457 198 4 rf
-255 G
-2395 2457 14 4 rf
-K
-2409 2457 180 4 rf
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-255 G
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-188 G
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-255 G
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-255 G
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-255 G
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-K
-3511 2457 140 4 rf
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-K
-3665 2457 22 4 rf
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-3687 2457 72 4 rf
-K
-3759 2457 101 4 rf
-255 G
-3860 2457 14 4 rf
-K
-3874 2457 198 4 rf
-255 G
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-2189 2454 1890 3 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-3457 2123 3 3 rf
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-3460 2123 187 3 rf
-K
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-3651 2123 14 3 rf
-K
-3665 2123 4 3 rf
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-3669 2123 187 3 rf
-K
-3856 2123 4 3 rf
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-3860 2123 14 3 rf
-K
-3874 2123 4 3 rf
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-3878 2123 191 3 rf
-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-3856 2119 4 4 rf
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-3860 2119 14 4 rf
-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-3651 2116 14 3 rf
-K
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-3669 2116 187 3 rf
-K
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-3860 2116 14 3 rf
-K
-3874 2116 4 3 rf
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-K
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-2189 2112 8 4 rf
-K
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-K
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-K
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-K
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-K
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-3460 2112 187 4 rf
-K
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-3651 2112 14 4 rf
-K
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-3669 2112 187 4 rf
-K
-3856 2112 4 4 rf
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-3860 2112 14 4 rf
-K
-3874 2112 4 4 rf
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-K
-4069 2112 3 4 rf
-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-255 G
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-K
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-3442 2105 15 4 rf
-K
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-255 G
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-K
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-3651 2105 14 4 rf
-K
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-K
-3856 2105 4 4 rf
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-3860 2105 14 4 rf
-K
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-K
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-255 G
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-2189 2101 8 4 rf
-K
-2197 2101 32 4 rf
-188 G
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-K
-2312 2101 43 4 rf
-188 G
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-K
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-255 G
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-K
-2618 2101 7 4 rf
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-255 G
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-K
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-3442 2101 15 4 rf
-K
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-3460 2101 187 4 rf
-K
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-255 G
-3651 2101 14 4 rf
-K
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-255 G
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-K
-3856 2101 4 4 rf
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-3860 2101 14 4 rf
-K
-3874 2101 4 4 rf
-255 G
-3878 2101 191 4 rf
-K
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-255 G
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-K
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-K
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-K
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-K
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-255 G
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-K
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-K
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-255 G
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-K
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-255 G
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-K
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-K
-3856 2098 4 3 rf
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-3860 2098 14 3 rf
-K
-3874 2098 4 3 rf
-255 G
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-K
-4069 2098 3 3 rf
-255 G
-4072 2098 7 3 rf
-2189 2094 8 4 rf
-K
-2197 2094 39 4 rf
-188 G
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-K
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-255 G
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-K
-2575 2094 28 4 rf
-255 G
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-K
-2618 2094 18 4 rf
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-255 G
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-255 G
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-3248 2094 155 4 rf
-K
-3403 2094 39 4 rf
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-K
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-3460 2094 187 4 rf
-K
-3647 2094 4 4 rf
-255 G
-3651 2094 14 4 rf
-K
-3665 2094 4 4 rf
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-K
-3856 2094 4 4 rf
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-3860 2094 14 4 rf
-K
-3874 2094 4 4 rf
-255 G
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-K
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-K
-2197 2091 54 3 rf
-188 G
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-K
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-K
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-K
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-K
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-K
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-188 G
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-K
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-K
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-K
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-K
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-K
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-K
-3874 2091 4 3 rf
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-K
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-255 G
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-2189 2087 8 4 rf
-K
-2197 2087 57 4 rf
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-K
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-K
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-K
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-K
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-K
-3406 2087 36 4 rf
-255 G
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-K
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-255 G
-3460 2087 187 4 rf
-K
-3647 2087 4 4 rf
-255 G
-3651 2087 14 4 rf
-K
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-3669 2087 187 4 rf
-K
-3856 2087 4 4 rf
-255 G
-3860 2087 14 4 rf
-K
-3874 2087 4 4 rf
-255 G
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-K
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-255 G
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-K
-2197 2083 151 4 rf
-188 G
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-K
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-K
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-K
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-255 G
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-K
-3406 2083 36 4 rf
-255 G
-3442 2083 15 4 rf
-K
-3457 2083 3 4 rf
-255 G
-3460 2083 187 4 rf
-K
-3647 2083 4 4 rf
-255 G
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-K
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-K
-3856 2083 4 4 rf
-255 G
-3860 2083 14 4 rf
-K
-3874 2083 4 4 rf
-255 G
-3878 2083 191 4 rf
-K
-4069 2083 3 4 rf
-255 G
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-2189 2080 8 3 rf
-K
-2197 2080 151 3 rf
-188 G
-2348 2080 47 3 rf
-255 G
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-188 G
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-255 G
-2603 2080 15 3 rf
-188 G
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-255 G
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-255 G
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-3248 2080 158 3 rf
-K
-3406 2080 36 3 rf
-255 G
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-K
-3457 2080 3 3 rf
-255 G
-3460 2080 187 3 rf
-K
-3647 2080 4 3 rf
-255 G
-3651 2080 14 3 rf
-K
-3665 2080 4 3 rf
-255 G
-3669 2080 187 3 rf
-K
-3856 2080 4 3 rf
-255 G
-3860 2080 14 3 rf
-K
-3874 2080 4 3 rf
-255 G
-3878 2080 191 3 rf
-K
-4069 2080 3 3 rf
-255 G
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-2189 2076 8 4 rf
-K
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-188 G
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-255 G
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-255 G
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-188 G
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-255 G
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-3248 2076 158 4 rf
-K
-3406 2076 36 4 rf
-255 G
-3442 2076 15 4 rf
-K
-3457 2076 3 4 rf
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-K
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-K
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-K
-3856 2076 4 4 rf
-255 G
-3860 2076 14 4 rf
-K
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-255 G
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-K
-4069 2076 3 4 rf
-255 G
-4072 2076 7 4 rf
-2189 2073 8 3 rf
-K
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-188 G
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-255 G
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-255 G
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-255 G
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-3248 2073 155 3 rf
-K
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-255 G
-3442 2073 15 3 rf
-K
-3457 2073 3 3 rf
-255 G
-3460 2073 187 3 rf
-K
-3647 2073 4 3 rf
-255 G
-3651 2073 14 3 rf
-K
-3665 2073 4 3 rf
-255 G
-3669 2073 187 3 rf
-K
-3856 2073 4 3 rf
-255 G
-3860 2073 14 3 rf
-K
-3874 2073 4 3 rf
-255 G
-3878 2073 191 3 rf
-K
-4069 2073 3 3 rf
-255 G
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-2189 2069 8 4 rf
-K
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-188 G
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-255 G
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-255 G
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-255 G
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-255 G
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-K
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-3442 2069 15 4 rf
-K
-3457 2069 3 4 rf
-255 G
-3460 2069 187 4 rf
-K
-3647 2069 4 4 rf
-255 G
-3651 2069 14 4 rf
-K
-3665 2069 4 4 rf
-255 G
-3669 2069 187 4 rf
-K
-3856 2069 4 4 rf
-255 G
-3860 2069 14 4 rf
-K
-3874 2069 4 4 rf
-255 G
-3878 2069 191 4 rf
-K
-4069 2069 3 4 rf
-255 G
-4072 2069 7 4 rf
-2189 2065 8 4 rf
-K
-2197 2065 151 4 rf
-188 G
-2348 2065 47 4 rf
-255 G
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-188 G
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-255 G
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-255 G
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-255 G
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-255 G
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-3248 2065 155 4 rf
-K
-3403 2065 39 4 rf
-255 G
-3442 2065 15 4 rf
-K
-3457 2065 3 4 rf
-255 G
-3460 2065 187 4 rf
-K
-3647 2065 4 4 rf
-255 G
-3651 2065 14 4 rf
-K
-3665 2065 4 4 rf
-255 G
-3669 2065 187 4 rf
-K
-3856 2065 4 4 rf
-255 G
-3860 2065 14 4 rf
-K
-3874 2065 4 4 rf
-255 G
-3878 2065 191 4 rf
-K
-4069 2065 3 4 rf
-255 G
-4072 2065 7 4 rf
-2189 2062 8 3 rf
-K
-2197 2062 151 3 rf
-188 G
-2348 2062 47 3 rf
-255 G
-2395 2062 14 3 rf
-188 G
-2409 2062 194 3 rf
-255 G
-2603 2062 15 3 rf
-188 G
-2618 2062 194 3 rf
-255 G
-2812 2062 15 3 rf
-188 G
-2827 2062 194 3 rf
-255 G
-3021 2062 14 3 rf
-188 G
-3035 2062 198 3 rf
-255 G
-3233 2062 15 3 rf
-188 G
-3248 2062 151 3 rf
-K
-3399 2062 43 3 rf
-255 G
-3442 2062 15 3 rf
-K
-3457 2062 3 3 rf
-255 G
-3460 2062 187 3 rf
-K
-3647 2062 4 3 rf
-255 G
-3651 2062 14 3 rf
-K
-3665 2062 4 3 rf
-255 G
-3669 2062 187 3 rf
-K
-3856 2062 4 3 rf
-255 G
-3860 2062 14 3 rf
-K
-3874 2062 4 3 rf
-255 G
-3878 2062 191 3 rf
-K
-4069 2062 3 3 rf
-255 G
-4072 2062 7 3 rf
-2189 2058 8 4 rf
-K
-2197 2058 151 4 rf
-188 G
-2348 2058 47 4 rf
-255 G
-2395 2058 14 4 rf
-188 G
-2409 2058 194 4 rf
-255 G
-2603 2058 15 4 rf
-188 G
-2618 2058 194 4 rf
-255 G
-2812 2058 15 4 rf
-188 G
-2827 2058 194 4 rf
-255 G
-3021 2058 14 4 rf
-188 G
-3035 2058 198 4 rf
-255 G
-3233 2058 15 4 rf
-188 G
-3248 2058 151 4 rf
-K
-3399 2058 43 4 rf
-255 G
-3442 2058 15 4 rf
-K
-3457 2058 3 4 rf
-255 G
-3460 2058 187 4 rf
-K
-3647 2058 4 4 rf
-255 G
-3651 2058 14 4 rf
-K
-3665 2058 4 4 rf
-255 G
-3669 2058 187 4 rf
-K
-3856 2058 4 4 rf
-255 G
-3860 2058 14 4 rf
-K
-3874 2058 4 4 rf
-255 G
-3878 2058 191 4 rf
-K
-4069 2058 3 4 rf
-255 G
-4072 2058 7 4 rf
-2189 2055 8 3 rf
-K
-2197 2055 151 3 rf
-188 G
-2348 2055 47 3 rf
-255 G
-2395 2055 14 3 rf
-188 G
-2409 2055 194 3 rf
-255 G
-2603 2055 15 3 rf
-188 G
-2618 2055 194 3 rf
-255 G
-2812 2055 15 3 rf
-188 G
-2827 2055 194 3 rf
-255 G
-3021 2055 14 3 rf
-188 G
-3035 2055 198 3 rf
-255 G
-3233 2055 15 3 rf
-188 G
-3248 2055 151 3 rf
-K
-3399 2055 43 3 rf
-255 G
-3442 2055 15 3 rf
-K
-3457 2055 3 3 rf
-255 G
-3460 2055 187 3 rf
-K
-3647 2055 4 3 rf
-255 G
-3651 2055 14 3 rf
-K
-3665 2055 4 3 rf
-255 G
-3669 2055 187 3 rf
-K
-3856 2055 4 3 rf
-255 G
-3860 2055 14 3 rf
-K
-3874 2055 4 3 rf
-255 G
-3878 2055 191 3 rf
-K
-4069 2055 3 3 rf
-255 G
-4072 2055 7 3 rf
-2189 2051 8 4 rf
-K
-2197 2051 198 4 rf
-255 G
-2395 2051 14 4 rf
-188 G
-2409 2051 194 4 rf
-255 G
-2603 2051 15 4 rf
-188 G
-2618 2051 194 4 rf
-255 G
-2812 2051 15 4 rf
-188 G
-2827 2051 194 4 rf
-255 G
-3021 2051 14 4 rf
-188 G
-3035 2051 198 4 rf
-255 G
-3233 2051 15 4 rf
-188 G
-3248 2051 151 4 rf
-K
-3399 2051 43 4 rf
-255 G
-3442 2051 15 4 rf
-K
-3457 2051 3 4 rf
-255 G
-3460 2051 187 4 rf
-K
-3647 2051 4 4 rf
-255 G
-3651 2051 14 4 rf
-K
-3665 2051 4 4 rf
-255 G
-3669 2051 187 4 rf
-K
-3856 2051 4 4 rf
-255 G
-3860 2051 14 4 rf
-K
-3874 2051 4 4 rf
-255 G
-3878 2051 191 4 rf
-K
-4069 2051 3 4 rf
-255 G
-4072 2051 7 4 rf
-2189 2047 8 4 rf
-K
-2197 2047 198 4 rf
-255 G
-2395 2047 14 4 rf
-188 G
-2409 2047 194 4 rf
-255 G
-2603 2047 15 4 rf
-188 G
-2618 2047 194 4 rf
-255 G
-2812 2047 15 4 rf
-188 G
-2827 2047 194 4 rf
-255 G
-3021 2047 14 4 rf
-188 G
-3035 2047 198 4 rf
-255 G
-3233 2047 15 4 rf
-188 G
-3248 2047 147 4 rf
-K
-3395 2047 47 4 rf
-255 G
-3442 2047 15 4 rf
-K
-3457 2047 3 4 rf
-255 G
-3460 2047 187 4 rf
-K
-3647 2047 4 4 rf
-255 G
-3651 2047 14 4 rf
-K
-3665 2047 4 4 rf
-255 G
-3669 2047 187 4 rf
-K
-3856 2047 4 4 rf
-255 G
-3860 2047 14 4 rf
-K
-3874 2047 4 4 rf
-255 G
-3878 2047 191 4 rf
-K
-4069 2047 3 4 rf
-255 G
-4072 2047 7 4 rf
-2189 2044 8 3 rf
-K
-2197 2044 198 3 rf
-255 G
-2395 2044 14 3 rf
-K
-2409 2044 11 3 rf
-188 G
-2420 2044 183 3 rf
-255 G
-2603 2044 15 3 rf
-188 G
-2618 2044 194 3 rf
-255 G
-2812 2044 15 3 rf
-188 G
-2827 2044 194 3 rf
-255 G
-3021 2044 14 3 rf
-188 G
-3035 2044 198 3 rf
-255 G
-3233 2044 15 3 rf
-188 G
-3248 2044 144 3 rf
-K
-3392 2044 50 3 rf
-255 G
-3442 2044 15 3 rf
-K
-3457 2044 3 3 rf
-255 G
-3460 2044 187 3 rf
-K
-3647 2044 4 3 rf
-255 G
-3651 2044 14 3 rf
-K
-3665 2044 4 3 rf
-255 G
-3669 2044 187 3 rf
-K
-3856 2044 4 3 rf
-255 G
-3860 2044 14 3 rf
-K
-3874 2044 4 3 rf
-255 G
-3878 2044 191 3 rf
-K
-4069 2044 3 3 rf
-255 G
-4072 2044 7 3 rf
-2189 2040 8 4 rf
-K
-2197 2040 198 4 rf
-255 G
-2395 2040 14 4 rf
-K
-2409 2040 14 4 rf
-188 G
-2423 2040 180 4 rf
-255 G
-2603 2040 15 4 rf
-188 G
-2618 2040 194 4 rf
-255 G
-2812 2040 15 4 rf
-188 G
-2827 2040 194 4 rf
-255 G
-3021 2040 14 4 rf
-188 G
-3035 2040 198 4 rf
-255 G
-3233 2040 15 4 rf
-188 G
-3248 2040 144 4 rf
-K
-3392 2040 50 4 rf
-255 G
-3442 2040 15 4 rf
-K
-3457 2040 3 4 rf
-255 G
-3460 2040 187 4 rf
-K
-3647 2040 4 4 rf
-255 G
-3651 2040 14 4 rf
-K
-3665 2040 4 4 rf
-255 G
-3669 2040 187 4 rf
-K
-3856 2040 4 4 rf
-255 G
-3860 2040 14 4 rf
-K
-3874 2040 4 4 rf
-255 G
-3878 2040 191 4 rf
-K
-4069 2040 3 4 rf
-255 G
-4072 2040 7 4 rf
-2189 2037 8 3 rf
-K
-2197 2037 198 3 rf
-255 G
-2395 2037 14 3 rf
-K
-2409 2037 14 3 rf
-188 G
-2423 2037 180 3 rf
-255 G
-2603 2037 15 3 rf
-188 G
-2618 2037 194 3 rf
-255 G
-2812 2037 15 3 rf
-188 G
-2827 2037 194 3 rf
-255 G
-3021 2037 14 3 rf
-188 G
-3035 2037 198 3 rf
-255 G
-3233 2037 15 3 rf
-188 G
-3248 2037 140 3 rf
-K
-3388 2037 54 3 rf
-255 G
-3442 2037 15 3 rf
-K
-3457 2037 3 3 rf
-255 G
-3460 2037 187 3 rf
-K
-3647 2037 4 3 rf
-255 G
-3651 2037 14 3 rf
-K
-3665 2037 4 3 rf
-255 G
-3669 2037 187 3 rf
-K
-3856 2037 4 3 rf
-255 G
-3860 2037 14 3 rf
-K
-3874 2037 4 3 rf
-255 G
-3878 2037 191 3 rf
-K
-4069 2037 3 3 rf
-255 G
-4072 2037 7 3 rf
-2189 2033 8 4 rf
-K
-2197 2033 198 4 rf
-255 G
-2395 2033 14 4 rf
-K
-2409 2033 14 4 rf
-188 G
-2423 2033 180 4 rf
-255 G
-2603 2033 15 4 rf
-188 G
-2618 2033 194 4 rf
-255 G
-2812 2033 15 4 rf
-188 G
-2827 2033 194 4 rf
-255 G
-3021 2033 14 4 rf
-188 G
-3035 2033 198 4 rf
-255 G
-3233 2033 15 4 rf
-188 G
-3248 2033 140 4 rf
-K
-3388 2033 54 4 rf
-255 G
-3442 2033 15 4 rf
-K
-3457 2033 3 4 rf
-255 G
-3460 2033 187 4 rf
-K
-3647 2033 4 4 rf
-255 G
-3651 2033 14 4 rf
-K
-3665 2033 4 4 rf
-255 G
-3669 2033 187 4 rf
-K
-3856 2033 4 4 rf
-255 G
-3860 2033 14 4 rf
-K
-3874 2033 4 4 rf
-255 G
-3878 2033 191 4 rf
-K
-4069 2033 3 4 rf
-255 G
-4072 2033 7 4 rf
-2189 2029 8 4 rf
-K
-2197 2029 198 4 rf
-255 G
-2395 2029 14 4 rf
-K
-2409 2029 11 4 rf
-188 G
-2420 2029 183 4 rf
-255 G
-2603 2029 15 4 rf
-188 G
-2618 2029 194 4 rf
-255 G
-2812 2029 15 4 rf
-188 G
-2827 2029 194 4 rf
-255 G
-3021 2029 14 4 rf
-188 G
-3035 2029 198 4 rf
-255 G
-3233 2029 15 4 rf
-188 G
-3248 2029 147 4 rf
-K
-3395 2029 47 4 rf
-255 G
-3442 2029 15 4 rf
-K
-3457 2029 3 4 rf
-255 G
-3460 2029 187 4 rf
-K
-3647 2029 4 4 rf
-255 G
-3651 2029 14 4 rf
-K
-3665 2029 4 4 rf
-255 G
-3669 2029 187 4 rf
-K
-3856 2029 4 4 rf
-255 G
-3860 2029 14 4 rf
-K
-3874 2029 4 4 rf
-255 G
-3878 2029 191 4 rf
-K
-4069 2029 3 4 rf
-255 G
-4072 2029 7 4 rf
-2189 2026 8 3 rf
-K
-2197 2026 198 3 rf
-255 G
-2395 2026 14 3 rf
-K
-2409 2026 7 3 rf
-188 G
-2416 2026 187 3 rf
-255 G
-2603 2026 15 3 rf
-188 G
-2618 2026 194 3 rf
-255 G
-2812 2026 15 3 rf
-188 G
-2827 2026 194 3 rf
-255 G
-3021 2026 14 3 rf
-188 G
-3035 2026 198 3 rf
-255 G
-3233 2026 15 3 rf
-188 G
-3248 2026 147 3 rf
-K
-3395 2026 47 3 rf
-255 G
-3442 2026 15 3 rf
-K
-3457 2026 3 3 rf
-255 G
-3460 2026 187 3 rf
-K
-3647 2026 4 3 rf
-255 G
-3651 2026 14 3 rf
-K
-3665 2026 4 3 rf
-255 G
-3669 2026 187 3 rf
-K
-3856 2026 4 3 rf
-255 G
-3860 2026 14 3 rf
-K
-3874 2026 4 3 rf
-255 G
-3878 2026 191 3 rf
-K
-4069 2026 3 3 rf
-255 G
-4072 2026 7 3 rf
-2189 2022 8 4 rf
-K
-2197 2022 198 4 rf
-255 G
-2395 2022 14 4 rf
-K
-2409 2022 7 4 rf
-188 G
-2416 2022 187 4 rf
-255 G
-2603 2022 15 4 rf
-188 G
-2618 2022 194 4 rf
-255 G
-2812 2022 15 4 rf
-188 G
-2827 2022 194 4 rf
-255 G
-3021 2022 14 4 rf
-188 G
-3035 2022 198 4 rf
-255 G
-3233 2022 15 4 rf
-188 G
-3248 2022 147 4 rf
-K
-3395 2022 47 4 rf
-255 G
-3442 2022 15 4 rf
-K
-3457 2022 194 4 rf
-255 G
-3651 2022 14 4 rf
-K
-3665 2022 195 4 rf
-255 G
-3860 2022 14 4 rf
-K
-3874 2022 198 4 rf
-255 G
-4072 2022 7 4 rf
-2189 2019 1890 3 rf
-2189 2015 1890 4 rf
-2189 2011 1890 4 rf
-2189 2008 1890 3 rf
-2189 2004 8 4 rf
-K
-2197 2004 198 4 rf
-255 G
-2395 2004 14 4 rf
-K
-2409 2004 7 4 rf
-188 G
-2416 2004 187 4 rf
-255 G
-2603 2004 15 4 rf
-188 G
-2618 2004 194 4 rf
-255 G
-2812 2004 15 4 rf
-188 G
-2827 2004 194 4 rf
-255 G
-3021 2004 14 4 rf
-188 G
-3035 2004 198 4 rf
-255 G
-3233 2004 15 4 rf
-188 G
-3248 2004 147 4 rf
-K
-3395 2004 47 4 rf
-255 G
-3442 2004 15 4 rf
-K
-3457 2004 194 4 rf
-255 G
-3651 2004 14 4 rf
-K
-3665 2004 195 4 rf
-255 G
-3860 2004 14 4 rf
-K
-3874 2004 198 4 rf
-255 G
-4072 2004 7 4 rf
-2189 2001 8 3 rf
-K
-2197 2001 3 3 rf
-255 G
-2200 2001 191 3 rf
-K
-2391 2001 4 3 rf
-255 G
-2395 2001 14 3 rf
-K
-2409 2001 7 3 rf
-188 G
-2416 2001 166 3 rf
-K
-2582 2001 18 3 rf
-188 G
-2600 2001 3 3 rf
-255 G
-2603 2001 15 3 rf
-188 G
-2618 2001 194 3 rf
-255 G
-2812 2001 15 3 rf
-188 G
-2827 2001 194 3 rf
-255 G
-3021 2001 14 3 rf
-188 G
-3035 2001 198 3 rf
-255 G
-3233 2001 15 3 rf
-188 G
-3248 2001 155 3 rf
-K
-3403 2001 39 3 rf
-255 G
-3442 2001 15 3 rf
-K
-3457 2001 194 3 rf
-255 G
-3651 2001 14 3 rf
-K
-3665 2001 195 3 rf
-255 G
-3860 2001 14 3 rf
-K
-3874 2001 4 3 rf
-255 G
-3878 2001 191 3 rf
-K
-4069 2001 3 3 rf
-255 G
-4072 2001 7 3 rf
-2189 1997 8 4 rf
-K
-2197 1997 3 4 rf
-255 G
-2200 1997 191 4 rf
-K
-2391 1997 4 4 rf
-255 G
-2395 1997 14 4 rf
-K
-2409 1997 7 4 rf
-188 G
-2416 1997 166 4 rf
-K
-2582 1997 14 4 rf
-188 G
-2596 1997 7 4 rf
-255 G
-2603 1997 15 4 rf
-188 G
-2618 1997 194 4 rf
-255 G
-2812 1997 15 4 rf
-188 G
-2827 1997 194 4 rf
-255 G
-3021 1997 14 4 rf
-188 G
-3035 1997 198 4 rf
-255 G
-3233 1997 15 4 rf
-188 G
-3248 1997 155 4 rf
-K
-3403 1997 39 4 rf
-255 G
-3442 1997 15 4 rf
-K
-3457 1997 194 4 rf
-255 G
-3651 1997 14 4 rf
-K
-3665 1997 195 4 rf
-255 G
-3860 1997 14 4 rf
-K
-3874 1997 4 4 rf
-255 G
-3878 1997 191 4 rf
-K
-4069 1997 3 4 rf
-255 G
-4072 1997 7 4 rf
-2189 1993 8 4 rf
-K
-2197 1993 3 4 rf
-255 G
-2200 1993 191 4 rf
-K
-2391 1993 4 4 rf
-255 G
-2395 1993 14 4 rf
-K
-2409 1993 7 4 rf
-188 G
-2416 1993 159 4 rf
-K
-2575 1993 14 4 rf
-188 G
-2589 1993 14 4 rf
-255 G
-2603 1993 15 4 rf
-K
-2618 1993 3 4 rf
-188 G
-2621 1993 191 4 rf
-255 G
-2812 1993 15 4 rf
-188 G
-2827 1993 194 4 rf
-255 G
-3021 1993 14 4 rf
-188 G
-3035 1993 198 4 rf
-255 G
-3233 1993 15 4 rf
-188 G
-3248 1993 165 4 rf
-K
-3413 1993 29 4 rf
-255 G
-3442 1993 15 4 rf
-K
-3457 1993 194 4 rf
-255 G
-3651 1993 14 4 rf
-K
-3665 1993 195 4 rf
-255 G
-3860 1993 14 4 rf
-K
-3874 1993 4 4 rf
-255 G
-3878 1993 191 4 rf
-K
-4069 1993 3 4 rf
-255 G
-4072 1993 7 4 rf
-2189 1990 8 3 rf
-K
-2197 1990 3 3 rf
-255 G
-2200 1990 191 3 rf
-K
-2391 1990 4 3 rf
-255 G
-2395 1990 14 3 rf
-K
-2409 1990 7 3 rf
-188 G
-2416 1990 137 3 rf
-K
-2553 1990 36 3 rf
-188 G
-2589 1990 14 3 rf
-255 G
-2603 1990 15 3 rf
-K
-2618 1990 18 3 rf
-188 G
-2636 1990 176 3 rf
-255 G
-2812 1990 15 3 rf
-188 G
-2827 1990 194 3 rf
-255 G
-3021 1990 14 3 rf
-188 G
-3035 1990 198 3 rf
-255 G
-3233 1990 15 3 rf
-188 G
-3248 1990 169 3 rf
-K
-3417 1990 25 3 rf
-255 G
-3442 1990 15 3 rf
-K
-3457 1990 194 3 rf
-255 G
-3651 1990 14 3 rf
-K
-3665 1990 195 3 rf
-255 G
-3860 1990 14 3 rf
-K
-3874 1990 4 3 rf
-255 G
-3878 1990 191 3 rf
-K
-4069 1990 3 3 rf
-255 G
-4072 1990 7 3 rf
-2189 1986 8 4 rf
-K
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-255 G
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-K
-2391 1986 4 4 rf
-255 G
-2395 1986 14 4 rf
-K
-2409 1986 7 4 rf
-188 G
-2416 1986 137 4 rf
-K
-2553 1986 36 4 rf
-188 G
-2589 1986 11 4 rf
-K
-2600 1986 3 4 rf
-255 G
-2603 1986 15 4 rf
-K
-2618 1986 21 4 rf
-188 G
-2639 1986 173 4 rf
-255 G
-2812 1986 15 4 rf
-188 G
-2827 1986 194 4 rf
-255 G
-3021 1986 14 4 rf
-188 G
-3035 1986 198 4 rf
-255 G
-3233 1986 15 4 rf
-188 G
-3248 1986 169 4 rf
-K
-3417 1986 25 4 rf
-255 G
-3442 1986 15 4 rf
-K
-3457 1986 194 4 rf
-255 G
-3651 1986 14 4 rf
-K
-3665 1986 195 4 rf
-255 G
-3860 1986 14 4 rf
-K
-3874 1986 4 4 rf
-255 G
-3878 1986 191 4 rf
-K
-4069 1986 3 4 rf
-255 G
-4072 1986 7 4 rf
-2189 1983 8 3 rf
-K
-2197 1983 3 3 rf
-255 G
-2200 1983 191 3 rf
-K
-2391 1983 4 3 rf
-255 G
-2395 1983 14 3 rf
-K
-2409 1983 7 3 rf
-188 G
-2416 1983 123 3 rf
-K
-2539 1983 64 3 rf
-255 G
-2603 1983 15 3 rf
-K
-2618 1983 21 3 rf
-188 G
-2639 1983 101 3 rf
-K
-2740 1983 7 3 rf
-188 G
-2747 1983 65 3 rf
-255 G
-2812 1983 15 3 rf
-188 G
-2827 1983 194 3 rf
-255 G
-3021 1983 14 3 rf
-188 G
-3035 1983 198 3 rf
-255 G
-3233 1983 15 3 rf
-188 G
-3248 1983 176 3 rf
-K
-3424 1983 18 3 rf
-255 G
-3442 1983 15 3 rf
-K
-3457 1983 194 3 rf
-255 G
-3651 1983 14 3 rf
-K
-3665 1983 195 3 rf
-255 G
-3860 1983 14 3 rf
-K
-3874 1983 4 3 rf
-255 G
-3878 1983 191 3 rf
-K
-4069 1983 3 3 rf
-255 G
-4072 1983 7 3 rf
-2189 1979 8 4 rf
-K
-2197 1979 3 4 rf
-255 G
-2200 1979 191 4 rf
-K
-2391 1979 4 4 rf
-255 G
-2395 1979 14 4 rf
-K
-2409 1979 7 4 rf
-188 G
-2416 1979 119 4 rf
-K
-2535 1979 68 4 rf
-255 G
-2603 1979 15 4 rf
-K
-2618 1979 25 4 rf
-188 G
-2643 1979 14 4 rf
-K
-2657 1979 15 4 rf
-188 G
-2672 1979 25 4 rf
-K
-2697 1979 29 4 rf
-188 G
-2726 1979 14 4 rf
-K
-2740 1979 7 4 rf
-188 G
-2747 1979 65 4 rf
-255 G
-2812 1979 15 4 rf
-188 G
-2827 1979 194 4 rf
-255 G
-3021 1979 14 4 rf
-188 G
-3035 1979 198 4 rf
-255 G
-3233 1979 15 4 rf
-188 G
-3248 1979 176 4 rf
-K
-3424 1979 18 4 rf
-255 G
-3442 1979 15 4 rf
-K
-3457 1979 194 4 rf
-255 G
-3651 1979 14 4 rf
-K
-3665 1979 195 4 rf
-255 G
-3860 1979 14 4 rf
-K
-3874 1979 4 4 rf
-255 G
-3878 1979 191 4 rf
-K
-4069 1979 3 4 rf
-255 G
-4072 1979 7 4 rf
-2189 1976 8 3 rf
-K
-2197 1976 3 3 rf
-255 G
-2200 1976 191 3 rf
-K
-2391 1976 4 3 rf
-255 G
-2395 1976 14 3 rf
-K
-2409 1976 11 3 rf
-188 G
-2420 1976 111 3 rf
-K
-2531 1976 72 3 rf
-255 G
-2603 1976 15 3 rf
-K
-2618 1976 57 3 rf
-188 G
-2675 1976 22 3 rf
-K
-2697 1976 29 3 rf
-188 G
-2726 1976 14 3 rf
-K
-2740 1976 7 3 rf
-188 G
-2747 1976 65 3 rf
-255 G
-2812 1976 15 3 rf
-188 G
-2827 1976 194 3 rf
-255 G
-3021 1976 14 3 rf
-188 G
-3035 1976 198 3 rf
-255 G
-3233 1976 15 3 rf
-188 G
-3248 1976 180 3 rf
-K
-3428 1976 14 3 rf
-255 G
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-K
-3457 1976 194 3 rf
-255 G
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-K
-3665 1976 195 3 rf
-255 G
-3860 1976 14 3 rf
-K
-3874 1976 4 3 rf
-255 G
-3878 1976 191 3 rf
-K
-4069 1976 3 3 rf
-255 G
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-K
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-255 G
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-K
-2391 1972 4 4 rf
-255 G
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-K
-2409 1972 14 4 rf
-188 G
-2423 1972 108 4 rf
-K
-2531 1972 72 4 rf
-255 G
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-K
-2618 1972 126 4 rf
-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-K
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-255 G
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-K
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-255 G
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-K
-3665 1972 195 4 rf
-255 G
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-K
-3874 1972 4 4 rf
-255 G
-3878 1972 191 4 rf
-K
-4069 1972 3 4 rf
-255 G
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-K
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-255 G
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-K
-2391 1968 4 4 rf
-255 G
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-K
-2409 1968 18 4 rf
-188 G
-2427 1968 104 4 rf
-K
-2531 1968 72 4 rf
-255 G
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-K
-2618 1968 126 4 rf
-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-K
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-K
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-255 G
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-K
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-255 G
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-K
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-K
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-255 G
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-K
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-255 G
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-K
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-K
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-K
-2474 1965 11 3 rf
-188 G
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-K
-2531 1965 72 3 rf
-255 G
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-K
-2618 1965 133 3 rf
-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-K
-3457 1965 194 3 rf
-255 G
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-K
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-K
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-K
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-255 G
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-K
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-K
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-K
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-188 G
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-K
-2463 1961 36 4 rf
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-K
-2524 1961 79 4 rf
-255 G
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-K
-2618 1961 133 4 rf
-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-K
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-K
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-K
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-K
-4069 1961 3 4 rf
-255 G
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-K
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-K
-2391 1958 4 3 rf
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-K
-2409 1958 90 3 rf
-188 G
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-K
-2524 1958 79 3 rf
-255 G
-2603 1958 15 3 rf
-K
-2618 1958 133 3 rf
-188 G
-2751 1958 61 3 rf
-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-K
-3457 1958 194 3 rf
-255 G
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-K
-3665 1958 195 3 rf
-255 G
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-K
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-K
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-2189 1954 8 4 rf
-K
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-K
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-K
-2409 1954 194 4 rf
-255 G
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-K
-2618 1954 133 4 rf
-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
-2391 1950 4 4 rf
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-K
-2409 1950 194 4 rf
-255 G
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-K
-2618 1950 147 4 rf
-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-255 G
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-K
-3457 1950 194 4 rf
-255 G
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-K
-3665 1950 195 4 rf
-255 G
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-K
-3874 1950 4 4 rf
-255 G
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-K
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-255 G
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-2189 1947 8 3 rf
-K
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-K
-2391 1947 4 3 rf
-255 G
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-K
-2409 1947 194 3 rf
-255 G
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-K
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-K
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-K
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-K
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-255 G
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-K
-2409 1943 194 4 rf
-255 G
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-K
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-188 G
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-255 G
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-188 G
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-255 G
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-188 G
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-255 G
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-255 G
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-K
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-K
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-255 G
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-K
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-255 G
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-K
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-255 G
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-K
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-K
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-K
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-255 G
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-K
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-255 G
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-255 G
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-K
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-K
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-K
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-255 G
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-K
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-255 G
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-K
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-K
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-K
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-255 G
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-K
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-188 G
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-255 G
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-K
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-K
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-255 G
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-K
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-K
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-K
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-K
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-255 G
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-K
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-K
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-K
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-255 G
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-K
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-188 G
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-4069 1591 3 4 rf
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-K
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-K
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-K
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-K
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-K
-3035 1587 26 4 rf
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-K
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-K
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-2189 1569 8 4 rf
-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-3874 1551 198 4 rf
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-2189 1548 8 3 rf
-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
-3874 1544 198 4 rf
-255 G
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-2189 1541 8 3 rf
-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-2189 1530 8 3 rf
-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-2189 1526 8 4 rf
-K
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-K
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-K
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-K
-2600 1526 3 4 rf
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-K
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-K
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-K
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-255 G
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-255 G
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-2189 1268 11 3 rf
-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-2189 1246 11 4 rf
-K
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-K
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-K
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-K
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-K
-2618 1246 108 4 rf
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-K
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-K
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-K
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-K
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-2618 1242 108 4 rf
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-K
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-K
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-K
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-K
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-2189 1235 11 4 rf
-K
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-K
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-K
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-K
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-K
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-2189 1232 11 3 rf
-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-255 G
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-2189 1214 11 3 rf
-K
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-K
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-K
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-K
-2600 1214 3 3 rf
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-K
-2618 1214 72 3 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-2189 1196 11 3 rf
-K
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-255 G
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-K
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-K
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-2618 1045 11 3 rf
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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-K
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diff --git a/doc/latex/NEMO/main/appendices.tex b/doc/latex/NEMO/main/appendices.tex
index 2934a4d0f..545f748d9 100644
--- a/doc/latex/NEMO/main/appendices.tex
+++ b/doc/latex/NEMO/main/appendices.tex
@@ -6,7 +6,8 @@
\subfile{../subfiles/apdx_diff_opers} %% B. Diffusive operators
\subfile{../subfiles/apdx_invariants} %% C. Discrete invariants of the eqs.
\subfile{../subfiles/apdx_triads} %% D. Isoneutral diffusion using triads
-\subfile{../subfiles/apdx_DOMAINcfg} %% E. Brief notes on DOMAINcfg
+\subfile{../subfiles/apdx_Northfold} %% E. Figures of the North Pole folding
+\subfile{../subfiles/apdx_DOMAINcfg} %% F. Brief notes on DOMAINcfg
%% Not included
%\subfile{../subfiles/chap_model_basics_zstar}
diff --git a/doc/latex/NEMO/main/bibliography.bib b/doc/latex/NEMO/main/bibliography.bib
index 047b345ff..91f99d616 100644
--- a/doc/latex/NEMO/main/bibliography.bib
+++ b/doc/latex/NEMO/main/bibliography.bib
@@ -1453,6 +1453,17 @@ year = {1997}
url = "https://unesdoc.unesco.org/ark:/48223/pf0000188170.locale=en"
}
+@Article{Irrmann2022,
+AUTHOR = {Irrmann, G. and Masson, S. and Maisonnave, \'E. and Guibert, D. and Raffin, E.},
+TITLE = {Improve Ocean Modelling Software NEMO 4.0 benchmarking and communication efficiency},
+JOURNAL = {Geoscientific Model Development Discussions},
+VOLUME = {2021},
+YEAR = {2021},
+PAGES = {1--25},
+URL = {https://gmd.copernicus.org/preprints/gmd-2021-320/},
+DOI = {10.5194/gmd-2021-320}
+}
+
@article{ jackson.rehmann_JPO14,
title = "Experiments on differential scalar mixing in turbulence in
a sheared, stratified flow",
diff --git a/doc/latex/NEMO/subfiles/apdx_northfold.tex b/doc/latex/NEMO/subfiles/apdx_northfold.tex
new file mode 100644
index 000000000..bd05fa631
--- /dev/null
+++ b/doc/latex/NEMO/subfiles/apdx_northfold.tex
@@ -0,0 +1,122 @@
+\documentclass[../main/NEMO_manual]{subfiles}
+
+\begin{document}
+
+\chapter{North Pole Folding}
+\label{apdx:NFOLD}
+
+\chaptertoc
+
+\paragraph{Changes record} ~\\
+
+{\footnotesize
+ \begin{tabularx}{\textwidth}{l||X|X}
+ Release & Author(s) & Modifications \\
+ \hline
+ {\em 4.0} & {\em ...} & {\em ...} \\
+ {\em 3.6} & {\em ...} & {\em ...} \\
+ {\em 3.4} & {\em ...} & {\em ...} \\
+ {\em <=3.4} & {\em ...} & {\em ...}
+ \end{tabularx}
+}
+
+\clearpage
+
+%% =================================================================================================
+\section[North Pole Folding around a T-Point]{North Pole Folding around a T-Point}
+
+When \forcode{l_Iperio = .true.}, \forcode{l_NFold = .true.} and \forcode{c_NFtype = 'T'} the North Pole Folding is done around 2 T-points. This is the case in ORCA 2\deg, 1/4\deg, 1/12\deg and 1/36\deg.
+
+\begin{figure}[h]
+ \centering
+ \includegraphics[width=0.9\textwidth]{NFT-T}
+ \caption{
+ North fold boundary for the T grid, with a $T$-point pivot and cyclic east-west boundary condition.
+ Cells in the halos, outside of the inner domain (thick black line), will be defined by using only the values in the inner domain when calling the \rou{lbc\_lnk} routine (found in \mdl{lbclnk} module). Grey shading defines duplicated cells inside the inner domain that will also be refined (overwritten) by othe inner domain values when calling the \rou{lbc\_lnk}.
+ Cells with the same color are at the same geographical location. Color shading shows the change in gradient on each side of the pivot-points.}
+ \label{fig:NFT-T}
+\end{figure}
+
+\begin{figure}[t]
+ \centering
+ \includegraphics[width=0.9\textwidth]{NFT-U}
+ \caption{
+ North fold boundary for the U grid, with a $T$-point pivot and cyclic east-west boundary condition.
+ Cells in the halos, outside of the inner domain (thick black line), will be defined by using only the values in the inner domain when calling the \rou{lbc\_lnk} routine (found in \mdl{lbclnk} module). Grey shading defines duplicated cells inside the inner domain that will also be refined (overwritten) by othe inner domain values when calling the \rou{lbc\_lnk}.
+ Cells with the same color are at the same geographical location. Signs + or - are illustrating the change of signe on each side of the pivotal point.}
+ \label{fig:NFT-U}
+\end{figure}
+
+\begin{figure}[t]
+ \centering
+ \includegraphics[width=0.9\textwidth]{NFT-V}
+ \caption{
+ North fold boundary for the V grid, with a $T$-point pivot and cyclic east-west boundary condition.
+ Cells in the halos, outside of the inner domain (thick black line), will be defined by using only the values in the inner domain when calling the \rou{lbc\_lnk} routine (found in \mdl{lbclnk} module). Grey shading defines duplicated cells inside the inner domain that will also be refined (overwritten) by othe inner domain values when calling the \rou{lbc\_lnk}.
+ Cells with the same color are at the same geographical location. Signs + or - are illustrating the change of signe on each side of the pivotal point.}
+ \label{fig:NFT-V}
+\end{figure}
+
+\begin{figure}[t]
+ \centering
+ \includegraphics[width=0.9\textwidth]{NFT-F}
+ \caption{
+ North fold boundary for the F grid, with a $T$-point pivot and cyclic east-west boundary condition.
+ Cells in the halos, outside of the inner domain (thick black line), will be defined by using only the values in the inner domain when calling the \rou{lbc\_lnk} routine (found in \mdl{lbclnk} module). Grey shading defines duplicated cells inside the inner domain that will also be refined (overwritten) by othe inner domain values when calling the \rou{lbc\_lnk}.
+ Cells with the same color are at the same geographical location.}
+ \label{fig:NFT-F}
+\end{figure}
+
+\clearpage
+
+%% =================================================================================================
+\section[North Pole Folding around a F-Point]{North Pole Folding around a F-Point}
+
+When \forcode{l_Iperio = .true.}, \forcode{l_NFold = .true.} and \forcode{c_NFtype = 'F'} the North Pole Folding is done around 2 F-points. This is the case in ORCA 1\deg and 1/2\deg.
+
+
+\begin{figure}[h]
+ \centering
+ \includegraphics[width=0.9\textwidth]{NFF-T}
+ \caption{
+ North fold boundary for the T grid, with a $F$-point pivot and cyclic east-west boundary condition.
+ Cells in the halos, outside of the inner domain (thick black line), will be defined by using only the values in the inner domain when calling the \rou{lbc\_lnk} routine (found in \mdl{lbclnk} module). Grey shading defines duplicated cells inside the inner domain that will also be refined (overwritten) by othe inner domain values when calling the \rou{lbc\_lnk}.
+ Cells with the same color are at the same geographical location. Color shading shows the change in gradient on each side of the pivot-points.}
+ \label{fig:NFF-T}
+\end{figure}
+
+\begin{figure}[t]
+ \centering
+ \includegraphics[width=0.9\textwidth]{NFF-U}
+ \caption{
+ North fold boundary for the U grid, with a $F$-point pivot and cyclic east-west boundary condition.
+ Cells in the halos, outside of the inner domain (thick black line), will be defined by using only the values in the inner domain when calling the \rou{lbc\_lnk} routine (found in \mdl{lbclnk} module).
+ Cells with the same color are at the same geographical location. Signs + or - are illustrating the change of signe on each side of the pivotal point.}
+ \label{fig:NFF-U}
+\end{figure}
+
+\begin{figure}[t]
+ \centering
+ \includegraphics[width=0.9\textwidth]{NFF-V}
+ \caption{
+ North fold boundary for the V grid, with a $F$-point pivot and cyclic east-west boundary condition.
+ Cells in the halos, outside of the inner domain (thick black line), will be defined by using only the values in the inner domain when calling the \rou{lbc\_lnk} routine (found in \mdl{lbclnk} module). Grey shading defines duplicated cells inside the inner domain that will also be refined (overwritten) by othe inner domain values when calling the \rou{lbc\_lnk}.
+ Cells with the same color are at the same geographical location. Signs + or - are illustrating the change of signe on each side of the pivotal point.}
+ \label{fig:NFF-V}
+\end{figure}
+
+\begin{figure}[t]
+ \centering
+ \includegraphics[width=0.9\textwidth]{NFF-F}
+ \caption{
+ North fold boundary for the F grid, with a $F$-point pivot and cyclic east-west boundary condition.
+ Cells in the halos, outside of the inner domain (thick black line), will be defined by using only the values in the inner domain when calling the \rou{lbc\_lnk} routine (found in \mdl{lbclnk} module). Grey shading defines duplicated cells inside the inner domain that will also be refined (overwritten) by othe inner domain values when calling the \rou{lbc\_lnk}.
+ Cells with the same color are at the same geographical location.}
+ \label{fig:NFF-F}
+\end{figure}
+
+
+%% =================================================================================================
+\subinc{\input{../../global/epilogue}}
+
+\end{document}
diff --git a/doc/latex/NEMO/subfiles/chap_DOM.tex b/doc/latex/NEMO/subfiles/chap_DOM.tex
index 2c7404a1a..5cf84c5e8 100644
--- a/doc/latex/NEMO/subfiles/chap_DOM.tex
+++ b/doc/latex/NEMO/subfiles/chap_DOM.tex
@@ -337,12 +337,12 @@ the value of the \np{cn_domcfg}{cn\_domcfg} parameter in namelist \nam{cfg}{cfg}
If \np{ln_read_cfg}{ln\_read\_cfg} is set to \forcode{.false.},
the domain-specific parameters and fields can be provided (\eg\ analytically computed) by
-subroutines \mdl{usrdef\_hgr} and \mdl{usrdef\_zgr}.
-These subroutines can be supplied in the \path{MY_SRC} directory of the configuration,
+routines \mdl{usrdef\_nam}, \mdl{usrdef\_hgr} and \mdl{usrdef\_zgr}.
+These routines can be supplied in the \path{MY_SRC} directory of the configuration,
and default versions that configure the spatial domain for the GYRE reference configuration are
present in the \path{./src/OCE/USR} directory.
-In version 4.0 there are no longer any options for reading complex bathymetries and
+From version 4.0 there are no longer any options for reading complex bathymetries and
performing a vertical discretisation at run-time.
Whilst it is occasionally convenient to have a common bathymetry file and, for example,
to run similar models with and without partial bottom boxes and/or sigma-coordinates,
@@ -356,7 +356,7 @@ The next subsections summarise the parameter and fields related to
the configuration of the whole model domain.
These represent the minimum information that must be provided either via
the \np{cn_domcfg}{cn\_domcfg} file or
-set by code inserted into user-supplied versions of the \texttt{usrdef\_*} subroutines.
+set by code inserted into user-supplied versions of the \texttt{usrdef\_*} routines.
The requirements are presented in three sections:
the domain size (\autoref{subsec:DOM_size}), the horizontal mesh (\autoref{subsec:DOM_hgr}),
and the vertical grid (\autoref{subsec:DOM_zgr}).
@@ -365,20 +365,14 @@ and the vertical grid (\autoref{subsec:DOM_zgr}).
\subsection{Domain size}
\label{subsec:DOM_size}
-The total size of the computational domain is set by the parameters \texttt{jpiglo}, \texttt{jpjglo} and
-\texttt{jpkglo} for the $i$, $j$ and $k$ directions, respectively.
-Note, that the variables \texttt{jpi} and \texttt{jpj} refer to
-the size of each processor subdomain when the code is run in parallel using domain decomposition
-(\key{mpp\_mpi} defined, see \autoref{sec:LBC_mpp}).
+The total size of the computational domain is set by the parameters \forcode{Ni0glo}, \forcode{NjOglo} and
+\forcode{jpkglo} for the $i$, $j$ and $k$ directions, respectively. Note that \forcode{Ni0glo} and \forcode{NjOglo} do not contain any additional MPI or boundary halos, see \autoref{sec:LBC_mpp}. The name of the configuration is set through the optional parameter \np{cn_cfg}{cn\_cfg}, and the nominal resolution through the optional parameter \np{nn_cfg}{nn\_cfg}.
+The way these variables are defined will differ accoring to the value of \np{ln_read_cfg}{ln\_read\_cfg} parameter in
+namelist \nam{cfg}{cfg}, which usage is detailed in \autoref{subsec:DOM_config}. If \np[=.false.]{ln_read_cfg}{ln\_read\_cfg} the user must define \forcode{cn_cfg, nn_cfg, Ni0glo, Nj0glo, jpkglo} trough the routine \mdl{usrdef\_nam}. If \np[=.true.]{ln_read_cfg}{ln\_read\_cfg} they will be defined from the NetCDF domain configuration file defined by \np{cn_domcfg}{cn\_domcfg} parameter in namelist \nam{cfg}{cfg}. \forcode{Ni0glo, Nj0glo, jpkglo} are defined with the size \texttt{e3t\_0} dimensions. \forcode{cn_cfg, nn_cfg} are defined by the global attributes named \texttt{CfgName} and \texttt{CfgIndex}.
-The name of the configuration is set through parameter \np{cn_cfg}{cn\_cfg},
-and the nominal resolution through parameter \np{nn_cfg}{nn\_cfg}
-(unless in the input file both of variables \texttt{ORCA} and \texttt{ORCA\_index} are present,
-in which case \np{cn_cfg}{cn\_cfg} and \np{nn_cfg}{nn\_cfg} are set from these values accordingly).
-
-The global lateral boundary condition type is selected from 8 options using parameters \texttt{l\_Iperio}, \texttt{l\_Jperio}, \texttt{l\_NFold} and \texttt{c\_NFtype}.
+The global lateral boundary condition type is selected by using parameters \forcode{l\_Iperio}, \forcode{l\_Jperio}, \forcode{l\_NFold} and \forcode{c\_NFtype}.
See \autoref{sec:LBC_jperio} for details on the available options and
-the corresponding values for \texttt{l\_Iperio}, \texttt{l\_Jperio}, \texttt{l\_NFold} and \texttt{c\_NFtype}.
+the corresponding values for \forcode{l\_Iperio}, \forcode{l\_Jperio}, \forcode{l\_NFold} and \forcode{c\_NFtype}.
%% =================================================================================================
\subsection[Horizontal grid mesh (\textit{domhgr.F90}]{Horizontal grid mesh (\protect\mdl{domhgr})}
@@ -415,9 +409,10 @@ evaluated for the same arguments as $\lambda$ and $\varphi$.
\begin{forlines}
/* Optional: */
-int ORCA, ORCA_index /* configuration name, configuration resolution */
+char(256) cn_cfg /* name of the configuration */
+integer nn_cfg /* nominal resolution of the configuration */
double e1e2u, e1e2v /* U and V surfaces (if grid size reduction in some straits) */
-double ff_f, ff_t /* Coriolis parameter (if not on the sphere) */
+double ff_f, ffW_t /* Coriolis parameter (if not on the sphere) */
\end{forlines}
\NEMO\ can support the local reduction of key strait widths by
@@ -431,22 +426,22 @@ Doing otherwise can lead to numerical instability issues.
In normal operation the surface areas are computed from $e1u * e2u$ and $e1v * e2v$ but
in cases where a gridsize reduction is required,
the unaltered surface areas at $u$ and $v$ grid points
-(\texttt{e1e2u} and \texttt{e1e2v}, respectively) must be read or pre-computed in \mdl{usrdef\_hgr}.
+(\forcode{e1e2u} and \forcode{e1e2v}, respectively) must be read or pre-computed in \mdl{usrdef\_hgr}.
If these arrays are present in the \np{cn_domcfg}{cn\_domcfg} file they are read and
the internal computation is suppressed.
-Versions of \mdl{usrdef\_hgr} which set their own values of \texttt{e1e2u} and \texttt{e1e2v} should
+Versions of \mdl{usrdef\_hgr} which set their own values of \forcode{e1e2u} and \forcode{e1e2v} should
set the surface-area computation flag:
-\texttt{ie1e2u\_v} to a non-zero value to suppress their re-computation.
+\forcode{ie1e2u_v} to a non-zero value to suppress their re-computation.
\smallskip
Similar logic applies to the other optional fields:
-\texttt{ff\_f} and \texttt{ff\_t} which can be used to
+\forcode{ff_f} and \forcode{ff_t} which can be used to
provide the Coriolis parameter at F- and T-points respectively if the mesh is not on a sphere.
If present these fields will be read and used and
the normal calculation ($2 * \Omega * \sin(\varphi)$) suppressed.
-Versions of \mdl{usrdef\_hgr} which set their own values of \texttt{ff\_f} and \texttt{ff\_t} should
+Versions of \mdl{usrdef\_hgr} which set their own values of \forcode{ff_f} and \forcode{ff_t} should
set the Coriolis computation flag:
-\texttt{iff} to a non-zero value to suppress their re-computation.
+\forcode{iff} to a non-zero value to suppress their re-computation.
Note that longitudes, latitudes, and scale factors at $w$ points are exactly equal to
those of $t$ points, thus no specific arrays are defined at $w$ points.
@@ -464,7 +459,7 @@ those of $t$ points, thus no specific arrays are defined at $w$ points.
In the vertical, the model mesh is determined by four things:
\begin{enumerate}
\item the bathymetry given in meters;
-\item the number of levels of the model (\texttt{jpk});
+\item the number of levels of the model (\forcode{jpk});
\item the analytical transformation $z(i,j,k)$ and the vertical scale factors
(derivatives of the transformation); and
\item the masking system,
@@ -574,8 +569,8 @@ float bathy_metry /* bathymetry used in setting top and b
This set of vertical metrics is sufficient to describe the initial depth and thickness of
every gridcell in the model regardless of the choice of vertical coordinate.
With constant z-levels, e3 metrics will be uniform across each horizontal level.
-In the partial step case each e3 at the \texttt{bottom\_level}
-(and, possibly, \texttt{top\_level} if ice cavities are present)
+In the partial step case each e3 at the \forcode{bottom_level}
+(and, possibly, \forcode{top_level} if ice cavities are present)
may vary from its horizontal neighbours.
And, in s-coordinates, variations can occur throughout the water column.
With the non-linear free-surface, all the coordinates behave more like the s-coordinate in that
@@ -584,16 +579,16 @@ These variations are typically much smaller than those arising from bottom fitte
The values for vertical metrics supplied in the domain configuration file can be considered as
those arising from a flat sea surface with zero elevation.
-The \texttt{bottom\_level} and \texttt{top\_level} 2D arrays define
-the \texttt{bottom\_level} and top wet levels in each grid column.
-Without ice cavities, \texttt{top\_level} is essentially a land mask (0 on land; 1 everywhere else).
-With ice cavities, \texttt{top\_level} determines the first wet point below the overlying ice shelf.
+The \forcode{bottom_level} and \forcode{top_level} 2D arrays define
+the \forcode{bottom_level} and top wet levels in each grid column.
+Without ice cavities, \forcode{top_level} is essentially a land mask (0 on land; 1 everywhere else).
+With ice cavities, \forcode{top_level} determines the first wet point below the overlying ice shelf.
%% =================================================================================================
\subsubsection{Level bathymetry and mask}
\label{subsec:DOM_msk}
-From \texttt{top\_level} and \texttt{bottom\_level} fields, the mask fields are defined as follows:
+From \forcode{top_level} and \forcode{bottom_level} fields, the mask fields are defined as follows:
\begin{align*}
tmask(i,j,k) &=
\begin{cases}
@@ -648,7 +643,7 @@ namelist parameter \np{ln_write_cfg}{ln\_write\_cfg} (namelist \nam{cfg}{cfg}) i
\forcode{.true.};
the output filename is set through parameter \np{cn_domcfg_out}{cn\_domcfg\_out}.
This is only really useful if
-the fields are computed in subroutines \mdl{usrdef\_hgr} or \mdl{usrdef\_zgr} and
+the fields are computed in routines \mdl{usrdef\_hgr} or \mdl{usrdef\_zgr} and
checking or confirmation is required.
Alternatively, all the arrays relating to a particular ocean model configuration
diff --git a/doc/latex/NEMO/subfiles/chap_LBC.tex b/doc/latex/NEMO/subfiles/chap_LBC.tex
index 484a16edb..b2038ee29 100644
--- a/doc/latex/NEMO/subfiles/chap_LBC.tex
+++ b/doc/latex/NEMO/subfiles/chap_LBC.tex
@@ -75,9 +75,9 @@ Evaluating this quantity as,
at the boundaries, since mask$_{u}$ is zero at solid boundaries which in this case are defined at $u$-points
(normal velocity $u$ remains zero at the coast) (\autoref{fig:LBC_uv}).
-\begin{figure}[!t]
+\begin{figure}[h]
\centering
- \includegraphics[width=0.66\textwidth]{LBC_uv}
+ \includegraphics[width=0.33\textwidth]{LBC_uv}
\caption[Lateral boundary at $T$-level]{
Lateral boundary (thick line) at T-level.
The velocity normal to the boundary is set to zero.}
@@ -100,9 +100,9 @@ controlled by the value of the \np{rn_shlat}{rn\_shlat} namelist parameter
(The value of the mask$_{f}$ array along the coastline is set equal to this parameter).
These are:
-\begin{figure}[!p]
+\begin{figure}[h]
\centering
- \includegraphics[width=0.66\textwidth]{LBC_shlat}
+ \includegraphics[width=0.33\textwidth]{LBC_shlat}
\caption[Lateral boundary conditions]{
Lateral boundary conditions
(a) free-slip (\protect\np[=0]{rn_shlat}{rn\_shlat});
@@ -167,42 +167,32 @@ bi-cyclic east-west and north-fold.
The north-fold boundary condition is associated with the 3-pole ORCA mesh.
%% =================================================================================================
-\subsection{Closed, cyclic (\forcode{l_Iperio,l_jperio})}
+\subsection{Closed, cyclic (\forcode{l_Iperio,l_Jperio})}
\label{subsec:LBC_jperio012}
-The choice of closed or cyclic model domain boundary condition is made by
-setting \forcode{l_Iperio,l_jperio} to true or false in namelist \nam{cfg}{cfg}.
-Each time such a boundary condition is needed, it is set by a call to routine \mdl{lbclnk}.
-The computation of momentum and tracer trends proceeds from $i=2$ to $i=jpi-1$ and from $j=2$ to $j=jpj-1$,
-\ie\ in the model interior.
-To choose a lateral model boundary condition is to specify the first and last rows and columns of
-the model variables.
+The choice of closed or cyclic model domain boundary condition is controled by
+setting the internal code variables \forcode{l_Iperio,l_Jperio} to true or false.
+The way these variables are defined will differ accoring to the value of \np{ln_read_cfg}{ln\_read\_cfg} parameter in
+namelist \nam{cfg}{cfg}, which usage is detailed in \autoref{subsec:DOM_config}. If \np[=.false.]{ln_read_cfg}{ln\_read\_cfg} the user must define \forcode{l_Iperio,l_Jperio} trough the routine \mdl{usrdef\_nam}. If \np[=.true.]{ln_read_cfg}{ln\_read\_cfg}, \forcode{l_Iperio,l_Jperio} will be defined according to the values of the global attributes (\texttt{Iperio,Jperio} = 0 or 1) in the NetCDF domain configuration file defined by \np{cn_domcfg}{cn\_domcfg} parameter in namelist \nam{cfg}{cfg}.
+Each time such a boundary condition is needed, it is set by a call to routine \rou{lbc\_lnk} routine (found in \mdl{lbclnk} module).
\begin{description}
-\item [For closed boundary (\forcode{l_Iperio = .false.,l_jperio = .false.})], solid walls are imposed at all model boundaries:
- first and last rows and columns are set to zero.
+\item [For closed boundary (\forcode{l_Iperio = .false.,l_Jperio = .false.})], solid walls are imposed at all model boundaries: first and last rows and columns the the domain must be set to zero and will be forced to 0 if nedeed.
-\item [For cyclic east-west boundary (\forcode{l_Iperio = .true.,l_jperio = .false.})], first and last rows are set to zero (closed) whilst the first column is set to
- the value of the last-but-one column and the last column to the value of the second one
- (\autoref{fig:LBC_jperio}-a).
- Whatever flows out of the eastern (western) end of the basin enters the western (eastern) end.
+\item [For cyclic east-west boundary (\forcode{l_Iperio = .true.,l_Jperio = .false.})], first and last rows are set to zero (closed). The first \np{nn_hls}{nn\_hls} columns (left side halo) are defined with the last \np{nn_hls}{nn\_hls} columns of the orginal global domain (without halos). The last \np{nn_hls}{nn\_hls} columns (right side halo) are defined with the first \np{nn_hls}{nn\_hls} columns of the orginal global domain (without halos). Whatever flows out of the eastern (western) end of the basin enters the western (eastern) end.
-\item [For cyclic north-south boundary (\forcode{l_Iperio = .false.,l_jperio = .true.})], first and last columns are set to zero (closed) whilst the first row is set to
- the value of the last-but-one row and the last row to the value of the second one
- (\autoref{fig:LBC_jperio}-a).
- Whatever flows out of the northern (southern) end of the basin enters the southern (northern) end.
+\item [For cyclic north-south boundary (\forcode{l_Iperio = .false.,l_Jperio = .true.})], first and last columns are set to zero (closed). Whatever flows out of the northern (southern) end of the basin enters the southern (northern) end.
-\item [Bi-cyclic east-west and north-south boundary (\forcode{l_Iperio = .true.,l_jperio = .true.})] combines cases 1 and 2.
+\item [Bi-cyclic east-west and north-south boundary (\forcode{l_Iperio = .true.,l_Jperio = .true.})] combines cases 1 and 2.
\end{description}
\begin{figure}[!t]
\centering
- \includegraphics[width=0.66\textwidth]{LBC_jperio}
- \caption[Setting of east-west cyclic and symmetric across the Equator boundary conditions]{
- Setting of (a) east-west cyclic (b) symmetric across the Equator boundary conditions}
- \label{fig:LBC_jperio}
+ \includegraphics[width=0.5\textwidth]{LBC_Iperio}
+ \caption{Setting of east-west cyclic boundary conditions for \np[=2]{nn_hls}{nn\_hls}. The orginal global domain (without halos) is delimited by the thick lines.}
+ \label{fig:LBC_Iperio}
\end{figure}
%% =================================================================================================
@@ -212,21 +202,11 @@ the model variables.
The north fold boundary condition has been introduced in order to handle the north boundary of
a three-polar ORCA grid.
Such a grid has two poles in the northern hemisphere (\autoref{fig:CFGS_ORCA_msh},
-and thus requires a specific treatment illustrated in \autoref{fig:LBC_North_Fold_T}.
-Further information can be found in \mdl{lbcnfd} module which applies the north fold boundary condition.
-
-\begin{figure}[!t]
- \centering
- \includegraphics[width=0.66\textwidth]{LBC_North_Fold_T}
- \caption[North fold boundary in ORCA 2\deg, 1/4\deg and 1/12\deg]{
- North fold boundary with a $T$-point pivot and cyclic east-west boundary condition ($c\_NFtype='T'$),
- as used in ORCA 2\deg, 1/4\deg and 1/12\deg.
- Pink shaded area corresponds to the inner domain mask (see text).}
- \label{fig:LBC_North_Fold_T}
-\end{figure}
+and thus requires a specific treatment to ensure the proper boundary conditions at the northern edge of the domain.
+Further information can be found in \autoref{apdx:NFOLD} and in \mdl{lbcnfd} module which applies the north fold boundary condition.
%% =================================================================================================
-\section[Exchange with neighbouring processors (\textit{lbclnk.F90}, \textit{lib\_mpp.F90})]{Exchange with neighbouring processors (\protect\mdl{lbclnk}, \protect\mdl{lib\_mpp})}
+\section[Exchange with neighbouring processes (\textit{lbclnk.F90}, \textit{lib\_mpp.F90})]{Exchange with neighbouring processes (\protect\mdl{lbclnk}, \protect\mdl{lib\_mpp})}
\label{sec:LBC_mpp}
\begin{listing}
@@ -235,112 +215,84 @@ Further information can be found in \mdl{lbcnfd} module which applies the north
\label{lst:nammpp}
\end{listing}
-For massively parallel processing (mpp), a domain decomposition method is used.
-The basic idea of the method is to split the large computation domain of a numerical experiment into several smaller domains and
-solve the set of equations by addressing independent local problems.
-Each processor has its own local memory and computes the model equation over a subdomain of the whole model domain.
-The subdomain boundary conditions are specified through communications between processors which are organized by
-explicit statements (message passing method).
+For massively parallel processing (mpp), a horizontal domain decomposition method is used, see \autoref{fig:LBC_3x3}.
+The basic idea of the method is to split the large computation domain of a numerical experiment into several smaller domains and solve the set of equations by addressing independent local problems.
+Each process has its own local memory and computes the model equation over a subdomain of the whole model domain.
The present implementation is largely inspired by Guyon's work [Guyon 1995].
-The parallelization strategy is defined by the physical characteristics of the ocean model.
-Second order finite difference schemes lead to local discrete operators that
-depend at the very most on one neighbouring point.
-The only non-local computations concern the vertical physics
-(implicit diffusion, turbulent closure scheme, ...).
-Therefore, a pencil strategy is used for the data sub-structuration:
-the 3D initial domain is laid out on local processor memories following a 2D horizontal topological splitting.
-Each sub-domain computes its own surface and bottom boundary conditions and
-has a side wall overlapping interface which defines the lateral boundary conditions for
-computations in the inner sub-domain.
-The overlapping area consists of the two rows at each edge of the sub-domain.
-After a computation, a communication phase starts:
-each processor sends to its neighbouring processors the update values of the points corresponding to
-the interior overlapping area to its neighbouring sub-domain (\ie\ the innermost of the two overlapping rows).
-Communications are first done according to the east-west direction and next according to the north-south direction.
-There is no specific communications for the corners.
-The communication is done through the Message Passing Interface (MPI) and requires \key{mpp\_mpi}.
-Use also \key{mpi2} if MPI3 is not available on your computer.
-The data exchanges between processors are required at the very place where
-lateral domain boundary conditions are set in the mono-domain computation:
-the \rou{lbc\_lnk} routine (found in \mdl{lbclnk} module) which manages such conditions is interfaced with
-routines found in \mdl{lib\_mpp} module.
-From the NEMO4.2 release, a new communication strategy has been introduced to preserve performance efficiency
+\begin{figure}[h]
+ \centering
+ \includegraphics[width=0.66\textwidth]{LBC_3x3}
+ \caption{Horizontal domain decomposition in $3 \times 3$ subdomains. The thick line on the left panel delimits the original domain (without halos). Subdomains numbering starts at 1 from the bottom-left subdomain, as shown on the right panel. Communications of the subdomain 4 with its neighbours are represented by the blue arrows.}
+ \label{fig:LBC_3x3}
+\end{figure}
+
+Each subdomain computes its own inner subdomain. The subdomain boundary conditions, also called halos, are overlapping with neighbouring subdomains as show on the left panel of \autoref{fig:LBC_3x3}. The \rou{lbc\_lnk} routine (found in \mdl{lbclnk} module) is next used to fill the halos either by doing a communication with a neighbour or locally by applying a cyclic or closed boundary condition. The halos, consist of \np{nn_hls}{nn\_hls} (namelist \nam{mpp}{mpp}) rows/columns at each side of the subdomain.
+
+When doing a communication, a process sends to its neighbouring processes the update values of the points corresponding to
+the interior overlapping area to its neighbouring sub-domain (\ie\ the \np{nn_hls}{nn\_hls} innermost of the 2*\np{nn_hls}{nn\_hls} overlapping rows/columns, see blue arrows in \autoref{fig:LBC_3x3}).
+The communication is done through the Message Passing Interface (MPI) which is activated by default since NEMO 4.2.
+Use \key{mpi\_off} if MPI is not available on your computer or use \key{mpi2} if the MPI version of your computer is older than v3.
+From the NEMO 4.2 release, a new communication strategy has been introduced to preserve performance efficiency
by reducing communication time, namely the MPI3 neighborhood collective communications.
It provides a way to have sub-communicators used to perform collective communications only among neighborhood.
A single MPI message is needed to be built for all neighbours instead of 4 different messages before calling the collective.
-The new communication approach can be selected by setting the value of \np{nn_comm}{nn\_comm} parameter, defined in \nam{mpp}{mpp} namelist.
-\np{nn_comm}{nn\_comm}=1 activates the point to point communications.
-Any value other than 1 (usually \np{nn_comm}{nn\_comm}=2) can be used to select the collective communications.
+The new communication approach can be selected by setting the value of \np{nn_comm}{nn\_comm} parameter, defined in \nam{mpp}{mpp} namelist. \np[=1]{nn_comm}{nn\_comm} activates the point to point communications that was originally coded in NEMO and further optimized in NEMO 4.2. \np[=2]{nn_comm}{nn\_comm} selects the new collective communications.
The output file \textit{communication\_report.txt} provides the list of which routines do how
-many communications during 1 time step of the model.\\
-
-\begin{figure}[!t]
- \centering
- \includegraphics[width=0.66\textwidth]{LBC_mpp}
- \caption{Positioning of a sub-domain when massively parallel processing is used}
- \label{fig:LBC_mpp}
-\end{figure}
+many communications during 1 time step of the model.
In \NEMO, the splitting is regular and arithmetic.
The total number of subdomains corresponds to the number of MPI processes allocated to \NEMO\ when the model is launched
(\ie\ mpirun -np x ./nemo will automatically give x subdomains).
The i-axis is divided by \np{jpni}{jpni} and the j-axis by \np{jpnj}{jpnj}.
These parameters are defined in \nam{mpp}{mpp} namelist.
-If \np{jpni}{jpni} and \np{jpnj}{jpnj} are < 1, they will be automatically redefined in the code to give the best domain decomposition
-(see bellow).
-
-Each processor is independent and without message passing or synchronous process, programs run alone and access just its own local memory.
-For this reason,
-the main model dimensions are now the local dimensions of the subdomain (pencil) that are named \texttt{jpi}, \texttt{jpj}, \texttt{jpk}.
-These dimensions include the internal domain and the overlapping rows.
-The number of rows to exchange (known as the halo) is usually set to one (\forcode{nn_hls=1}, in \mdl{par\_oce},
-and must be kept to one until further notice).
-The whole domain dimensions are named \texttt{jpiglo}, \texttt{jpjglo} and \texttt{jpk}.
-The relationship between the whole domain and a sub-domain is:
-\begin{gather*}
- jpi = ( jpiglo-2\times nn\_hls + (jpni-1) ) / jpni + 2\times nn\_hls \\
- jpj = ( jpjglo-2\times nn\_hls + (jpnj-1) ) / jpnj + 2\times nn\_hls
-\end{gather*}
-
-One also defines variables nldi and nlei which correspond to the internal domain bounds, and the variables nimpp and njmpp which are the position of the (1,1) grid-point in the global domain (\autoref{fig:LBC_mpp}). Note that since the version 4, there is no more extra-halo area as defined in \autoref{fig:LBC_mpp} so \texttt{jpi} is now always equal to nlci and \texttt{jpj} equal to nlcj.
-
-An element of $T_{l}$, a local array (subdomain) corresponds to an element of $T_{g}$,
-a global array (whole domain) by the relationship:
-\[
- % \label{eq:LBC_nimpp}
- T_{g} (i+nimpp-1,j+njmpp-1,k) = T_{l} (i,j,k),
-\]
-with $1 \leq i \leq jpi$, $1 \leq j \leq jpj $ , and $1 \leq k \leq jpk$.
+If \np{jpni}{jpni} and \np{jpnj}{jpnj} are < 1, they will be automatically redefined in the code to give the best domain decomposition see bellow and \citep{Irrmann2022}.
-The 1-d arrays $mig(1:\texttt{jpi})$ and $mjg(1:\texttt{jpj})$, defined in \rou{dom\_glo} routine (\mdl{domain} module), should be used to get global domain indices from local domain indices. The 1-d arrays, $mi0(1:\texttt{jpiglo})$, $mi1(1:\texttt{jpiglo})$ and $mj0(1:\texttt{jpjglo})$, $mj1(1:\texttt{jpjglo})$ have the reverse purpose and should be used to define loop indices expressed in global domain indices (see examples in \mdl{dtastd} module).\\
+\begin{figure}[h]
+ \centering
+ \includegraphics[width=0.66\textwidth]{LBC_mppini2}
+ \caption[Atlantic domain defined for the CLIPPER projet]{
+ Example of Atlantic domain defined for the CLIPPER projet.
+ Initial grid is composed of 773 x 1236 horizontal points.
+ (a) the domain is split onto 9 $times$ 20 subdomains (jpni=9, jpnj=20). Subdomains with ocean points are numbered first starting from bottom-left. The 52 subdomains that are land areas are next numbered starting also from bottom-left (in yellow).
+ (b) The 52 subdomains are eliminated (white rectangles) and
+ the resulting number of processors really used during the computation is 128. Note that the subdomains with ocean points have the same number in both cases.}
+ \label{fig:LBC_mppini2}
+\end{figure}
-The \NEMO\ model computes equation terms with the help of mask arrays (0 on land points and 1 on sea points). It is therefore possible that an MPI subdomain contains only land points. To save ressources, we try to supress from the computational domain as much land subdomains as possible. For example if $N_{mpi}$ processes are allocated to NEMO, the domain decomposition will be given by the following equation:
+The \NEMO\ model computes equation terms with the help of mask arrays (0 on land points and 1 on sea points). It is therefore possible that an MPI subdomain contains only land points, see \autoref{fig:LBC_mppini2}. To save ressources, we try to supress from the computational domain as much land subdomains as possible. For example if $N_{mpi}$ processes are allocated to NEMO, the domain decomposition will be given by the following equation:
\[
N_{mpi} = jpni \times jpnj - N_{land} + N_{useless}
\]
$N_{land}$ is the total number of land subdomains in the domain decomposition defined by \np{jpni}{jpni} and \np{jpnj}{jpnj}. $N_{useless}$ is the number of land subdomains that are kept in the compuational domain in order to make sure that $N_{mpi}$ MPI processes are indeed allocated to a given subdomain. The values of $N_{mpi}$, \np{jpni}{jpni}, \np{jpnj}{jpnj}, $N_{land}$ and $N_{useless}$ are printed in the output file \texttt{ocean.output}. $N_{useless}$ must, of course, be as small as possible to limit the waste of ressources. A warning is issued in \texttt{ocean.output} if $N_{useless}$ is not zero. Note that non-zero value of $N_{useless}$ is uselly required when using AGRIF as, up to now, the parent grid and each of the child grids must use all the $N_{mpi}$ processes.
-If the domain decomposition is automatically defined (when \np{jpni}{jpni} and \np{jpnj}{jpnj} are < 1), the decomposition chosen by the model will minimise the sub-domain size (defined as $max_{all domains}(jpi \times jpj)$) and maximize the number of eliminated land subdomains. This means that no other domain decomposition (a set of \np{jpni}{jpni} and \np{jpnj}{jpnj} values) will use less processes than $(jpni \times jpnj - N_{land})$ and get a smaller subdomain size.
-In order to specify $N_{mpi}$ properly (minimize $N_{useless}$), you must run the model once with \np{ln_list}{ln\_list} activated. In this case, the model will start the initialisation phase, print the list of optimum decompositions ($N_{mpi}$, \np{jpni}{jpni} and \np{jpnj}{jpnj}) in \texttt{ocean.output} and directly abort. The maximum value of $N_{mpi}$ tested in this list is given by $max(N_{MPI\_tasks}, jpni \times jpnj)$. For example, run the model on 40 nodes with ln\_list activated and $jpni = 10000$ and $jpnj = 1$, will print the list of optimum domains decomposition from 1 to about 10000.
+If the domain decomposition is automatically defined (when \np{jpni}{jpni} and \np{jpnj}{jpnj} are < 1), the decomposition chosen by the model will minimise the horizontal subdomain size (defined as $max_{all domains}(subdomain size)$) and maximize the number of eliminated land subdomains. This means that no other domain decomposition (a set of \np{jpni}{jpni} and \np{jpnj}{jpnj} values) will use less processes than $(jpni \times jpnj - N_{land})$ and get a smaller subdomain size.
+In order to specify $N_{mpi}$ properly (minimize $N_{useless}$), you must run the model once with \np{ln_list}{ln\_list} activated. In this case, the model will start the initialisation phase, print the list of optimum decompositions ($N_{mpi}$, \np{jpni}{jpni} and \np{jpnj}{jpnj}) in \texttt{ocean.output} and directly abort. The maximum value of $N_{mpi}$ tested in this list is given by $max(N_{MPI\_tasks}, jpni \times jpnj)$. For example, run NEMO on 1 process with \np[=.true.]{ln_listonly}{ln\_listonly}, \np[=1000]{jpni}{jpni} and \np[=1]{jpnj}{jpnj} will print the list of optimum domains decomposition from 1 to about 10000.
-Processors are numbered from 0 to $N_{mpi} - 1$. Subdomains containning some ocean points are numbered first from 0 to $jpni * jpnj - N_{land} -1$. The remaining $N_{useless}$ land subdomains are numbered next, which means that, for a given (\np{jpni}{jpni}, \np{jpnj}{jpnj}), the numbers attributed to he ocean subdomains do not vary with $N_{useless}$.
+Processors are numbered from 0 to $N_{mpi} - 1$. Subdomains containning some ocean points are numbered first from 0 to $jpni * jpnj - N_{land} -1$, starting from the bottom-left subdomains, see \autoref{fig:LBC_mppini2}. The remaining $N_{useless}$ land subdomains are numbered next starting from bottom-left (yellow numbers in \autoref{fig:LBC_mppini2}a), which means that, for a given (\np{jpni}{jpni}, \np{jpnj}{jpnj}), the numbers attributed to he ocean subdomains do not vary with $N_{useless}$.
When land processors are eliminated, the value corresponding to these locations in the model output files is undefined. \np{ln_mskland}{ln\_mskland} must be activated in order avoid Not a Number values in output files. Note that it is better to not eliminate land processors when creating a meshmask file (\ie\ when setting a non-zero value to \np{nn_msh}{nn\_msh}).
-\begin{figure}[!ht]
+
+\begin{figure}[h]
\centering
- \includegraphics[width=0.66\textwidth]{LBC_mppini2}
- \caption[Atlantic domain defined for the CLIPPER projet]{
- Example of Atlantic domain defined for the CLIPPER projet.
- Initial grid is composed of 773 x 1236 horizontal points.
- (a) the domain is split onto 9 $times$ 20 subdomains (jpni=9, jpnj=20).
- 52 subdomains are land areas.
- (b) 52 subdomains are eliminated (white rectangles) and
- the resulting number of processors really used during the computation is jpnij=128.}
- \label{fig:LBC_mppini2}
+ \includegraphics[width=0.66\textwidth]{LBC_mpp}
+ \caption{Positioning of a sub-domain when massively parallel processing is used}
+ \label{fig:LBC_mpp}
\end{figure}
+Each processor is independent and without message passing or synchronous process, programs run alone and access just its own local memory. For this reason, the main model dimensions are the local dimensions of the subdomain that are named \forcode{jpi}, \forcode{jpj}, \forcode{jpk}. As detailed in \citet{Irrmann2022}, \forcode{jpi} and \forcode{jpj} can differ between subdomains. Note that if the configuration requires the North Pole folding (\forcode{l_NFold} = .True.), \forcode{jpj} of the processes involved in the folding is minimized in order to compensate the extra coast of the North Pole folding.
+As show in \autoref{fig:LBC_mpp}, \forcode{jpi} and \forcode{jpj} include the inner or internal domain and the overlapping rows/columns. \forcode{Nis0} and \forcode{Nie0} are use to specify the inner domain.
+
+As detailed in \autoref{fig:LBC_mpp}, several variables are defined to address indices from the local subdomain and the global domain (with or without halos). The whole domain dimensions are named \forcode{jpiglo}, \forcode{jpjglo} and \forcode{jpk}. \forcode{Ni0glo} and \forcode{Ni0glo} correspond to the original domain size, as seen in the input and output files, without any halo. The 1-d arrays $mig(1:jpi)$ and $mjg(1:jpj)$, defined in \rou{init\_locglo} routine (\mdl{mppini} module), should be used to get global domain (with halos) indices from local domain indices. An element of $T_{l}$, a local array (subdomain) corresponds to an element of $T_{g}$, a global array (whole domain including halos) by the relationship:
+\[
+ % \label{eq:LBC_nimpp}
+ T_{g} (mig(i),mjg(j),k) = T_{l} (i,j,k),
+\]
+with $1 \leq i \leq jpi$, $1 \leq j \leq jpj $ , and $1 \leq k \leq jpk$.
+The 1-d arrays $mig0(1:jpi)$ and $mjg0(1:jpj)$ are used to get original global domain (without halos) indices from local domain indices. The 1-d arrays, $mi0(1:jpiglo)$, $mi1(1:jpiglo)$ and $mj0(1:jpjglo)$, $mj1(1:jpjglo)$ have the reverse purpose and should be used to define loop indices expressed in global domain indices (see examples in \mdl{dtastd} module).\\
+
+
%% =================================================================================================
\section{Unstructured open boundary conditions (BDY)}
\label{sec:LBC_bdy}
diff --git a/doc/latex/NEMO/subfiles/chap_cfgs.tex b/doc/latex/NEMO/subfiles/chap_cfgs.tex
index 52d62533a..231f46800 100644
--- a/doc/latex/NEMO/subfiles/chap_cfgs.tex
+++ b/doc/latex/NEMO/subfiles/chap_cfgs.tex
@@ -237,10 +237,10 @@ It is determined such as, at each time step, the basin-integrated flux is zero.
The basin is initialised at rest with vertical profiles of temperature and salinity uniformly applied to
the whole domain.
-The GYRE configuration is set like an analytical configuration.
-Through \np[=.false.]{ln_read_cfg}{ln\_read\_cfg} in \nam{cfg}{cfg} namelist defined in
-the reference configuration \path{./cfgs/GYRE_PISCES/EXPREF/namelist_cfg}
-analytical definition of grid in GYRE is done in mdl{usrdef\_hrg}, \mdl{usrdef\_zgr} routines.
+The GYRE configuration is set like an analytical configuration by setting
+ \np[=.false.]{ln_read_cfg}{ln\_read\_cfg} in \nam{cfg}{cfg} part of the reference configuration
+namelist \path{./cfgs/GYRE_PISCES/EXPREF/namelist_cfg}.
+The analytical definition of grid in GYRE is done in \mdl{usrdef\_hrg} and \mdl{usrdef\_zgr} routines.
Its horizontal resolution (and thus the size of the domain) is determined by
setting \np{nn_GYRE}{nn\_GYRE} in \nam{usr_def}{usr\_def}:
--
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