From ec5aa0cf17f5fc25f32384dce24bb89f7f23c9d5 Mon Sep 17 00:00:00 2001
From: ch99l <chinhaolee10@gmail.com>
Date: Thu, 11 Jun 2026 10:43:13 +0800
Subject: [PATCH 1/2] add metro diagram

---
 .gitattributes    |   2 +
 README.md         |   2 +
 figures/logo.png  | Bin 0 -> 34461 bytes
 figures/metro.mmd |  99 ++++++++++++++++++++++++
 figures/metro.svg | 192 ++++++++++++++++++++++++++++++++++++++++++++++
 figures/render.sh |   7 ++
 6 files changed, 302 insertions(+)
 create mode 100644 figures/logo.png
 create mode 100644 figures/metro.mmd
 create mode 100644 figures/metro.svg
 create mode 100755 figures/render.sh

diff --git a/.gitattributes b/.gitattributes
index 7b3f21e..28095a9 100644
--- a/.gitattributes
+++ b/.gitattributes
@@ -4,4 +4,6 @@
 *.groovy   linguist-detectable=false
 *.py       linguist-detectable=false
 *.bash     linguist-detectable=false
+*.sh       linguist-detectable=false
 Dockerfile linguist-detectable=false
+*.mmd      linguist-detectable=false
diff --git a/README.md b/README.md
index 5967f02..2849b8f 100644
--- a/README.md
+++ b/README.md
@@ -14,6 +14,8 @@
 
 
 ### **Overview**
+
+![Pipeline Overview](figures/metro.svg)
 This pipeline performs context-aware transcript discovery and quantification from long-read single-cell and spatial transcriptomics data. The workflow is divided into three stages:
 
 **Preprocessing**
diff --git a/figures/logo.png b/figures/logo.png
new file mode 100644
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diff --git a/figures/metro.mmd b/figures/metro.mmd
new file mode 100644
index 0000000..cb946ea
--- /dev/null
+++ b/figures/metro.mmd
@@ -0,0 +1,99 @@
+%%metro title: Bambu-Pipe
+%%metro style: light
+%%metro file: samplesheet_in | CSV | Samplesheet
+%%metro file: ref_genome | FASTA | Reference Genome
+%%metro file: ref_annotation | GTF | Reference Annotation
+%%metro files: in_fastq | FASTQ 
+%%metro files: in_bam | BAM 
+%%metro file: bam_out | BAM | Output BAM
+%%metro file: se_gene_counts | SE | Gene Counts
+%%metro file: se_unique_counts | SE | Unique Counts
+%%metro file: ext_annotation | GTF | ExtendedAnnotations
+%%metro file: transcript_counts | SE | Transcript Counts
+%%metro line: fastq | FASTQ samples | #f5a623
+%%metro line: bam | Pre-aligned BAM | #0570b0
+%%metro line: em_single | Pseudobulk quantification (single sample) | #9b59b6 | dashed
+%%metro line: em_multi | Pseudobulk quantification (multi-sample) | #6c3483 | dashed
+%%metro line: sc | Single cell quantification | #ff0000 | dashed
+%%metro legend: bl
+%%metro grid: inputs | 0,1
+%%metro grid: preprocessing | 1,1
+%%metro grid: alignment | 2,1
+%%metro grid: bambu | 3,1
+%%metro grid: quantification | 4,1
+
+graph LR
+    subgraph inputs [Inputs]
+        %%metro exit: right | fastq, bam
+        samplesheet_in[ ]
+        ref_genome[ ]
+        ref_annotation[ ]
+        in_fastq[ ]
+        in_bam[ ]
+    end
+
+    subgraph preprocessing [FASTQ Preprocessing]
+        %%metro entry: left | fastq
+        %%metro exit: right | fastq
+        chopper_filter[Chopper]
+        flexiplex[Flexiplex]
+        cutadapt[Cutadapt]
+        chopper_filter -->|fastq| flexiplex
+        flexiplex -->|fastq| cutadapt
+    end
+
+    subgraph alignment [Alignment]
+        %%metro entry: left | fastq
+        %%metro exit: right | fastq
+        minimap_align[Minimap2]
+        bam_out[ ]
+        minimap_align -->|fastq| bam_out
+    end
+
+    subgraph bambu [Transcript Discovery]
+        %%metro entry: left | fastq, bam
+        %%metro exit: right | sc, em_single, em_multi
+        transcript_discovery[Bambu]
+        se_gene_counts[ ]
+        se_unique_counts[ ]
+        ext_annotation[ ]
+        transcript_discovery -->|fastq,bam| ext_annotation
+        ext_annotation -->|fastq,bam| se_unique_counts
+        se_unique_counts -->|fastq,bam| se_gene_counts
+    end
+
+    subgraph quantification [Transcript Quantification]
+        %%metro entry: left | sc, em_single, em_multi
+        seurat_single[Seurat]
+        seurat_multi[Seurat + Harmony]
+        _cluster_out[ ]
+        bambu_em[Bambu]
+        transcript_counts[ ]
+        seurat_single -->|em_single| _cluster_out
+        seurat_multi -->|em_multi| _cluster_out
+        _cluster_out -->|em_single,em_multi| bambu_em
+        bambu_em -->|sc,em_single,em_multi| transcript_counts
+    end
+
+    %% Inter-section edges
+    samplesheet_in -->|fastq| chopper_filter
+    samplesheet_in -->|bam| transcript_discovery
+
+    ref_genome -->|fastq| chopper_filter
+    ref_genome -->|bam| transcript_discovery
+
+    ref_annotation -->|fastq| chopper_filter
+    ref_annotation -->|bam| transcript_discovery
+
+    in_fastq -->|fastq| chopper_filter
+    in_bam -->|bam| transcript_discovery
+
+    cutadapt -->|fastq| minimap_align
+
+    %% Alignment to Bambu
+    bam_out -->|fastq| transcript_discovery
+
+    %% Bambu TD to quantification
+    transcript_discovery -->|em_single| seurat_single
+    transcript_discovery -->|em_multi| seurat_multi
+    transcript_discovery -->|sc| bambu_em
diff --git a/figures/metro.svg b/figures/metro.svg
new file mode 100644
index 0000000..1ab79a3
--- /dev/null
+++ b/figures/metro.svg
@@ -0,0 +1,192 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"
+     width="1647" height="593" viewBox="0 0 1647 593">
+<defs>
+</defs>
+<style>@media (prefers-color-scheme: dark) {
+    .nf-metro-section-label { fill: #d0d0d0; }
+    .nf-metro-section-num-circle { fill: #777777; }
+    .nf-metro-title { fill: #ffffff; }
+}
+</style>
+<rect x="65.0" y="61.599999999999994" width="142.0" height="333.6" rx="8" ry="8" fill="#ededed" stroke="#e6e6e6" stroke-width="1.0" class="nf-metro-section-box" data-section-id="inputs" data-section-lines="bam,fastq" />
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ZKQ+yDljRN7+oXHpeHh17Ok+FRo562+sF4U92GDiuVCi7PJ+NdLdk2S38682xTy2VCuTcHgvE/xt+JG7QLpTbM3zTBTux8kJUgbEktKeq6zbWCndmL57RDOO3Pivcx1HBj8osigmFp4LTw2wVXWs1Inov0/DNHHWMDO/SDLsPdm6apLWbhZ8JuxgS5iP8et/g2/doDf2PGx6pdMQJnJ5+zi/cAcMf7AqZPrPitjlx0o45+8Sc66sWbdPzin+qe5q22G3TlicrDMlFFt1FA9dfzL9EbnvqK/nja1/XH076mNzz1L9H7iLH0H/h9P1X9gj2df3hpyzNZhfvTHnpjVgxZRRkrTIy8ocVCO5LFind+6kOvN0Mfw2b5zgXxmQk7Xli8z97gRhweBhtHGH4YvLyPkx/8O71n/vfCbYlgyB8XDa00pYvkOBU8J6Lfm/Ah4y1CSP/FrPN0474QZRSRtdVq9WPF7z1cREPr+c1TMmV442g1G0eLedAtXwy3OPPZ7k8Tnb1uvC041039YphLwSvJGPt+7Nw0TdfjpYqK9L9//vsmlMr7C2N3hM3pX8+/VFfupHkARn2SJKf2ZvgdKgh5qqplAPx89nl649NhHN749Ff1Z7PO0T0tW/knxsZfF9sOJvAaoyM7b8OjNu7DXPm69fm0VdAura+OuOxtEbEJ8vPZ5+qpI9+g3xxznH1OffD12eFJRL5abAd87sF1NCzdNss2dAz4zfvN6Ic2QEibWrvxWsJ8curIwQWbJtoYjHvDmaNG2MHj1unf0PkbJqpo1RvqVvfg/7/F++gP+Hy5i69iTb7+yS9l6yFjcem22azn3PsXim27AxQZrocweL5vT3nw9fqH5zkjWX98rdgO0LdpmnI4MizZOkN/OvMs41jn+paoEaFJQ5qm1Wq1+kEO6vQttY079+1bvW8nZMajRzAGrG8PBzyPiEyKN7pp/yv6h4XX6UWP/n2252LPUFaQv3PABiJyTD60irfPjenL+W/2yt88e5keaN0Z/31ZPVGgHuFkuPXNOXmHAhn+Q8U2eCWSJLnSXZ+6Ye/Levfc73hNthG2SMfQo4piWbwlPpRf82PVahUSfDJ/4wTzotE2fqKWF5sLGyMGFycJxyo8aAO1uPcVwTJW3qCNzDW7FllfcFrgGcKLDs/1TfdoHQzu2hUeOrQJ7P2ymmuq6Dg67s4559smxyA5f/w79fFXfh37QdI0vRfPRf5e3Gg2VUv67eQH/9bexakPvcFCT682mvG7rrm5ucdwrF9nAl6EHz75z3YN5AXY9C+b9NGohLzCf/dtkgZjpqFttz74wo8y3Sd7l2OO1+8+9v4YhmLAYpTN8uc96N67VRhvl0/6eDYWeG7uefySn2l7Yt5R1uFfR+OuN3DaE1FzA+M+vmnayfYM8b5YWPBqJVBBRCGLkqhA6JZFCQPwkywyWxtX6YWPBE9vGN9H6Xcfe5/OzU5H2iQipxS//3DgSQE18g6BDG8R111dufU9LMCubieTF7c8bUbxWWPCQvrth0/Klwr5S8LJ9gDheRNObZrqdfz3bxdcYf1TMyfHHG/v/9xxb7WN95Ud2ZkC1/NTlUrlA8V7Oly4l802a+YN3x/H4SUTPqT72ux1wSMbUtK+j5X2l7Y+o6eNfKPdIx/m38Rl4RwlInVvwsMF0Rj4zfxLs5qbYQ4crQ8vuSM+V40aOp4WEl5i+GbdniVWozO0Y294kz67MeyNfjiFnJyhWq1+BvoD4bPp60ZlVJaOD3vDCBuP1z35RZ21dqxWQwQIrEmSBB5iv4f14yFk5KIb7PAY1pIRFqVYut1kV/Yyb4vtukMM098554LsMBUNggkvhy2haGi5h7DHvl2wKbB0vG9NJiaHz7tHq2XmujHd9i1r3fXWt+M0UafKifUtB4p+79u+wrlsf/Awq9Ec/rjwWr3wkXdn91/7XG+xvpm5Zkx4FJFjoLHETsHjynVZa/BKc+DH4L3q8U/pC68+FX/tYJqmrI+H9vxu9e450LarxtCaujILq1xa+H1i6LiatCVp0keX/lwveuS9NliiUcHDPrAwO/HciTWcpmnm669WqxD+mBA6ZcV9blQRsjw+ZFlZces48PB2HWNelRc24xAJIUV4X21tbW/K39tgQlUJNeHFMQLPlobV+ptnL808WPlniEVIeRZOHRv2m7eX7DFOdFwjPtNDGF/wohCQvWTCB60d16FvznDF/t0HnXIjStbEiPx9xVIRnDh5D7RlQuFJq6ZmVCyuxysYr3Pvs5fl6u0do7d7EVURnWzeE9Ed/N7irTP0mic+XXh2jObj7aS0bp/Fx/dVKhVctuP8kfFGsOHv5iTGwpU3TMPmfrTeMevc7Jnpo56MLT99QrZNWCQmLvul1STj2ryLcE8nWJ/Af3LeE+8CA3CJfwenOMZnyikojMmOyYvRQyhv7Eu3mOEroq14dor3cqiIofYaHa0xx9qJjWlXPPxUKhW8gjaodjRttI0xjDeMyhPseXknHGpEFKPqH0TkSyJiRhmn3fD8xm/Qe+ZdrN8YeVTtnIx9NyYcgjCCWeQ37ss4pdwXxRj7NYkBI5iL813hHYb15cdPf01Toe/NaO92PAwGVPV10CC2NKzK7pF+Ytwj0eH4YLHdcEc0tPDiZM/l4ylEG2oNrdbW1r9jXeDnBysHdNzi2y2ZI3/g5N397vngTBWRX7nRH3gx4WeMTbwNMm31Q3aw6WpviHOYMY4X8YXNU3MhPGVvOLr2aQ4PPCdryuz142z+x/XpgoffpY0Vu33WjLqpBNHQ+uPC6zMjNvZRzlj6l/j7zreE86sHK/vtnXTVt3ijve0v2V/SNM1IWESWkiTBwBA8rd3tu6Fvw6GUw9oLr0I/9L5NjW99VO3TDA48XIrBa66mPc1bLGpz0aPv9X0nrNE8B88UvHUj7ND49Qf+tz6zmq3D+gH+9A25fvm1RxEadzStNydJHF9c76FFN2hzJdB3JZVHsIGK99YrYq3DNXsW6TljQ61DNlZCTuHKHYKlaAxFDhDhk59MO8Xin0ULklP0VZP/URMx7wsxL4yzLPZVrVY/GQ2tkYtu0gseeZde/NgH9eLH3m9WKQ8aXZqh806wzuJneHnW77X9kIdmcH+29okGFmPHjoV0B+/Admi8OA8v+ZlNOPot9gUDFU8Qk5JNCQPrO4+9T7834cPmarb7D5IHP4v9Aond3but8IHi4tbxCe/mqsmfykj1TPC8NyFmyj368i9yhtYxlugQvkNZIXvN6IRvwO+PefGWbCHger+ce5GmknAdYvh2lHz8lXuy01i817gh8zPGVe40ATl/tP8dj9ZITmhz1o+3sUdf0S5/2uKZr3niM7rlgEWRMAxwt3bp0Ywhscb2vTZW8icc3gXjle/BID7/4ZN03V4zADE0SCKwuFiapmuIzVs/Lv1FeIZxJ/r7jYvsCXr6qDfbwmZeRjFDo1+MrbgIz1gz2u6X7+MeMJSKyvC+aNgq8NymyXrZxI+akZQ3dmMf3vssnnE7qNxmnkgRIyO4ofW/8Ezx3xi2LF7MSbx35z/8LvNk2aLlxnA0gpmrrBUc1PydziXsWvtEhw7n4OgfF16XjWfGByGO8H0pXJdex/NAgg0AT6Mt0uPenh2smPOsq3g72tvbjym2G+6I/NEpy++zNcTG/dhgQOK9w/CI0iDOu4UOYbQJDsYcEop7A/P6isf/QSvh3A3N4XUiknEEkB2I3tapK+7Xix59T+e9wTLjOzZW5gb7wx2zzskTntkbvlh8pkMFNBmW+wWbJ9UYWni7SSTzJLC6vR2xnunTq/6YrXWhb0/UF7eSeK0Jciv8bltbW0ff7n7JDMvu+vbKyZ/ShAN1R99mfGH3aF3IX55Y/ttu+ja/73rfjh6hP591rnnQvG8J1fZb39YDp3YYTQl+3NQVvzOVhI41OZQO5H5xGBFFuenpr+t9C640Cs898y8xzqvf/0Uicl+uX5B6oF/kyZX3Z9qF4R3jeHqzjeccZYRB1i1Xukt4WG/fC1umumUcbhiXpuMmfo/TCt4QfvDSlun2IEVDwLwuo0bYjWJosfAwOCuVytvdExFvdHmapqSUOuM9tXg7JEkIga/snKdPrvy93jX3QhsIccOOmzcx2Cg/wWZPbLX4XAMBD/UZiRHAY7vy8U9mruwgjYFRcqLF7gmjYUW/vH22UrQbgnjGKwj9gMGZ92g97F4BI8Ez+ONAjwtdHPwXPvKuvIVODMVOzKr6z/zo8eX3ZBsTv08403/3geJzdQXPLkue3TgxO8Uy4DA8IgjpUaopvJsOY4Y+wPAkxPTE8nv1lZ3zFb6Xf/89hbHAit3YLs36yq65+tLW6XZag1fEdeMixDUxtnY1haRBXPnFexYRwtna1L5Pb59xVjA43ADkw7vCMJqz/mFdu/dFI4lHJEmCrIgdBjzdlzClUgP0lZ1zdeHmKfY+r3j8EzUGF3/HCPCQ7sG4OB4OYphi/JLba7yJT682vg/SE3a4qFaryGJY+P6RpT8Pp7AxteGAeGBhTuIVSqTd+IFuWGEsG9AOS9M02/CYkzxTS9KgmxtW2MYKwfTW6WfYQhaNYd47f792yuctRAt8k+sx4aJeIJjMNen7vKF191zrIr7L1qehhBta2w5W99u45R3QL/DaWM+I8hzSKXiIkSSJLRqstbXGwFt18TajCGHgU37mdaTN84PnNz1hEY7i3hDHsIV9H/ugE69t7Y5hoPg+oYZEj3fH3iDNurM57A1PrfqjHfjw+J8xurA3PPIenb6as5uhnXndH5IFnq3XQBHpbG6NOdbWecJNqvpssU1P8Mw+nblubDZno6EFUd2zfBF1xlgybzVrEIZdj3074YOWgOV9y0HeqCQAncAYjQro2HdD387Vp1b9QX8598LQt8V995H3ZntOrm8H/JBTrVb/SUSNkLluz1LjLFvYdsxxbnMcbRGGW6afZvSa1bsXFjOmawD3MD/mnPRvbsT7n7van7vjUBn7F5vnxVfh3HMR3VqtVuvPSnTtjAPPbZ7U4T2yEJWtb1yQYpq4IO1ohhuRk1re4xBOt0fZIGcBXPjqFNugIvCOmKZS+DtppkgMwInhZE2Ae56KkV7xEvEJuzIzuW2nxYp/8swp7hKkc8OHTbOlar8Ke/luDKHi8/UX4EMhLMqX7Tq42flTwRCImw0nA4iMG/cv00oIH0fwH1t5OaZbIjpbRGbgjqZfyAjxz/w0Te1NYrXDqVm1+3l9aNGNes3kEJbjNEef8/z8ndCrIRQ2xSuDEJ2QuReMvrAxjV1MV9uGWlftyvb2dgspM/nOdU8np6jIOWmrHrQQExt4HIw2GR99r5EJdzYZcTsCkhXv/VkXjSPLj/f+e8ZBmqYYl1jlkIjM+G5JGnXWurH23HhOuD5jDGJ9a/Ug46g9P9DdQ5ogEUFCRvRkYaByAoSoXEhlhvi+2dOZeRffdVkM/o6X8c/TNCUjhJilhUdBY/seOw1+97EP2PsPvIajLeHAwUZxWOTsmAxx/3PfrzGWyQwCvlB8WIWNTvThJT8Ni0IhvEl/wXt7YOH1unr3C5mx68Cj9Vyaphhu3DPaMSSpMMZ5N5yE1/uYZU46OzbR7U3r9bGX77RQcfjeYMyyLjy1Mlu/4K6dV3y2vgKJEi5GNnKH0TlCJ71ikW3G83XFNoMN11KahzHwwye/bGsCm+eVj/9D6AkRtHv+e7HdcIfr21XzfJ5oaC0JvCTmNFxbS8DByMIrEg8h8UNb3hm80akr74tcQ+8aEya1MA6Zzmma/tG9F5zoZoSEFNNDintDprVyoG2nJXuEvSEcdGMojA2zNbGDFIcmFsnDCi8732k338nzx33yV/Myg390sU1PiOFR1ri8oYXneNlOk/jbDI85Hv6e3zRFv91t3x5jGcLsBbtq+xZ5pKxvMbro2zRNf95b37Lvhr49uXPfLrhKW5Ns38XxcFh92xMsZCt6kHWOg+Z3Hn2frbf0FX/ijCBLev3epXknBlYWupWs5aNEFImYy5OET3KlS/nw53oRIXP1rGiAMoe3Na4xB8HNbnMEvmoIJXLIxNMaOtiM4foO1kmSfJkOM8+FG1ps4Lw4JyGje2Xk5Re3TLOQS97IYrDx5RgYMYXcsZ1F2910TJw3ctrvLhXXsyQQueSDttJZKkpKbabHtGDj4/rdR9/n33+Cnv7Qm2xTRYvLfid4yfqdGOv8HXNb8ow/mPJZ8+5wDwzAc8a+RX///A906wE7pQFeNNXcbxWRL1cqFTJw4rPVLLjw1yDntbe3H+vSB/C2bod/5ZXiLT8cLw2niSse/3h2ouF9MUkZFAaxd0U18Ja1e1/KNiYGJB4P+5U6w1vcK8ZhU2WvXvAwoplwfkZk2aghMy3whxiMvBOyiiAmOhg8032ym0ZJ8TvycO7fmz3rCKvQQrP7W3aYJybv2SJm7s/CKRpdLtKY91XSNvvdYJCGSYGGSmswxgH9CS8EfhKnvb/tLgQZAe/CwyKENH7lBppu3r9Sf+Sbanx+Fia/L9ytPV63J0RttXC66vDi3DPPIopcf4qHbo0Hw0KQ51fw35dO/KiNi30tmSwD8YQ1fsjB0CWj7y2EnZl7xXvwLBzkFWzceuozsUfi3tahGJ14OEnyiIcg1o7RL90c5RcILXXyPPYF8eTP3A9zLqw5T66yZB0yqb5UbDMUIMpe1RZLHukwtFjuDPCWuhX3Ha5g3vKuZ60f22FoeUjUs9v2xQzi5zdPtbB/3qNqB9DRI/T7T3xW56x/RNtT208A3EzWBoSD8Wj9JdIw3XGcfI2M6+c7RORMVUV/y8hR7A3zN040D6LNR6/Xe9uMM3R7o0VVmDMsXIdsEJCVy8GjsbK7xtD6tWcuq6ip2tcLOyiptiCdkhlaxvl6Z7zn/RgC/AWe37ke1ot9a54c69vPeN8G2R3vWwwM+hZnxl+77E49+y5OF/oWoyPr22c3TMz23di3ZIXvaAoOcegfA+HkQIDV6CWa6kPm0Q4JciFKMcL2GwwsB+sb4tOEZP++HkkGX99MNso1tDjwM7AzfQeyZW+bfoata8HgDNxX6EL+7CRB9J557sJptolHa5kHYZM60NrhlXpl+zzjUsUJF8lmDGZi8hGSypQkSc6s50HrARlWSZJgPJgVAw8lcLhCKI3Oxyh8dX8QgU3TtKaMzeECqQPfOC3+f9mkj9kAD9/NhvZhXWgkfX/+YFxylD0sd7Vn/pFyz6kGN5Jt8OiuwLUxl66F9MJ7iJ4t590kq3ctygwt/swRLOs1tCidtLiqrZ51d5z1+ys75unTqx7wsRKMcr4DTpi70HkHk5xrdsibi08Cc5/B57h73ncy7wmf2OcYDmka+AsYkxgZZAJxIMhljLD4MIb+vPg9fYUbXXb6QS4DY8s8m2OOszD39sZ1LLqc9A6ZwyAiltIIvyBvaGUyGQ68Onj7okeROYELnUPP/tbMCYdnCeMKLle3shD1wpMN3uUcNuOGseiYsechZu4Jj29LxQ7IeBQuKF6nXvhcskSYaNgzDtigPDzSLyHKwwXRTeZKZmiNPtY8Ld4BjxV//0hANLTmbBhfY2hh0Pi7NbD+QxXIGwK8I9aNh5f+LB+i35qm6c2egHXIa0OEl87C0rGqG4u3zqyJtrDuXf3EpzNup4eLDrnEF9/TWO0wtLg+nl2/9rXF3+8JrhXWOHvDuBpDi/BcU1uH59369pF3F6gjIyxy8MjSOzJdQ4uYhBBYv/VtkiRw9GxjXWJ9y/4f7oM5TrTh1Y6+Zd895L4tAgqMuCeLg3XgqkbHxol2wIxKBF5BBdHrf1O8Tl/hwqcnemUbC4fzPU+u+J2eP/4dNQfrnPOCaFLPiXmuKqtjFt+aGRAsloiI7m0OniLCQBCwYyezsUD6nLjsV1n6p5dWoZzAYS/mXQGvDyEOvosMNwZk/n64v+hRghBdbH8ocH0sIyVta1inV0/+dJb2zkBjUe2YxMZ7QcrikD0ZPcFPHLiuLHXwsZfv8vh5yBZhskaRWYChFUOHLAio0ruHoe6NCUdCoq2hr8ccZ6HhkFlJdmow8FjYOow4O+FCxj/sAQ+8/y9U0XbGImEwnpPv/f6Uz9YcBEgZj+5t+iQnuIuS+7uK1z4cuKCrxa6QOegwMI4ygU+xrEwjTP6XYtt64HpjFr4P4ckgR3HTtK9rJQkCmIu2TLM5GgmxfDckY8I34cG1lUNHfxLTi3ChQNtxJy37lZ455tjsfhh7cCw9zNtWrVaNNN1XuLBxwdA6RtfsNiYDekGHdN3+BoYWC/JPpp1s91fIABtX/P0jAdHQgr+bHcILhtaeg1tqKorEeXDj01/rOICHdeGWw63R2R1cbNhCbC9uecaSXOL98C7IuKbKgr+Lm4vt6wVKMU3VPVlWGuMxV6quT2HyaGiZjmSubzGgmtuDQ2W39e3nC317dKe+xXjtTbLnUEHfZrShzU/Z2h8Nw7jvRicHYcpi+0MBdoR5SzXRUS/+xA+bwcjCawrH1sEBGo5Tvxl4eXgk6yI0JfkynE2XOGWEd8Fah9PBn50wbPcZ115XTu999orMA8JD8ScnhPakVW+feVa2afPS2fAgLTtwnZ23ffv2fncdFuEhSMuiWLZ9vmVEdVjYR+lPnjlVD7bvjynsXy+27yskkTNVtEIaaRS6DANshP5s1tm6v9UzrVIjdx+2t6QeEIpUCeFU+FLxpfNekCtA0wys2f1itknTN05UJjPuL4rX7A4YWqIV17cKJwnzKPmgx8OJOKkDHkq/aymBSEyfvmZkFjblhAMXDBCu/N6ED9oCwL8HMUXRNBXK+HQZjjhcUAUABWYya3Fhx4QIyKxLt2dZpecX29UDlZD9xyIWNzie7fJJn9C9zdt1R+NG/d7Ej+QOGiNsg49hEhUlPah+ouZhwJImxLS9jIhqJz5Pqglh3lBhyjkifTb6OCnSHm5oJnUx+phI+GWhrbse3EBCRC2m/ss5F9lzMx4efCELcR9xYqUgGlqrdz+f8f+iMdBaOWjZx5DSI4cycHiOtcSFqK4tIk/1JpDcHwjSEmIGARQXuDuEtLkv3gcioyZAKVpBY6/Yvh5gaKH3x7VDNlqNodWnw1w0tCBuR4906FuM2CbL2L9rzoU1fYtBVtO3qXlyBqNvMbYs5XDRq0/b8xM1iH2Lw+FA2AshyJ9RbN8XBGWDEL3CY2frqu83GLgI1Xp/wyt9X7H9QABaj4jxVnX1rhdMwJq9lXtCn/Dl7cap4566L0flIRWLNSNsGdzeQcX8uU1TbDMne8s6dfSIcDroCNOR0vqW4jUHEljusSDw8h3z9TuP4tlyV/HINxuPxT0KcMQOuTSHEeZSaaxKu/N+OvhOqAI3toVqLXTu6tWrB8SL1x0CnyEYW7iuo/ERwktn2gKI8RGIqYHHBRnaDa26FX6DoVXVK9zQ4jvigsDJBq+Kg4t3yQHoD/iJdScL0LVTv5ANckQrSblFFTnwso6zSbAPzl4QEu09dn4Y8LC7EM7OPE+jR7j0gPA/8oG7P+V0A7K+6dTvPvr+8FyjjzVjGdFOuGHBsHOjH8mNORflNza02Oo2pvsDXmTYtG3MsxXD2u5iJ0vM7w0Dsk+nT+fI6YuvdiR3sD5RtsTFV3ut/zkYcA6Q8epYh8zQWhRqdBM1KP7+kYBoaFEeJs595t1lEz9mawxaTHHtCZzIk0yuwMFac9Vgvh83CMzVY7ymcW/r8PiOPMr2hqpUeB+Mmz7LbWBotUqj0Ufoh2+MerPOXJvJ1vTJ4HHh0MYdTeu8b4Mxwf5Kvi+ekmy8e99GfqyqNrtgeJ/m0uEAzcqoOgAxv1Pfzs/6dvuhSpm4IKsZNCTAhehEkEo5d9yJOm+D5aJFI6tGP3KgARXKy/yYsQUpn/2G9ReFBQ7AXjux6wOu6xjpqBd/bKnruCr5XD/1i3r33Ivcej8+XPDxT+YJ79R660SiHQy4CrZJU8PDIVPDQmie3p4re0H8qM+hvAMHDuAyNE2loKPki8nooA+WI1ii8TPg6a1dgWwHlcDbemBhIAry/GxypDfvb9kVQm3oijx8Ul7ssu53FkKHbUaEjJPKJtaoo+xk5X0A6b9Hont/IOqN8T7iAsQ7x+uDTlcgpx6Tr194X/Ea/Q0nlG8nm/F7Ez+cLQzcDzpoLhPRJ65WkBBRO5kjyklmX5yTP3zqy3rr9NOz98DBhznaljRj1KGFRe2OfuMn9gVubJnxD2crHn7YPJAiiaEOODXFtj0hGlpIyuR5YC6bgEu/X8LUh4uYLg4/LhpaI1+0muQ88znF3z8S4NINu6lzGcccc4yQNlqGpLvzfnnXHOqiOKsXWf5M8XqDAQ912Sb16Mt3+jgMY4a1ENkgfyfI0/dprmBoVbQlC+fxiSr3fdVVirJKe1u2ZoZW7FuiEUQnOvr2HSbtEG7cSnANSd+2tbW9WUQs2wnqSgghhr7l3pGGAHB0+9q3IGogYsjA+eP5u3hvqw/FM94f8KQMC+URvjxrbLA52A9zJamozdv5cBH1I5orB7Sxfbc2tO4x7svOpk16+aSP2YsOp5iP6qYOwa4e1bkHA2SpuUcteHWcO3W2c4k27V/BhIeUnKnr1gPnBZmWFUWdMyPOlJ5PzIdMkSYYVE9WEYEjoy1k1eFFMSL4mOPMwGKyYixjlGAoeajlEAytQIaPoQOuzyJA+MrFM99fbDcQIBOVYUrhVHTK4sIfPG3BcwJXpK1qRVUhJ/arMnR3EFHLQjBPRs7riUhemCza17Rvsi/NikAMF+HVhtYwLzE24oGC78CTBweKcAhcheK1Bht4EEV0bzVtd4mNDqFbeCV+r1AN6vY0R0NrybaZISzpWW+7W6xSwHAytMzC7zC0jrbyUTYEjlBDy8LjlJBr25HNN94B4460/+hZhhOVSzzh4DUkG2GEeeJE9+B1w3CJ45CDEHSHjfuWMQ6hl5xcbNsTMLTQZyJUFj3YhNIcfTK0XMfu1QPWt6xnYQ1j3sDFjH2LwbHwVU+2ClU9Dslb1F+wkKfortC359X0LftE7NskSfrUt5bxKNrIXoY2WT4JiBqrlEpDKLW9vf3EYtvBhDt5LKRnqv4uqwNn3eoRB5ujc2jaPVMwG/ng/je2LarUcWGDm7PIJ5Kreg+pkRXhqva7WitNZlTEwc/LIdznWXC4GeuWfKiKyQu0YWxCuO4Iy+E98PJwgQNzSETn/kZUb4abFWvy8d6o14SIJPdNiM1Tces2tDqyDttqDC36lhIvYSzomGuvvXbQPHp4ravSarpY0WMSP6T+o1Bv95XKLcW2AwUR+Sci1XPWPZwZ5Ma1eOS9ymkVewnZimK77uBpxtTBZD4SD2RO2kAmESHogx1n4YsdjfZO8ZpdUrzOUCEm15B2HU6lUWF6RHYqxQlbbNcdoqFFNQU74Y851kKorkQ/nAwtEzLOG1q5rKQj0tAiA4vEt/3tHYYWH/YD8zZg9I4/Kb83DIp3ux4kSXIayT9oHn5v4of8QEao/WhTOYcSQv2+PlIpViTabmVpwl5zYp6j2idDy7PKVzW078wMrdi/gesW6BnRgKVv4aEVrzMUQB6GNWlH0yardBL7ljGPYRvKkgk8q5pavN3BDXqjA41b8tOc8RYO9ZbJHeySfy62HQqYXIZoE3xwRLTZi7jnn836VsyExKNaSxnBxYfhxKe9vZ0Mn92k43ZcYIT+Yo5VdaHzlh08eHBQ+R+9gcri3NviLdMt7TaGFlgEvEwE5vVlxXZdwfoh6Fd5rUAPUblir/Oc2Ni6rFg/FPAirnbkQTQzkifNQB73VpuwZAltbbDsyL4YWmxwW/e1bbcNM+/RslIwIVRVU1B2oEEiHg/xu+euySVudIgoeiYagqd9WvQOB5THwBiCM0RJi7xBGl3pfQ2Xwb2Ic5JTN9fgtGTZTq5nFkXzDlezq7/h92wTb3xh0bRC0C07eEMHK5VKXUTWaGhRcopnZ02Cx+Lis8PG0MLDzQ394flrM0MritgeqRwtQCTnQPtO8+znjYEuQvVk99btqRxoBBkSNcIY0kUxhGjG1uhj8gZM3RnqMXR47ZQveOjwONN3c/R5zenO0IrerZxkD337hmL7oYJHfYww9szqkcEhE/t21DGWjOD3fU2xbVdIksQMDNa4cylhlV1rRFYKME3TsX/yJ39y2LIV/QVJQ9RrxtrRdvjjnlnjEAoHSZJcWNtABKG4b7syNLFVeWbNSFsoIt8EDQ03MGqqiQ8HYDVTDBgCPCThPCn5xqe/opWUkiMmqtergRELCa+0F/62jhc+eoTe/MypVsRWRZ/rMgY7hCDbD00hLH9c40gv5I0QNqi1eyzKiqFVl76ZC+q1LdryVHYdFgAMzj0hbIOSfd2emv5ALLac52nxYaKjws2GwGLYFw/m4cKMIlFL6STU3nFyHqG3TD/dsoeQPqlX0I+TkNckQ3Dw+yJqnAhkI8KcPF4vnfAREwvlUNSrfssQwIUP98PtwbiKXi3uHzFTX0zI0e514YyGFvpt4V0fY4dAiq4PJ0Mrbjy/ffZyOwQUyPB9MrSHEzC0KJqMhzaK4sb38MMnvxQqcwSF7GGR/ZlHSKLRTUiiXP/kFzMvOHsEXqlK0sq7QeS5rvJIrC0taUM2pvGis9GCilTeXvz93oBtQRYjxOp4QIv3R4SGvhXRXWS9FdsONbzI9WZoAtxrbd9+RStJG31L5YAe+9YTnXbDM6U2YQwZMtbgpkEVobSZiLy32HYogb6nim5pTZpNkYD5wL2jJl+l1qQo5Y7+LN+gBk3toV4XHUbj66d+yTqNQ6Wq/reabxsmiGU6yADJe6F4+fOdrJgkyUXFdnmwOTPwcSkjDBlfeNzIY9gjSZKLi22HA4KRLCZmmjdC+OTkHXiRdVVed2K1jn3p1o7B7yUimqrGwSdOfViirH2F1180rSiTmsidUAmTtosJI04dbO4cSht8cSzLxD2xEMMlcs4CYnN19Xt8xjwoJHve+GD447EctSh6SvT+YvvhAlW1HYhMr7yXFWkAwjlu9L+72K6IaGi9bKHDUArk0gkftvIrw8nQUtEH0f3BuOZghqFNtQh7T6mMKv7+kQIMLcqShM2kI1zPGjO9o9bq9cV2wwVJklzDPVK+5XTPnmceMU/nrg9l/1jriu26Qtc6WqGuImr1xd/vDayhbRKiR/GAFtbro7MMw3rvbSiASCv3OG3VH7OqDdm+26HpeEWxXYR7xixtc976R21Nh/PEu+GDGLoFKEQRgRw2XvsIKr9w75RkY4892zNEY+JCjVBzmqZewyxg7vpHs42aDXbMS7fYz9M0HbZaMJymOFRE7Sg+3DsT4aZpJ8e4KZ6ObuuNRfclMXcGDYsl1yCFk7AUKc6uGTaoaaX1ItYlg6yPKzoaIdHQiqTNerySTABkkSAg/mTaKeYOjpOIvmCxIQ5dbDfQEJG3wyVcumN2weMY6hlSH1LVNKgGLe0ZpGmo40nYKG+gk/acLZiJnFts1xUCoVyCxL69rzQrdBr7313zkC4/Umw/XODeYUtUYfyZ8TF6hJ720BvMePexiABvj8Z6NLQQKebgh7GGsb+r2ZIxMLT6nN00EFDVh4Iy/Jdso4leE3/OI1IZHqjoUgxIS7bxQ0Q0mL30GVpmwyasVQTkcV7Bur2LzUAKe8PRYW94+uuRx4veXrd7A3CKjXn3LEHKStEcle2PKlp3CDICQwvBb/aoaMTSt3i49raGvh1I2ZzDhe+7QkYx63GXfRskbrp00EQNz9iBa/a8aNUuyLZmzaC+KUgSGa7ODahWrRZJcnpNjbxPkD36T/bLaZqaWS8i1VRSvcUqY7vQ5Ug8IaYojqXStT7EMIB7ozYTqqDGG1l3hFrmrn9YdzWHIpsiQu2obsMskWPRkjTohn0vm34YFjWhOMqssNgQNhwqOYfegGAqxc3bkoPm2s67ohn8lMjxfuiVL+JE+C0UDo1K11yHxYCMm6rJhZio3KBucr5o7n7ZDK3AP+M5zxgZik374B50Q0tFzaP6x4XXZeE9PiwW8Mkcvy+26wqe1WLsTx5oZ9NmT6MP3hzebWtiqtxrB1svqy9QVUowtb+45WlbhPE4wnuEN9nQ7kK/QVerxzGU6WhteTrj5eV0tKgzNORJKbYJiy7A8xMTNTjZXjHJax2GwuWDFs7uT5D4g5YesiJxHeAwcccsch5sI51cbDOc4HvD0gOVnab/xf5AIejZ68bp7mbzrDIOGZA9GjSxqDR7TDdFpe8ttukNGFocDjnMRvFh1o87ZiHPZ307odhmOMH79mXmM3suygRd9W13CRLt7e1voTah1yhGo8sS8ZAU2nRguZU4c22qQdXqrBfBI6fTcORQDzGu/eeNe1uIIIXM1k/aL5O5F7KctLJuz5LMMuNz8WPv1z3NxschVtRn4cXBAm5FFZ2EBwZCnWckRcAfwEA6vdguDwzJNE0RguGBs+Jcmw+ssBqHjp8U2w0niFgxUL1zdkcIKy6MD7xwvT1Amqa/LrYrwjPfrHAw6tahzlTwHJFZ4e5cMi8HNWzj9axSPDrBs/E2H68n6O0zvxlPp7zDwTa0LuSLKRdx2sg3WrYQdcHgsxFycdS9IaFc7VmHKQKQUSyX/s/q56ngn+6V4zRUYOOCw0AxdOZkRbKCwnjQkd94lDT8Yrsi8CDTqKgMz7xE7mOw1KF7ApxNOIv7Wrdl/J3gmfh73dlsnnD+76+L7Y4E4MVpTRtNQzFy7TB4xy2m7rttpN8pthlO8HJZU9kMV+16Qfd11AAFRCgWkEVXbFeEC4w2LN0+KzvEooLPIdyNogXFNr0BQ4tDUxCEjn17dNa3vdFdhhp2IBd9MvTtwnx91axv2Xe7Wqc865KsVnNc+H+/zbPoEd2zIo4k1gw2FaQviFn/gWITIoHMDyg84f7dWIYMn6ap6ULgqouxVhZ13OAVsedFrbXHk+dQwmO9VojXgfLvH5Mk+UauOvex9YRavKjkO60DRcmesh0Cj1897YcSUeUfMTlUi6OhFd7lF/3FC/K6PXrl2NxExETTfvPsZVllAK6DQROuo38othtoiMinychA1gBuBJmmTHBS/wkteegQrZlB9R6IG1os5GQ4wScioYIkkuej0KDqM8V2XcGLNkOEN7cV/d2hKUNZFydYp4des20w4ErKXhPI8IqI3FGtVr8QQwlO+u+xRFLkrFFnLV/rcP5GU4mmqPQnim0GG3ghEZ/c0rAqk4NhM0bN22uMtlYqlXcW2x0JiFmHnNKjOCXUBK+pyZoYTuzDFD6fQvpvwI40TR9MkuTM6GnBU16tVntc26vVKiemdhOqzNUmpOCzHyKQEeogP9eBkHW4yw6M+b51jg99OyzqeHYH33ezUgCIN1Nc2mkDr+N32tvbKXLdKRqGhxANT5TgyZx2sdJ/JsHKIyofhPs3HJMs8qhWqx9ifi/YNMmTRXiPx1sUorFi+s3bWltbX8cDm4GCIOLPZn6rI2w46iirY+XhGKTWO1mlwwX+wm9D48u5ShZOwDgUkb9G5EzE6t6hb9EpXszJ2tt9kFID+ZCMqrKIzkzTFPXBYUfIy8PU4j0pAM9KNLRiVp4riJMq3CMfAeDMMs2Yp79ipywWF/68dQbxZzvBPVdsM9AwzapeQFJAvRl+/QURCfGDHiAidxbbdQXPorW42Po9S0wzKi7szMlY9QB+Q7HtcAJzEKIrxhUZQzFT13/+vzGa0zRtTtP0dz0d4mKiC1y3Ds8q8haW+o7d3VkccJDBhsgmTGYk7yiGeTm0Tl3B49mNfqrYbrjDZUbW5wVLLSFm/Nt0xS4zIAkLDUvOah7UHBWR8SLypRiZYS1nb/AD+II0Tdf1ZChZcWHTebrd33HQdIPAvXavZXT3KTsQ7g6eTozYKO9A38Ijo/7hEdS3F3jfcpLv1Ldpmi50NfeaPUdEgmu+ABFBt+UVSWW6iDwtIl9gb/b9+aOVSuXtboz9rXnNQ/Yj3/Vnh2OjoOXlIrJ/E6/Lx2tovlFEjq9UKtSn/CiRlXhPIsIhuxHpp44ErZAQMHPtWBwSkiTJ6XyB6UGgVxEmUyAYs6jd5+rWSZIMG0HEruBuRzYo+C3vQzeL8jvEfUkxTdPU0uSEatNJ0kkpXkRs1fCSKVjlG1xKH+v8YhHZKCK/KrYbbhCRE3gOiO+88EgWz1R791vBaViWPfIRCAlaXa+0yUiNZM9hoXONKx//pPHYOOn2RmTub3iB4dOZ1Bhd/Mn7TJLkK1QAwJgREdRUD3nCHQrod6Qn4n1Vq9UvcV/cU5IkX8XgqFardZXi8UODabkRlsgnNbBxL/bKBCLyoWLb4QT3DP+lz8nPkEzjCydpz6R9x9AAEhXd6i/FDQ5PXt6zBx/O299UbDPYcK9bddrqB/TbD7/DQoYILVL6auIrv4r32WNm3mCP2XrgYds9ELMzQ8uJ8M1hDaDUTo8eyeEANmEfhxj8l4rIxOLe4O+o2xCiqtqAIySEB4pqG6yJvGfXTqpWq9W6S+N4CZ79JBTEfdf69pH3aHP1AAdZojLdzovhAhwXzc3Nf6Wqf0/fpmka+3ZToW9PzbfjgBT/rQjjQ3cPKC3bYfXkPnjOl6noXBV9KvchA/0xEf21iIwT0SdE5MnC78ATne11HNGS2ECZo8L1UZ7GAGwt3kwEVS/wYMf1GmMcnrg7qn7PA3+bv1FUOoYNbTEbPSKveTPkp8bewEYmEvL7ewIn7Hw7dy3PK/5eESLCMSNkEAxTeBZEQkFpChJz4sKyxhN1yWMf1L3NlsnCs/QYxjClXkpYaKJbG9foq40rdMfBdbqlaZVuaghlmBh4g1XmJgIiPxOFelPE7tM0xdOIrtlzaZrCtSDhAX/tnxfbDiRIwXYjwu4LQ8nvic8LGBX8WS/PEd4DHcw7rEn7HnlUNLQgo5lrfjgjTVO8WbbS9ISejMY0DWGf3z1/Tc7QOtozewwksfQYCh9oJEliae4HWnfppoZlurVpte5q2Wj8rKaKZejyjLcW2+WB+C+HOX4P49FDW59U1X/0bFsEbP+dh1XqNso8g5h2eBH/gbXcv+Ozxd8tAsOEjY2sssghitwzD9MvY60othtuqFarn0vTtJ69octwvB8aLPKDNAnveHvT2vCOWzYqSRAgSZJeM7ojrJSNauOaPYsyfbJoxKaBE46bbFC5pocCDhmH0rceGqymafoU9ZbTNF0iIjao8ALfPfe7VjN1wrJfWpWaxVtnmpbe8p3zdcXuZ3XF7gW6uWG5tqf0fa9LTJ3gOjDO2nR3y2Zds/cF+x4+y3c9q6/snG81bF/ePkef2/i4Prnyd3Z/Dy+9Qx9adGOWCc+eiy31/Sc+qy2JGc2v8MCWYoml3qG2jcrp8Tp73fjw9SLfyHfScIS79CwdrjukacoJrJN4YCxQ3RO8LEqvIbehhGdo7dvcsNJO07xLNNG+P+VzevP006KgJ2UnesxW81Aq/Bc2dE4LkBOzD+UVXP17UDO+ROTu4nvpCoMdpiFaW7yHItI03d3a2lpXGryfssx7GA0t/mQR3hjqjaYW9x/miF6AnuAerg8X20YgU8PvUf8tL4p4PfzRtJVFrG4x2IGC0woAp21eUH6+cLrH+9tj5pSI3FDbMwZ2XDYfrgvTmA/EenTb/iAiv0PLiOoByLbkPqeSuONGKO4W2nEitx0ceDZYj3Xz3BhoohJEnpeEoWXScKLzi22GI3xT73FvEBH2BnhCnYxYp6DE6tFYzkvz79fXRIhVda+H0dCas+FhL87cydCaW2wzHBGFrWt7sxZd9S1/T5LkW9u3b7e5G/pYzXuNIv7JD/6tGSuBtnK8hVRJMkLENH5IhCL5BHpF/Hxv4oetcgT1OOEXc0D73fPft8/9z12lv553iSV0XT/1n2ra1VxjwodsjOOhyn9f/kOYkKQc7o/oX9DRCgbzNZM/bXvurdPP0H0tON9UzUvAX/IlZ4Ib8wR9bvNk/onCwd0uhMMFeJt80QbEhSHY3SQihCzOYWD7qa5TBkOapmRAoQPBhCQEdCNt0zT9fZqmeChe9E2+0yQcTrDnS2V7e9JqteY27VueFSRubNurFAIV0fUxQaA7EKKDkJ2m6c0i8gsPyfEnn5+y6KRpSm2qQT1xiQgpPkxcxC53etiJD1ls8AAWeRbRx4ptBxJpmoaUzqApxAYW7wv3P+lxeLUeb2lpqSvzLBpa1KvMpDXGHKuXT/pErJ/Id/RoLA8HiMi73FinX+akafpbDAqfX19GQd55EV2GoC2bWENJLLSFTn3o9UaI50/C2C7dQiJPXTXVBgLu7cDzdIWIXImgsRs/eDnxwJ7q1IMeM8gILfIwS7fN0gkv36VTVv7WEj5W7nreymdta1qrSAtQHg29rpC82Tv43Yb23bqtcY0u2zFHH19+jy7fEc6V1Wq1R68WBxY20VnrxxZ0njC0rErGnGKb4QjfGzgc0mnMRbi8+b3hPXiIu9obgBta7AtXkSTlySo/9P8+TUQudw5w3fuk802TWevGdWdozSu2GY7wvmXtZZ532bccCrvqWxE5SVVJ4LpSRC+TVCxrnqzyfHTNaDBWQ7b4CVzIrj6sm1ELM34QEQ56foixH9upTe0nZA53/k7/1JRMCp+zRh9n9Xb3t+zUg5X9ejCUCWO/2pgZWuhGRS2PgqFFUdyTip00HAHpEQOg+PPeAKGtRsX1CIVzhXr1o/a26HvYAkHMbq/Fv8M/KrYdSOC5SNP0Ny5/8D4vPYRx/AknJrJ5Q1TsNKkHEoQqCS04L+v93BfhMA/VfA6ulutKdUv6zsNPxxbOj1lswdD6eBQyXN3Y2DhkxkW9cJFHitYfEo8qryk2admvLISAl53NiRpzLRVLzAQ9cg4HEk7uRyerx/mSpim6c90m02Cg8XtPrrjfElmiwGvYMMLGAB8I3h5CqDc/c5qd0h984YdW6ods1+c2PaGTX/mNHZrhtJHMRDmUKx7/BxdRHWGegrGLM8HYTxfvIw+8//weEiNxb6gJHYpCp+j2mYYT8J6kafps8ef1gMLTIoLDIRMS7goiUnelhiRJvkOb6V4rsAtDq89yEUMF+hb6TfHnPQFvapqmwRIpYPGWGTWGVncf+ss063x+ML7xLtG2u08QTw6/H9qFD8ZVV8ZTXz4YZ+uCFBTrAPy0nU7q/wAPjDqazlgzKnMPH8GGFqRHThoYj4REsw+1HH3R7xQGRQ7AN8Nim++JyK+9XY/pv8MBZEYUB21X6G3ji56j3tBVGHYg4dksN6hYKASxtPhhUFMPK0klZbwOqrcHAxCeAYKGhftiIcH7hnAdnpl6DS072d234KqMl3QkGlqAkBlE+C7mFovzLdQ87C67yr0MwffeDdI0JeNpyHhCUaepeF9FeJJNt3XfqtVqRqjPa+AVF/KwQQTleTYN2zxGvtn+LYYz4qZChCJuIvEa/Jxi335PvRlaJJbomJdurpGtwNCqiPGC0Sjs8t0NNxjvNIRTa8ahj8WrPUP268V2AMJ3mqbGu+gJzNti2+6AV4w2Vk1idG2JKuMdie5pa2s7IvrWDxuEvrvq27jv1hzKPbxtMiGIOv9x4fX2eeiFGyzsh+ea8WueqOzQkT94HGN9hYA2hwmEgpHCIUmGQ0Z3HyhSCMT+6Kl/sQNL/BBu/PbD77R5FL+j9lO8j7y3jPs8Wk8b+Sadu9GW7iav8IGga9CajA9MHJ4XHbIOg6H1/GajRyAK2C1ZdTjBPRrZMbcrpGl6SxftcAv3Rugb1un0IBrNvaG3Mjx+gsM0Z4LgKsdFTjjkZ7kQ4l2DXejTi8TuRLF+4/5llkXJZ/2+Jbp5/3KjMXqYd5B1tAQtFW2uNNi9cG8buK+9S6KwJqhbsFRSsZ0wlN7JG1pZ6HB7U1NTr0XShxpuGN9JinNu+HUCXsBiW0DygKfmE467yFPJKSyO3g5z/YvVanVQ+Xhdgfnk4dHx0A083R3yNH8n7M5cYSPqJC0T4WG69mlrOgytekIk8RMNMMZJ5xBIuE4XhlaPWXLRo3XX3Asz/m4wtN5rNXFBmqYkKwxrSgXwMZOp5naFNE1vKLYDnglMuHs/GlxoR2FU+XsmHM56+Es/4NfVF7Fv75x9QU3fknUI1QO4RtWQJnrUgyRJ6FsTuO4OaZrWiH27kKmJs0IFiMYK4/PCR95tNUNvfuZUU5qfsOxunbLyPp2+llD6cyGU3rjW1kL2goq2GoG9XhD2Rn2esHpFWywc31TZq7uaN1vFCcLsJIGhi4fUBg4n5iX3wOeJ5ffqI0t/brVMb59xlnmXqahDKaUXt1p5NLyftfQVD2m0LNiM4FY0tALhFHe93ZjIWTWNhilU1MTTCDGMevEmq0M1ctFNZsUu3obmqknidzIyJBX4RlY4GnXv0S/9RO9fcLUVxN20P2yURYt8OMIJh4YkrVoVcaskXgDaJMW2RSRJQnwdTapxeB2ILnvmJcRPPnN6I9P2N1zeYdu2ptWW4cHEZJye+tAb9KrJn1LkKIaiBI/X/NJFrz6lpz1E2CecgE558A1eTsP6fGKxXXfAsKDN/c91ZNqFOocn6updprGD4VJXkeqhhGnbiL5ysLpfH335TptbY1661U6WnOR3HTSOFd7ILp+F0GGSJBhXN6Zpeh+hmcLnKcIPhMyLbQcTeJJFBAuYLDz4oWTGsuK+qGLzZTEbdLFdHmSsIfdPJhPhPcZQLen3g51Iu3wo88NpnAwnPvz3pRM/nP07EgSBREydvxH61T/+dT6bvFs5AxCL5lIsPTMGTOvpHbp6F0m0dg34goMaqj8U4CDmfqetfsj3hlvtz98uuMJ4ceFR5JxiuwgiISKyV0U5yKF4PjlkF+vi+I7xABbbdQe4rnzpXXPyRuwJev74k4xb6zcED/VI6NvfcL+Er2PfjnzxJr13wRW6ZLv1LTSTGhuiWq2iPde2aMu0bFzxZ4csQpfIJ4fgYSSysUXFeJwUlSX5g8MNfOqfuKeSQxqcOvjGGMXYCBwO+BPVY94lEg4x2SRGS6gzifXGd+Y/dYHvzD8vL/ythDie2/x4jaGFOxqOiOPOei31oYSKPswehDV86kNvzNx6Jz/4Ol263RLD2rtS2/VFUW+Z/g3bKGnDC//qH//GFMe943p0sw8HYEDZvaroQ4tu0Dtmnau/mP1ty7yYsvw+ffUAyU/2LF8pts3DwyGZjkMeiJgaxNyjby22HUjEumXorKBjE1POeV+4m8NtCWXj6wrR9RcIcXFY2dKwxng0MVRT0HvqMnW8K0QBVFzq0dAK3og36dz15prmeicX2w03kKVLLbQdzeuNvB7CWSPMxc6p9UCbRWNQ1O4y1Otenl4x1PzKqEXYFeJJu7fSV0mS2GK7fMezOvrFm3XqivstjZy08o0HltmpO6h69AWiDZXdunL3ArvWE8t/axthbk37QfE+ItwbaZIGP515thl/cV3k/XEo9WsQ2h1UOZVDgYr+lnXjxqe/aoXN495wykOvV1S93QvRJT3E+yJmHXZC1H2qVwbJyfWsU1Yz8usPvi7rW+b4U6tC36ZpSt926wUdLlDVuxmbP5729Zp995QHXx+jYmSw1/QtYXTK3TVV9tnaED2u9MHdc42+Rn+SwHA7USjU5p3z+mlK9bjga5Q76TKZpje4/ibvlmsgzhs/hEIRRf04a5B/PunrEeFQiP5IpMTP7a65iVQF+pudS/5R6xBDa+GrT3TyaDEoQ4aLpVgPe9IjawI3y6abud/dE+BFaPF3d1oU6Dj+ceSiH2flZsLG9uZ42uGldxI6HW5gY/MsN5N1CKTaYwKHY/Rxumz7XJu/ZHsV2+bhg21rS9Kov5h9rl79xKf1B1M+pz+Y8lnzHB2smg4dHTroumJRSoGxGUmkTOo7Z5scHO/ph8U2A419+/b9F1Vd2FDZpVc8/gn9ZqbkXlPM+9vFdt0hGlp4ZDsygYPhxkbp17u22G64gdAfjr49rVss7ToaoLw3xqc/B4ecLg1jTyjoMewIekvuGGjg8cfCn7VurF49+VM+Vz5nnDp0duweU7mv2C4P57R0BazRzSq6WcTmHPpK0zuJLnb+sHCRkclpvUueG/zT4n1E5I0BwiS3zzjTvLN8bpv+DVPqBy5E+z+L7YcbVPQe7jfsDR2HFw5rOw9u5J+ozdelQKhrLVp7vLFU2eD9fn/KZ/WaJz6tL6FtF6ytzxfbdgV4OyJiFshjL/9Cb5txRta36MORfODvh31p2HMxg6Gl+vNZ51pmX0ffHqc7DlqtT/q2U2HpmPRz97zvZusc7waDzXXaxhfbDGe44YfCPJzvWk9kNLRe3j47M0xsMRxznGWr+KmT9Pkh1aqpB7WTydPiRx9rhX2J5Zp6bBeLulvJ+sLmJ33z7rCuZ6wdHQd9JxL9cAOhvOiJwvCICwqLCQTWrY3m0SLVvEeZAbf0H+M0TpYTp6ygGXKULTLtgc62vNhuMBDf8b3PXpFNap6TzcBxRbHNQAMxSRH0ikR//PTXMy8UhjpjysdPj17EPKKhhZ5Mh7ZdOPywmPn1Hiu2G26IhhbCjgjm5j19hOb9OX5bbBfhSQaoO3Na/IiX40AuAd0oBD7RjPo2Qr3FtoMJLw9SRUz29JFvzDKZTnnw73TCy0H6rSejBuC5cB7Qb1wa4nPVapUTNTXhKPLOBy9A3Ycbz4alHadzyLlk5hJKQRj13qJadx5uaFk2VE9wjaS6ZQ2GCqr6K7wuRDvi3sB4RPOIws4kmBTb5JEkic1JyNocYHm/rDtcY+kOO4yTGFDXOHRDyyRcekKapmS+dKoTONxABJS1DyOxo2+P1e8/8ZnYtyiud+KaOd9Sn904yfoxin1ysG8Kh3l4wv+h2O6IRDS0Nu1fpueOe2tNiiOdtnEftolldNUltjiUQHuEyXTb9DOydGQ8VDHmK6K/KbYBlAqB+9PYts9EIqOuCRvCyBfN2cWC0q2bfbgg795+eMkdHUTq0ceaJ6oSNPtQ4O22plcEizG/bEK2XRSVVtEh2ehjtXQMq3hfvOvpa0fx42SwJSciRFLzplIvNJ7OMLTQhAnDR95UbNMdIkeLAraxkLI955jjzEsSLqjPDvfDD3pt8B3QgMqHVOkXJBq8Y3o8wMBdcu02tIqudN7FvXBkKPouIjCHP1hsN5hwTaTq7HXjarwlvLucoXVNsd1whuuD/cjDIejBdelZ5OeQoYvthxtU9VFI0GScxb3hDOMDYT95mZQegHQL/KDZ68dn45gIEPy5g1VTKdhSr8yIh6vwBD6VppaN2m3fkvBRbD/cgPoKfQspPBpaHVwr4X+/K7YBHPhVdGtT274QCRh9rIUQ4RS+egDbzMJpw16YuS54zaW9DW27jOSYN7TYMJ4N8WvCTV2mvg4XeH2+NdThg78TwqDByHh6deaK7fIE5x4cC4yTYtrhxjymg/sTjJhOVvlwQYgr68pU2o0/cc+8izODkYUFoqw/B6rSvT5HrEU19qVbs/7gz8jbE9GfFtsMBsge4vvnrn80M0J4xzPXmeeRDNkuM9gGGoQsuYFHlt5hmy3jj7p3q3dbwVkW0roWYRAzgRdsmlxjaEXPpIfBIcoO68NPrL25dNtsC9/HDDpqZ24OCymcyS7DNcBd8M/bgOuEUC7D/jbE9facu1F5YsVvcoZWOJ2TmOP3+MliuyMBPFuapjWZ3LuaNtv8m7fBIos8W49yMcMBUB3YG656/FOZocT6TvIBSJKkR4O/Uqm8E6kj+Fx5QwuuIRlsHtLtE1eISEoxWy/2LV4eQGi22G44wffODfQt0Y4OesAx+RDoGcV2wEOy8L9NpPd0PzhzgJ63AZ662Zpdth0OcK8vWcXUUKRgeffeN69W/Wpzdb9ZkrUerRFGpPYnhmwwbAnxTuo/8GrDymyhC7okf69Un3eNoy6zmwCil8w30vPPcc8eg+Z7Ez5sKq8aFNX/v2K74QLqF8baWXg+8idr/n7XnAvie3yg2LYreJghxdA2Zd6xJ/gJ3TknIt8vthkMxAw/9FfC6Sm8p+U7rVwlntehMrTQHkumrrw/CymQ9bW9yTgK1dbW1k4che7gismdDK2gkHx8tsFVpdpr9uhQIsqNPL36AfNiBWN9hHFSklDWDL5dtxmiTlI1GXOyFDn0UD6DP9HOWRUyMIfc0MKLyrt/YsVvs3kXDUrSw1mX2tvbhzQzsq9g04CEnKYpJbis0gT13G6dfrp5VUnJR8OIahPwwUTk3xevMVzga8YBUvajIRAPLRR19koLPdZt9fW1YcP+pTWGNKWhBINftG4xVO/bW9M0tcVh/R769oasbyHoowtlfas6c5j3LfV191vfjs737fvq6ttKpfI2FW3d2bRJv/sYCU5h7yIbE6RpSvZPr46BoYBTBvJAuPi0LjUOeYnEUFvSA50MrW+OOcbIfi3VJgbSkJa66A2o0/KkZOvkSdJkbhlEJxTb5MFphJISTJq7517kXpygP4MKtV2iC2mI4YIkSaxOFJIc0X0bPzxLTg26ruw3n0C7X9k5NzM82fSpIODX+cdim8EAPDS+f/3el02wzmL7Y47X3c1wfi0T8t3FNoMBMmLw0KBHR/9j7F428aO6p4WIgq5tbGysmzDMwkSjoqHFB5d8HNMi+lCx7XCCWBawWgghjkkWUUJsPoZ6JbF7mNDqlpHFlM/OotCso25v4UAgTVPLOkShPYbrwyHtg9rYzvlO10JPKLYbzqA0UpqmWTo7kgNIRJw+6s1Bq2tsCJsxDz3l/m3FawwXuL5Vig5THIeMo3s6vPNw0XrczDmkYzQ0tO+y9ZC9gbH8q3kxQ05HFtt0B+fOZeFC6pfW9C0hyUferRv2Wd/i9X178RrDBUmSQBpNn1nzUE3fIpuR69tuHTRe9NwWBHSpaAu/i3qDe5sth+NAW1tbt4baUMFD67a+4bVeuTPneBddxprgzpuOgyTe/Za0oZOhhZHBoKJqdui03iu+DwWs1IfojESq+rNZZ/vLOt6eZ9Vu03thXH+u2K4I3H8imtAm8tVYOGO6qWs0DcvsSxWdhpGY5wjlDa3xS0Ld2960cyIIS5F5SL0m3OMYMygYT3VX+1ARYGNaMOGzi51gzb3taX6V29pfLyG1v+HFVVsRTs0bWvva7FTHBKqbxAx5mUYLN0+pIcOHOXm8ecqaq8i8WDbZsOQwtLW1vZGNqbF9j2k5RVXza574jLZUG7h33Mx/U2xXBOOVX8Y4yxudZNIuepV6yTYWTyy2GywEwr4+i4cOhekzR3kSzphj9crHWWftBucOZ69EVyBsm6ZpjcQLlQrIpO1YV47SSa9YboqmqdxVvMZwgBcrnsbu97OZ7A0j9Oyxx+u3xp2Y39e+XGxXhMsJrEMuI29oZRJIonVnAZOlnKZp0NpxcHgq9u3k5RQlsfsbzn37FPsOEiD0LfMcjcMVO1E4MPTK34uFqRF3xgvM+6EvHn8le/5fFtsMNczwFt2H1471jWfGQROkU4INLSIYyefmGy1ulcbwkK5nkd+kf/OsVWIAHCE7Ze0NNcioIZKyYd+yYCyOwUA6uoPoKBZ+6HWjc/0oC1VEDSOMLa656YCJyFWGypPTE9yt3bq1YU0nY9k2pVFH6bMboWbZy++Sp1aEc94WI++Bzkl0uUfuQFEXZbDgmWwLd7ZsrDW0WszQopBzt5yfgYR7oSw8UWNotZuhha5Gr+MvIhpaeGxM2bvwPrn+zLVj7D2kafqjYvvhgCieC08jn1E0bVWQBYDgXmzTFczgF23d0rDawhFROw1Da/oaS4DgWt0KTQ40yAoTkeraPYt9/ezghl7/5Bfj/Q1J4sjhAC+Ee+pQvP8ta9/q3S8EHq8/I++VJJuWaiNrLCGiYVcyhnUKKXA28YsewQN+vO0Nv5xzYQzNUQi51xJOzkVa0VjZkx3CGYOPvXyXvWMUdYptuoP3LckzBxDiZe9as/tF37tq+7atehCvUI/ht6FCtVr9sIpWNu1fbofx2LcYHKmkjPtF9VTpMK9W8Hzp75//vjtKjjPOl1UgEG2kQH2x3VCCagDc77RVD+gZRhXh2cOfNz1ziu5qMjHm2rWJNb1dD5q7Li5k8cOAOm/c23XD3qW0q9brERksGGHWld3/SN2oUUcHfsT4k6wEihP5687cgLQK32Jbw7osZsw1733Wkt1itlevE3Mw4ZNVxy6+LTsVhQnbIVOxfOezsS86CbZ2BzJvk5yhhdXuWXRDbWi90NnQshAdir5DEkZyruPebgytOTt37uyzobV290sWninOSU7SSJYcrBxgEUKjZlgtwm50bm+uNOq1U79gRgd98sMnv6Rt1WYejSy2unhVeIJEdEaqif5k2sk1kh5kxDrq4h32N5wMaxOCsGHe+8iiiwfI58rDxbZHArzWJBmffxHU0MXCwHnPC+9h8nKL7vLPdRdVHgwE2ZUgo0Dxbd4Pa8W3bW+w/Yz18JRiu+6AodVU3aPnjX9bRqXIGfvnFX+/J7S2tv4dxtbBgwf/woy9Lvv2GBOZ9esPv75NxVzK8Ce5b+vbh0+KIU/6tm6qjTtL3GgL+w1zCC1Be/5Unu6kTTVEiLy0pvZ9etXjn9SznKrEBy4qRd39nZEg8V+zhhhaKH4jIhj5TXnP1pmjjjb9HiOwiq5raWn53zXfPETwOKlZlqt3L7JNyUJco44yYTl/Qc9khR3rAKHBNE0t9gof6Ruj3mx9EdyhZqzQgfjL+5RhMlCAk0Sdxn0tO/TySR+z9xfJiOc/fJIZWywwK3ZSacDUj7tU4e4K0IQQjsNg4LrwCJZ0qEoPR0MLj9aQZOKhV4RMClplXRhah+TRenX/qhpZhLxnC+N/yoqwCKdpiruyW1L5YMI3ZZsoZL9GrzDv6LkOrmPdYRaQJMmVtMM7FsPi9An9y4lfRTcMBQdKRGDspnBsigYxz43x5c877LPyugJlU7wUSSxHYlwtuJF5zwsJQ7ubbf6RjPLx4nWGAr43mLsJsvkFj4S9gbUQr0l4Lzq9LxEaDC2kHC7kWp0NrT5xQ03ktqNvjQu3cV/wDMV5Drn80okf1d2BFoF44bDQ1Mrvuxiscd+lb/+w8AexP9h3+9K3hCFtgQiG21E2n3IOE655VbHdUEBEHuJ+Hnv5Tj/4hffFnCdBpKFtD/fKXKil12BotUlTNoGIQRfDiGeOPjZPYiUToG7jZSDAxuWZkLr74BY74Vul+tFwIz6pB1p3sQBjWHyg2LY3xAxGXOJU+baN0yUS9hy0or7UTKxb6XugEFRo1YLheLNwYfL+mKwkBcQyNRhJuP0pEwPJtXid7qCqz5G6THYOCyqGVq58x1AaWj2FDuvWq+pP+CmngYKn/WVovbLj2RCmMK7kidb/+Q0OI4zF2d/Hd4vXGWzg1aMGJvfDOInhhFhWg1CNiKzuyxgETkQ+sKd5i49FD6eSqLJpMvMcDmZd5U/6C66d1dKWNBsv0iQ9PDu3C0PrW8X2RwLiZrq9ab2u27NYtzeut7X2vgVX1iTc4M1gc/QXQb3HuhM/BgLuabyNeyeb7fqpXzSCNXvD5RM/pvtajGRNWZgPFdv2BAyt1rTRrsEYxHsxw0P4fS1HFpXmdzRtqOnb3+aEmGPfPvBCKOMFZ26Y9K0lfyBFQd/CR/zm6LDe7W+xDH+M8j5r27mobvXVA6uyRCf64sdPf01bQwi1uVqt9sq1Hkh4dnl1Z9NGqz8aD8H8iScuVwO0c4WSGjL8mJAuj8uOTowTis2ajXvzftO/4UJXF68zWGhubv7LWMJg18HNesNTX7YXEhe6WA8uTeXOYtt6gUAi13h525ygAQRBb+RR+ovZ52l70sKa0pYkyaAu7nn4qcImK6V1CO8y+VnwH1/+ayX0yUmDDR+jGZdsXwwtdLnIRqUyej50+NIWDipDZ2hx/zgwdxxcX2No+amPAsPHFtsMBmJxdrhE/UeGn2reWeYffT/plV9np0fbzEePsAr3rSEruLVarQ7JOwGq+vdsstz3kq0zjQ8TM6jwrm5rWMs/wXE8JEFZETFBKiQGoleLOX/7zLOUsKKKrqAEVbHdQMDkNySUtTESc1a260RbQznhco85seMh45AdDkTEmN5IalDfENIvwpKhnNLx2UHc9NHGvkWf32QVVXheivYOiccfB0CapubJ2tu8zUp1GZ0EjuCY43TeeivfCCiE3G02XFfA0KpoSxb54RM5q33Nuox9Sz1a+vbimr5lTevoW/58fvPU2Lf395YhOVBwRXvTvdrTvLWmb7nn+R26aj1WQegOvqfZ5o0gdTbPRx+jD75wQ7z2nmq1OiQ8aa+yYOntlA3K03R4T7PXWSCMeySkWhthoPRDEHPrkHcILtGRlrLIz6LVxiZ+07STtaViC/shL5qHg0ql8g4v2qib9r1ixiDZcMH6f3Mu9V0OK5yAt4gQFdcat/j2LG2bxf3X876nlbSVPiCrYNCNLQZkmqY24HHZk8nFpGdgUgahkrTp1gNr9IKH3xkM5Mfer9saTeSybkPLeTY70CALYREMrbfqC69mJWWGZFN370Zly4HVWVgtZ2jhhu/TgtdfcG5f+ys753dlaDGO/kuxTXdw71iNvAMbG6fzScvu8QXIPSejj7ayIPZOUtk8FIZmkiQni1hNPn1u02S96JH3mJHF4sP4m7V2rN0fjtdi23qBPpqItuLVIlTFCdoOgGOOzbIPkyTpU0jyUNDe3k4lDdOWokQSz8dzsuiSgXbvgsvNOOYdUZ3B58qRamhZFhTJUDGUw3yjz6nzx3uO4VLGPCXbGKP+zOcXrzfQICNZRCyWt+fglppyWNw/nji/t03Nzc191kTE0KIsGeGhqC7/go+9vq47InIJje6cc4HtWzV9+8Rn/XDb0bdXTf5H3dlkezzjvCOTbZCAiruImPuOOYiXKd+3Uc7Bw/h101OKQMpCRJpbnN9JFm9w/hyvk5djG/P+TManR4HZ/obXETYvA+tZPGiENe6YrARcmqYUzuycTe1ibnsa2ndnyvAs7rE6OzwlLhRd4hgaEMM5RYoYqfWk4jUHAngEkiTBy0RhaH1p6zNG3o8eNxY6jMCD7QeYSJD2P1O8Rl8R+U8YVYgkxpNrIMdfru2JFdzG2Lq5nuyK/gAGYJqmFjK1E9tTX/EsjaA9snFvyMjG84gni43gkgkf0h1NVji1L4bWCDzvL++YpeeMRdU7TPpc9uKQGFpRsNSI4haaCobWroO2wMNj+Ptim8FA1NEKWj0jijpaGEB19Tugjh+N8oYW18O4rKbtxpeMp71wmjxB0bEJE10IUw6K3h0bW8yaIsX78WX3uFEYi2ofpaM6vDpoSR0yf85Pu3hKLNPHDDnLZDxGr5v6RW2uNLDIM74/UWzbXxCR4wl9xnuInu6wEX5K9zXvsJM32Wi8n0deDovvkW5ojVt8W40AMu+Xgzjp9zGSENbFEfrz2efGdZEwz6AJ6lIH02vZ6pYDa0zwM4bgeBdQQBoDdwY+VK+SA10Brylc5kgnYV180T38h2po5SuRdERkHtXJr/ym0LdH6y9mfzv0rWjTYHp1Qo1RtZAIaxD1b/N9i6xJY9vew+rbPETker6L+stwtDqMmuN11Is3RbHjSpqmDw5GIhAl69I0NXftql0vePZzxxr3O+P8WdicxKSuZY+cj7Rv3d6Xwoaapa2aw8R4FYQR4WjFUzSTLidcSVHRdxav219wQdXP+wZinqTHlt5poZRI3OdPFHU3718R76nfSHNwsbgmIcprp37ewjUhNBA0VMg8CN+pz3lx6u5l+A8TbFQiYi4l4vm4bkMmTRiEhJoiNux92bh2DAjCOEyQvhhalUrlvRgui7Y8FRaBMejGHKPPrA4b+hAaWiZY+vzmKX6qDG7rNXvM+TiUyvBWWHjqyvtqDC0/4bMy1K13FRdhJByiojrPuujVUIeWRQ3PZRiLwQjjkEQI2d8NqdId2S79DBYexEZJjOH7OOGSMRUTMeICTGFzeI4i2tIfRF74d6w3rEn3zLsk26D4kw3Lnx2D7phi28MFXE+85HwHBOhzPGTA8+LxjX2P6GI0tNgU/J6OVI6WpVpPNc9dONCyP7CuYGDwHkYu+rEfdjsynANfy/BqX7lLfQXXd0+L7b7PbXpCL5nwgRrKC542EkvA4cihxNDhtVNCJi3rThSz7quhlSSJzfGnVv0x28esbzHeXn3a5BEeeuHGAhfuqCyjTUU3DULfnuh9W+UrF2ycbFGE2r79REYnStP0uuI1DgXOv7bsrYnLfpV58Jlv7LvINsEbdGz18mdkffcpFFwPeK8iYsRkJFzwpnc4d47Sn886x/hjUDd6NDJjUelFW570eHAQYsMFzsu2DtTEFhC+wKxui8kfn9WJElHcJZ8vXvtwEGr3yZkqmvlmEUG75ZnTszTduAHx8tEhCfdiXI5+I+pD/kvT1NK74DnhNeooSnq0uTddOiGCkgkXk77eXy/evXkXi6jFxyC2Xzfln+z7eQ8MeBZDf3529nY8PnEBNENk9yL+GUOrLjIlqbk04HQVxwWbfhQoHEJDy8rTwMPL1zqcHzxtQ2loIdqmU9zQos8Zl1v2Z7qEdctOxGs9vORnmTHBu3x61QPxWpbsgQc3crjoA8bm6l32nnk/pEP3q5AnYzpJEmIElhvP6jJn/SN62cSP2ZzsyL6JHoS9/FKaJMl3itc6VFBkmugJ3glCLGEOhO/lXvzZV/WXZ8sXfY6spkuBkcUhL3pS+XPG2lDPsJq06x2zvmUGcIEM/73idY8EmDFtytejao2BcW/NwrXVtKL3LrjC6RsxlHJsFhER0XV9kdepBy7bQJ1AJoRlQ+LR/u2CK7Pvtzkx5ljz6pNU4veCiNshZ+eyBVFB5ZLHPmjvnvUn1rLsq6GFkCWNZq0bm9WkDX17oi50egYUECoidBgaYS2PNQSh/JCUUbz24cD79jPet5YNudP69opOfUuyy/IdZg8xxjmBH3LfFuEGzv5oe3TwIMP6wtr61Mo/aBpsQAA/dzQ2AwfB4vX6Cp/3ZBUbJYJyX8HI8nDpyKNMpNUdLRRWv6x4jRpUKpW3s24/t/lxN16CoYWbEqV1sZirtoh2nF5CPJnsxBPNhe6As/U4IZS+6Ezxcjwl/P+pVqsfUtXTVZSXFgLSnlJMzUWyrvIWPn/HjQdh3Z5WBJdOv5/kXcjUqlxyciXbIPMmjD7GdFUIJa7d81K8ZbBXReeJyI+6dSf2AM/ueKe77+04xjvAZY++lxm9ZBSOOTaLXadpinVPCGvPur2Ls006J+/AO6pr8xWRk2lA6Z54nXwJnv7wUBwKvJxGJ0PLi0oPpaF1MzcAX8oy0MYcbwkKq4Lh09ei0laK4P7nEO+LulEYWhY5Q58Gz4qQ4XPzM6c4KTMsgiwGsQYgWZAi8nMXtK2bQAsfgXkExxHumS84uNPMcgLMOcLprAN41PKL4LVTPh/J75qm+pPi9Q8HXogWsUfjaOLJjmsSfNI5TkhlA07TlMXp7+shZjsH492+wP57vGJshiIaTijVRsvsDUZWCGXwnim6HtHUtt/5O/AlR9gGAUSk7vIswwnupa3MXDemC0PrKYuW8HwkB3Ewt1CXe9fhc0bpg6C/qBOq1So8xrrXZ193/1dQ34ejJ6eoKic9Bpd5sIg0UHaMagl5o5sxgV4WHi5/B4cdUg86WntD9m+Oy+zX7xNXF34zzYqGFv320lZUJ0LftiYHLXJiMinet/T/M6vD97q25WOH0bdwkT9I34oIG0mnvoWgH2VaYt+e//A7dOGmEEEZKLoChyoRbWuuHNDbpp9Zc5iLfLYfT/uacaa8rmJ8F+M5aInIz0TkShF5b/Ha3QHBa49imeemKu3GxTTeqc8BHA53zDoni2apKmmhPTtVqtUq8sXJ/I2TcobWMXahEHekfIEZP+Yf45RNhgkPamGCcSfqr+dfqtsaw8LqWKqio8jcYwCKyHtU9S0icgIL2AsvvPCvIeGjp4OoV5qmj1JcUkSy3mqq7NOXtk4zNyHEwLwXKyzoI2xyrXSpfxGh2FBnElo/gfpUHOD5LlyI1IDsyDoIWUYs9Fi5z6wZadwccWtbRMhQ5FnJGMHjhSuSLC0GA/1zRljU5VIRvdS9cuyWcI4UAiZCoTc/c1qQsLC+DwONQeDfsZMBReFrTt9r9y72gRkMrbkbQrZNvQJ9CPDx+6Zp4uGrgqF1drHNYEBFjTcC0Tj2P30yfa0t6vDlPllsMxiIhtbtM87MhbSOilmayA/0pai0uULuf+7qnKE1Qh9batn2XOwGESHrQ/DswIuJPEoWAxaFCS/fpY3tmV3UpMiAiN6Nd0VE/sVJp8xHPsadamtrezM8KBFZniTJ913CIMO+1u3m3WAc2j3lFt8YTr91xjd010FzvLIAw6Ho99IzzlMcz3eQTs3BJxpb3M8fFl5nm4SDsOVzkgoThXBNXJP+pxuSHIRmUOTXPWFLRIQTE+K3hsVbpxux2kQZnUdDf49+8WYrKCwiDSq6FZ5YNLT49x899c/WHiOj+AxHAnzdbpq1fmyHoeXFsl9tsHDRNvf2t8EdzB8y7CA+9kS9Z/4liuRJDsg/4Hm4DC2p/N7Q3t4O/zLuDT90ZfHJJIeISBhUvNCk0Yp1P7Dwh3awYL5Fzkw0BPDuvuCh9jRNlzG2i8/XF3iljDWNuRI8jIcxL9m0ZwzUrQwPYsmu2evHdxha3rc7DlqEeruIjdm2atrWRd++xft2Tdax1NizvUO0U986t/VPDxw4QN9eT9+mafo4xc4Jx8dLtCQNumrX8/rAwuu779uJH47GIM/98uH2bU9IkgTVX9nfslNvm3FmpzWHecb+dumED+vMNZnUxhPM46xbRH7JWsY8t0x90UvCXmt77vmqSgboT3DeEoqM7ZZum2VZ3Yz9aO/wfYRv2xLbmjn0wlno2cgCEDVpMX31yKxDuSBGTEVYo/Ql/z34R1YhlTROdC7Ciw9GBm5EhOB4SXheekKapr+K6dr+38ZhoV4h/41rlHAE16djI+/DBqOnTrOgbdhr3Ec6kg4ccBFVPG9pmtoI296wXq9/8kuZWzdOFDYbPkwYQjvOG+OF/DFvSIrI19M0DcetbsBihjIwFeJ52dbfvqGhJxTd1lw3es2o6YjhTDizY8M/2gitgNBP8bm6goqaBcdmHw02DK3I3WNgFtsMBlTUjBBc6pGQaYaWnyyTJBl04rGllEtqlixGSIcHkHp8YbHvSw3GWKwUZfHoquaakOD9Wj/23zNiUiLtxqPsWBBCNYPLJ33CDK7CIagTRIQsnqtFZHHuZwswRKCEwUG4b8HVduDhunEcxjnJ/ORdwNM6SMmMMKd/jyei+Gz9BacW2FxctmOeJXzEU7ctvBM/YvU90eTpBhx4svopeAWi1xpQpJyQIH0eNpjwHoIH71gd/RLrsgECLETs5a1JoxHzzdAac6xeMclrHdZZ5mW4IRpaczaMrzG0WHs4/KGx6dloeL8b+QEEeTw+0fBnvLAW/mHhteZVj4fP7pCm6T2QnON/i1idHPTZbCJNW/2AZeDZejgKLmSHKnf4vqOMzoGIrF9v8eEkYUR4Fvbu/W3bLZITIz93x6LSad+U2ykpQ5/N3jCuxtBiX21LbRPnpMBzf8MOSqo66ZVfdepbMsvp25V19C3jPU3TQLL1vvX3Z9UNoCb01rfoVRJh8vYYwgNa8szLFdlka602hjBiwekSPX2IlnvU5gNpmoaU33Cfp0Y6Rm9AkBZubJz30ZNIX8N1Zvw50OjsOVyYRwzF5DNL6NTzxr1DkXzAQ092kf/uR2IxTDg/GBLEKgNfIdwMA+GqyZ+0lOBHl/5c522YYIYZH/g+ZAV6/SxOKdlRx0MUZ/L3p1b9QU976I1ZR8YP1jSDAAmHDhK6IN7R727L7mCnrVRsIWhq32ubIQMyLkTxQ5+wwOxqNjI08WPCo4FEEu4brokNoJU7F5q+C4KwnJAwIq6e/GlrzzPHcGk8Kd8y/TQTuQNpmm6pVCqZKKsLqsnUlfdnGz6TJhbGxuCrfaKuoaIPcFq/fcY3azJMsjRe1duKbQYDImrCNb+ef0l2X/RPTK/tz0SIeuEFZ+dV0ja9duo/Ze8LQyueqvtYjsJIGnfOOb/G0LplOmsuF7O6YMZDdM+jTap5Gx7TyyZ91OZkOPkeZ+0ZR3Cm7n/uKvOAxvk4b/1jGdcGepnX7bPTFR4EOFlwNRgHUAmiwR0/2WJvArnwNa2uKN47YmZ1q0IfKjhcpWmKJ9uSP74/5TPZwSf/7NQchL8Dl4iDQ0yaIWNSJBBRndNm4XKSSoJQbDAg40GK98r6BjfEwTr2j14Hb/fOgxstSypyaTBIdjQbaRcXxYB52wcK0dBauGVqdgiPhhbZd0imRY9l8BjoHn740pbpVqcuVNUIYdawN7zNxKQJhTFf83sDY7EFPTjVPZVK5T2x5iyoVqt4I6y4OCGzkCDSYejHd8M9IuEQPbluPNvedbioVCqE3xuWbp8VilL7evzDJ79sXk0VXVBs0xM8TN04f+NjnQwtRKI1hKz/lN+F/0xGW+xbDPhobOT7ln2X6FLXfWt2MIcCMultzngfER4+vaNvOwq3F/v2/gVX257n7R49HPmkvgDaQ5IkVwfCueiEZb80r2J+bcTblRDxFF2wbNky9L7Mo8VihDBtxjdcO9qicnPWP5z1D1zzPzz/A71txhk2tm3eu/cwhMOPt/Uvp1CPY6NvwqmEgGiMIm1cSFlAcfuu3G1hOYyEjNfjol22EeA+I5QEMS28+A7CHjfKz3hx8XPyA6/TjaEOEm8LknkWaE7T9Mce9mpEiiDUXexQXaUz0W4h28zRSpu+CEH2F5xXxnfbajNz7VjLMIt9wD3jVv7NfKJctvlwioBzZVlawF2ZZmXjCfj6g6+zBSR6DILxGiZ08JQdbXpYkEwrYunTXOOJotuWcCz/FojUHR4ftLa8DV7DHkmLvnGMp6B0DIXECXf7zG/GR/hFsd1gAP4oHcqiEscHffOrueHAQky+2Gag4Vp0S/a2brGSGfG+GA/TVmdFlOuuhaZifCgLT8drsRgjIdBUsYVuXr52YrVaxXVirhtCZhj/nLqj54nxwztkPOTn5CkP/p0Re8MNKgcWiLBxgeJ4DHcDakH67MbHs3sJYyocLuBpbdwXPcsm91JX0fL+Aot9mqamlEjpC7IRo2cvzp14QufZWdecrwi35WsiEtisIqsqlQqb327EGPGIdRyewmZG9hobnWNrtVo1CRlPKGratP8VPdM1/fheqASv7JhHv3DKHrDM7IFCNLRW7X6+Zi1iMzLviejcwu+fFDdxSoL94fnrzDCNnsae9gbG4vYm87xCPsZbGU5OYW+4TUT+X/YNiNl4Lzv2hrA2Xj35U7pgU5YBCIWAInn9lgFerVYxSNrZoPNji4zTdrE8CSoe1JVoBKKhFfq2IyKCcCllz6ChFn4/17fbzbMDX9CqgdTRt9saLcRI5QykCvKeXELm/0tF99G3Xe27HPrRx8v1LfHSfuvbeoFen0qIqsGVvm7qF8zLxv7Ge/HIEYclqyThz8dB6n/ETG7CrfRHvn9ClvAIp+VgvAbJFv4OFYQQolPmbM89JEmJqIAOmbvDWDrOBAHnb7L1qwLRLt/GDQ3U32yRwj2PUcHinifN5T/hZyfqqw22H7BboOAb8p/DAzzl92Pue2Kj3E8wMN6nDy+9Q5sqISzhJ6nP5u9pKCAiXxIx8qDpVKEvFhaWENcmnCViGQlfdXJtgz8rL5/Y+cX89xPL783S+IufcFp5u3nxUHt37HCCcieDSUQsQ/KuORdkbk82DCbQvlaLXK7p7SQCUVJF11JuwkosOPGeSc3JgTxUEZ1VbDfQ8PI7L7PIx4Lf3BfjJBdWQ2Os95h5PwKiOzvPlgOhNiFGUbivo62Yrd/XxcV23SFm2sYNJZ6wvjfxI5F7tJfqCDVtQnozqV4WP4CsTsg5LL4dCST5D+MC4w2kYpynPy2cdknvp8+3YuBBLg4e1mP1B1M+p7PWhpJc/rskwtQdHu1PhFJUVnLFVkMOIxxKoncrPi8LJ/y1zQ0W+mBj5HRvk8o5jkc7L8ZOsGEeh0X37rkXKWU3/HeRcskWW7K0WCcXbJpUY9zSviP7Tj5de9fDH9HQgjPUMWaOs/CRHyBrjAFvQ1IBc9AOoct3zLfNCl4v/dHV3hDHItUenCPDoTRvDGDdoqNm4flbp5N5fnR2+By/5Kfa0Gb7L+sSZWr65m2oAzFB5dGlv3BvRzBszhv3Nl2713jTe/oy/j1BpQGZgtAHYZ3+0ZPw+mwYz++iDX0LSdb6dtn2eeaFiZ7lopcv37fbm2yYswFkdQq9byGR/t88Gv8d9t2j7WAS+9azh7mtZdVqtV/VBfoK55aat/NgZb8++vIv9IpJH9cDbZYcuO3gwYN/jocON5Y/33pLpkjFslZi0kaxj/iEfhxhdsxPpp1SI5ckofLEqYfsqRcJYTAsPUoBYKGzWVz06Hvyp/EudWBcZyPjNTCp7px9vt108Mx0CJ0yMCly7C/cDC0/dcTvgIj6n6NHZvSLP7ETIcWhXdUckFVGFlXdJ4eBBuGLqEYMlm2fYxpHnJw37DPnwN62trY3MkBFgtKaewv+3I0lCxl2uGzDhIvG2k9nnKWv7Mi86BhoY9va2rq0qH2BsveB1gsDCl4NGksYa8v9JE/iQbFtHhhwOEcg9NOeeyI+zTXY/CFMslFF1/ZgAa4FC/G2prX2TEwI7osxdsOT/6JVMd4I3qBOBuhAwsVdjY/Fe/z2+Ld7ra7j9Z75ZkvzzkcX23UF73tLG+R0yxjgWhiWF09AxiSTb+iSXM8BxMnctjISTkRQMHIHg5cmzEn+nvN0YjX9q1h1wX9mYWbjM2miP572deNOTl35OyMkO1CCxsrtNbNvoAHvUcU2E5Ni4bARN6Hogbt84sf1YMXOhxzWjhURk6qIIYYkSQhRCfSFUx96vY3/ECp0qZs0/V0xfTwmFD2+/B49fdSbbZ2Ds8pJeXRGltYb8m2OBEReEkkQcTNiTf/lHFu2wMximwhCqiKSpb8Sor5rzoUWkg17Qy33NmdoQcwmszR0XHg3yz3z0Mp+jFtyu61FDy26Ic8/hGf4y6amprp0AvuKuC/x7HGfJCzNM8zbaA4J+E51H/7dC7p/b8vWbN23vp1rES6eeUaxTYTzpUNRPV93UJgnnNZd3/q+u9Xb5/ddDIiOvl18m/ftjfl9twkvGF7F4r0MBbAT0jRlfJjXymtXMseisyZoEIXne9R/Zi45Qqt5QyscpFgbcWi8Q++e+92snq+3X5UkyXcPW5CckygXRBl+58EN5vXAOqT0SmtqMXO+7F+K7SI8SwQzPOwArLz7lpprk1AfXiy8NVjJZEpsDS5MCx1GTpZ/B7OMjIiPYQyQTUHdOAcFQMcMV/e7ewI45tngx/ULQTc1e8oUddk8rbaV/XuaEo7FqLQVixTfkx/8W/PM4D0iREH4Z+UuDKPMZfkcBTV7Mm5cSDJYd63bjB+2r2277m3dan/PhRzfXmybR3Dd6140Slj8drdsVkigXGdnczjVq5h0wKCWe3ENrUaeY1fzRiskzX3x596gwB51ew5bR6Uv8LRzbU9brL8wULmv3XZ/VmSVPn+m2K4rePjcdhza8964VpiT2003Bh4Vv1dsG+Hj4HsiQSKF/lq0ZZrx9C6fRJJJyNTBKIQz4+9zvLfNRHog5fvPrMbPmj0vxZOj3Z4v2MOKe+ReqVC+wDTnFhkn6MpJ/6CnP5R7XgtB69+kaZppsrCBcShiOWQD/+PC6+J6BQiLfouM6S6+09yWLdUGW0OZJ6yjvLvGitGWuPYtxXbDHV7vdBPjrsPQCkLN4Zn0vmKbPFwi5AI8IbETNx9YYRwilNvxLga6xAjjFUZDi7Yeso59R9//T68nmuJZ3HwgiGRi4KSpPDyQFUp8fTd+bUP7rmyfjO/YyevcZ194mH/Bs7I+sEdGcj2hb79Wj3V66dskSS6IaviAviUbGz5msW8Lhta/xDaezUloDWkl69tXO/q2KqlJJQxY3x4OEGxNU+NoxywAZBb+VZqmQT04l/zlGYWWCXzayDeaYUX/wC/F8//I0jt0W+ijCAxQshP7x7hkAFFbiHCUnyZqPvXGY31SfUNFUYcz12Zr0mR8CLIICX2hr+OpvhhauDAhPUYyKpsHQp/UMowCFdwXhMY+61ANBViYkiQhuSAbqei38G+xnAVgIPjPLOOTwqQ3PPUV41Ut2TZTD7RlmeUo1XDyhgXdq5fGXcvPk0XmbuKu3idZez2+TxeL4x1xYsCVX7iGXYcBXnf9vv5AKAUh7fAJivdkH9EtZC0dsnv3EIHBLGJWLLtqp/vy6gmXF9t1BedAom6Oy6jTOxSxkBdel149SK2trVzrmqjgDtCbWbJtlk5c9ks7PeN9tYEmMok2zns0pGlKOA3PhBmS8RIqeudgG9l9wdixYwmFQPDl8Gcp0Mwp+J2E6R14oeGkZQdE19z5jzHhxwEnBeJvtynsLg3B+yd+1dX7n9ZT++EKDAzUbPa3Ywx0NrSgShbbdAXWpSRJviFBHseSLWhMZiB6eEQt8LqSTOAcLZJLkL/J0uj83SBFEPeGVhGdDD+x+H39DXcKMAa63SfTNMXtWXdSlvNgVze076wxtLK+Vb2m2KYr+JrPvju7tm+XZX2L4eVGrPWtiLzPsznpV07yV3h0KvZti4pCBfhY8fuGI5xLOsmNRfh93g/2fLw3xMMtLIQWHlmaYxbfYryzDc4vdbBvPuPra93vsi54B9PxiBTinar5FH+/N3j44VNU8PbwUiegK+XlNCgCmpc8SJIkYUKdnKbpT7mv4vWPBPhgPo8UeVyu/Cxy4RwYlXcEjpe7mWrBZCY9Hm7Xvy1evzv4ggDvBKHT/1x4l+jA1KWY7xpDH/PMUEogFccF1xpUHhRwgT20xxg7/7Z4T33pq/6EcbRUP2oSJaFvin1VV78DF8t8P8aubzjFvu/Wo9kdfCyc7SHuQGYpwENopgpd+Dl6Pl8ha8eN9KOK1x+u4HkI6yEYGhWec89loVzEDQs/R7fpGtfTGulZhT0atRhRnrGJN7L4voZkrvQXWMMPtO+0kF9MCnhwkRcx72OGr4cESb2/0Q/knXSAnF6ByCzUikwMzUO7P/DD1u2DKZjs9x33yT/r6h0X29QDEljyhhZ9SzjUcXXx93sC91itVjE4bhRRQiGd+zYcGt7lGfCZLhnODtfNs749UhwbXYE56NVR4rPBZ74RD2HWEbUgUeVZEbnJeXNH3lx1lyTktfNFBG7DVBGBrEh45+NulOFRI5Uc3Z6vFq9xJAOS7r59+8zr4xsdUhloz7zooVBU9BErnQeHl0xG/9khVz8vUaI7+IaBSOfHXTCSsMB096DNwk3uRjZ8SUikGB0DWk9tMJB77s8hsOlrjWXNRvK7a4lN8WwwPDlkkh55i24/A0OrqbrHuGrwbAm35Aj+fTIG8vAEBlS4UST/pYiSzYXgJh7b9xX2Brz0X7n22mvrrm5wJABDq6m6zziYoW/fpNM6asnW5QHvCt63b0qS5FRJ5e5C33KII5oU+5bEDorYvybGuod5MSShEGAcE6LFe8jPMSR/LKn8VBI7OOLIQMLmiNO46xW+kEMgNzHD5uZmToF4BHoNjR3JcE7W3+L1KL5YTkX5/y5RYjDhp0DmoXluWltb39DS0jKsuFf9CedMWmgADx2Hm/b29rf2pUzR/ymAmod8wQ+mfN6yaTEGZq0LTkCSD4q/fzjwgzl7Q9Tm+ivfG3qkOhypwNBql4N6tcu40LdIBXnf9nd9yJq+bWlp+evXct+WKFGiRIkSRwRUkFNJjMtHEkUwtIKsR711U0t0DQwthF9D5Y/Qt6iSe9++o/j7JUqUKFGiRInXGFT0pbyhhdq7i0NiDJxQ/P0S9QNDiwz1nzxzSmbERkMLncXi75coUaJEiRIlXmMgdNiWNmVVCvIerdIYODxgaCGhFKtclIZWiRIlSpQo8X8YggTBLhOPRvy1EDosw1uHAQytxsouEwgl67AQOnx38fdLlChRokSJEq8heGmWGh0tjIHZToZHq6zYpkR98MzWNXl5BzNiO8jw3YqElyhRokSJEiVeA/BM1G37TL08GFqUFZqywsqpHpa8w//pQH6BMmf7rbxRNLQ6pDMQES22KVGiRIkSJUq8hoC4JSWvQlHpUB/zjNFHW5UPN7SuLLYpUR+8bxt25IpKUy4n9m1fBUtLlChRokSJEkcYKJFGWZJXds7Vs71IcW2tQ7m72KZEfXBh3Mal22fV9O0987LyRj8rtilRokSJEiVKvIbgxkDTvI2PmFhpMAaO0Z/NPNsNLZ1VbFOiPkRv4ewN42v69o5ZVv4WlH1bokSJEiVKvJZRqVQ+oKrNs9aP1W+ODsYA3pdLJnxQRat4XSjU+5oo3TLYoBqBqrbNXj8uM7SQeLh04kdC36rOL7YpUaJEiRIlSryGICJnsePPWDu6xtD6zqPv1UTb+CdqZJZ1WQ8BSZJY3yKVEQ0t+vaiR96jFWnBiF1D7dFiuxIlSpQoUaLEawQUHscYeGL5b61ETDAGTtBvP3ySbjywjH/aLiJvLrYr0TuSJLmEDpyy4v7avh1/km5pWMk/7aAwcrFdiRIlSpQoUeI1AhG5lB3/Dwuv1zNGHR2MgbEn6Dnj3qqLt03nnxoqlco7i+1K9A4RMUPrN/Mv1W+MOirXtyfqS9ue4Z8OiMjbi+1KlChRokSJEq8RiIilwP181rl6ykOvN/kBjALqHc5wBfMkSb5cbFeid0Rv4c9nnVfo26N0zrqslmTZtyVKlChRosRrFSJyExv+g4t+pNc88Rn96cyz9K45F1hm3Nz1j0Zj4OvFdiV6h4jcSv89tOjGTn07b/1jsW9PKbYrUaJEiRIlSrwG4OV3rB5MRVu1TQ7a5p9HmqYtIvL+YtsSPYO+FRErGNld34pIc6VSKfu2RIkSJUqUeC1CVf+NiEwRkVZVnamqE1V1kopO8j/HV6vVzxTblegdsW/TNO3ct6KPY4SJyKeL7Uocufj/AblpKBVZmwxAAAAAAElFTkSuQmCC" />
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+<text x="825.2857142857143" y="449.20000000000005" font-size="16.0" fill="#333333" font-family="'Helvetica Neue', Helvetica, Arial, sans-serif" dy="0.3em">FASTQ samples</text>
+<path d="M789.2857142857143,473.20000000000005 L813.2857142857143,473.20000000000005" stroke="#0570b0" stroke-width="4.0" stroke-linecap="round" />
+<text x="825.2857142857143" y="473.20000000000005" font-size="16.0" fill="#333333" font-family="'Helvetica Neue', Helvetica, Arial, sans-serif" dy="0.3em">Pre-aligned BAM</text>
+<path d="M789.2857142857143,497.20000000000005 L813.2857142857143,497.20000000000005" stroke="#9b59b6" stroke-width="4.0" stroke-linecap="round" stroke-dasharray="8,4" />
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+<path d="M789.2857142857143,521.2 L813.2857142857143,521.2" stroke="#6c3483" stroke-width="4.0" stroke-linecap="round" stroke-dasharray="8,4" />
+<text x="825.2857142857143" y="521.2" font-size="16.0" fill="#333333" font-family="'Helvetica Neue', Helvetica, Arial, sans-serif" dy="0.3em">Pseudobulk quantification (multi-sample)</text>
+<path d="M789.2857142857143,545.2 L813.2857142857143,545.2" stroke="#ff0000" stroke-width="4.0" stroke-linecap="round" stroke-dasharray="8,4" />
+<text x="825.2857142857143" y="545.2" font-size="16.0" fill="#333333" font-family="'Helvetica Neue', Helvetica, Arial, sans-serif" dy="0.3em">Single cell quantification</text>
+<text x="1617.0" y="585.0" font-size="8" fill="rgba(150, 150, 150, 0.6)" font-family="'Helvetica Neue', Helvetica, Arial, sans-serif" text-anchor="end">created with nf-metro v0.7.2</text>
+</svg>
diff --git a/figures/render.sh b/figures/render.sh
new file mode 100755
index 0000000..9930777
--- /dev/null
+++ b/figures/render.sh
@@ -0,0 +1,7 @@
+#!/bin/bash
+nf-metro render metro.mmd \
+    --format svg \
+    --theme light \
+    -o metro.svg \
+    --x-spacing 70 \
+    --logo logo.png
\ No newline at end of file

From d6b236bbce334ef82d38220f926d9b2fe4c9c51a Mon Sep 17 00:00:00 2001
From: ch99l <chinhaolee10@gmail.com>
Date: Thu, 11 Jun 2026 10:45:21 +0800
Subject: [PATCH 2/2] fix metro diagram

---
 figures/metro.svg | 322 +++++++++++++++++++++++-----------------------
 figures/render.sh |   2 +-
 2 files changed, 162 insertions(+), 162 deletions(-)

diff --git a/figures/metro.svg b/figures/metro.svg
index 1ab79a3..af42d23 100644
--- a/figures/metro.svg
+++ b/figures/metro.svg
@@ -1,6 +1,6 @@
 <?xml version="1.0" encoding="UTF-8"?>
 <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"
-     width="1647" height="593" viewBox="0 0 1647 593">
+     width="1766" height="593" viewBox="0 0 1766 593">
 <defs>
 </defs>
 <style>@media (prefers-color-scheme: dark) {
@@ -9,184 +9,184 @@
     .nf-metro-title { fill: #ffffff; }
 }
 </style>
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-<circle cx="558.0" cy="46.599999999999994" r="11" fill="#333333" class="nf-metro-section-num-circle" data-section-id="alignment" />
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-<rect x="775.0" y="61.599999999999994" width="318.0" height="158.4" rx="8" ry="8" fill="#ededed" stroke="#e6e6e6" stroke-width="1.0" class="nf-metro-section-box" data-section-id="bambu" data-section-lines="bam,em_multi,em_single,fastq,sc" />
-<circle cx="786.0" cy="46.599999999999994" r="11" fill="#333333" class="nf-metro-section-num-circle" data-section-id="bambu" />
-<text x="786.0" y="46.599999999999994" font-size="12" fill="#ffffff" font-family="'Helvetica Neue', Helvetica, Arial, sans-serif" font-weight="bold" text-anchor="middle" dy="0.3em" data-section-id="bambu">4</text>
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" />
+<path d="M794.2857142857143,449.20000000000005 L818.2857142857143,449.20000000000005" stroke="#f5a623" stroke-width="4.0" stroke-linecap="round" />
+<text x="830.2857142857143" y="449.20000000000005" font-size="16.0" fill="#333333" font-family="'Helvetica Neue', Helvetica, Arial, sans-serif" dy="0.3em">FASTQ samples</text>
+<path d="M794.2857142857143,473.20000000000005 L818.2857142857143,473.20000000000005" stroke="#0570b0" stroke-width="4.0" stroke-linecap="round" />
+<text x="830.2857142857143" y="473.20000000000005" font-size="16.0" fill="#333333" font-family="'Helvetica Neue', Helvetica, Arial, sans-serif" dy="0.3em">Pre-aligned BAM</text>
+<path d="M794.2857142857143,497.20000000000005 L818.2857142857143,497.20000000000005" stroke="#9b59b6" stroke-width="4.0" stroke-linecap="round" stroke-dasharray="8,4" />
+<text x="830.2857142857143" y="497.20000000000005" font-size="16.0" fill="#333333" font-family="'Helvetica Neue', Helvetica, Arial, sans-serif" dy="0.3em">Pseudobulk quantification (single sample)</text>
+<path d="M794.2857142857143,521.2 L818.2857142857143,521.2" stroke="#6c3483" stroke-width="4.0" stroke-linecap="round" stroke-dasharray="8,4" />
+<text x="830.2857142857143" y="521.2" font-size="16.0" fill="#333333" font-family="'Helvetica Neue', Helvetica, Arial, sans-serif" dy="0.3em">Pseudobulk quantification (multi-sample)</text>
+<path d="M794.2857142857143,545.2 L818.2857142857143,545.2" stroke="#ff0000" stroke-width="4.0" stroke-linecap="round" stroke-dasharray="8,4" />
+<text x="830.2857142857143" y="545.2" font-size="16.0" fill="#333333" font-family="'Helvetica Neue', Helvetica, Arial, sans-serif" dy="0.3em">Single cell quantification</text>
+<text x="1736.0" y="585.0" font-size="8" fill="rgba(150, 150, 150, 0.6)" font-family="'Helvetica Neue', Helvetica, Arial, sans-serif" text-anchor="end">created with nf-metro v0.7.2</text>
 </svg>
diff --git a/figures/render.sh b/figures/render.sh
index 9930777..f93a877 100755
--- a/figures/render.sh
+++ b/figures/render.sh
@@ -3,5 +3,5 @@ nf-metro render metro.mmd \
     --format svg \
     --theme light \
     -o metro.svg \
-    --x-spacing 70 \
+    --x-spacing 80 \
     --logo logo.png
\ No newline at end of file