{"id":9672,"date":"2025-06-06T22:20:00","date_gmt":"2025-06-06T15:20:00","guid":{"rendered":"https:\/\/populicenter.org\/?p=9672"},"modified":"2026-06-19T11:22:43","modified_gmt":"2026-06-19T04:22:43","slug":"mengapa-clustering-penting-dalam-analisis-data-surveisebuah-pengantar-metodologis-untuk-publik-umum","status":"publish","type":"post","link":"https:\/\/populicenter.org\/en\/2025\/06\/06\/mengapa-clustering-penting-dalam-analisis-data-surveisebuah-pengantar-metodologis-untuk-publik-umum\/","title":{"rendered":"Mengapa Clustering Penting dalam Analisis Data Survei?"},"content":{"rendered":"\n<style>\n.pm-article{max-width:760px;margin:0 auto;font-family:Georgia,'Times New Roman',serif;\n  font-size:1.05rem;line-height:1.8;color:#222;}\n.pm-article h1{font-family:'Helvetica Neue',Arial,sans-serif;font-size:1.9rem;line-height:1.3;\n  font-weight:700;margin:.2em 0 .1em;color:#111;text-align:center;}\n.pm-article .pm-byline{font-family:'Helvetica Neue',Arial,sans-serif;margin:.1em 0;color:#555;text-align:center;}\n.pm-article .pm-role{font-family:'Helvetica Neue',Arial,sans-serif;font-style:italic;\n  color:#777;margin:0 0 1.4em;border-bottom:2px solid #e3e3e3;padding-bottom:1em;text-align:left;}\n.pm-article h2{font-family:'Helvetica Neue',Arial,sans-serif;font-size:1.4rem;font-weight:700;\n  margin:2.8em 0 .8em;color:#111;text-align:left;}\n.pm-article h3{font-family:'Helvetica Neue',Arial,sans-serif;font-size:1.15rem;font-weight:700;\n  margin:2.2em 0 .6em;color:#333;text-align:center;}\n.pm-article p{margin:0 0 1.1em;text-align:justify;}\n.pm-article ol,.pm-article ul{margin:0 0 1.1em 1.4em;}\n.pm-article li{margin:.25em 0;}\n.pm-article img{max-width:100%;height:auto;display:block;margin:1.4em auto;border-radius:6px;}\n.pm-article figcaption,.pm-article em.pm-caption{display:block;text-align:center;font-size:.92rem;\n  color:#666;margin-top:-1em;margin-bottom:1.6em;}\n.pm-article .math{overflow-x:auto;}\n.pm-references{font-size:.95rem;}\n\n.pm-article .pm-math-display{display:block;overflow-x:auto;overflow-y:hidden;text-align:center;margin:1.4em 0;}\n.pm-article .pm-math-display svg{max-width:100%;height:auto;}\n.pm-article .pm-math-inline svg{vertical-align:-0.25ex;height:1.05em;width:auto;}\n.pm-article .pm-math-inline svg,.pm-article .pm-math-display svg{fill:currentColor;}\n<\/style>\n\n<div class=\"pm-article\">\n<p class=\"pm-byline\">Afrimadona<\/p>\n<p class=\"pm-byline\"><em>Direktur Eksekutif Populi Center<\/em><\/p>\n<h2 id=\"pendahuluan-apa-itu-survei-dan-mengapa-kita-perlu-berhati-hati\">Pendahuluan: Apa Itu Survei dan Mengapa Kita Perlu Berhati-hati?<\/h2>\n<p>Hampir setiap hari kita membaca hasil survei di media: &#8220;65% masyarakat puas dengan kinerja pemerintah,&#8221; &#8220;rata-rata pengeluaran rumah tangga Rp 4,5 juta per bulan,&#8221; atau &#8220;tingkat kepercayaan publik terhadap lembaga X menurun 12%.&#8221; Angka-angka ini terdengar pasti dan meyakinkan. Namun, di balik setiap angka survei terdapat pertanyaan mendasar yang jarang dibahas di ruang publik: seberapa tepatkah angka tersebut? Apakah kita bisa benar-benar yakin bahwa angka itu mencerminkan kenyataan?<\/p>\n<p>Esai singkat ini membahas satu aspek teknis yang sangat penting namun sering diabaikan dalam pelaporan hasil survei: perlunya memperhitungkan desain sampling, khususnya clustering, ketika menganalisis data survei. Mengabaikan aspek ini bisa membuat kita terlalu percaya diri terhadap hasil yang sebenarnya tidak sepasti yang kita kira. Dengan kata lain, kita bisa saja menyimpulkan sesuatu yang salah karena kita menganggap data kita lebih &#8220;akurat&#8221; dari yang sesungguhnya.<\/p>\n<h2 id=\"bagaimana-survei-nasional-sebenarnya-bekerja\">Bagaimana Survei Nasional Sebenarnya Bekerja?<\/h2>\n<p>Bayangkan Anda ingin mengetahui rata-rata pendapatan seluruh rumah tangga di Indonesia. Cara ideal adalah mendata semua rumah tangga \u2014 tetapi itu mustahil secara praktis. Maka kita mengambil sampel: kita pilih sebagian rumah tangga dan dari mereka kita tarik kesimpulan tentang keseluruhan populasi.<\/p>\n<p>Dalam dunia ideal, kita akan memilih rumah tangga secara acak satu per satu dari seluruh Indonesia (disebut simple random sampling). Namun dalam kenyataan, hal ini hampir tidak pernah dilakukan. Alasannya sederhana: biaya dan logistik. Tidak mungkin mengirim pewawancara ke rumah tangga yang tersebar di seluruh penjuru nusantara secara acak.<\/p>\n<p>Sebagai gantinya, lembaga survei menggunakan apa yang disebut multi-stage cluster sampling. Prosesnya bertahap:<\/p>\n<p><strong>Tahap 1:<\/strong> Pilih sejumlah provinsi atau kabupaten secara acak.<\/p>\n<p><strong>Tahap 2:<\/strong> Dari kabupaten terpilih, pilih sejumlah kecamatan secara acak.<\/p>\n<p><strong>Tahap 3:<\/strong> Dari kecamatan terpilih, pilih sejumlah desa atau kelurahan secara acak.<\/p>\n<p><strong>Tahap 4:<\/strong> Dari desa terpilih, pilih sejumlah rumah tangga secara acak untuk diwawancarai.<\/p>\n<p>Pendekatan ini jauh lebih efisien secara logistik dan biaya. Namun, ia menciptakan sebuah konsekuensi statistik yang sangat penting: orang-orang yang berada dalam satu cluster (misalnya, satu desa) cenderung mirip satu sama lain. Mereka berbagi lingkungan, akses layanan publik, kondisi ekonomi, dan bahkan budaya yang serupa. Inilah yang dalam istilah statistik disebut intra-cluster correlation (ICC) \u2014 korelasi di dalam cluster.<\/p>\n<p>Konsekuensinya: 100 responden dari 10 desa tidak memberikan informasi sebanyak 100 responden yang dipilih secara acak dari seluruh Indonesia. Setiap responden tambahan dari desa yang sama memberikan informasi baru yang semakin sedikit, karena jawabannya cenderung mirip dengan tetangganya. Ini seperti bertanya kepada 10 anggota keluarga tentang menu makan malam favorit \u2014 Anda tidak akan mendapatkan variasi jawaban sebanyak jika bertanya kepada 10 orang asing dari kota yang berbeda.<\/p>\n<h2 id=\"mengapa-clustering-mengubah-standard-error\">Mengapa Clustering Mengubah Standard Error? <\/h2>\n<p>Untuk memahami dampak clustering, mari kita bandingkan dua situasi secara matematis. Bayangkan kita ingin mengestimasi rata-rata (mean) suatu variabel \u2014 misalnya, pendapatan rata-rata.<\/p>\n<h3>Situasi 1: Simple Random Sampling (SRS)<\/h3>\n<p>Jika kita mengambil n observasi secara acak dan independen dari populasi dengan varians \u03c3\u00b2, maka varians dari estimator rata-rata sampel adalah:<\/p>\n<p style=\"text-align: center;\"><em><strong>Var(\u0233_SRS) = \u03c3\u00b2 \/ n<\/strong><\/em><\/p>\n<p>Ini adalah rumus klasik yang diajarkan di semua buku statistik pengantar. Semakin besar n, semakin kecil varians, dan semakin presisi estimasi kita.<\/p>\n<h3>Situasi 2: Cluster Sampling<\/h3>\n<p>Sekarang bayangkan kita memilih K cluster, dan di setiap cluster kita ambil m observasi (sehingga total n = K \u00d7 m). Jika terdapat korelasi \u03c1 (rho) antar-observasi dalam cluster yang sama (intra-cluster correlation), maka varians dari estimator rata-rata menjadi:<\/p>\n<p style=\"text-align: center;\"><em><strong>Var(\u0233_cluster) = (\u03c3\u00b2 \/ n) \u00d7 [1 + (m &#8211; 1)\u03c1]<\/strong><\/em><\/p>\n<p>Faktor [1 + (m &#8211; 1)\u03c1] disebut Design Effect (DEFF), yang pertama kali diperkenalkan oleh Leslie Kish (1965). Perhatikan beberapa hal penting:<\/p>\n<ul>\n<li>Jika \u03c1 = 0 (tidak ada korelasi dalam cluster), maka DEFF = 1, dan varians sama dengan SRS. Artinya clustering tidak berdampak.<\/li>\n<li>Jika \u03c1 &gt; 0 (ada korelasi positif \u2014 yang hampir selalu terjadi dalam survei nyata), maka DEFF &gt; 1. Ini berarti varians sebenarnya LEBIH BESAR dari yang dihitung oleh rumus SRS biasa.<\/li>\n<li>Semakin besar m (ukuran cluster) dan semakin besar \u03c1, semakin besar pula design effect-nya.<\/li>\n<\/ul>\n<p>Sebagai contoh konkret: jika setiap cluster berisi 25 rumah tangga dan \u03c1 = 0,05 (nilai yang cukup umum dalam survei sosial), maka:<\/p>\n<p style=\"text-align: center;\"><em><strong>DEFF = 1 + (25 &#8211; 1) \u00d7 0,05 = 1 + 1,2 = 2,2<\/strong><\/em><\/p>\n<p>Artinya, varians sebenarnya 2,2 kali lebih besar dari yang dihitung tanpa memperhitungkan clustering. Standard error sebenarnya adalah \u221a2,2 \u2248 1,48 kali lebih besar. Jika kita mengabaikan clustering, kita akan menghitung standard error yang terlalu kecil \u2014 dan akibatnya, confidence interval kita terlalu sempit dan p-value kita terlalu kecil. Kita menjadi terlalu percaya diri terhadap hasil yang sebenarnya masih penuh ketidakpastian.<\/p>\n<p><img decoding=\"async\" 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alt=\"\" \/><\/p>\n<p><em>Gambar 4. Design Effect (DEFF) meningkat secara linear terhadap ICC dan ukuran cluster. Titik merah menandai parameter simulasi kita (\u03c1 = 0,20, m = 20, DEFF = 4,8). Bahkan dengan ICC yang tampak kecil (\u03c1 = 0,05), DEFF bisa mencapai 2\u20133 jika ukuran cluster besar.<\/em><\/p>\n<h2 id=\"uji-empirik-melalui-simulasi-monte-carlo\">Uji Empirik melalui Simulasi Monte Carlo<\/h2>\n<p>Untuk menunjukkan dampak ini secara nyata, kita dapat melakukan simulasi Monte Carlo \u2014 sebuah eksperimen komputer di mana kita mengulangi proses sampling ribuan kali dan mengamati apa yang terjadi. Pendekatan ini mengikuti tradisi simulasi yang lazim digunakan dalam metodologi penelitian kuantitatif (Carsey dan Harden, 2014; Cameron dan Trivedi, 2005).<\/p>\n<h3>Desain Simulasi<\/h3>\n<p>Kita mensimulasikan data survei dengan struktur cluster sampling sebagai berikut:<\/p>\n<ul>\n<li>Jumlah cluster (K) = 50<\/li>\n<li>Ukuran tiap cluster (m) = 20, sehingga total sampel n = 1.000<\/li>\n<li>Rata-rata populasi sebenarnya (\u03bc) = 50<\/li>\n<li>Varians antar-cluster (\u03c3\u00b2_b) = 10 dan varians dalam-cluster (\u03c3\u00b2_w) = 40<\/li>\n<li>Intra-cluster correlation (\u03c1) = \u03c3\u00b2_b \/ (\u03c3\u00b2_b + \u03c3\u00b2_w) = 10\/50 = 0,20<\/li>\n<li>Jumlah replikasi = 5.000<\/li>\n<\/ul>\n<p>Untuk setiap replikasi, kita menghitung rata-rata sampel dan dua jenis confidence interval 95%:<\/p>\n<ul>\n<li><strong>CI tanpa clustering:<\/strong> menggunakan standard error biasa (\u03c3\u0302\/\u221an), seolah-olah data berasal dari simple random sampling.<\/li>\n<li><strong>CI dengan clustering:<\/strong> menggunakan standard error yang memperhitungkan struktur cluster (clustered standard error).<\/li>\n<\/ul>\n<h3>Hasil Simulasi<\/h3>\n<p>Setelah menjalankan 5.000 replikasi, berikut adalah hasilnya:<\/p>\n<table style=\"width:96%;\">\n<colgroup>\n<col style=\"width: 31%\" \/>\n<col style=\"width: 31%\" \/>\n<col style=\"width: 31%\" \/>\n<\/colgroup>\n<thead>\n<tr>\n<th>Metrik<\/th>\n<th>Tanpa Clustering<\/th>\n<th>Dengan Clustering<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Coverage Rate CI 95%<br>(seharusnya ~95%)<\/td>\n<td>62.8%<\/td>\n<td>94.4%<\/td>\n<\/tr>\n<tr>\n<td>Rata-rata Lebar CI<\/td>\n<td>0.875<\/td>\n<td>1.912<\/td>\n<\/tr>\n<tr>\n<td>False Rejection Rate<br>(seharusnya ~5%)<\/td>\n<td>37.2%<\/td>\n<td>5.6%<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><img decoding=\"async\" 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alt=\"\" \/><\/p>\n<p><em>Gambar 1. Perbandingan 50 confidence interval dari simulasi. Panel kiri (tanpa clustering): banyak CI yang terlalu sempit sehingga tidak memuat nilai populasi sebenarnya (garis merah = meleset). Panel kanan (dengan clustering): CI lebih lebar dan hampir semuanya memuat nilai populasi (garis hijau = berhasil). Garis putus-putus vertikal menunjukkan nilai populasi sebenarnya (\u03bc = 50).<\/em><\/p>\n<p><img decoding=\"async\" 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dOGK4PIpV2TcOJg984UqJECWnRooXu79GPXe2LqL0H9x1q8uHaMeoXnkC7nlD7D246jG8I5MJVa+RoGz9+vHIvwe0a0aAOoZGggzpScOKhfqE2bkAEOXDggNuuXE+DMRnuSj3Qt0aMGKEWgFpTaOOKFSuq36GfOUP7LUBdP\/uaXPbjCZzcroC6Z+iXqLsI8RFjM\/oM3IuomYpzolc7Ffdu7JNZjUMzUFsM1y3a4fbt2+peZiRq\/vLLL6r+rCO4hlDr0uz+CuEENcQwFkA0xHGFRxyO6PayHz9wH23QoIEa63C94HkB45wGngW6detmuC5cP6ijht9jH+FoRNtHtlgOMcysFrE9GJ\/C04Z4voMYhmcRXEMYC61mKHDlXOB8YzKLUe1N1L1E30S9TtQCRt+8fv16mO\/hGRTrwViHiT7++AxECCGERHssptQkhBBCCPEpLl68aFhXw1l9rYULF9pGjBhhaTGql4XPjh075nQ\/Hzx4YKtfv77ufjZu3Njwd2Z1TGrWrGl7+PBhyHcfP35sK1asmOlvhg4darkuieN3Nczq2WDp27ev7eXLl6F+s3btWsMaTokSJbLdvXs3zHYOHjxoGzt2rO38+fNO2xf17IxqgKEujav1XbAkT55ct7YQjs1Z\/TxP0rBhQ9M6NL5AeGvcgU2bNrlUw8jVmjoJEyYM8z3U79Hre\/bXOGo+opZT\/\/79Db9nVtPIKmZ9MW7cuLbZs2cb7qM3atxhSZIkiW3r1q1h6oHhmjL6DeoVRkaNO9T81PtuixYtwoxH9hw9elSNMxUqVLD9+++\/kVbjzmj\/rSzZsmWzffHFF7bbt2+H63pFe1tl2LBhqp6gVkPVCLS90XlMliyZLSgoyOV+GT9+fFVL1fFZIEOGDLrfx3WuB+o3Gm2jefPmYerjoS4t2troN2bjXWS2F5bevXvbnj17FuZ3165dC3k9adIkw9+jzqpj\/0J9u5IlS5pu15O4e31YHZONrnP7sQ3Pco7cvHkz1Hn1xLkYP3684e\/xTOC4H7iP1ahRw\/A3v\/76q1efgVjjjhBCCPEeFO4IIYQQ4pfs2bPHMOgAIceMli1bWg72eIJly5bprjtlypSGvzHanzhx4tguXLigGxw0+g1EPT0KFiyo+\/3WrVu7LNyVL1\/e8FhGjhxp+Lvp06fbwstPP\/2ku24EFvVwFrTC+YpsPvnkE8P969atm81X8IRwd+TIEcNjLVCgQJjvuxoo1BOOGzRoYPME3hbufv75Z0vr8LRwh2tKDwSpCxUqpPubePHi2Z4\/fx7hwt327dt1v\/vNN9\/YwktECHegT58+pv3A2ZI0aVLbnDlzIkS4c4WnT58a7vOBAwdc7pfffvut7m8gXhr9Rk8oyZ49u+5306RJoyvQgFWrVhluw5XxLiLbq1WrVpa2W716dcOJA0YTaDBxKVasWIbb9iThuTbCK9xBuDQSTb1xLowmIuF58c6dO7q\/gfCXOHFiy2OVJ5+BKNwRQggh3oM17gghhBDil5ilaIoXL16E7ENQUJBK1dSnTx+pV6+e5MyZU1KkSCFx48ZV6Zu0BZ\/pgfReT58+dWmbSGmGVEuOIP2WEW3bttV9P1++fLrvI52cq7z\/\/vuGn7377ruGqZrMahAhZdTSpUvlo48+UsedNWtWlWYQ6UHt29do20b14cxAWrW6detKZIE0VR9++KF89913up\/XqVNHvv\/+e4lK6KVS1bCaBs0MpDZzBP0KKS+RblcvdaAvkDlzZlXfKqJBSr\/27dvrfobr2GifMJbt3r1bIhqkj9TrJ8OHD5cJEybIoUOHIj2lnzNQW+zLL790KaWdPUjdirqev\/32m0QUaFekcHz99delYMGCKp0i0j\/aj81m92JXx2esq3PnzrqfFShQwPB3jtc3UqTqpbcFrVu3NkxBjJSruXLlEn9pLzB48GCn30Gt3e3bt+t+hpSkGIf0QP1FpO+N6gwaNEilZw0vVs4Fngn37Nlj2DeTJUtmmLIdqdP1QFplpGP11jMQUl3\/3xAQZsHYTAghhBD3YY07QgghhPglqD1jhF5NOU+zfPly6dmzp6qzFh4gkqHejVVKly7tct0so7pTCNDr4U6QW6+OkP25yp07t25bGdXMmjlzpvTt29etYGV4BEjUsIksUNMGwbmFCxfqfo4gKWoLQbiMSqBWkhEIboeXpk2bqqC5PQgqfvPNN2rR+iiEbCylSpVSwUgjYTuigODviYCxq6AOF2oaGVGuXDnDz3A9ly1bViIS9BGMP5s2bQoj2HzwwQfqNUQRTHjAOUXdO9RtwjlGvShfAPsHgaBly5YybNgwmTdvnlvjcPfu3dUYhnpc3uL48ePSo0cPdQ8MD66Oz8WLF5fEiRPrfobaj0Y4tqPZPdusb2ufo3atP7QX7rlYnIHaZUbCjpX2WLlypUQWmJTRpUsXS98tXLiwy+vHOAjBNrxYPReHDx9W9yZXn7G0z\/Vq+GECFOo0Ylz39WcgQgghhISGwh0hhBBC\/BKzgP6lS5dU8MMTbh094Gro2LGjqVPIKs+ePXPp+0YiX5w4cQx\/YxScNmofo8CRGRkzZnS633oBUz3RZsiQIfLFF19IeEHAylUQ1I8Mbty4Ia+99pqh8wHBtLlz55oKKv4KgpVGwEkQXnr16iVz5syRU6dOmTodIPxgmTJlinqvaNGiyk0LMTUyiKy+aOVadkeE9SZwqEKIMxK7MKZBoMDy33\/\/ydixY5UoWrt2bTXeGE2IiGggLM6YMUM5BVevXi1r165VruR9+\/ZZGs8gwEyfPl0++eQTr+zf3r17lfvZE+fZ1XufkfPL2f3P8X5mtu8ZMmQw3QdXJtlEdntZHT8isj08TZYsWdQEH28Bsc1dF6w75+LmzZtuj8tm58psvb5y3yGEEEJIWJgqkxBCCCF+CRxmRkF9OC2MnFwAQXz7dD5wOljl3Llz0q1bN4+Idu5glErLTKSMiNShZoFTs88dU4VCuELKuMjCzLnhLTAbHg4gI9EOqUbhwouKoh1Ys2aN4WeecG9hrEBK28aNG7v0O4glbdq0Udd7dOmL4bmWgSupf80mCLx48UJcoUyZMrJq1SqXXDUYw+GCgmto9uzZ4kskSZJEOUWRFhfjAlzkGzZsUOn2nAXW8T1vpYbu0KFDpImzZuOfK85Usz4anr7va+1ldfyIqPbwRzw1BkfEuUCKdiNcce9G1n2HEEIIIWGhcEcIIYQQvwX1voz4448\/vLJNpCJCSkOj\/VmxYoWqoYOgnSYMwjkR1XGWnvT+\/fuWUnxOnDjRUBRFDaeNGzfK9evX1Xe09p06dap4iohOTQg3DUQ7PTcYxNihQ4fKL7\/84pFZ\/74IrhWk\/zTCU\/UG4VaA+Hns2DGVihBOq7Rp01r6LfokXFoRTWSkyQzPtewsZa8r4hwckK6C62j\/\/v1KpP3000+V6GuUWtEejCWok+nONiMKTL6oVKmSciIj7etXX31l+N3Lly97ZR8w9qJ99cibN69yCmJiC5xh2tgcWRNczDCqExbevu9r7WV1\/Iio9vBHPDUGW10PaiS7ey7MarWapZb3lfsOIYQQQsLCuzIhhBBC\/BazWhw\/\/fSTaSDDXRAU1gN1sf79918lCCA1pX3wA2kQozpm6Q4RkIRgYiWNp1H7wn0CV0zFihVVmlR7h6G\/ti\/qWCGNmp5ggNnzs2bNkv79+0tUBnUijVLAFSlSRAoWLOjR7eXJk0f69eunBParV6+qulG7du1SQv\/HH39s6Db4\/fffJbpgdi07qxGml5Y3IEC\/OsODBw9M3Y7uUqVKFRk1apRs3bpVCQsQspACFQI\/HJR6gWl8b9GiReIPYOwbOHCgqtkXkRiNzRAVkdKzbdu2KnWhvTPIF8dms\/SOzmrWulLT1l\/aK6LagzjHLN2ls3HZLMuEs5SnhBBCCPFNKNwRQgghxG9p3ry55MiRQ\/czuLKQYtDTM\/4R7DcKFhsFqJcuXSpRHbOg95YtWwzThTmmQjRq3xo1ahiu3x\/bFynw3nzzTd3UWJgdj7R\/cBi6S7Zs2VSA33GJzDSk9uC67N27t\/z555+G30HtMW8Dt0mJEiXUuUCdNCOB7sCBAy6lJ0OtMX8F7k+zIPHixYsNP9NLbYq0j3qcP39e933UoTNKG+uuMFGhQgV555131PmFQOvKOfY2EBRRl9VVjGqXmtV\/DU9\/NRqbCxQoYLgvvjg2I52qUdpNs76tpSu1ir+0F1xeOXPm1P0Mk5GMUtoiq4Avnl9\/BhNVjFx3cIybYfQ5akPiecBbQITWe9bAcvbsWa9tlxBCCIkOULgjhBBCiN8SO3Zs0+D+\/PnzpVmzZspV4ymMUhYaBX1Rvys6uHWQTvD06dO6wT0z11itWrXC1b5IN4bAkb8AwQouM4gHeqIyHGFwCsFZGFXB+apevbqMHj3aNEWmqzXpzISRHTt2WPquUWpFI2HDKM3czp07Xa7T5kv06dNHN2APQW\/69Om6v0HtNT1nBwLHeqC+XGBgYKj3sM1PPvnE5QkXI0aMUGkHvXGOvQ36JyagdOrUSU1ysALcNXv37tX9zMylatRfrWzXaGw+c+aMbtshDa4vOobx3FC1alXdz5ASd+XKlbqfYdKDKzUc\/am9kClAj+PHjxumoh4\/frxcvHjRy3sWvYAbuH79+ob3TaMJUnDnwznuamYKQgghhPg2+tPCCSGEEEL8hFatWqlZ8kijqAcCHdmzZ5cuXbqogAjS76EOEwLDEPR2797t0ix6zEw\/ePCgbsAPAWcIMkhhBscfAtyDBg0KE5yOijx8+FCqVasmY8aMUe0MZwfENqQlNBLWihcvLmXKlAnTvnpp8qZMmaI+g2smTZo0yq0DsfCbb74Rf+KDDz5Q+60HHJtNmjSRv\/76y9K6EJCDe8QXgTvl66+\/Vq\/R\/3GtwUmFlIXOanBBAPJkjUoI+HDf5s6dW+rVq6dqhWEbWbNmDRFx4AhFP0VtNFfSyaFWlR5wGkB8RUDcXigqWbKkYZDcl4DT5vXXX1e11CAEPXnyRI2zGN+MUpuiTpwepUuX1r2mkT63Q4cO6hqG4Ie0exBHrPZ\/e1C3cMCAAWo8geiLbebLl0+dtwQJEqg+CGEEfWHkyJEupwz0Ns+fP1djHBbcrxo1aqRq9qG\/oBYjXIu4Z0H0wblB7Uuj+0qDBg0Mt4P+qudmxHWJtL3os2gve6ezNkYbubJwbaOvID0p3GToH9hHOGrdcRJGBOiry5YtM3Tyo4+0bNlSCZ1oc7hxJ0yY4NI2\/Km90B5IL65H165d1fNMx44dVV\/E+D1p0iTVByMbPAdo9xkrYGIM2t6X6du3rxLi9CZO4HkXY3K7du3Uc9C1a9dU3WU8Zxo9U6BfEUIIIcRPsRFCCCGE+DlPnz61Va5cGVEOS0vMmDEtf9eRyZMnu7x+s+2dOXNG95iMvj9t2jTd769Zs8blbXTo0EH3+1WrVtX9PrbtyTb+999\/w2yjf\/\/+Hm1fPdAeRt9HO3oTtK3VNnS2GPUFkDVrVt3fDBo0yKPHY7Qdd5f8+fPbzp49a7pNV\/t6w4YNDb8fI0YMS3116NChuvuyevVql46ve\/fuYdbhzvn1RJ+22hettE\/27NltDx8+1N3OsmXLPLINLOhveiRMmNB03TjPzta9cePGcI+R7lCxYkWn+xYrVixLx1ChQgXTbU2dOtWl\/jpq1KiQ3x4\/ftzpPrgyNhv1b6N+iXPhqTEhKCjIVrZsWa\/2S19uLz1atGjhsfbA4klc6bNmS5MmTXTX76nr3FPnokePHh45F\/369fP6M5A7z56EEEIIsQZTZRJCCCHE74G7C7PnMSPcCuGpe9e+fXvDmfR660fqo88++0yiOo7pnZy1cefOnXWdIUgjCUekGfbrRq0i\/Ib4P3BfIWUfnHARBWLCzvoq6lEZucngMi1WrJhEJVCnzv4adNY+SD04bdo0SZgwoe7ncBiWKlXKdB3224BLBI45T4F1G9Xp0qhTp45Pp6dFymFnx4DaWJMnTzb9Dmo56qUztQIcq23atDH9jmNfgePaF8F9GU4lo7SpeseD5wyk+I2q7QVHobO+Yb+\/qGEGdyvxPN9++61hyky9c2HkHPUFVyQhhBBC3IfCHSGEEEKiBEjvhTRjSLGHgFl4QUpNpH10JE6cOLJw4UJJlSqVpRo3SCmFoHBUZ968eSrVmhXeeustw3SRaFekyrNP12YERDts11fTRRLn4HpC6rJt27apQHrSpEl9qtkQyEYau5QpU+p+juA1xhzUKIsqIMXkkiVLlBBk5fzh+I1qhmkiCWpRIrWbM3DdY31m6R49DQQ7pKaLLFKnTu2Rc7Zq1SqVetEMiKsYX93dJsZtq6Iq0hojrZ+vgjZDnUWkIbVyr5kzZ45UqVIlyrYX+gRq8mbMmNHSsw1q3OFeTjwPJi8gzTtqjeIe4woYb7\/44gv5888\/Xf4tIYQQQnwLCneEEEIIiVLAUYBaSRB0GjdubCn4rAWMa9WqJSNGjJA9e\/aomkxGTi7UfEJtvKZNmxoGRuBaQSAVtbWiAwhsrlixQomdcCgZiSAQV1GPEIE\/I1BXCUIO3ExGgSmcq61btzqdlU4iD1wbcGOhb0CQhaBerlw5VTuqf\/\/+SgBH7SRcq461Dj0JguEDBw6UypUrG7rCHIEQh+Dn4cOHpUSJEk7rJmG8GDdunHKgoJ\/HixdP\/Bmcp0OHDqnAPM6hHnAfYRxs1qyZJZFk8+bNhtcrxgOM16gf6k4NKogqqB9ZtGhRFfS20jchqGA8WrdunaEwGxEsWLBA9TPU+kNtOysCpwauGzil0P+sOj9ROw\/bw70OYyy2BwHWCokSJZL169dLr1691HWtR7Zs2VS9tKlTp\/q8cIC2QJ+DO0nvnoT9x70GzwS437uKv7UXxrL9+\/dLp06dlMNQD1w3uJa7desW4fsXncA4hlqL6J8QdZ0JzJj0gvOGa3vw4MHqOYkQQggh\/k0M5MuM7J0ghBBCCPEWeNRB4OPEiRNy+\/ZttQQGBqqAGtJkYXZ53rx5JUuWLG4FzS5evKgCc\/gXgb\/06dOrtHAIgEVXkNZt48aNcvz4cbl586YST+EEgbPF1WDSyZMn1bquXr2qAokQRbCeTJkyeW3\/SdQF6cXQp06fPi0XLlyQe\/fuyZMnT1TfwpiAcQB9NSo56MILxkw4cTDGPXv2TI1xcB65m9L03LlzSizDNY3gNK5lTUDyBNjHI0eOyNmzZ+XSpUvy8OFDef78uRJOENxGqmO4dD3hdPMWly9fVn0UbYX2f\/z4sbx48UIJz9oxQKRMlixZpO3j\/fv31XnE9YQ2x4QNCLSYtBLZApQ7YBLB6tWrVZ8BeDaoVKmSx+41\/tZeGBsx+Qh9EH0P1z0EfU9kNCDu3bsg0GNCxa1bt+TBgwfqGRaTDjCZDOMBxTpCCCEkakHhjhBCCCGEEEIIIYQQQgghhBAfgP55QgghhBBCCCGEEEIIIYQQQnwACneEEEIIIYQQQgghhBBCCCGE+AAU7gghhBBCCCGEEEIIIYQQQgjxASjcEUIIIYQQQgghhBBCCCGEEOIDULgjhBBCCCGEEEIIIYQQQgghxAegcEcIIYQQQgghhBBCCCGEEEKID0DhjhBCCCGEEEIIIYQQQgghhBAfgMIdIYQQQgghhBBCCCGEEEIIIT4AhTtCCCGEEEIIIYQQQgghhBBCfAAKd4QQQgghhBDiY3z55ZcSI0aMMEu2bNkie9dIODl79qzuucWydu1atq9FpkyZEqb9cubMKYGBgWxDEuHwunaNX3\/91XAcjO79ol27dmG+i\/cIIYRELwIiewcIIYSQqAgCq+fOnfPa+qdNmyZvv\/2219ZPSGQGct555x3DzwMCAiR27NgSJ04cSZo0qSRLlkzSp08vOXLkkMKFC0vFihWlSJEiEbrPhGgcOXJE1q1bJ+vXr5ejR4\/KrVu31PL8+XNJnDixpE6dWvLlyyfFixeXOnXqSJkyZSRWrFhsQEJc5O7du\/L555+Hef+LL75Q9wmjAHr27NnD1dY1a9aUlStXSkQc36JFi2Tx4sVy6NAhuXbtmjx48ECNIenSpZPKlStLo0aNpHr16m4LHY8fP5YlS5bIP\/\/8I7t375br16+r7aZIkULSpk0r5cqVU9vAWIX7rju8ePFCVqxYoY5j69at6jgwJuL+jW1gLMQ2GjZsKAkSJJCI4OXLl+ocYp927dql+sW9e\/fk6dOnEi9ePEmYMKHatwwZMkju3LnVmF20aFEpWbKkxI8fP0L2kURvBg0aJHPmzAk1CWHmzJnStWtXqVChQqTuGyGEkIiDwh0hhBBCCPEbEMTA8uTJExVoO3\/+vOzfvz\/Ud3LlyiXvvfeeCnAgAEeIN7HZbCoA\/M0338jGjRsNv3f79m21HDt2TBYuXKgcdQjAd+zYUT799FNJnjx5tD5RcB5AhNDjzJkzdBqSUAwfPlxu3LgR6r2sWbNK27Zt\/bqlgoKCZOLEiUqAvHPnTpjPL126pBYITt9\/\/72ULVtWxo0bJ6VLl3ZpO7Nnz5Y+ffrIxYsXw3x29epVtezbt09+\/vlnJVxhW3Xr1nVpG8uXL5eePXuqSQyO4NxhOXjwoMyYMUMyZcqkxtBWrVqJN\/n333\/lww8\/VGOKHo8ePVILRMwDBw6oY9CAIDx+\/Hj1fEGIN8FzbMuWLZVYZ\/+s8cknnygBnBBCSPSAqTIJIYQQQkiU4uTJk9K7d2\/JkyePCtIR4i0Q3IYDp3HjxqaindnvIUAgQE4IscaVK1eUgOJIjx49\/NrBCmduixYtlLCkJ9rpsW3bNuXAgTvHCgj+Y\/2tW7fWFe30gPBWr149GT16tFhl1KhR6jd6op0e2BfsE84h9tEbDB06VF577TVD0c4ZmDRk9bwQEl569eqle73DiUsIISR6QOGOEEIIIYRESS5fvqxScI0cOTKyd4VEQbZs2aLSp61Zsyayd4WQaAVEIbiu7UEKw3fffVf8GbjNFixY4JagBKfh33\/\/7fS7cPfqiZ5WwIQYuPucge\/AzecO+C320dP88ccfMnDgQI+vlxBvgTSySP\/uyODBg9nohBASTWCqTEIIIcQLfPbZZyqNnxGYsYuUQHqUKFFCzbg2A3U2CIluvPHGGyF9H7V+kHZw7969qjYPnAp6YOZ+3759Vc2ezp07R\/Aek6gK0l3CuYE+aARqQiHohtqLqVKlUunXkBpu+\/btcvjwYa+5Soh\/1MHl+XcPPFv98ssvYd5v3ry5qpvmDrg3oE6q1XPnDaZPny7z58\/X\/SxNmjTq\/odxBOkbUZPOvvaVlmITKRxR+y5lypS660H9zTFjxuh+liRJErWNzJkzK9c69sVRHAUQ5OCkQ+03PY4fP24o2qF+XLNmzZQbHuk+586dq\/usjH1s0qSJVKlSRTwB2spMDERd3PLly6t6uXBsos4f9g\/PFzge1MSzAq9r4ul+gZrPmzZtCvUennmRWrpatWpscEIIieJQuCOEEEK8AGprmXH27FlD4Q5BXggNhJDQNGzYUN5+++0wzYIgG2oCjRgxQgl6enTr1k3V6UFQk5DwAAGuQYMGhqJdzJgxVSo6uDuMAuhIkQnx4aefflIBYkKINX777Tfdcb5du3ZuNyFSNEZmEBwCGWpX6YHJKv\/991+oGpirV69W4tmLFy9CfRd12VAbb8KECbrr6t69u66AgNqA69evlyxZsoS8B4EQwhnur\/Y8ffpU1a0zSkP98ccfq+84kixZMiUcQiTTwL5iG3gmtgf7iHs26t95AhybXlpQCIkQKOvXr2860W7ZsmXKzWjF0UiIJ8FETlwLjpPT4EylcEcIIVEfpsokhBBC\/Az88YYaB0h1hD\/matWqJfnz51cBYqSKCggIUAESzJquWrWqqheCAAtmY1sBwkiMGDHCLPZ\/IKI+yJdffimlS5eW1KlTS9y4cSVDhgwqLeHvv\/9uaXYyZqDqbQfr1UCQBzPhIbhgNnjixInVseKYrNaE8nZ7WQWBNr3jReDIMTCmx5AhQ3R\/bx8EswfOnp9\/\/lnefPNNJQbjeLEtuIDgSsBs+Ro1asgHH3wgkydPVgEyf3WA4Px9\/vnnysmUPXt2wxn3RoFRPXBO0C7t27eXggULStq0aSVOnDhqW2g7uDt+\/PFHU8eVPZgdrXf+sGhBy2fPnsmvv\/6qnFwIpOJ8wSlYqlQpGTBggDqnroD1TZo0SWrXrq2uT1ynGTNmVP0cQR\/7fme0b9gfI06fPi2zZs2Sfv36KRcFAszYTqJEidR1lSBBAkmXLp1KJ4mgOoLJN2\/e9Nn2ssp3332njl0PXF9Iyfb9998binYA7YJ9hJsD7YdzE16stJkeGNv1fqMnkttz\/\/595RJCij44xXEv0MZUjNW4FhGU79Klixp\/d+7cGWZcxfnTtle9enXDbWFd7uwjrnukHoSQin6B\/o99TJgwoboHoT4hagziPFjF2bWCbc6cOVNdE3BxYVv4vGnTpiHrwPkwWg\/Oo7vnCeM40hnimsO1gGsCYgzuA4sXLxZXwX0W90TcM3FOcR\/G\/Rjn1N4Fgvu23r55w52mNyZhXDbrP77OX3\/9Jbdu3dL9DPche9EO4N5tNEEMz2CPHz8O8\/6GDRvk0KFDur\/BeGUv2gE8N0BY0wNC1vnz58O8f+7cOfWZHoMGDQrzvILnLoynemBf3akbqoejY8lesDUT7QDaHilMMa5jkgWcgEZ467rGtQsBB9cTxi+cq7p166p+o\/esiokheGbEPRnjAMagnDlzqnVu3rxZfO1e4goR9UyP\/g3nJ8ZtrB\/tiGdALOgTGAfr1KmjhGpMJoBL1ZP9QgNjLu5TjqBPWH3+JIQQ4sfYCCGEEBLhnDlzBgqJ7tKhQwfT31apUsXwt2ZLhgwZbHPnznW6b9i+3u+rVq1qCwoKsn355Ze2ePHimW6rYsWKtlu3bpluJ2vWrLq\/HTRokO3mzZu2Fi1amG4jVqxYtl69etkCAwMjtb2s8vLlS1v27Nl1tzV58mSnv8+bN6\/ub3\/44Ycw3x0+fLgtYcKELh9zzpw5bZHNtGnTDPcPnzlj\/\/79tgQJEhiuY\/78+aa\/f\/jwoe2TTz6xJUqUyFKbJU6cWPXZFy9emK53zZo1huvAeLB27Vpb7ty5TbeVJEkS24oVKyy147Zt22x58uQxXV\/69Olt\/\/zzj\/q+q20+depUt66r2LFj2z744APbgwcPfKq9rHL79m21XqNtjhw50mPbQr\/S2wbGTnfazAiM7a7ei6ZMmWJLmTKly+cf18vjx48tXe9WFrN9nDhxoi1z5syW1oP7SZs2bWzXr193el7MrpUjR47YSpQooft5kyZNLD0D4Dy6ep6ePHli6969uzoOs+Ns1qyZ+q4zMJ717NnTFjNmTNP1tW3b1nb37l2X+6q7HDt2THc7eF6wglG7G7V5RFGzZk3d\/SpcuLDhb3bt2mV4XmbMmBHm+++++67ud5MnT254\/7px44YtRowYur8bMmRImO\/jPb3vYh1Ylx7YNvZB73fYZ0\/QrVs33fV\/+OGHNk\/i6ev62rVrtvr165teg\/i9\/fP2rFmznD6\/9OjRQz3PGxFR9xKz8T+ynum1sQ\/PKq5uA9exp\/qFPRMmTND97aRJk5z+lhBCiH9Dxx0hhBDiZ7jrBLt8+bKasTt06FC3Z7m+9dZbama9Xhokx9nNcBu44+BCWiI4hFD7xFk7fPvtt9KhQwdTh19ktZcjmFnbsWNH3c\/gzjBj165dqqaWI3DpwO1iD5xncPAgnZ+rWHH++TpwCaDOjxGzZ882\/Ozo0aPKRQoHwMOHDy1tDynbBg8erGZ9uzv7GTP50edPnDjh1OEEVyvqo5kBlwJmaDtzEV25ckXNJsf2XcXd6wqp3TBTHilLrbaxt9vLFVBbCuvVI1euXKZ1lKIKSO\/57rvvGjqEnF0vnnYz620Drhg4ki5cuGDpN9gnjMNwqKCulTvAhQnXF+oPRSSoEQbnBxytztoW7kNntT6xDtzr4cJy5p6HuwspG41SFHsao\/SM4U0Zd+3aNbVuuNTxXAGX27x585yOMZ4A7b1lyxbdz1B3zQi4KuEw0kPPqQbHnR6458GlpAdq6mFcC+824FLHuvTAtuGGtboNdzB6FsW95NSpU+KLaM\/CS5cuNf0eMlPg+kc\/wr0VLkJn99axY8fKV199Jf6It5\/pkR0AY59jGtrIfIaGc9CV8ZAQQkjUgcIdIYQQEs1A3SWkbXQVBJaciWmONUXMRBIjEHjYs2eP5e8j2Io\/sn2tvYyKzMeKFcty\/RVnwh7EUaTv0UCqHqPaidEJ1PExYuXKlbqBH4hYCH4dOXLErW0iePb666+rNHmugpqWVoNESA+J+kJGIBXlG2+8YVkUQ1s4ir8RAcQRs\/MUUe3lKkZp4ACEItS3i8pAoEEqRl8F1x+Cs4sWLXLr9xD6IESZjcdGDBs2TKWoi2hQd8tIMDES28zS5eE4IFpZZevWrUoIiAhWrVrlssBlBQiVSLn7\/vvvK\/EdqUAxjubJk0fSpEmj+rxeakhPgHuOXmpLkDdvXsPf4VnCSFTDZB97MNnASIQ02wZASkAr2zB6LzzbwOQTT4jC6dOn130fNQEx2Qf3QFwX2J6vpAzHGLZ\/\/35L30W7t2nTRqVttAquc6sTG6ISZs\/0a9askTlz5oivgXTtSHGvt7++0l8JIYR4B\/2pVYQQQgjxeeC2woxr1K3IlCmTqieF2gsIAKEOB4Q2PZcWwExb1EgJz+xPOGaePHmiZiwbBTl\/+eUXNfvXFbQZ\/phJDmEKgTM4mRCcNAqcoVZUy5YtVf0iX2wvDewf6pIsWbIkzDFD5NQLiOMzo0BCp06dQv1\/4cKFug4J1N2CA6tQoULqj3+48eAwQA2ZAwcOqPMYldDOsV6\/xCx2nOcCBQqEeh+BO6MgFmqnNGjQQNWXQbtB\/NOrcQbxDn3F3Zns2GdNjEUg3ii4hO2jZope\/ag+ffqofTRyfeI44CrCOYcIhfPvjtjo2N5oT+wP6rHg2oKwBkcWam7BNaEntEGQRg0l\/D6y2stVzAQSvTo0UY0VK1boisLoW7gnwL2D+kLoX6gxCFECddKMgu\/oiyNGjFCvcU3B6aQH+rVjnS+AoLs9WNfy5ct114FxsGHDhkpEgKALwQmLI7h+EATH9ewK9mNvsWLFlPsO4y3GISNHlSeBaIx6XWhT3DNxTzFyReLeXKFChTDvw31k5khB3Si4GeGegsgBBx\/OdXjHEKugjqmeY8txPPck6MejR49WNU1R8wqinicxmyyCWphm4HOM4Y44uoxxzzMK8FvZhtEkEbQNalsCvDbqb+5uA\/usOeG94VgC6L+4F2kTpHAPK168uJQrV07V6MSCuq2RBWpLokYl6sei\/xuNb\/bOeQi6uDfivjt\/\/nzdZ2dcs6gXCSHLH\/HGMz3aSg+sG8\/ucI7ifOB+BgcfnqHxjOOOO89V8PzuWKsRgjyuD9TgI4QQEkWJ7FydhBBCSHQkPDXuxo4da1u1apXt6dOnTreDOkRG9UaMatAZ1bjDgno3jrVT7t27p+qw6H0ftfCMaqcY1bjDkilTJtvx48dDfR91eZo3b274mwEDBkRKe7kKaqzpbaNo0aK63\/\/vv\/90v496eaibZw9qHOl9V6tjpgfaBfXCPv74Y8N98Kcadxq1a9e2XFMEddDMajjdv38\/TJuhRoxRDS\/UaHSlZgyWpk2b2h49ehTqN0Z1o4xqGF29etUWJ04c3e+j7h+uA3vQf3DdmO2XUZuvW7dOXS9WaoKdPn3a8Hr\/7rvvdH8TEe3lDkZ1b1BbzKxmUFSpcTdq1Cjd744bN85w\/ahDunXrVtXXcuXKZVjf0N3918B1Z1R\/EGMb+qEj06dPtwUEBOj+Zvny5brbMeuXcePGtc2ePVv3d7g+vVELC0v8+PFtK1euDPX9ixcvqrpOrtQzNRrXtGvOvj4hOHHihC1LliyGv\/FkjbsrV664dCx6mLW71WXEiBE2T\/Lzzz8bbmvx4sWmvzV7Jnr+\/HnI99CXjb43fvx4022glrDRb+2f04zqD2L59NNPTbeB8cPot56oU4p7ndFzqrMF986WLVvaduzY4XQ7nr6ucf2eOnUq1Pffe+890\/1t2LBhqOddjDtp06bV\/W6tWrX8rsadN5\/p0XZ630XtZLO6yEuXLrV16dLFVrduXa\/UuAMdO3bU\/f2cOXMs\/Z4QQoh\/ErVzuRBCCCFRkA8\/\/FDNFMVsU2egppreTGbEHs1SZRmB1HaOafUwO9koPQ9q4Z05c8bl7cANgJmt9sSLF0+mTZum0lbpMWvWLJ9rLz2QjkvvGOBKwexdq8eFfYXLxXE\/9Shbtqzh\/qBdMBsddd3cre3ki9inEHUEzgB7jFw+mM09depUNcPasc2QnhUzoB3BTGxXUy0hjdeMGTPUrG7HlJCYQW7VpQHHJWpR6oE6fI4zzNF\/hgwZohwFroLfoA9qbgszsmfPLq1atdL9zHEGeUS2lzv1a4xm1sNlFtXTZLo7xiClHz5HX0O6Pm+5V+A40as\/iOsVaefQD\/XqGRnVxDQaF8xAykikXdQjbdq04i3gknN0fMLh7ejKtnfW6Y0VRumwcV+cPn16mJpqcPbgvhwRGD1LmDntvQHqyMLF68kahUY4e24x+9x+vVFlG+6Cex3cZUY1Ac2AgwtjC1x\/uOdFZIYCPGfkyJEj1Hvt27c3\/D6ek\/H8bN+eGHeQ9lUPT9Z\/jSi8+Uyvd3\/D\/QqpKo1ImDChSq+M+phmqbTDi9E4h2wChBBCoi5R\/69LQgghJIqCIBb+qEeKSKTlghiEPyARPEaQQluMau64U8OnR48euu+bpalCakJXQJACKWn0gIBilHoTadaMUgRGVnsZpWszCrw41rKD8KlXawiBcNTLc0QvMA2aN28u\/\/zzjzoGvVSaURGz47QXPPE9o7pJOE84X0brQE08PVwN6iK4pCdmIAjnGLQzu66QklIPHINRAB9069ZN3AVpV9FHURsKAjBS6SE9INLX2V9XX3\/9tceuK0+1l6uYBWytBBGjAkZjDM7Jn3\/+qcZZvRqSEcF\/\/\/2n+z6u0yxZshj+zuh+g\/pBroyX6Ptm15m3QL\/v3Lmzy\/dmCNGO91DU+tQDE3YcJzBoIIhuVKPMkxjd35G201WQdhUCK0SOnTt3qtSiEOXxL857hw4dwkyMcUzd6imMJlsAZ5MB9GrmaiAdbFTbRngoUaKEutcjraK7QKRu3LhxhKSGxaS4pk2bhnnf6B4HatWqpStUGV2fnrgvRhbeeKbXu79hMhbqF+P+Ehk1TJ2Nc2Z\/9xBCCPF\/WOOOEEII8TMQWPvkk0\/UDODwFCV39Q92uFwwu14PvaLpGq7OTi5fvrzp56g7YgRcNY6uhshqLzPeffddVTNHz103bNiwkIDh4sWLdR0kCDTrzb5t1KiRfPbZZ2GCzajLpdXmgsCA84iaGKgPhbpUqHUU1YQHBGCNsHeJoRaK0Xd79eqlFlfRqzlkhpnjzeja0ruuTp48qftdBO3gCHPnmjIC19IPP\/ygXFRmbe2N68pT7eUqqHXoTVeIP4DAMERTxzp3qPODAKomFCMAijEGrtSKFSuqccbbdaL279+v+z4mLZiJMEagXhfqGFkN9MN1ERmuS9TjMhLVXLk3G40fVu\/LqLXkTTBJQA9XXFRoD7gKIb7ouXMh6FWrVk0tEE1atGihK9Ls2bNHuZU8UVsPAo0RZmKYM1HL\/txHlW2EF\/Rj1D2DMxYOKXfcSpiYAzdu165dxZtAjNKbOKRX61MD9S31gKClhz\/WN\/bmMz2u+QkTJuhmM8CitSUyguD+hqwMeB4pU6aMqfjsCRwzDDgbFwkhhEQN6LgjhBBC\/IgLFy4okQWp+MLzB6s7s5jhJjDCKD0dcHU\/naW9goBohKOAEJntZQaEFASzHTl37lwo15SjA0\/DyNWRN29e6dmzp9PjQErOv\/76SwYNGqTcEhkyZFACVVQSH8xSQNmnKr1586bHt+3qOt25tvT6s5EIpjcD35XPjfogUuSGR7Rz97ryVHu5CtZtFJxG8AxCT1QHAvDw4cNNvwPn0vHjx1WgExMRGjRooPoY+gyEMG8R2dcyArmRgafuzWYiujfGkMgAogfSBpq1i30Q3yiNKjByartKeCY+GX0OEcFeKPfGNhzXGxHb8JQAgrTKcJhu27ZNRowYocYos4kZjkycOFG8jdGzrlnfNboO3Zm44It4+5keE1PgrjMD93qklZ89e7bqR9gfOLoxiQlZMryF0fF64tmGEEKI70LhjhBCCPEjMMM3suoZmM1q96TLwFlAzexzxz+aI7O9nGEkvmliHYKoS5YsCfM5HIWok2cEnHxIS2jkwNAD4gtq3CGVVGSmAvIUmFFvlPINgds8efKE\/N8bgRZXBdCIurY8BURf1P6LLCKzvcxSAnqqDqY3MAvuGdXtM6sxhPNvpb6hfbBzypQpUqRIEa\/VVYrsa9nTAkNUHT\/cxcg15M1g+Ztvvmn4mafSZ5tNRrp+\/brpb40+dxRwvLENiIP2YwAmxBi5jtzdhrN9Dw8Qs+CUgvjy77\/\/KpEeEw7gpkP2AjMHFRzGjqlmvZEC11URzug3vnovcZWIeKZH5otPP\/3UpSwUmJDyxRdfKPedoxvdUxiJ20bjIiGEkKhB1HmSJ4QQQqI4cGMhuKAHHFM\/\/vijmkGMP+7wh7W2mNX28UWcBUr1UkfqpRDy9fZCCi49cQ1pvBD8gDiil17KrO6aFtRBukwEEn777Tdp06aNEqpQc8wZaA93UkP6GuPHjzf8rGbNmqECcilSpJCogtGx3Lhxw\/R3roq1eqmkNLp3765qRsF9Zn9dIagVFTCqawgwA99XMQuouuMURI1NuB8wXmESQsGCBS25mLAto3ps4cUb17IrbgZ\/F8nM2s\/TY4g7GAnF3nBaWnESeip9NibMGHH+\/HnT3+IatLJOpMc2cgu7uw2kCbUXivDayHXq7jawzzlz5pSIAikQMZ4tWrRIdu\/ebZhiGuOC0eSgqI6n7yVWiahnegh2o0aNUmnU4ayEQxepn62M7zt27FAOTm9gNM7ZZ5AghBAS9fDvvy4IIYSQaMS6desMP4MzCzNR8celfSAFf7SGN5VdROPMjWFWR8c+yObr7YVZsm+99VaY97H9pUuXqlm\/RvXxrIA0WRD5fv\/9d+VAe\/z4sfp32bJl8s0336j6KXrMmzfPL+ueaCDY9ssvvxh+3qpVqzCz+Y1msCN4Zx8AcmWJDIxqUKL2o1kdlK1bt1reRlBQUKh0rvYgTStEU9TZcRQBnAX+\/YWGDRsafgaxHY6NyMJM0H\/w4IHu++gXp06dcmt7CHAiqAmHChwoGGMQOEUNKNQ\/NKpFCGfimTNnxNMgeKsH6iG5ex2j1ll0wWj8ABDjzXBlDHEX3K+96XxzVZD0lFCMFI3ZsmXT\/Wzfvn2Gv8OYapR61rHWGe5xRgKh2TZQL9eodqRePbVSpUoZ1n11rL1rD1IP6oF9jqw0j3AHYyJKdCSi7yVWiOhnelyX77\/\/vpqcgvsajg9p5lEz9auvvjIcL\/HM7Q0gJLoyLhJCCIkaULgjhBBC\/ASjABKCRyiQrsf69eu9lrbFW0AUMJvJvnjxYsO6JYULF\/ar9jJKl4nZvtgXRypVqqTq2LkbiIHzrm7dutK7d2\/ZsmWLbj1B1P04ceJEmPd\/\/fVXFUDTW3wFiAeoS2SUOg1BwGbNmoWZ0W8kYi5YsMDlfQgMDJTIonLlyrrv45waCcHgp59+srwNzKg3OkbUSzQS+1asWCFRgXLlyhm2M5wIrVu3VgKWKyAA7wn3hpGjxszx8vfff3usz8LJiiAiXK09evSQtWvXSunSpQ0D+Y6YpSYzE541qlataijAow\/607UcGeDcGdWYRQpnPQc4wHk2m1DjSWFWrw4ZnDhG++Y4djlzfumJ8a7WFkR7GN0rjdL8NWnSxHBdRuOJXiptDdwHrW4Dk6XQhnps2LDB8JnIlW1A7DGa8IE2MZqwpbcNd9i0aZNbNQnN0nS6kirY34jse4kekf1MD0EQLlOkqh84cKCarKDnMkf7mGUGcRdMvNPD\/u8eQgghUQ8Kd4QQQoifYFRvAyKX3kxM\/LH60Ucfib8BkaF\/\/\/66n8HJ8d9\/\/xkGbe3TQfpDe6G+it4f3Qhw6c1ONxL67F0RCLBaqfmDIITRrGorQXJfAud06NChSlQxSrmFvjFmzBhdoRH1bPRAqlE4FK2AGj2oLRiZs58RNDUSP5A+ddeuXaHew2z0L7\/8UgWHrWJW90dPjAHDhw\/36kz8iMYsFRbauFatWoZOGHsQkB87dqwS1I2Ccq5gJCQYTXhAWuJBgwa5tA045SD0WglM4lozqr+jN8YYpaUDmGjgDKPr+OTJk5aPE27jGTNmKOeQkdAQlTGq6Ybz3q1btzBp8uBEQdrUiELP0QWxwIpwiHsDUiFCVMZ+OwPOd7NJDfXq1RNPYeSkx3UC96ojOA+oZ2vkhNMTMtq1a6crNOA+gDHalbEO2Q303McQNVCHVw9Xt4F7Wdu2bcUTwHWOcRnPCHBEWXnGwTPYn3\/+qfsZjlFPRI4qRMS9xFUi4pkef18sXLjQ0kQPTBY02idvPENjYpojSLdvlJ6WEEJI1IDCHSGEEOInGNX5QNAFs5KRfgyzziF8IeBUvnx50xRIvgzqSrz33nsq4Irju3v3rvz888\/SvHlzw98gpY0\/tpfV1JeYAY26eGZg5joCXQgqoa3Qjgg+Q1TSAq4QCyDwIU2n0ex\/s1nmkQnqm0AcwzJgwACVGgnnDceLGdBmwRLUZTNK3YdArt4McwTuIAYgXRaEA2396DdwSEFIHjlypBKN0Waff\/65V9O2OQMOAARnjYJbCFq+\/vrrSqyDkAen4eDBg13aBma3GwksEE+RphTbwnUGMQr1zKJKfTuNihUrqvYzAn0FAgFSNGLGP8YvgLEG4gGcnOhzmTJlUoFF7fPwgvNilL5r2rRpyskL5wvGAoi1SAPpqqAK1xKuOwTuGzRoIN9\/\/72sWbNGCZU4PoCJAwgyfvjhh4aisN4YkyNHDsPJBEjDiokLw4YNCxkDsNin9a1evbpUqFBB9\/f4HYQGjCFaHSYEZ\/F627ZtIbWMcA0hxbCjyB1dwDkzqlU4ZcoUFST++OOPVao43Gsw8cToPuINjFy9VlN1YuweN26cuk4g5EAU27NnT0htXfRd9Af0cYhQRvW8cC\/xZO01tGPjxo11P8O9Df0XNa5wT8IECfRlvUA+MJr4pKX+02PSpEnqGoMAgrEb4wLq4y5fvlz3+3369NGtm4v3jMZGrAuOZO25DttCX8K29cAzoKfFMZxb3CNRFwwiNfoC6pLhGUkTazAmYJzAeKKX+QDUr1\/fp7INeJqIuJe4SkQ80+P7WBfuTxjfpk6dqvqMfaYBHDf6BZ4N9dLKQ8zztBsTKTr16n+jj\/p7bVVCCCFOsBFCCCEkwjlz5gyKYOkuHTp00P3NvXv3bAkSJDD8HZYYMWKEeS9mzJi63x00aJDudrB9ve9XrVrVreNZs2aN7m+yZs1qeizO9t9+KVeunC0oKChS2iu83Lx50xYnThynx\/jee+85XdfcuXNN1xEQEOB0O7ly5dJd97Rp0wx\/40nMtuPOgnP89ddfO93uhAkTLK3PShvqgevA6Pu4fozAdefKOIH+lC5dOpfaKF68eIaf4Xw40qZNG5evW6PrCuNAZLaXu7x8+dLWsmVLy20cK1Ys08\/1xkmMOa60Gejbt6+la8LKPuu12Y4dO8J9fSROnNj2+PFj3f2vUqWKS333xo0boX6\/c+dOW\/z48S2dD2ftYHTvcuVa8eQ9052+7c51NGzYMJfOgdkYYtZX3eHgwYO622nVqpXT3+7Zsydc16h9H9+7d6\/hdtwduy5evGhLkiRJuJ6HmjdvbtoGDx48sGXJkiVc2yhTpkyY5y17AgMDbaVLlw7XNtBvsK+eYvLkyU7PK8YDK30A3zl8+HCkXteujkHuPL95+17i6n5FxDP9qFGjnJ57Z8daq1Ytj\/QLK8+nP\/\/8s9PfEkII8W84PYMQQgjxE+AIgoPDjOC\/51+BGaNmKW98EcwgtU\/3p5cy0jFVDGYAO8469Zf2woxyK3VcnKXJtIKV+iOuOrB8GdRrQlonM3eUBtLA9erVy+\/rXqE\/zZs3T10XVoDDyayOk54DCo4OI1eO3nULd4Mn+q8vAbcF0tLCZWnFeeFOjTV3+OCDD0zrEzmOezg3cLp5CivXR9++fSV+\/Pi6n8GBEx6QJhD1HPXcQI7nw3H8J8FgvDRKmWnkgjNKSWfkoHSXggUL6qaXRg3N8F5jVn4PN83s2bMNa2qF9341d+5cw2vD2fMQ6klOnjzZdBuJEiVSqQBTpUrl1jbgesI+mrl80Eb4jtm4YrYN7BvqpWFfIxKMB1b6ANyP0SE9YWTfSxzxhWd6Z\/0D14U3MgzopSfF2GqWhYQQQkjUgMIdIYQQ4keghgTSN1mhbt26Km2dv4EUVHPmzDENXtn\/IY\/0S\/ny5fPr9nImahQpUkS3to8ngfiAGjRIZeXvILiIVE5I1Yh0flZBzSCkRgpPwBD1yiIbpAtctWqV031BQAsppYxSiAK9AC+ClmgnZ+KIJiQuWbLEZ9OvhgcEqHHNQDRA2lF3wViXNGlSjwX\/Ebw3q0WokTVrVpXyKyInK0Agh3BnBCYx9OvXL1zbwDqQIjg8QWT0+6hcw8oM9B2InxBRnfUj3LsWLVpkmFLSTCByl7fffjvMe0hlZ5TW0EpdVyugP6EGFlKqeos6deqoMRnXsSsgdSZSNydPntzpdzFWIb2h0XOTEUi1jDbOkiWL5bEFv3EF7BP2LTzjqR5oFyv3K2fj9HfffWdpIlBUwBfvJb78TI\/JTJhEWLlyZY+uF\/Vk8Tynd81H13sUIYREJyjcEUIIIX4EAg+YiYxgsVGABrWHMCMYMzTtnWv+BAKvqDVRr1493ZndCCSgVhdqvKCOhb+3V82aNVXgwwirbiW4FbVaTVYDfxCp4K7YvXu3cg\/5OugPOE9wlKFGGNwXCNCgdg\/q2O3du1fV0Pn0008lYcKELq\/\/nXfekdOnT6saTtmzZ7e0P3D59O7dW9VCgVjoC8B9sX\/\/flUbErWc0M8RWIKAhpp848ePV9cP+h7azIgMGTLovo\/6R6tXr5YSJUrofq7NBkc9RbRPVAbtizpZEPBQhxLOA2fgXOB6RY0t1IcrXry4x\/YH1\/OyZcsMXSG45iHK4PznzZvXpXVjnQhOwslg5foAuF4hoKMWHq5RZzV5MB5v375d1bjCpAWImq7W8SlbtqwcPnxYCcy4Fqz8HoK\/JkThnOg5u6ILuMdCpECtPzhvIKig32BBn+nSpYuq5YjAPsZZozHEaPwIDxij9cb2GTNmmP4Ox3D16lVVU61JkyaqXqeVCS2YNPPTTz+p2nK4Zr0NxmfcRyBSZMuWzfQcVapUSf755x\/1\/OLMHeXoXMT9ATUqnbnHMMb\/+uuvqoaYK+cTzyD4zW+\/\/abWYeZMxrkZM2aM2ifsm6fBvejGjRtKkO7YsaMUKFDA8piCeyfq\/2G8DK8j2N\/w5r3EHbz9TI\/azxj3IA5arVOHcQR9Cvcb1Ef1NHCvonafXj1SQgghUZ8YyJcZ2TtBCCGEENdBUfQNGzbI0aNH5dGjR+qPTAQe4Z6xMkM2skFA6ty5c2HeR7Dqyy+\/DPk\/Aqg4zkuXLqn0SggGITVX2rRpo1V7uQMCVThetPPNmzfVcSN4hqAnjh+BFgSnnaU9jM6g\/+3YsUOuXbsmd+7cUamSIBrCSZI7d+6QgLY\/06xZMxUMcwQCFALdzlJBIqAN0RL9DX0LgiquK2+4bfwFXHdY4AS6ffu2Crxp\/QbXHQKhCRIk8Oo+4M88CIoQT7Ef2D7ENoyfVhzNVrh7964cOXJEjTG4RjDGYJxGP4AbAK5PjDHuiOiedi1ADLxw4YK6jh8\/fqyu22TJkqn7AK5jq4FaEhpM+oA4qpf+EBMEunfv7vEmQ2rOsWPHhnoP5\/PKlSuWx2NcH5ikgYke58+fV30Ezwm4LiEW41rBpANPuWHd5dChQ0oY0a4vXFeYgAFntaccN2gHnEds4969e0oUgQBSpkwZl91\/ZvdS3CewDYyJaFfcYyDq4RqMaB4+fKjO\/dmzZ9V9Dm2LcQFiD0RQHD8mDqAfWEmHHJWJiHuJq0TEMz3+7jh+\/LgaH3Dc6B9YN+5nuAZxL4fQ7M2\/ISDOb9q0KdR7cKTifBBCCIn6ULgjhBBCiE8Ld4QQ14AId+LECeUyMEsXCNEFTkGjdFJwPMFpQgiJXiClaaNGjZTDDCkmjUDqyA4dOijBTM91e+rUKa+kz0NAPVeuXPL06dNQ70PMoxOFEBIVgDinl9VgwYIFlmpjE0II8X\/Cl+ibEEIIIYQQ4lPAQdCnTx+1IAUr0jBCwNOcIxDs4OJYt26dPHv2THcdmFH+xRdfRPCeE0J8AaQURNpliHZwncGRCAcS3DVwusC5iDSIcCwZAaedt2pewQWG9X\/77beh3kfqR4iOUdVFTwiJPjiObwDuZop2hBASfaBwRwghhBBCSBQFrlY9Z6sZSAuGoL036lMRQvwHONqQps0xVZsz4BIZPHiweJP+\/fur+mlIA22f8hGiY7t27by6bUII8SaYFPHHH3+EeR+1IAkhhEQfXKvyTQghhBBCCImyoL7TlClTGPgmhLhdk2nFihWqTpg3QR22ESNGhHkfgmFgYKBXt00IId5Ebxxr27atVKxYkQ1PCCHRCAp3hBBCCCGERCEQ0I4Z07XH\/ICAAHn99dflwIED8s4773ht3wghvk+qVKncqlv7448\/yvr16yVlypQSEXTq1ElsNluoBU4VjGeEEOKvzJgxI8zYhvcIIYREL\/hESwghhBBCSBSiQ4cO0qBBA1m2bJmqQ3Xw4EFV9+727dsq9R3qVKHeXdq0aaVYsWKqZkrz5s0lTZo0kb3rhBAf4Pjx47J161ZZu3atbN++XYlhly9flocPH6rP4abDGJInTx6VFrNmzZpSvXp1lWaXEEIIIYQQEn5i2DB1gxBCCCGEEEIIIYQQQgghhBASqTBVJiGEEEIIIYQQQgghhBBCCCE+AIU7QgghhBBCCCGEEEIIIYQQQnwACneEEEIIIYQQQgghhBBCCCGE+AAU7gghhBBCCCGEEEIIIYQQQgjxASjcEUIIIYQQQgghhBBCCCGEEOIDULgjhBBCCCGEEEIIIYQQQgghxAcIiOwdIJ4nMDBQrl69ql6nS5dOAgJ4mgkhhBBCCCGEEEIIIYQQQnwdOu6iIBDtMmfOrBZNwCOEEEIIIYQQQgghhBBCCCG+Da1YhJAw7O7cRh4c2hfqvcQFi0qJyTPZWoQQQgghhBCfpk3Xz2T\/4eOh3itSII\/MnDgy0vaJEEIIIYQQq9BxRwghhBBCCCGEEEIIIYQQQogPQOGOEEIIIYQQQgghhBBCCCGEEB+Awh0hhBBCCCGEEEIIIYQQQgghPgCFO0IIIYQQQgghhBBCCCGEEEJ8gBg2m80W2TtBPMvFixclc+bM6vWFCxckU6ZMbGLiEs9v3xJb4ItQ78UIiC1xUqRkSxJCCCGEEEJ8mlt37sqLF4Gh3osdO0BSJk8WaftECCGEEEKIVQIsf5MQEm2gQEcIIYQQQgjxVyjQEUIIIYQQf4apMgkhhBBCCCGEEEIIIYQQQgjxASjcEUIIIYQQQgghhBBCCCGEEOIDULgjhBBCCCGEEEIIIYQQQgghxAegcEcIIYQQQgghhBBCCCGEEEKID0DhjhBCCCGEEEIIIYQQQgghhBAfICCyd4AQQgghhBBCCCHE13n69KncvXtXHj9+LEFBQZG9O4QQQgghJBzEihVL4sSJI0mSJJFEiRJJzJi+43OjcEcIIYQQQgghhBBigM1mkytXrsi9e\/fYRoQQQgghUYTAwEB59uyZPHjwQGLEiCEZM2aUxIkTiy9A4Y4QEoaT338tj8+eDvVegmw5JFfPvmwtQgghhBBCiE\/Tputnsv\/w8VDvFSmQR2ZOHOnW+m7duhVGtAsIYDiFEEIIIcSfCQoKUhO0AP69dOmSz4h3fNIkhITh\/qED8uDQvlDvBT56xJYihBBCCCGERCueP38uN27cCPl\/mjRpJFmyZCq1EiGEEEII8V9sNptKgX779m15+PBhiHiXJ0+eSE+b6TtJOwkhhBBCCCGEEEJ8CARxNFKmTKkWinaEEEIIIf5PjBgxJGHChJIpUyZV4w5AvLN\/\/ossKNwRQgghhBBCCCGE6PDILvNIkiRJ2EaEEEIIIVFQwEuRIkXI\/+\/fvy+RDYU7QgghhBBCCCGEEINUmVpAJ27cuGwjQgghhJAoSIIECdTznv3zX2TCGneEkDDEz5BRgh4\/DPMeIYQQQgghhEQnXr58qf5FekwtmEMIIYQQQqIWMWLEUM97gYGBEhQUFNm7Q+GOEBKW\/IO\/YbMQQgghhBBCCCGEEEIIIREMU2USQgghhBBCCCGEEEIIIYQQ4gNQuCOEEEIIIYQQQgghhBBCCCHEB6BwRwghhBBCCCGEEEIIIYQQQogPQOGOEEIIIYQQQgghhBBCCCGEEB+Awh0hhBBCCCGEEEIIiRROnDghvXr1khIlSkiyZMkkICBAEidOLPny5ZPmzZvL2LFjZd++fWKz2cL89u2335YYMWJYXnr27Glpn3799VeX1uu4ZMuWzQstFbVZu3at9OjRQ4oWLSpp0qSROHHiSPLkyaVIkSLSqVMnWbp0qQQFBYX53Zdffsk2t8jZs2dD+ijaOyrwySefqOP5\/PPPI3tXiJ8RGBgo48ePl\/Lly0uKFCkkYcKEUqBAAenXr5\/cvHkzXOt++vSp\/P3339KtWzcpVaqUGstix44tqVKlkqpVq8q3334r9+\/fN13HjRs3ZMqUKdKmTRu1X4kSJZK4ceNKxowZpXHjxjJnzhzdMdGexYsXS\/\/+\/aVevXqSN29edZzYj9SpU6v9GD16tNy7d8\/w97jvbty4Ua0D30+bNq0am5MmTSrFihWTTz\/9VM6cOWO6D2+99Za6RseNG+ek1YgjMWx6Tz7Er7l48aJkzpxZvb5w4YJkypQpsneJEEIIIYQQQgiJENp0\/Uz2Hz4e6r0iBfLIzIkj3RKVENyDmJQ7d27T7758+EBePn4kUYmYCRJKzESJvbb+MWPGyGeffSYvXrxw+l0EMRH0dBTufvvtN8vb++ijj+T777+3JNy988474i5Zs2ZVIglxzsmTJ5Uwt27dOqffzZMnj\/z4449Ss2bNUMLd4MGDfa7Ntb6JYLeviGRon+zZs6vXa9askWrVqok\/A8EAAj+EBBxbypQpI21ffPF8RxT+eOwQq+rWrSvbtm3T\/Tx9+vSyZMkSJU65Q5IkSeTBgwem30G8ft68eVKmTJkwn23fvl0qVqyonj\/MwHcgEDreGzXw\/q1bt0zXgWOdP3++lCtXLsxnEAj\/+ecf09\/Hjx9fCaAdO3bU\/fzQoUNSuHBhtS8Y79E2vswJF577vE1ApG6dEEIIIYQQQgghJAoA0e7pupXy8tFDiQrETJhI4lWt5TXh7vfff1duGQDRBW44BH4RzISQd\/r0aVm\/fr0KbO7evdvp+pwFSQEC\/FZo27atvPHGG7qfDR8+XEaMGBESkMySJUuY78SMyQRXVkBwumHDhiHulgYNGih3SenSpZUIA0cKAr3\/\/vuvTJ06VY4fPy4zZswIJdyR6Atcds+fP1fjSGSKdsT\/aNWqlRLtNLcmRKcECRLI8uXL1b3oypUr8tprr8n+\/fuVS81VcD\/C\/aZp06Zq0ca0y5cvq3sfnG4w3sAJd+DAAeWis+fx48dKPMK2MSZibCxYsKByBR49elQ59iC2bdq0SRo1aqT+1bvv5MqVS1q3bi0VKlSQnDlzSoYMGSRWrFhy7tw5mT17tvz000\/qWOvXry9HjhyRdOnShfq95gqsXLmycs7hX6wDx4e2GjBggBq\/MfkCbjyM545gv3E\/nTt3rowcOVKGDRvmcntGVyjcEUIIIYQQQgghhHgAiHa2h84FJH\/gpZfXj9RbAA6gXbt2qVRi9iA4WKlSJZW2DAFWBCzNQBoxT4GZ9kbrsxf\/EOj15HajE3BQNmvWTAV94diYOXOm+r89CFoj7WitWrVUgBhp2Zg4zH3QllGl\/eCK+fPPP5VY8eGHH0b27hA\/Aml3sYAhQ4aE3Is09yAELkwiuXTpknzzzTfy9ddfu7wNpMgcOHBgGCEM9zlM\/IADDYLcnTt3lJAFJ7E9SEUJca979+4SL168UJ9BhMPSpUsXmTx5smzdulX++usvefPNN8PsBz7TA\/tVtmxZ5djD7+7evatEPDiY7cHYC2d88eLFQ70PEfK9996T6tWrS8mSJeXhw4fSu3dvXeEOIA0yhDukvu7bt69Kh02cQ+GOeBzMjIMij8VZrl3imxzq94k8PHEk1HuJcueXgsO\/i7R9IiQ6gD\/68YCGBzPM\/CKEEEIIISQqAufU+fPn1WvM1HcU7RxBgJFELRDkhfsE\/PLLL2FEO0cQKJ42bZocPnw4gvaQ+DKTJk1SImSNGjWUyE+IVSZMmKD+RepGjEOOwFUGtx1SREIYGzp0qJrM4c42jIALDoIg3HaaiGgPhDJHscwRCH6ogffy5Uu1Dj3hzhlwwiEGhdShmEDjCCZMOEtfjLTSqF8Hxx6cfHDQOwKBEO\/j81mzZinRjziHwh0JN7hR4sEJAxqKXiKdBfFvXty7KzaHGgMxjl+S2BurRNo+ERKdQM5v5FvHwyJmellN6UMIIYQQQog\/oKVGBFFt5j3qCSG1I2IkCIQiDZnmcIBLAg4K\/GuENoEPIpVWOwrBY6TlfPbsmaq5A6cG0rnp\/Z2AGlNwQWg1wOBURIB40aJFKjUbJgsiiIqANf41AgHlhQsXyooVK1RAFo4MrAtuFKRVQ73A1KlTu9VGcLIgeAuqVKmigthWKVCggOXv2tcqNHOaOavRdfDgQeUUQerWCxcuqEnqCPrjnKINUQdKS9\/pWB8RtfscJ2V26NBBfc+RVatWqUA80t5du3ZN4saNqwLjzZs3V64yPdepY906iNw\/\/PCDcrecOnVKBeQXLFig0vU5q3EHRx4C64MGDVLOG\/QZ1K7as2ePSo2HwDsC\/ahLaVanChP60V5ICQiRHseBdHlwCLVr1y7cdQmRHlOrbYlrwQgcH9pfa2+IGxMnTpSdO3fK9evX1d\/bqA8Gnj59qtofx7x582a1X7je4PosUaKESp+LVIGO6QjdOd9I\/4rtLFu2TPUtjIeYvIu0u3A44drGuQgP0fnYzXjy5Ik6VtCkSRPDWAtEMIzht2\/flo0bN3qlHiSuCYyz2gQGV8H4myZNGrl69arb68D50kRJXKfuHocG9kNPuMN2MM7DbQjRncKdNSjcEbfBjRgPA3gAwMNgMDY8DQX\/S\/yWgPjxxBYv9M0rRoyYIjY6KAmJCO7fu6v+0MKiiXh4gNX+yCKEEEIIIcSfsa8ZtHLlyiiV6g7B571794Z5H8FwLBCsvvrqK5VGzQyIQy1atFAp0OxBzSUsCD4jGG9WTw+xmvbt2yvBTgNBeghyCJ5\/\/\/33KoWZI\/v27ZNixYqFeR8iEOoNYoGYuGTJEpUmzVUQEEdMSXNc+jJz5sxRYhPqTTmKj1ggzuJcQIRwF5wT1NhCzSl7IJ5AaMGC9obYAeHWTDQuU6ZMuPZF4+OPP1b9wx6IcKjxCGEaYoZemlhk36pTp45Kb2tfrwvfx4K2Cq8wA3EVqVYBaoRZAXXMzFIe4nPH4wUQULXUikjnirpi7goc2jWkdw5xPUCcxwLxFrEAq8fmjKh07JroayQ+OwPbwPUGypUrZ\/g9+89wjXtDuEP7Ajje3AHthlSb4VkHrkeMGwBjR3iOw9l+YMIHhDvcP3BvYnzLORTuiNuDAx6u\/vvvv\/+LdS+VYIcHxoIFcknqlMklSeJEEidObLawH\/Ly2TOxvQxd0SBGzJgSMxw3aEKIk+vu5Ut58PCR3L33QA4fPaVeS4wYISIeZnfOmzdPcuTIwaYkhBBCCCF+Td68eSVTpkxKUIKAhNn3n3zyiXrf34EogaAz0q1lzpxZubIgXKAmF8QX1OX64osvlODVoEEDw\/VAIIH7Ce4mOF4yZsyo0osiaI0J1HDCIcUkXExGQAyCkIJJ13CXoJYcHDVYJ0QYuObgYIPY6OiOgIMMv4GAlz59eiW2wtmxZcsWVXvp6NGjygkGNx7W6woQcDTguPNV4DLs3LmzEu3gPELaOLQHUrvCgXbs2DFZvXq1CkRr4FzBlfb+++8rsQN1Gh1T4cWOHTpWBmEQAi3cPxBS4W5CUBv9BuvHdpHdqlGjRkpEMKr3iPMJhxBS+2Ef4ArEeXbVGTljxgy1PRw7+hf+BoVLC\/0IdbAg7KJ\/YnHk3XffDRHt4GTE8Wgp8vB7OOXC+zct\/jYGGEPQN52ByQEQWdF+ffr0kXz58ikRyd7tB8EBx1u7dm21f1gvYpxwWP7xxx+qBhmEagjuqHsWnvMNgQS\/KV26tNoOzhPEEzgbv\/vuO9m+fbvqA7i2rBwfj906uGY1zPoh+izOP+I09r\/xFBC7tHHQzIFtBrLeQdx3dR1wHaJfI740cuTIkONFXT53gKALcI8wu4fjnhcrViw1KQXuTAp3zqFwR8In2tmCJGaMGFKuTDFpWKeqNKhdWVKnejVzjvgnL+7elZcOqTJjxo4tsZMli7R9IiQ68fz5C1m3aYcsXr5WVqzeLA8ePVIPdvjDmOIdIYQQQgjxdyAMjRo1Slq1aqX+j9RZWJAuDUHtUqVKKeELaf8Q6LPCw4cPnX4Hgoe3a0lDVNMDgVEIZAhWIlgKB4yZcAfhBKkG7VMBQjCCwIMAKFx9U6dONRXuIPTBnYS21EDKRAR5IURBzICzCuna7ClSpIgSOxxBYBZCX8uWLZWAhVSMcIlBIHQFLWsTUuTppVXzFTZs2KD6FfoghFLU2dNIliyZEmYdRU+knYMTTUs\/h9\/qOdPsg944p+iXmLCJtJv27Q3HJOq44XxBQEC6w08\/\/VR3XTifcMPZ96vy5cu7fNzoexD\/+vfvH2pfsG1sA45JpHJ1FO4g6moO0Q8++EDVvbL\/PVImQuSF+OcJ4Q7ClxWwz+iz6Kva9Q+xDGlf7Z1cekB4x3ZwnuEYgoAH8U5L8evq+YZAaO9G1EDf0tKiwt2FdKlob7hzw0N0PnZnaZqRZtIIiK24xiGEa440TwKXo+Y67tq1q1vpYvv166de43xAQDYDLtzChQuHeR99AhNN4HQ0O3dGTJ8+XQn5APcis\/t1ggQJpFChQur7EO4g7BNzjP30hOiAWUb2ol28uHFk1i+j5M9p30mHVk0o2kUR4KyLFT9+qIVuO0IiDriVa1evID983U82r5gpBfLkFLEFhoh37tQBIIQQQgiJLtSvWUnatWgUasF7xLeAowTuswwZMoQSmhD479u3r6odBiEP7hYEKZ2B4KWzBa6fyAZCDIDzDY4qIyC46NXvggtEWwccOo4pHO1Bqk170c4+YK2JMgjoIhWjKyDA+\/rrr6vXwZmYXAPBcIDAuC+jtS0CzhBNvQFcaFpNLXvRzh44yyCEAbi6jEAA3kwMtgoESVyDemg1zeC+hGvHMYivtdewYcN0fw\/B2lWHpiOHDx9W\/9qLT2ZATICTLTyiPdoWzsVHjx6pa9dbQATTaj66c21F9WOHyIh6lVjcSV+JY9DAxAEztH5qZVKIK+AahvANcM2jNIqrYDyA6xnAhQ0x1h0wOQbrsr8PWwXb18YljBlwcjtDu2Y9kc43OkDhjrgEZs\/Yi3a\/\/jhcKpUrwVaMYkCoC8CsGbsF7xFCIp7kyZLKnKnfhhLvMPuMEEIIIYTo0\/aNRtLng46hFrxHfA8IS3D3IBUd0gU6pi67fPmyCgYibaOZyOVroI4SUgQWL15ciVMIniNwjqVgwYLqO0gXBseaEXC4GKGlI4OgqdU40qNZs2aWPoPDxREExuEAw8RBuAQhxmjHoDkmAVIxRlWKFi2qjhVpMZEC0r5WoCdAn0acDVSvXl0JBEYLnCoA9Q2NhOyGDRt6ZL+QLtLIOWOfCg\/inT2aqANBBbXajVxXVatWdXvfcN1owq9VMRXuUCvCBOrmQXCE2A2hCq4r+z6v1dXzRJ9fvny5EubhNIMQbr+d7t27e2w70fnYfRGkQUVKVk3sgtPNVeBkRdpl7T7Rs2dPp7+BUxrjGBacy61bt6rasjt27JDXXntNOnToEOIAtAJciEiljPWhr0CMtDIRQ6tvq\/UnYg5TZRKXgB1eYbPJ8C96UrQjhJAIIEXypDJ7ymgpW+stefrshcqtj4dqLSUFIYQQQggh\/krcuHGV2wgLgBCFFIVI7QZHHmoMoRYQUotp7iQ9IDT5AthHpDI0c8JpoM6WEWbBdohoGmaCJmp5GYE0eBBRsA+OTkQIRXCCrFmzRsJzDM6Ct6gh58tASEbduO+\/\/16leUR9NqQRhbiBBSkEtWNxB4jWWrAcNdKwOAPXA4QrnD+9\/fUE7vY9LTOMs1qV6JfLli1za98gGGjXutW2t9IuGHOQRlYTBT3d5zUwLsAxi\/HN1e3gt0+fPtX9LsQTjKVR9dg9hX19SKO2tK8FB9xJIakHUt1CXMd6kR4U14CrTjlMptCEOqSUxj3SipsSTm3tOPAvtgu3HUR2TM6AWzZ37tyqnqYV1yLEPoirWC\/GRT1ntx4U7lyDjjvi0gCLYLHYXkq8eHHltTruz5AhhBDiGilTJJMaVcoiJKH+WMEMKUIIIYQQQqIacNFANEJwd+HChSFBSTgMnj17Jr4MnGsIqiJ+ArcWatDBIXX9+nW5f\/++cifYpwgzE\/es1vYzEyydBZy1z7Ff9qDunSbaITUiYkFwB+LvEM21oaVStCJQOgIHnxY494X0pWYgzeAvv\/yi6kOhrVGfafz48apuGMQz1Ja6cuWKW+t2V5wwEhzsRbXw4G7f09IQ2osjenhKCLGKs3bBeUDqVwhXSCOLGpT4exuOX3ym9Xk4pNzt8xpYtyZcQSxDTUwIIKi9pm1Hy7ADd6E9qHlplAb4vffei9LH7inshTKMy0ZAUNcmFtjXtnQXpIGGkxXHivO1dOlS5YJz1amI8QbiPZzbEP7Cey3h3GsO2AkTJjj9Pty+cGtr8Sj8RqtVSzwPp+oTy+CiDJ59YZOaVctJggRMnUgIIRHJa3WryZIV60ViiCxevFgqVWKtFkIIIYQQEnXBrH7U7Pr333+VSwE1dSCI+So\/\/fRTiMsFKRD1anm5ko4svDirzaR9jkCyvfgyY8YM9Rri3IgRI0zdKO6Av2O0Wm3r169XaVK9gdW6XmZiBNaBNJlaqkykg4RDCX+PwWGG44AjFIIeHIyuYB90hzhqlh7VH4BgB4Havo6YHuGpGQYRBecEoqEVh5gVUFcTggrcQxCsjQQVHJunxgjU+DRynjlzgnmS6Hbs9m5QOF5r1Kih+z1MKIBA5vgbd0C5E7hzURMS9wRksytdurRL68AYA5ENwhnqxKGMlScERQDn3bp161TqW6SwRKpUPSCm4txp9QchxFpxCdujXbMQiYlz6LgjlgkpDGqzqeAxIYSQiKVmlbLK8Qzn84oVK9j8hBBCCCEkyqPVhAO+XucO4g2AY1BPtAMHDhyIsP2B0GkEgrSa4ytr1qyh0rlpzkYEaY0Iz3FAkEVqPwA3m7eIFy+eJaER7iIrZMqUSaV0RY0pBP21On8I8k+bNs3l\/cuWLZsSTIBZvUN\/QetHzuqToY+Fxw2opdvzlHCnXbdIg2okXEF0CW\/6RuyvVifRnWvr7bffVoKl3oJUrlH52D15P9HGhW3bthl+zz7DUcmSJd3eHlI\/w2l34sQJNeZBKHW1xuPu3btVik3c\/zJmzCgrV66U9OnTi6ewn7hgNNkBfQzua7gkQb9+\/aRPnz4ub0u7Zo3EQRIaCnfEpRkCcNuBIgXzsOUIISSCSZgwgeTMHpyiArPifKWOByGEEEIIId5CC\/Y6q73lC2iCl1maN81pFhFoQVY9\/v7775DXFStWDHltn47U6DhwTuCUcxcIYFp6Naxn1qxZln97+PBhy9+1D24biUVIh2cWwDcCAW7UMtRcdkeOHAn1uSZMmvUF\/LZMmTLq9R9\/\/CH+jtaP4NxyTL9q79xau3atR8R8T4mdnrhurZxvK9cW3Ir216a3iW7HjgkVNWvWVK+RihkONqNacgAisbuZjuAsrVevnhIjIdAj1Skc5K6A8a5u3brqukGaT5hqIPh7Em0sx3hk5OL74IMPQpzYeD1s2DC3tqVds\/YTcogxFO6IZexnVyRL+iqNAokCvLSJLeilWvCaEOK7JEuaRE2iwKwoX59xTAghhBBCiFHwbsCAAU4dM3v37pX58+er17lz5w7lDPNFtNptyI6hFxBGABx1iiIKBJ+RYs0RpEMbOnSoel2oUCEpVapUyGf2QWGkdHMEf4d06dIlXLWuwDfffKNqxIFOnTo5Ddijvh4cH\/idVYoXLy5x4sRRr3\/77Tfd7\/Tu3dvw76ozZ84YBva1Ce6aQOUY8Nb+78zN16tXL\/UvzhPq6ZkBwePkyZPiq2gpT9GeAwcO1P0OnDrhSbMKKleurP7dvn27ePK6hUNVr33x\/vDhw03XYeV8w2Wk1f\/Tu7a0+pKechJaIToee\/fu3UPGwW+\/\/Va3VilS4YLOnTtLQIDrlcYgVMJ5rfXRSZMmKbeuKyAVb506ddSkbYhquK\/kz5\/fpfuss3Ea+7Vz5071GrXr9Bx3uGZ\/\/PFH9bp9+\/YyduxYcQeMC1qNV1ddh9EVCnfEMvY5qBOyvl2UQlnrnz8LXujgIcSnSZQwvkdqAxBCCCGEEBJZIHCPGftI+wXnFWbyw1kAcQZBSgQSv\/jiC6lSpUpIzSNnM\/zxbOxsCa9g4AwtMAt3F4K2qHOH48GxffbZZyrVnSuB1\/CSJUsWlWINqR2R7g6BaghkcJBcunRJfWfMmDFhXGqaMIKAPdodqQ9xHKtWrVJulaVLl4b7ONKmTatEWThacF4QNEYKzTlz5igBASnmkIISaeEQ0EddJ1fTAaJ23xtvvKFe\/\/DDDzJ48GAVDIc4gOA8akZNmTIlRLxwBGIf2vCjjz5SdRbxWzj08C9EUbQF6mDBTeMYlNfS6yGl5oQJE+T69esqiI5Fq50FsH9a6kCIeGgH1LuDCIJtoQ2WLVum+g9qJ37\/\/ffiq1SoUEG1qdbeqAuIVIxob4jwHTt2VG2B4wgPGBcA2sjekesuzZs3V+cQ9SdxvSxatEilkj1\/\/rxMnDhRXQ8JEiQISdGph5XzDQFIax\/05U8++UQOHTqkxj3UTsRnkydPjtAxwt+O\/csvv1TiEhZ3nZuoJanVk8QEEojM2HccN675Ro0aqf3G\/ckoHSTGcm0\/MB44CuwtW7ZUzlPw1Vdfqf+b3ZscY7FaXTyM03HjxlXjIiavGP1eb\/IB7qv4DY5v9erV6lqBKQfrxJjSunVree+999R34eYbMmRImHWMHj06pM4p2gyiHZyRRvthJhTu2rUrxG1J4c4arkvGhEDx\/X8O7ujGjoOnpdPAqer1L0M6SulC4XvY8CnsbhIvXwSqGlqhiBFTYsbmkEFIZBNdx19CCCGEEKv8\/tc\/cvnqjVDvZUiXWtq+0cjrjRgzYSJx+EvKb8GxeAsEIuGEgiiHgCQWs9RmcEW0aNHCqUjjDAQLw5umz4wOHTrIvHnzlPACZ52juy5fvnwydepUKV++vEQEEKXgkOjRo4da7EHAGSIQgsOOaAF7iGcIbGOxB0JakiRJlBAWHtAOEDfhuNuwYYMSx7AYgRpccN25AgLPEAYQXEfQH4v931boWxCX4K7TAwF0BKuNXCaouYbPihUrFup9iJAQqCAIILUcFvt+Yi9CQiyAo+bnn39WwqqZ+1BzEPoq6N8QiXfs2KFeY7EH\/RGuTogZ7jiZQLVq1ZTQADEZ1xgEwvAAcQMOVDiLIFI3adIk1Oc4N7iuse9GjjCr5xuOUaQmhCAL0dxROIeQhnSK4T0mq0TXY0d6XqSxRJpcHL\/mQLafwADXnZlgaQT6P9JwamASChYzMP7Yu50xOUJLKwn3niY0GgE3uqOACPCe3vHZA7EUqXqRwtiR8ePHh9qnZMmSme4Han1C1NRDux+WKFHCcLIECQ2j8CTCBS9H4sWJLUkTx5c82dJLzXIFpGHVohKHApElzl66KfP\/2yk7D52RC1dvy+MnzyQgIJakSJJQMqVLIQVyZpCSBbNL6cLZJX7csA93RZuFfvh2Rt5s6eTPMa9uwJ7m1IXrsmHnMdl56KycOn9Nbt59KDFjxJAUyRJK4TyZpVG1YlK5ZN5wbwczZ85cuikHT1xUy6GTl+T42avyIjDILVF23Y6jsmjNHtl\/\/ILcufdIEsaPK5nTp5Da5QtJi3plJEE8336wJoQQQgghJCqxdNVG2X\/4eKj3ihTI43XhLmaChBKvalgRxJ\/BMXkrWAz3F2b9Q0jbs2ePClLCYQQxBcFBBBNr1KihgoCZMwfXefZ1IOIgYAtBbPr06SoQDqEFQW0EpeEywXFHFNju7t27lXMOQWg4LiBwwhkFJ4l9bTt7UH8I7giIKwi2QiBBABupJ99\/\/30V3LcXwMJDnjx5VDAfjhA48PAaTio4QxIlSqTOfdmyZZVwC5HR1YmMCMAjOA\/nIFL0wW2C\/lWuXDlVow4CpVGguWfPniqVKJyGcIFiv3D+cE4RZIeA1K1bNyUo6gnOECPhYoFrEG2vuUcdwfp++uknlYIUqevQBvg+nIgQSOE2xP5CINETWn0JCD1I+wkxE46fEydOKKEebQSBFsKrlh7Uithu1F4QhCC6om6YJ4Sezz\/\/XI05uHZxzcCBBscVUhUinaozocHq+UZ6WIiaEFIwVqBPoc1wzaEfYnHVWRpeouOxYwxAP8V1hz4ElzTS4kIAw\/iGPgpx2J\/B2ISxA84\/3GPhKITDEdcjHM8Q0ODwxb3J2xMC4CjUaplinCPWiGFjXrwoBwZI7aEWKr+eYu4OsArv2rVT5GWQnD+4yqWHJTPhzpGcmdPIuAHtJGOa5OJr+JLj7qc\/VsvkuWslEHXpnPBOs8rSs31dnxbuBvzwl\/yzdq\/T71UonltG9npTktilC3SVRat3y8BxwXUS9LB6bh89eSafj5mrhDsjsqRPKT983kZyZE7j9v4SYk\/nj76QpSs3isSIpR6+8MBFCCGEEEJe0abrZ7rC3cyJI11uJgSdkfoJzhCITYT4OhBCq1evruviIMQXgDCClIwQIo3qnTkDonjevHlVbBIOLk\/FPgkhngepiZGiGXUOr1y54rZoHxH40nMfHXckwnmzXhl5s17ZkP\/fvvdQTp6\/Lr\/9vUGu3bqvXFcfDf9d\/vi2u8SK5Vsp4SDm7FtgbC+OKKbMWycT56xWrxMniCfN65aWUgWzSarkiZVr7Pqt+3Lg+AVZt+OYnLnkfDYfnHmDOzdQr2PEiSuBjx6KzSEvcYyAAEmU0nWLuFWu376v\/k2aKL7UqlBQShfKLhlSJ1d94OiZKzJj0SblMNy854T0GPa7TB36rtspA+0zR8OhmDtLWgkMCpIT565ZX4fNJr1HzZFNe06EtGHbRhUke6bUStDbsPO4zF6yVc5fuSXdh0yXWaO7SvIk3pmtSgghhBBCCCGEEOLroA6WVvtLq43mrlMTdQX\/\/PNPlc7v66+\/9uBeEkI8iZZqGCmbfVm08zUo3JEIJ0XShJI7q71DJK2ULZJTmtYsIW\/0HCeXr99VAsrqbYeldoVCPEMO3Ln\/SH7+M\/ghJ23KJDL96y6SLlXYHMO1yheUjzvUkwPHL8q9B2GLlNqDNJq5\/u8IixE3ngQ+iC8vX7wI9Z2YsWNLbCe5jMND2lRJZWDXJtK4evEwqVIL5c6kUqh2Hfyb7DlyTi3\/rtsnjaoXd2tbOTKlkc86NZRCuTJJ3uzpJG6c2DJxziqXhLuVWw6FiHbliuaU8f3bSWy7\/YbIW6F4Lun21XS5fOOuElr7dfF+TQ1CCCGEEEIIIYSQyBLmkHbPKPUeUrQ+ePBAvYbwFh5GjBih6gFOmDBBpT3199SGhERFDh06JH\/99Ze6Pvv27RvZu+NX+JadiURrUBesc4tqIf\/fui+4CCcJzZa9J+XZ82A3XMfXq+iKdvYUzpNJKpXM4\/PNOOTD5vJGndKG9Q0hLvZ\/r3HI\/\/\/bcsjtbaFNWjcsL0XyZlainTssXL0n5DUEOXvRTqNc0VxSt1Jh9XrefzudCqiEEEIIIYQQQggh\/srBgwclX758MnLkSFXaATW1rl27pmqfNW7cWCZOnKi+16pVK93agK7WcEQdL4iFo0eP9tAREEI8CWofvnz5UgYOHKhqdhLr0HFHfIrcWdKFvL52657ud168CJRNe0+qlIkHT1xUqQifPH2uhL\/M6VNKpRK55a0G5ZymJdy2\/5TM\/2+n7D9+QW7dfSgxJIYkT5pApZssnj+rVCqRRzkB3alx9\/jJM5Umce32o3L28k21f8mTJpQieTIrR1nV0vnEXa7cuBvyGsfrDWIlTCSxbA6182JEvs4Pp2byJAnkzv3HcuHq7Ujdl8OnLoXUsMuawXhWV8XiuWXJ+n0SGBgka3cclSY1SoR8hvdRI09LIWsvTDqe8xYfj5cHj55K9oypZc633SReXPcER0IIIYQQQgghhBBvgdqKcNYYuWuqVq0aIuCFlzFjxqiFEOKbzJkzRy3EdSjcEZ8iduxYIa8DYr16bc9XExfKojWv3E4a9x4+kXsnLioxb86SbfL9522UAKfHqKlL5Pd\/Nod5\/8qNe2pBeslFq\/fIuun9XD6GI6cvy4fDZsiN28HWfw3UnUN6RSw1yxWQER+3cMvtFTvg1WV75uINJQx5mpgGrjcj6ncZrdJBAm\/XAEQNPxArZgyJTDT3HFK\/mpEyWaKQ17sOnQ0l3DWoUlQ27DomS9bvlz+XbZfKJfNKlVJ5Q\/0es1IG\/PCXEu1Qjw\/9hqIdIYQQQgghhBBCfI2CBQsqUW758uUqRd7169fl8ePHkjJlSilRooRy2rVu3Vpixoz8yeGEEOLLULgjPsWZi9dDXmdIo58CMjDopWRKm1xqlCugap+lT5VMYsWKqVxJSK\/596pdcvfBY\/n461ky74cPQwknYN2OoyGiXZ5s6aRF3TKSI1NqSZQwnjx49EROnb8uW\/efUgKgq1y7dV+6DJom9x8+kRgxYih3Xb3KhSVZ4gRy6sJ1mbFwkxw7e1VWbT0sA8fNl296tXR5G\/lzpg95\/ctf66R0oeySN\/ur96IyEEUfPn6mXmfPlDpS9yV+vDhKTNP2x4iHj5+GvD5t1781+nVprGr2QTAeNH6+\/PV96D47bcEG2XnorHrd7a0akj9nBo8eByGEEEIIIYSQqEO1atXEZrNF9m6QaErixInl\/fffVwshhBD3oXBHfIagoJfy698bQ\/5fq3xB3e9BvMiULoUSxuwpmCuj+k3L+mWkfd9Jcuf+I5Wu8oPWtUJ9b8Xmg+rfDKmTyW\/DO0uC+HFDfY70l0i16U49slFT\/lWiHfiiWxN5vVapkM8K5MwodSsWlm5f\/SY7Dp6R5RsPSONqxV2uP1eyQDYlOB4\/e1UdY8teP0rJgtmkfNGcUjhPZrWdxAnjubTOJ8+ey8kLwaJSjDhxRQxmPqVNlUSSJIwvkcWUv9aFvEZbRiYQe\/cdu6Bcj7fvPTJ03u06HCy6gas3wqZ\/xbka9tEb0umLqWo9X05YIOP6twtJx\/njnNUh5\/2dZpW9djyEEEIIIYQQQgghhBBCIh8KdyacP39epkyZIv\/++6+cO3dOHjx4IKlTp5Zs2bJJ9erV5c0335RChQoZ\/n7p0qUyadIk2bFjh9y4cUP9tnTp0tKlSxepX7++N86nXwKx4sS5q\/Lj7FVy9PQV9V7t8gWlRIFsut93Vtctd9Z08nrtUspVt2bbkTDC3c07wSks8+XIEEa0sydp4gQuHcf12\/dl9bYj6jXSV9qLdhpxYgfI4A9fl8bdxijn4JylW10W7pBO4Ns+raT7kOmqvh9m0u08eEYtAIJmrixppGKJPNKsZknJltG4\/prG4VOXpUXfX5x+76sPXw+V6jEiQYrR\/7YcUq8L5Myg0o1GJqhTCOEu6OVLGT\/rP\/mia9Mw3zl3+aYsXLU75P+Pnui780oWzK5EuSnz1sv6ncfkz2XbpFH14qr+HWrjJU4QT4Z+1JypJAghhBBCCCGEEEIIISSKQ+HOgHHjxsnnn38ujx49CvX+xYsX1bJx40a5f\/++fP\/992F+i5pUEOcg+tlz6dIltfz999\/SqVMn+fnnn6NlIP6nP9aoRQ\/U7kLqyo\/a1bG8Pjjc4I579iJQtGwQmuMMqQlREy12wKt6eamTJ1b\/7j58Vi5cueVUCLQKhDOIOKBZrZKG38uYJrmUK5pLNu4+rpx3cBoi1acrZEmfUv4c013+WLJN5q\/cpQQiDQh5J85dUwtSc7Z+rbz0bF\/HsGagJ1g66VPxJqcvXJcvxs1Xr+PFia0cao6Oy4jmzXplZc7Sbap24bwVO+XpsxfydtPKkj1jKnn05Lls2H1Mvp++XJ48e6Fq00GAe\/Y80HB9Xd+qKVv2nlQi6rfTlsnmPSfl7KXg8\/p5l9ckQ5rkEXh0hBBCCCGEEEIIIYQQQiIDCnc6DB06VAYOHKhe58mTRzp37qycckmTJpVbt27Jnj17ZMGCBYaiW\/\/+\/UNEu+LFi0ufPn0kZ86ccurUKfnmm2\/U73\/55RflwBs+fLg3z6\/fkS97emndsFwooU0POPRmLNosm\/Ycl5t3Hhp+7+VLmxL27GuGwcn0z9q9qg5e857jpFqZ\/FKhWC7l8IMg5i4nz18LeV04TybT7+JzCHcQey5euy1ZMzh3xTkSP24cebtZZbVAgNx77LwcOXVZucCQYhHHDiFxxqJNcvf+Ixn60RuG60Iaxl\/6t1avY8SNJzFcFBK9CZyM3YdOV241iHVfftBMcmROE9m7pcThHz5vo5yPcI3+u26fWhzp0ba26qtIa5ogfhzD9aHPj\/i4hUp9in6xZnuwe7N+5SLSsGoxrx4LIYQQQgghhBBCCCGEEN+Awp0Dq1atChHt2rdvrwS22LFjh\/pOzZo15dNPP5Xnz5+HadDjx4\/L6NGj1etSpUrJ+vXrJX784JpgEP8aN24sVatWlZ07d8qoUaOkY8eOkitXLolOvFmvjHIrAQhL127eU2kQF6\/bK3uPnpd3B06Rmd90NawZNn\/lThn20yKVatIKz56\/CPX\/skVyyuedX5Mxvy2Xp89fqFpzWECalEmkSsm8ah\/zZk\/v0nHdexBc2w6kSPpKKNTDXki89\/+aeOEBrkEsjaoVV\/+\/duu+\/DRnlXLjAQiVSB9qlH7UV4GT8v0vf5XL1++q\/\/ft1FAJWb4C6gn++d0H8su8dfLf5oNy6+7DUDUX329ZQ6qUyis\/\/xnsME2SyLw+YLaMqeXtppVCHKnJkySUfu818vJREEIIIYQQQgghhBBCCPEVKNw5pLjs2rWrel20aFHlmgsIMG6iOHHCumeQOjMwMDAk3aYm2mkkSJBAvV++fHn1vTFjxsiECRMkOgFBLnfWtKFcdqgXVrpQdhk4br4SaQZPWCA\/9Gsb5rdnLt4IEe2wHqQmLFM4h2RIk0zVq9OcegtW7pIvJyxQr\/+fPTMUbzUoJ7UrFJKlG\/bL1n0nZe+R8\/Lg8VOV9vCvFTtk3n87pVPzKvJBm9puHWPkJnEUSZsyiQzq3kweP30uy\/4vSv63+ZBfCXdw2HX96jc5deG6+n\/31jXVefM1UqdIrIRgLKif+PDxMyXMaulaIUxrKTJzOnEKPnz8VBat2RPyf7hC4aKE2EwIIYQQQgghhBBCCCEk6uM7+fB8gBUrVsiJEyfU688++8xUtNMDtcUWLlyoXufLl0\/KldMXGfB+3rx51Wt8H78jIo1rlJBa5Quqpli746hs238qTLMsXL1biXaxYsaUqUM7SYemlSR\/zgySNHGCUOk1kR7TGRBX2jaqIOMHtJf1M\/rJnNHdpHOLakpwwTmZ\/Nc6WbMtOF2hFZImfiXS3rpnnL5TfW7nzErqxIUVHuCy07hw9Zbl3wU9eSKBDx+GWvBeRIFUkT2GzZBDJy+p\/8OF1qVFdfF1UiVPLNkypgoR7QBq1mkUym2eQnXE5MUh7sKE8eOqfojafvcfRVzbE0IIIYQQQgghhBBCCIk8KNzZMXfuXPUv6mi99tprIe\/fvn1bCXr414wzZ87I5cvBQXqkwzRD+\/zSpUty9uxZ989gFOPDNrWVKAfGzfwvzOea+ypPtnSSPVNqw\/UcOhUs+FgF9QohAH7QupZMHtwx5P0Vm4PdalbIleWVi\/DA8Yum3z14IvjzeHFjS6a0KcRbpEmRxC0f4Mtnz5RQZ7\/gvYjgRWCQ9Ppmtuw8FHxdtKhbRj7uUE\/8lRWbD4a8rluxsPH3Nh2UxWv3qtev1yqp6t2BqzfvKZcpIYQQQgghhBBCCCGEkKgPhTs7tm7dqv7Nli2bJE6cWGbNmiWFCxeWlClTSp48edS\/cMqhht0zHRHj8OHDIa\/huDPD\/vMjR6y7usDFixdNlytXroi\/ArdSnYqFQsSvLXtPhvo86P917Z48C1tfUOPG7QeybvtRt\/cBAp5Wi+zO\/ceWf1eqUPYQ0fHvVbsNv3flxl3Zsi\/YTYj0oLFiuXYZuuLQ1BxrIFO65OLr4Px+\/t2fsnH3cfX\/16oVk\/5+XOMNQvOKTcHib7miOVX\/1gM1CYf8FOzWzZI+pfR+t6FKHwvREiDd6b\/rgkU9QgghhBBCCCGEEEIIIVEXCnd29e2OHg0We1KlSiUfffSRtGnTRg4efOWWAcePH5fevXtLjRo15O7d4JR2GhDNNDJlMk+Jlzlz5pDXFy5ccOmk4bdmS5kywcF+f+Xd5lWV6xFMnrs21GdZMqRU\/56\/ckv2Hj0f5rcQ9PqO+VOePn9huH6IIEjFaCZ2aak2M6ZJ7pK7rUbZ\/Oo1hKdFq8OKdy9eBMqg8fMlMDBI\/f+t+q7XbEP9va9+\/Fu1gRmXr9+R8bNeuRarlwneN29Qv8toKdpsgFrcBYLk4B\/\/lv+2HFL\/R9rUrz54PaQvWGXHwdMh+zJw7DzxJhDcjLh68670HDFTpXaNEztA+nZ65eJ1PO6BY\/9SfS4gVkwZ3rOFJIgXXD+z1zv1QsS+EZMWK9GXEEIIIYQQQgghhBBCSNTFtSJuUZh79+4p8Q4cOHBAduzYIenTp5dRo0ZJgwYNJF68eOo91L6DM2\/z5s3SsWNHmT9\/fsg6Hjx4EPI6UaJEpttLmDBhyOuHD83roUU3cmdNK9VK55M124\/IrsNnZffhs1KiQDb12WtVi8nsf7fKy5c2+WDodFX7rHj+rBIndmw5cvqSzFi0WQlaxfJl0RX2wA\/Tl8vQnxYqIQvrzZohpcSPF0fuPXgse46cU+sHcM\/Z14izQu+ODWTbgdNKhBk0YYFaX91KhZWD78zFG\/Lbwk1y7EywIxLOwkol87iVShLiHRYcZ\/liuaRAzoyqZl\/MGDHk2u37suPAaVmwcpc8ehLsDMWxli2S03CdEDxP\/j8NaYw4cSXw0UOxBQaG+k6MgAAJuPdMcmZOrVKLeppvf12mahhqaUc7Na8qpy\/ecNpX3EXblsaxM1dDXm\/afSKk1hzInC5FSB+0B\/3ozv1HUqtcQSmQK6OqbYf\/b9t\/Wv5avl0ePn4mMWPGkC+6NjFM7Yo+i+8D1FgsnOeV6B8\/bhwl5LX\/fJI8ePxUBvzwl0z+qqNX2p8QQgghhBBCCCGEEEJI5EPh7v88evQopFGePn0qCRIkkDVr1qjUmBpVqlSR1atXS\/ny5WXfvn2yYMEC2bZtm5QtWzbkdxpx4gQ7ZoyIGzduyOsnT4LdXVZx5tBDqkx\/d911eqOqEu7ApLlr5adBb6vXhXJnkq5v1ZCJc1bLg0dPZdzMlWF+275JRSX8GAl3AL9dtGaPWvSAQ2rA+42lYK6MLu132lRJZdLgd+TDYTNUys75K3epxZGa5QrI0B7NxR1SJE0osQNiKQEPx2h2nKBBlSIyqFsz0+8cPnVZWvT9xdL2N\/zeX5IkDE4l6klW\/d9pB06evyZvffqj09\/sWzDU7e19Me6V6O7ItAUbQv2\/cfXiusIdspYipatRTcOkieJLv\/caS71K+rXtTpy7GlLLsWjezNL5jWphvoM++P6b1WX8rJWq7h\/E33eaVXZ6fIQQQgghhBBCCCGEEEL8D9o2\/g8cdfZ06tQplGinET9+fBk2bFjI\/\/\/44w\/ddTx\/blyDDdjXyMM6XQFpOM0WOAX9HQh0qAkGUOfu4IlXwsj7LWvI+AHtlNMMTjaIWGlTJlFiGAS+Xm\/XN1335CEdpc+7DVUqRji2kidJqFIUJkoQV\/LlSC8dmlSSBWN7SJMaJdza9\/w5Msii8T2lR9vayj0FFxb2MXWKxGoff+jXVr77rLXEjRPbrfXXrVhY1vz6uYz69C1pWb+sEnzgtsM2sCRPkkCK5MksbRtVkNmju8qIj9+UeHHd2xYx593mVaRd44pKXEuVPJEEqPZPqNof53\/hhJ6Got3zF4Hy+Zi56l+kxhz20RuG9Q47vl5FOUvBhFkr5ej\/XZuEEEIIIYSQsMycOFIOrFsQasF7xDc5ceKE9OrVS0qUKCHJkiWTgIAASZw4seTLl0+aN28uY8eOVZOn9eq9v\/3226q8gtWlZ8+eLu+f0Tawj4jBlCpVSrp06SK\/\/vprqExMxPdAiZuvv\/5aatasKVmyZFHxOGTEypo1qzRp0kTGjx8vt26FLUty9uzZkPO+dm3oki4kLNWqVVNthWsnKrB3716JFSuW6ifO4r2EOLJx40Zp2bKlul\/AyIN\/8f9NmzZ5rbE6dOgQ6n7lDJiABg4cKKVLl1b34dixY0uKFCmUeemrr76SGzeMM6K5cg\/GgnulEYsWLVL3fYzP8eLFU2N09uzZ5a233pLly5cb\/m7ZsmVq3dh\/vWcFfyWGLSodTTiAkGYvvC1evFgaNmyo+1046\/CAFhgYKJUqVZING4LdOT\/99JN07dpVvZ47d6688cYbhtv766+\/pEWLFiG\/e++99zz6IKLV0IM7z1m9Pas0atRIdu3aKfIySM4fXMV0fVEIW9BLsT17itFWYsAt+uKFSOw4EsNASCKERB6dP\/pClq7cKBIjluzZs0fSpnU\/ZSwhhBBCCHEuKuFvf4hJuXPnNv3u\/cDH8jDoVSaeqECiWPEkSUACr61\/zJgxqiTJC\/wN6gQEDlOlCq4BrgFh4LfffrO8vY8++ki+\/\/57l\/bRlW2gbAriQkOGDAmVaYlELriGBwwYID\/88EOobFl6IFAMgXf48OGhhDsEjwGyc0GY8gUgIlavXl29PnPmjGTLFjZTUGSA9lm3bp0SD8yC9P5C7dq1ZeXKlR6P30aV8x0R+OuxYxyBIKaV57IHZXCGDh0qn3\/+uUe3ib6KPmuPmfwDQQxCIsqIGQERD5kHkY3QESvCoD07d+6UkiVLhtFlIM79\/fffpr9t1aqVuh9DWHQEGRG3b98us2bNUt+LiOc+b8NUmf8HD1SpU6cOUZA14UsPCHx4WLx69WooxdleIIN4ZjXdpdm2CIkMMKC7NuwSQgghhBBCSPQGot3S27vlQRQR7xLHiif1U5TwmnD3+++\/yyeffKJew8kCsaRq1aoqtgIh7\/Tp07J+\/XqZN2+e7N4duka5Hlbcbs7KmriyDThv7ty5I8eOHVNB5alTpyq31qhRo9Tsf5RacRQaScSD8jRNmzaVFStWhPS17t27S40aNSRjxowqeH7p0iV1vmbMmKHcnSNGjAgl3JHoC65lCCFwAHXs2DGyd4f4EcjS179\/f\/W6cuXKalzJkyePHD9+XIl1MAL169dPcubMKW+++abHxrv3339fvcZkA4icZpw\/f1453FBCDBNPsF+NGzeWdOnSKe0CY+K4cePk9u3bahzF\/Q76iSv33qCgICWAQUMpWLBgGNEO9O7dO0S0Q1thokXBggXVswDu\/4MGDZKDBw\/K7NmzJUeOHErwdATfgQkLbY5jCu\/93hegcGcHOoRmeUenMkP7HOqrRoECBUJeHz161PT39p\/nz5\/f1fNGCCGEEEIIIYQQHwOi3f2gx5G9G36BFtBEcHHXrl2SPHnyUJ9nyJBBZTlCYHPbtm0qpaEZCDp6G8dtwIWAoGuDBg1U0BBunJkzZ8qBAwdU4BBiEFLskcjjww8\/DBHt4AD7+eefw7gh06RJI8WLF1dCMgLVEPaI+0SldKKaQAAnrZ7LhxA94CCDGAUKFSok\/\/33X8i4A+EL\/4eAdejQIfU9pOr1hEt78ODBcurUKSUEwj3sTLibNGmSEu3AtGnTQmUPxMQTjIvI8tS3b181UQVuNjjXXbn3Ll26NMT41K5duzCfP3z4UO0HwPYglNuLbtmyZVMu3iJFiqhJFnC+In0nJl3Yg\/twrly55OTJk+o+\/M4774i\/wzx4dtjbPTGzy4j79+\/LzZs31WvMztHAwyYeLAEs4WZg1pj2e3+x9xJCCCGEEEIIIYSEFzgOMNMfdOrUKYxop5cCC0FIXwbCIlyEr732WkjcB+4AErkC0pQpU9TrunXrqsC0WXAcKd\/at2+vhGJCIKqgDhn6RevWrdkgxDL\/\/PNPSLY9iGmO4w7+D\/EJ4F7477\/\/hrt19+\/fL99++60kSZLEckpo1G8ECRIkkNdff133O\/ZimzOjkh7Tp09X\/0Joa9u2bZjPsU4InQCCo55TLkWKFEqYA3C2G9Xc065TTQj0dyjc2YHZUBrI22oEPtNyw8K+qYGBHAq51um2bt2q+3u8r3V0fN\/VXLCEEEIIIYQQQggh\/oo2GRokTpxYohITJkwIcdl99913ht9DDR2k16xXr55KS4ZgJZwYderUUW4Bo5pEqBmGOJIWS0JbwrGBVGQo7ZIyZUqpX7++qsXmDKSFRF2h9OnTq99iQnq3bt3k3Llz6nNtO3p1ylArDsFmuAwLFy6sziOOAceCACucGXp1nTTgoMC6UUMQIG0cUrHh9whqY1\/glrt27Zq4yzfffBNyHDgvVuNv9hm1rGDWTvYiovY91MxzBK4X7G+FChVUkBruLvQH7EuLFi1k8uTJIc4YbZtazS+A9tLWb98\/HLl8+bJyzxQrVkySJUumzjtSz7377rty+PBhy+cLLhqk1IOBAdnIcO6MvmvPl19+qT7TTAxoC7jZ8H+cd7h74PpBPXdnoE0bNWqknEEQ9pGGsE+fPiqwj\/Vq7eCuA1AL\/iP2i1SZVq5HiDVwJGFfIIbg\/bt374Z8H25cuPhgHsH5xXnGeYD7CukBjQQJV8830hf+9ddfSojOly+fmliA9kUqYgg0S5YscatNeOzWhTuAfqlN5nAE72sTUhYtWhSuc4GxtnPnzuq+gv6FMd0KuP6B2dho7xqHO9kV0A8XLlyoXtesWTOUAcpxH6zuR0BAgBoj9WjTpk2I9oJrzd+hcGcHLJd4uAGYFbVq1aowDYa6dhhIAR5IHG2XyMmudSQ8YCC3rD34P97XOhq+TwghhBBCCCGEEBJdsA+6IS1WVAIB\/tq1a4e4GexFSg04LEqVKqXEkuXLlytxCrV88F2kUIMrAbV67IUaPSC0QIAZPXq0Sg8G1wJqEaEuF4KkmtNBD4iD2AfUYUKsC7+F2DFx4kQpUaKESl9qBmohIfAMcQO1h5DuDMeAY4GogwAqRBXNSWHGmDFjlNiDAC9+j\/qB2Jfx48dLmTJlVHo0V8H+aCkyIXggpamvcuXKFZUi7rPPPpMtW7aolHQIwKM\/HDlyRAkwXbp0Ua\/Dw5w5c1QquZEjRyrR9t69e+r8IJ0eRGTERSEQOgPnHuIsxAnsu7NyQ0YgWxn6L1LfQSzGeb9+\/bqqa1m+fHnTsQHHgPO6ePFiJdRBSD5x4oSqMQkRTE8cdRW0O4C4bgWIBUWLFpWxY8eqfXGMCaPN0cYDBw5UQjXOL84zzgPqeA0bNkylVXR27VkBgh0EX6R+RV2yx48fq\/bFtQRDCsYXCD2eIiodu73oqyc+W0E7DoylRrXW8D4+t\/++u2Cs3L59u+r7rqT61baPe42RmIt7hIamm1hl7ty5IX0B50UPTDrRJvDg\/OiNJ\/fv31f3FVCrVi3DtLUQzDERwf769Wco3DkAKylmOkCpxgOIVixy586d8uOPP0rp0qXl4sWL6rtDhgwJoxSjg2g5bPGbihUrqg6O1\/gX\/8droM2IIiTSeGkTm5oBpz+TjxBCCCGEEEII8TR58+ZVzg\/NaQDXFgKsUQW4pgBcc47ZmBCArFGjhgpkw130ww8\/qKxMENzQBghgw4GAICXaxQwIYwhgQqCD0wduHQQ+M2fOrLaNAC5EDUewbQSkEThHXAsBbjixsOA1to+UZWYkTZpUBb\/\/\/PNPFedCUBwiDoLHvXr1Uk4SBIIRqDcDKUXxfbi3Nm7cqAL6KF+D3yFwDpFTi7O5AtpdCwDbl8bxReASg9gBhxZcdxBC0Q4QsRDQh1uwatWqodwocLLYB9qR1hHv2S\/2QOBCGjkE0SF44brDOUP\/QNwTMVC0F\/ocxGMjIKZ9\/fXXqu\/hd+hzEI01k4JVINjA+ZU1a1aZP3++6jsQkH\/77TcVl4Wg2LFjR9VHHYHTE65BkD9\/\/hDBF+IfBAw43CCKhwccE64HAPHYCnAKot4XjgHXI44H4qa9qwmCOsQt9Hucc7Q\/zt0vv\/yinHE458gI5yh8uXq+MbbA+ff3338r9yL2BfuEc4brFqYTbBOxbk8QnY\/dEWgKOD6giUhGwDkJ8H0jl7UzoFPAZIRUlBDBHWu\/mYF7hOaig7CG6wdjLoRw1MpDOk+MTwDjdLly5VzaN23yCPqGUSpOOEGhvwCkKca9ABMY7t+\/r+6LGHPgRMf1DSch7plmaNerszJm\/kBAZO+ArwHhDQMLBhwM+rgZYbEHgw2KKGsd1xE8ZGGwwWwVDBBIO+AIbiBagVNCIgt1Uwh8AfsnTwIhhBBCCCEkSnDrzl158SJ0sDd27ABJmTxZpO0TkTBxFThjWrVqpf4P1xYWuNUQdIMTDOnpUNvOPk2XM4eVM5AuLiLKlSC2pAFBwh4EWBEQhesQ4pKWMhCg1l+\/fv2UawIuH7jikKkJ7aEHxA24VezTlyFlIdoR60CbwPHw\/vvvh\/od4lkQRFALCcFsLXgM4PZDcBYOMDOQ8lAPpLrEpHe4IuDOQHAcIpxRSlS4vRBMt69JhHSfCBhDgBk3bpxyYCGIi\/21CtarAVHAl9FEieHDhyvBwR6kU4QrBilM7UEg3L7uI0Q\/vKcHgvCIQyIGBGEEfcL+OqhUqZJa4JJEitNPPvnEMM0cxL6WLVuqTGXaOpCq0lVHI84t3HYQa3FdakA8wHFgPyG2IGjv6HiDgAAg+uH39g5eCBHou\/aljdwB4hLAMRpdf3rtDJetNikB2KdJhONMz0WI\/UdKVLQr2gTjA9oXwqU75xtAwNED+4ZzjT6FFKVwLuLf8I6L0fnYHYGQCIefldSS2ucYyzFeu5M6Gn0e2\/zggw8s91X7CRi4B+B6w4QBCPCOIjzcrxiXcI5cAUKbdh1BZ8F5MwLCHdpgxIgRajx0dP8lTZpUHSfuj0jPawaeG+AuhgiIdZrVNfV16LjTARcx1PtBgwYpmy8eDLRc30iNidkucNsZNmrMmKr4LWaAoIYdOhTsr\/gX\/0fng7LvigJOiNfQmdER9OypvLh3V57fuR2yBN6\/z5NACCGEEEII8Xl69BshtVt0DrXgPeJbYJIz3Fr2QTjM9Ed6K7hpkLEIAhQcSFoQ1AwEPJ0tWu02bwPHkAYcAxpIR4Z4kTbp2160s6du3boh9awg3hnxxRdf6AaGEZhGoBzs2LEj1GcQEjVHVY8ePUKJdhpIp+iqg8oRiC0QnXDMmzdvNvye5jLTQytPg\/MPl6Ar2Le7\/fnwRTRXmV79J08AIQQGAwSw0f+MhAoEzQEC+EbtDSEdtRs9IXZAOLEX7ezFZ+2cOfZfBOM1dy4EYb1aV3C8uioyOKLV+4OIDNHACnCG2gtXrmLvSjJzPXoCLW0hxtzjx4+He31R6dgxLkPkxmJWt9II+xTH9vXb9LAXJK1MPnEE90u4Z+FEwz3F3YkmcCfC1asHnKcQVPXcr2bAva25CI3SZNoDkxQmaui12aNHj0Jc3c7QJhFATIZz1p+hcmQABmbMHsJsAdi3YdOFVR8uOmezjjSQ7xkdHx0LCi\/+xf9dzQdLSERjQwrNoCCxBdotjkWl1Xdeqn8JIYQQQgghhBBXQR0ixFpQWqRdu3Zh0oohYIi6X0ixhjpF\/oJ9yjN7gQMClnYcSN+IQK3RgonkQCu3oodZfAnpSAHSxNkDl5+2f0hJZgQmnjsDaRIRLIa7CSId0nZqtaGw4HNgJgzA3WckrGnHoHccUQktzgjXCdK7uZsyzwjN6QQnJIQ3oz4HEQzuObN+B1eUM8eLFSAiauK0IzA6aKWFHM+7vQgc3v5rhtZ34YK1CmqnOQPnFo5HOJwgmkO4tr9m4EQGnhDTMFEBfQoOJJzbgICAkO3YC6ae2FZ0PvbIAnoFJl9odUJdcSTbAyEe4h3SHCM7IGppYuIDUjhrWQUhquF+48p9GMIdwAQc1DA1A+5auMSRqhf\/IlX09evX1YLXuE9AU8G9BkKlGfZivnYd+yvMj0cIcQv1IPniudhix5EY4v1UI4QQQgghhBBCoh4I4KOemlZT7c6dOyp1F1xCcOShXhDS4SEIa1bbxtNiR3gDqhr2gX\/7On4FCxa0tC6zwKOZgKKlJXMMtJ49e1ZXGHPEWXpJnCM4o+ydbVbaw51jAK4Kt\/bBW6Rl9GXgOERAGu4QBLhRowvCLt5DPUSrfcUIrd\/hOrKais+o3zmr2WUVTeh1t\/\/iusI6jAhvelTt+PUcfUY4axuIoxAb16xZE65rxgoQyFDH0sp147gtM+eXUYrKqHLsnsBeGITrywz7en5m6T\/1wKQWONDg0HbXYQpHoZZ6FoIYUhw7pm5G+uratWurCQDIQKg5c82AM1YTRZF+2cyhC7MTtovvY\/yD4xJCq717G59jH9auXavWBweg0fUflYQ7Ou5IhINaA426jZGizQbIf5sPRuszsOPgadUOWPDa34jsP4y0tps4Z1Wk7gfxLji\/2rmOLOp3Ga22P3DsvDCfXbp+J2T\/Fq7eHSn7RwghhBBCSFQBwUIEeCHcLVy4MCTgN3nyZBXg8wfsXRxIYRaeILFZ4NdK\/T\/Hv9vt07jppSm0EkTGcSCtHUQ7pOpEykM4+eCQxGeot4Qlc+bM6vtmKdas1jB0Nf5gnwIUzhFfBoFxuF2aNWumSu1cu3ZNiQ9w0xQqVEi53JYtW+b2+j3Z78zqVLmCu+dd679mfdcdEcQTOGubjz\/+OES4QhpYlFKCAHHr1q2QawZpgoGraQntgYsZDmYIVxDUxo8fr8o+wb2oXZ+oGanhuC2zdMNR\/dg9AdoJ1zGAY8wM7XNMYHGlzyJDIOqCIq3khAkT3N5XTYTDBAF70c4evK+5Y1H6y8pYPH369JDXHTp0MP3u\/PnzQ+6ZqG1qL9pp4L3Bgwer1ziHcOlHB+i4IxHOzMVb5PyVW5IrS1qpVd541tC1m\/dk\/sqdsm3\/aTl76YY8ePRUYsWKKUkTJ5BMaZNLvuwZpESBrFKuaC5JnDCebqD98g3rs6oSJ4gnG2dGnjBACASgdTuOys6DZ+TEuWty\/dZ9eWmzSbIkCaRgzoxSt1JhqV2hoARYfMA1A9fgoZMX5eCJS3LwxEU5evqKPH3+Qn321YevS5MaJSyva\/fhszJ3+Q7Ze\/Sc3Lr7UOIEBEiGtMmlepl88laDcpI8ifkDNSGEEEIIIYTo8dprr6kyJP\/++69yJkCA0VJI+jJaOj+IjuXLlw953z4wi8CyfX2jiMJe8IAIYpRezcx1g7pKN2\/eVCkNEYwvUKCA7vfsA+QRDVKrQRwKCgqS9evXS2TjTCBAv0YAG\/0CbhX0IThPsO+oN4frYN68eUrccxWt38HV6u8Bb63\/2gvQerhTL8wezc1jxVFqBeyvljoQApWRa8negeUu06ZNU5McUJtvy5YtunUwI9KFGt2OXUv1eujQISUkmnHmzBn1L77vSt1IOE8hoEFgR01SZ2jrRgpZpJzU3O2aYFaqVCnT3yPNLsZ6jPtwsem1qwZqkmrjDFKVIg2nGZj0oWG2H6VLlw5Tg1IP+2vWbD\/9AQp3JEJ59OSZTFuwQb3u3KKa4aA0b8UO+WbqEnn6LFhI0AgMeqnEDCy7D5+TWf9uUWLGN73CV3SWhCZmrFhiixlT\/tlwQAZPXa7e++e79yWLjxd09mfGz1opv\/yln8te6\/Nrth+RGYsyyrd9Wkn61O6fCwiD7w4MLogeHl4EBsnwnxfJ\/JW7Qr3\/7HmgHDtzRS0Q9Eb3fktKFNAvuk4IIYQQQgghZiBNIIQ74A917lCrB4KLVrssZcqUuunk4DaBmyqiyZo1a8hrBG2NAqX2aT0dgZAEihQpYijaoR28kYbOFbGqTp06qj4SAs5o75w5c3plW3C9IIBuJjzAjWgFOJfgbsGCulII\/uM1guVwnLgj3KHfwaGDNvB3tP4L0QFtYpQuz6z\/RoZwh\/3RHMNvvfWW4fcOHDgQ7m1p1yf6jZFwYbYdT2fX8qdj9xSo04Zrd\/fu3fLixQvdtLB4H59r349o7F21zs45UlZrOBMYcb+GkxK0b9\/eY\/vx0uI+2F+zZul0\/QEKdyRC+XPZdrn74LGkT51U6lTQd9st3bBPvpq4UL2OGydAOX8qFMstaVMlEVy\/N27fl0MnL8n6XceUS8gZqVMklolfvO30e7Fisk5bSFvEjSsSO7bEDHh1Y4nlJA1BZLBvwVCJKty880DdoOLHiyM1yuaXskVySpb0KdU1cPrCDSVSo99j6TJomvzxbTdJED+uW9uyyasbYcyYMSR7xtRqu3DeucLXkxeHiHbY17ebVpJ8OTLI8xeBsv3AaZmxcJNy4PUY\/rv8PvJ9yZYxuMh1VCNjmuRRqi8SQgghhBDiS1y8eNFSPTRf4YMPPlAuL6DVDtKoWrWqSomGIDYcCZEh3MEBiKAn\/v5ETSMj4Q5pSo3QgvDaceoxc+ZMiWx69+6thDsca\/fu3dVrK64WuDmMBEk9kA4VzhkzscjdVJcQrlu1aiVjx46VI0eOhPrMXgwwOxcQMOHm27Nnj5w4cUK5e\/yVihUrhrz+559\/pGPHji73XytodQUhAkAktK9V6Q72aX6NzhXGOjN3qNXz7WvXZ3Q89kaNGql0kRDzIWShHqgjixcvDhH7kR7aFSBM4no244svvlDXCNC+CyeiRqpUqVS7QkBEOlEzdu7cGTIhwn4yih6auxLpQs2EWr100tgP1PY02wfHCSiOaBMUMKHCW5M1IgrWuCMRRlDQS5mzJNj+Wq9SEWUd1vvO6GlL1euE8eOqYH\/\/9xpL9bL5pUDOjFIwV0apVia\/dG9dS\/74trssGNtDapYzf5iKHSuW5M6a1umSI7N\/22e9jS3opchL3yn2HdVACtie7evKqqmfyfCeLZRgXTx\/VtXvX6tWTGZ8\/Z7UqVgoJM3l9EWb3N5WmhRJ5JMO9WTKkHdl0+8DZP7YHvJmvTIurQMi318rdqjXebKlk9mju0rzOqXVNYr9fu\/N6jJteGclCCLNrXZdE0IIIYQQQggCawMGDHDqZoFLCIIDgNhgFqyLbOAGfPvtt5UYBqpVqyYtW4bODoS0lJ06dVKvv\/32W9m0yfzvOqSavHLF+YRlV0CQVKtlBDEIKdccQXq3cePGOa0fh9SlJ0+eDPM53h8+fLhENghuo54WWL58uRJ5zOokQuBD0BlpNl0B6eC0FKJ6rtB169bJn3\/+aZhGEO5EM7RAtGPA3P7\/Zo4+1PyC+wiOFfRRZ2kkfbkmoH3qvSFDhihRTS\/1XnhTgmriAfrEjh3BsY\/wkC3bqyxEmpjimEq1S5cupilVrZ5v7fpEulW9MRYCGWqVRRTR8dgh3Gk1PiGgIX2kPfj\/oEGD1OssWbJIw4YNXVo\/BDjUvjRbUqRIEfJ97T372p8Q7apUqaJew5W8evVq3W3BQb527Vr1unbt2rrxfA20ueaQR6pr+30wwr623pdffqkrugYGBoa0F6hbt67h+pBqWBsrMFHGn6FwRyKMrftOytWbwWkSGlbVz0l\/4MRFuXkn+AHijTqllSBgBsS2uhULe2FvSRgCX3jcLk9e8XH7uvJOs8pKsNYD9R37d2kssQOC69ut3HLI7ebLmiGVdGhaSUoVyu62a2\/Rmlcze3q9XU8SJQhbZxKCeNvXgus5bNh1TE6cu+r2PhNCCCGEEEKiDnAZDBs2TDJmzKjcRBBL4HJCei3U0MHMegQ7EVTU0mjh+2ZAjHC2hLeGkv26EKCEwAUn1WeffaZExd9++y2kXhlEHNRYcwTHkTdvXrUvNWrUkI8\/\/ljVYkLaP6wTrq25c+cqkSlTpkxOxT13GDlypNo3pLJEG8+aNUuuXr2qFrhR4Aw0SzHWvHlzFbyFUwMBZ4iV+O358+dl4sSJSvRAykcrQVtvM378eKlZs6Z6\/euvv6q2Hz16tHKgXL9+XS14\/d1336nUpkjt9uDBA5e2obm+Ll26pNoDgWMISnC3ff3116o+nb14YQ\/OO1JZovYU6nMhjR+ugWvXrql+AeFRC4TjWrEHta20GoXYDlKf4npBkNteBMG5wLpxziBoIID\/008\/qb6Gel84d9u3b1dtBbHTvpaUL4LzByA6o69BDEI7QgBF\/6tfv364RX60rebwRdt4QjDXxECI2hgHcL5wrletWqX6KByh+fPnN90nK+cbtQwBxtN69eqp9aOfQ2TX+qOzumOexN+OHf0KzlwsELrdAYLRqFGj1Gtc0xC8cO3hmPEv\/q+l7MT39AQmiGXafkDQ8gYDBw5U4wLivRAbUX9QGxfwL84XxiZN6MOEGzPmzJkTIlJaSZMJKlWqpO6FAOIhXmOixY0bN9SC1xiXMAFCu\/+Y1brVrlfcx\/wdpsokEcbyTQdDUurlzqovyF258apAaOb0kf+A5yoQJ5as3y\/7jp1XKQJfvrRJquSJJH+ODFK1dD7lmIofN47l9b074BfZeeislCqYTaYMDZ6Vp8fEOavkpz\/WqNdGKftWbT0s\/6zZI4dOXZI79x4pASh5koSSJnkiJeBUKZpDCuXKqL674\/BZ6Tzk91C\/b9hjfJh1Th7QVkoXC3vDW73tsCxZt08JsbfvPZK4sQPU+UQbtG5YXpIk0i\/APXDsPCUIZUidTJZO+lRu3H4gvy\/eLOt3HpOrN+7K46fP5ZchHaV0oeC6AEWbBd8w3m9ZXbq+FfwgrrFw9W75YlzwzMwlP\/eS9KmSqrSOi1bvltMXb6j6bJnTpVDCb9vGFZyelxPnrsmvf29QKSDv3n8sKZImVHXb2jeuKPlzZgiz794gWZIESsxGuswLVz2TZ91dDp+6pP5FKk\/0HyMqFM8tk\/9aFyI2Gl374eXomSvSdfCvqr\/hmkN6XE34R79BH8LkgcMnL8ml63dU\/czECeNJjkxpVL9sUbe02yIm1tfgvW\/V668+fF25JQkhhBBCSPQkcaywE9r8FW8eC4KUSKOFwCsCfViMiB8\/vnKntWjRwnSdiRMndrpdBPI054A7ONsGPu\/atat89dVXhjP94ZSAuwHHA1Hu+++\/V4sRaCdPA4Fq6tSpSnCC2NGmTZtQnyMtIJyOZcoEZ2YJCAgdPoT7cejQodKvXz8VQNcCu\/bHOG\/ePBW49VSNMHeBaAVRAPsKF+G5c+dUCk0jEiZMaPq5HgjCwzE0adIk1b8cHXsITPft21c5UPSA8ADxU3NrGrlS0K\/swXlBClAE25csWaIWe+wnX0OwWLBggXTo0EE5+NBPjQhvWkhvA4EB4o9WA9AxzSAcTHBVaWKAY\/+1CgQC9BkIB84ECytoojZEXazPcZ0Q8SFOoZahHlbPN45b649wC9o7mgAESVyfrqSDDS\/R8djhuNbc5XD62ad5BRDMMI5qYmNkgHvi5MmTpVu3bsotjHESi964CPG\/RAnzeBfSg2ppODHmWAWOZFzXmKyAtjJKm1qzZk21H0ZAoMWEGvDGG2+Iv0PhjkQYOw4GXzhF8gZbhfXQ3ETgzMUb4i9AyOnz7RzZtj\/4GO25fP2uWiCcgYgO6iP9aN\/v\/pQVm4OFUw0IVxA0IDrsOXZBNu4+LrOGvRuubd1\/+ER6fTNbiVv2oObZ4VOX1fLH0m3yw+dtTfsB2H\/sgvQYPkPu3A9\/8XGINO8P\/jXM+YEYh2XtjqMy+auOkiCe\/h9Ei9fulUETFkhg4Cu7NtyjS9bvU+06qGvoP1K8CdoSxDKxpkcE9x48CUnxGaAzi1QjZbJEIa93HQqbgsUT7D58VnoM+10ePH4qGdIkk0lfviOZ079Ko\/Dh0OlKAHcEfWvX4bNq+WPZNpkwoL1kz+TfhWsJIYQQQkjkkShWPKmfokSUOyZvAOEHM+nhVoPQAccTApyY5Y9gZrJkyZT7AkFYOB60lGO+BAKZCDSnS5dOSpYsqYKyCBSiBpAVB8qGDRtUHS643eDQgisEqQyREg6uMDjhXn\/9dVNnQXiAqFa4cGEVCIeTAW2PY0EKss8\/\/1wFXs0ES3wH5wii4+7du5X7Dg5K1FOD8GWfki2ygVMErpYePXoodydSv8ENB1cO3CxwF8KFhmOHq80d4QoONgidEAwgJmG96OdoZ9Q93Lhxo+7vIDJBwF25cqUKVsPtAwcc2hPpLREoh7AKoVevPh8C\/2j333\/\/XblW4RY0ypYEgQtB7Z9\/\/lmJmfg+zjtEZggaaAOIkBCsfB2IC6jXCFEfwX6IDnCo4hjRN+1TzFoR9fWAAAThDucH58XINelK3TzU8IIACzEQ7iu4UiGkv\/\/++0oAd+assnq+cY7RH\/HvwYMH1biKcRTiCK5PM0etN4iux45+irEcaYnRj3DcGFtxv8B4BFE\/ssEEDgh4GMPgeIP4hRS+uMdhDMOYAKEfY5UZGFO1NJWobWdfl9AZuO\/hnogUt1hwT7lxI1gXwPlCLVaMgxibzOqUom8ATJ7A\/c3fiWFj7rsoBwp6ag+1mDmFG5cnwAC3a9dOkZdBcv7gKtOcto5cu3lP6nQOtgh\/1qmhcl3p7vu129Lw\/e9CnDzj+reTskXcKyRZv8touXzjrlcdUODJs+fS7rOflQAECuTMoGp95cqSVuLEjqUEHggWyzcdkA\/b1A4l3EHM7DRwqnpt7yTzpONu9pKt8vXkxeo1ao+9XqukZEqXQtUeu3vvkZw4fUk27T8jDx89kRlD3pEYceLIkweP5NKdh7JmyyGZMDfYLfVj31aSJk0KTAkJXvHLl5IhWQJJkCSxxIgVUwlK7ftOkiOnLytRqX6VIlKpRB7JmDa5ErwgrsxYtFnuPnisHHd\/fNtNMqQJ\/TCsudaSJU4gsWPHkkePn0mb18pLuaK5JF7c2KqNi+fPItkypnbJcVcsXxbZf\/yCvFa1mHI9pkqWWK7cvCu\/Ltgg+44F55Lv+HoV+ahdnTBtu\/foeenY\/xcJevlS7UO7xhWlQrFcEjsgQLnOpsxbp1xeObOkkaOnr3i1v8HFWafTNxIY9FIK5c4kM79532Prtm8vK66xNz+ZIMfOXFGpPTfPGmj4PbgDW\/eeGCLirZ7W1+V9M+vfcNL1HjVHnj5\/ITkzp5Gfvnxb1fCzp8Pnk+TRk2dSrXQ+KZAro6ROnkRsYlMO39VbDyvxFe7YbBlTyZ\/fdZe4cWIbjieNqxeXIT2aR6rjrvNHX8jSlRtFYsRSAY60adN6dXuEEEIIIf5Gm66fyf7Dx0O9V6RAHpk5caTL60IgCm4YzPZHAIuQ6AL+1tDcFUhdCnGSEH8B7kII3wACgL0Q7QoQWJDaEA4\/PScSIcR3yJMnj3pug6Ncq2\/qz899dNyRCGHvsfMhr\/NlT2\/4vUxpU0iVUnlVMP7Z80DpMmiaFMyVUQlARfJkloK5M6r0jq7wIigoRFQzA6kP7d1BVhk\/c2XI+lvWLyufd34tlPpfIGdGqVG2gPRsV0fuPwrOzR+RrNgUnDO5cJ5MShy0d0fZgl5KufyZpV3TynL31qs0pRD1IDweOvrqvGVNn0IyZkyrRDrtt7bnr4o6\/\/zHGiXaIf3gpMHvqOO2B2klG1QpqsS9G3ceyLiZ\/8mIj\/Xt4BD34H77dXhnyWvXXyBWuQPEt2EfvSGvVSsW8h7SW6Jftfp0opw8f03m\/7dTureuGcY9NnzSP0q0ixM7QLny0A810Ka1yheU9n1\/VqKdt\/nt741KtAMQICOTHJlSK+EOgtiRU5dVe+ph77KD8PjiRaDEju2ZWw8cjxB7NSHzx4HtlQPQEYhpqOvnCM4lUqU2q1VSun71m5y9dFP+Xb9PXq9VyiP7RwghhBBCCCH+CuqGAbixChWK3L8\/CXG3\/6LWnbuiHUCaQ6T8g3vr008\/9UrqWkJI+Fm6dKkS3eCMdUz\/7K9QuCMRwrWb90Nep0hqLo4hyN59yHTl1AH4V3sNEIAvXyyXNK1RwlAssAd10t7oOc7p9\/RcW864\/+iJ\/LViR4jT7rN3GxpadiFWuCMMhpebdx6qf4vmzWKa0jCpQd05Kzx+8kylwATdW9cKI9ppwGHX5c1qMuznf2TF5kMysOtzw\/SUbzerHEq0Cw81yxUIJdppQIx7q0FZGfrTIiUWnr5wI6QuGoBLD+IUaNWgXCjRTgPntHfHBvLRiJniTbAvMxdvVq\/Tpkwib9YLrjUQWaAu3NIN+9Xr8bNWyrj+bcO4cO\/cfyTTF4VOB\/LoyXNJ5gHhDv1txOTFKi1C2SI55Pu+bQxr1OmJdvbA0YnjWbPtiFoo3BFCCCGEEEKiOqg9h1R1eiD4iRSEAKkHjer1EeKL\/RcpCZESFYS3flj9+vVVXa1Vq1YpFw\/SOhJCfI\/B\/6+PCHdsVBHYI7dIEok2IICvgTSJZsBR99uILvJF1yaSP0dYYe7c5ZsyZ8lWeevTH6Xf93NVnbbIYvv+06p+GkD6z1j\/d6P5EqmTB+fyhovR\/jyYATHE9hLOLrtc0QY50gHSeaK+GKhdvqDpuuG8A0ifeeTUK0HWkYZVPJfHH04\/I+xFRqRqtWfbvlMhr\/WEP43KJfOq9J7eAk61T7+ZrZxlEIaRqjF+3Mi9CdWpUEjy\/l\/kRH3ED4bOUHUJnz1\/IQ8fP1UCWIfPJyvh3L52JT4PL5PmrlFOSPRTuFnHD2hvKNrpgdSmGEe0GodYUvzfyXv87NVw7x8hhBBCCCGE+Drt2rVTdYhQZw9lVlDr7OjRozJmzBipUKGC3L9\/XwU\/Bw40Lo1ASGSB+pedO3dW9dIuX74sd+7ckf3796vgPWoVItUdahV+8skn4d4W6iNiojLqQT5\/HnkxSEKIPqiXi\/p6SOmMOqVRBTruSIRw7+HjkNdJEjkvbo1AP+rEYbl++77sPnxODp+8JAdOXJD9xy8q0Qf8u26fEgZ+GvS2oWjmzZpjR\/\/vxgLFC2QVX6RR9eKy6\/BZOX\/lljTqOkZqlCsg5YvllBL5s0ma\/4t6jgQ+eSK2oCAJsnsgCXz2Ki2mI6j1plGzo\/W6ETfvBrsBHYELD3X4PEX2TKktOQ2R9tEepNDUnHmon2YE+l7e7Olk2\/7T4mmwTx8MnS7XbgW7VlGHz926j54Ex\/xd39bSdfBvqm9t2nNCLY60qFtG9Q\/NNeuKwKbHqKlL5Pd\/gp2HqCU3qFtTS4L5niPnZNa\/W5QYe+\/hE8Pv3b3\/aqwihBBCCCGEkKhKUFCQ\/PHHH2rRAy676dOnS+HChSN83whxxtOnT+WXX35Rix5JkyZVde7SpXuVVcldihcvrq4XQohvUq9ePTW5P6pB4Y5ECHFjxw55jdp1AfGNUzY6kiZFEqlXqbBawL0Hj+W3hRtl2oIN8vKlTbYfOK1S9pk5oryFfZBfc7b5GqjfdfHqbfn17w3KFbdw9W61gMzpUki1ErmlZcNykjGZa7UD7bl915qTzxHNregI6uR5knhxX\/U\/R2LEfJXaFP3JHq0mIcQ9Z+KQq7UXrQB32kfDf5fDpy6r\/3doUkneaVZZfAXUpJw1qqv89vcGWbxur1y5cS\/ksxyZ08g7TStJ4xolpOkHP6j3YsWMKYkShE+400Q71GD8snvTMOk59Zg4Z5X89McaS+t\/6gFHICGEEEIIIYT4Ol9++aUS5datWyeXLl2SmzdvKrEuS5YsUqtWLfnoo48ke\/bskb2bhOgybtw45RbdvHmzXLlyRW7duiUJEiSQHDlyqPSW6L9p0hhPwCaEEF+Hwh2JEJInfZVGEMJbwnC4bpImTiA92tZRmRunzl+v3vtv88FIEe78hQ\/b1pbmdUrJkvX7lCsM9dIgml24eltmLNkms1fslD7takuL2iXNVxRDxBb0Uv1rn0YzSKXVDGbOt91Ma+nZkzZVEt33IfBEdwKDgqT36D9kx8Ez6v+v1yopn7xdT3wNiKwftKmtFqRivffgiUobmixJ8DUfFPRSLl2\/E+J8NKoBaZVa5QvKyi2HlBty5JQl8nnn10y\/v23\/qRDRLlPa5NKhaSUpnj+rpEuVTOLHix3SVyfMWimT5q4N174RQgghhBBCiL9Qrlw5tRDij9SuXVsthBASVaFwRyIEezcSXExhK9e5TvPapUKEu\/NXQ9cmiyg0cQLcuPNAOZA8iSZyvHRi933y1LlLKEOa5NLpjWpqeREYpFIXLt+4X+at2CnPXgTKiF+XSeHcGSV\/nizGK0Htu+fPg\/fLzkVpX98NtcLSpkoqUYEk\/3f+IbUiBCgz153V+oFWePnypfT\/\/i9Zt+Oo+n\/dSoVlYNcm4g\/XuaPzEALb8xeB6nWh3K\/qCbrL15+8Kb1Hz1E19FDrMiBWTOndsYHh9+f9tzOktuaMke9LiqT6zkiz9JmEEEIIIYQQQgghhBASUdDWQiKE3Flf5ZQ+d\/mmR9aZOsWr1JTh8\/C4T\/4cryTI3YfOenz9mjPx\/sPglI1GuNqmqCFYLF8W6fNOAxnxYVP1HrTBlduOO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alt=\"\" \/><\/p>\n<p><em>Gambar 2. Distribusi standard error dari 5.000 simulasi. Histogram merah menunjukkan SE yang dihitung tanpa memperhitungkan clustering \u2014 terpusat jauh di bawah nilai yang benar. Histogram hijau menunjukkan SE yang memperhitungkan clustering \u2014 terpusat di sekitar nilai SE teoritis yang benar. SE clustering rata-rata 2.19 kali lebih besar dari SE naif.<\/em><\/p>\n<p><img decoding=\"async\" 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alt=\"\" \/><\/p>\n<p><em>Gambar 3. Panel kiri: Coverage rate \u2014 seharusnya 95%, tetapi tanpa clustering hanya 62.8%. Panel kanan: False rejection rate \u2014 seharusnya 5%, tetapi tanpa clustering melonjak ke 37.2%. Garis putus-putus menunjukkan target yang seharusnya. Dengan clustering, kedua metrik kembali mendekati target.<\/em><\/p>\n<h3>Interpretasi Hasil<\/h3>\n<p>Hasil simulasi menunjukkan perbedaan yang sangat mencolok dan mengkhawatirkan:<\/p>\n<ol type=\"1\">\n<li>Coverage rate tanpa clustering hanya 62.8%, jauh di bawah target 95%. Artinya, dari setiap 100 survei yang dilakukan, hanya sekitar 63 yang confidence interval-nya benar-benar memuat nilai populasi sebenarnya. Sekitar 37 survei akan menghasilkan interval yang meleset \u2014 padahal seharusnya hanya 5 yang meleset (berdasarkan standard <span class=\"pm-math-inline\"><svg style=\"vertical-align: -0.025ex;\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"1.448ex\" height=\"1.025ex\" role=\"img\" focusable=\"false\" viewBox=\"0 -442 640 453\"><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"scale(1,-1)\"><g data-mml-node=\"math\"><g data-mml-node=\"mi\"><path data-c=\"1D6FC\" d=\"M34 156Q34 270 120 356T309 442Q379 442 421 402T478 304Q484 275 485 237V208Q534 282 560 374Q564 388 566 390T582 393Q603 393 603 385Q603 376 594 346T558 261T497 161L486 147L487 123Q489 67 495 47T514 26Q528 28 540 37T557 60Q559 67 562 68T577 70Q597 70 597 62Q597 56 591 43Q579 19 556 5T512 -10H505Q438 -10 414 62L411 69L400 61Q390 53 370 41T325 18T267 -2T203 -11Q124 -11 79 39T34 156ZM208 26Q257 26 306 47T379 90L403 112Q401 255 396 290Q382 405 304 405Q235 405 183 332Q156 292 139 224T121 120Q121 71 146 49T208 26Z\"><\/path><\/g><\/g><\/g><\/svg><\/span> yang lazim ditolerir). Gambar 1 menunjukkan fenomena ini dengan sangat jelas: banyak garis merah di panel kiri (CI yang meleset) dibandingkan panel kanan. Sementara, coverage rate dengan clustering mendekati 94.4%, sesuai dengan yang seharusnya.<\/li>\n<li>Gambar 2 menunjukkan bahwa distribusi SE tanpa clustering (merah) terpusat jauh di kiri \u2014 artinya SE yang dihitung terlalu kecil secara sistematis. Distribusi SE dengan clustering (hijau) terpusat di sekitar nilai SE teoritis yang benar. Rasio keduanya (2.19x) sesuai dengan akar kuadrat dari design effect (\u221a4.78 \u2248 2.19).<\/li>\n<li>Gambar 3 merangkum konsekuensinya dalam dua panel. Tanpa clustering, false rejection rate melonjak ke 37.2% \u2014 artinya kita akan terlalu sering menyimpulkan bahwa ada efek yang &#8220;signifikan&#8221; padahal tidak ada. Dengan clustering, rate kembali ke 5.6%, sesuai standar 5%.<\/li>\n<\/ol>\n<h2 id=\"konsekuensi-terhadap-hasil-inferensi-bahaya-yang-nyata\">Konsekuensi terhadap Hasil Inferensi: Bahaya yang Nyata<\/h2>\n<p>Apa artinya semua ini dalam praktik? Konsekuensinya sangat serius dan nyata. Pertama, kesimpulan yang salah tentang signifikansi statistik. Ketika standard error terlalu kecil, p-value menjadi terlalu kecil, dan kita terlalu mudah menolak hipotesis nol. Misalnya, sebuah survei menemukan bahwa rata-rata pengeluaran rumah tangga di wilayah A adalah Rp 4,2 juta dan di wilayah B adalah Rp 4,5 juta. Tanpa clustering, perbedaan ini mungkin dilaporkan sebagai &#8220;signifikan secara statistik&#8221; (p &lt; 0,05). Namun dengan clustering yang benar, perbedaan ini mungkin sama sekali tidak signifikan (p = 0,35) \u2014 artinya perbedaan tersebut bisa saja hanya kebetulan belaka.<\/p>\n<p>Kedua, kebijakan publik yang didasarkan pada bukti yang keliru<strong>.<\/strong> Jika temuan survei digunakan sebagai dasar kebijakan \u2014 misalnya, mengalokasikan anggaran tambahan untuk wilayah yang &#8220;secara signifikan&#8221; lebih miskin \u2014 maka kesalahan dalam analisis bisa berujung pada misalokasi sumber daya yang bernilai miliaran rupiah.<\/p>\n<p>Ketiga, erosi kepercayaan publik terhadap survei<strong>.<\/strong> Ketika hasil survei yang dilaporkan dengan penuh keyakinan ternyata tidak terbukti dalam kenyataan, publik kehilangan kepercayaan terhadap metode survei secara keseluruhan. Padahal masalahnya bukan pada survei itu sendiri, melainkan pada cara analisisnya yang tidak tepat.<\/p>\n<h2 id=\"pentingnya-confidence-interval-bukan-sekadar-angka-tunggal\">Pentingnya Confidence Interval: Bukan Sekadar Angka Tunggal<\/h2>\n<p>Terlalu sering, hasil survei dilaporkan sebagai angka tunggal: &#8220;65% mendukung kebijakan X.&#8221; Angka tunggal seperti ini, yang disebut point estimate, sebenarnya tidak lengkap dan bisa menyesatkan. Tanpa informasi tentang ketidakpastian (uncertainty), kita tidak tahu apakah angka 65% itu bisa dipercaya atau sebenarnya bisa berkisar antara 55% hingga 75%.<\/p>\n<p>Di sinilah pentingnya confidence interval (interval kepercayaan). Confidence interval 95% memberitahu kita: &#8220;jika kita mengulangi survei ini 100 kali dengan cara yang sama, maka sekitar 95 kali hasilnya akan jatuh dalam rentang ini.&#8221; Dengan kata lain, confidence interval mengomunikasikan seberapa presisi estimasi kita.<\/p>\n<p>Best practice dalam riset survey mensyaratkan bahwa confidence interval harus dilaporkan bahkan untuk statistik sederhana (univariat). Paling tidak, ada empat alasan mengapa menyertakan 95% CI penting dilakukan.<\/p>\n<p>Pertama, 95% CI bagian dari transparansi analisis. Pembaca berhak mengetahui seberapa pasti (atau tidak pasti) sebuah angka survei. Melaporkan &#8220;65% (CI 95%: 61%-69%)&#8221; jauh lebih informatif dan jujur daripada sekadar &#8220;65%.&#8221;<\/p>\n<p>Kedua, 95% CI membantu kita melihat perbandingan secara lebih bermakna. Ketika membandingkan dua angka \u2014 misalnya, dukungan terhadap kandidat A (52%) versus kandidat B (48%) \u2014 confidence interval membantu kita menilai apakah perbedaan tersebut nyata atau hanya berada dalam margin of error. Jika CI keduanya tumpang tindih secara substansial, maka kita tidak bisa menyimpulkan siapa yang benar-benar unggul.<\/p>\n<p>Ketiga, 95% CI mencegah kita di over-interpretation. Tanpa confidence interval, pembaca dan jurnalis cenderung memperlakukan setiap perbedaan angka \u2014 sekecil apa pun \u2014 sebagai temuan yang bermakna. Confidence interval berfungsi sebagai &#8220;rem&#8221; terhadap interpretasi yang berlebihan.<\/p>\n<p>Terakhir, melaporkan 95% CI merupakan bagian dari norma akademik standard yang lazim dipraktekkan survey-survey besar. Organisasi seperti American Association for Public Opinion Research (AAPOR) dan berbagai jurnal ilmiah biasanya mensyaratkan pelaporan margin of error atau confidence interval sebagai standar minimum transparansi metodologis mereka.<\/p>\n<p>Yang krusial: confidence interval yang dilaporkan haruslah yang benar \u2014 yaitu yang sudah memperhitungkan desain sampling. Seperti ditunjukkan oleh simulasi di atas, confidence interval yang dihitung tanpa clustering akan terlalu sempit, memberikan kesan presisi palsu (false precision). Ini justru lebih berbahaya daripada tidak melaporkan confidence interval sama sekali, karena memberikan rasa aman yang tidak berdasar.<\/p>\n<h2 id=\"implikasi-praktis-apa-yang-harus-dilakukan\">Implikasi Praktis: Apa yang Harus Dilakukan?<\/h2>\n<p>Bagi para peneliti, analis data, dan lembaga survei, implikasi dari pembahasan di atas sangat jelas. Pertama, selalu gunakan analisis yang memperhitungkan desain survei<strong>.<\/strong> Perangkat lunak statistik modern seperti Stata (dengan perintah svy:), R (dengan paket survey karya Thomas Lumley), dan SPSS semuanya menyediakan fasilitas untuk analisis data survei kompleks. Tidak ada alasan untuk tidak menggunakannya.<\/p>\n<p>Kedua, laporkan confidence interval untuk semua estimasi, termasuk yang univariat. Bahkan untuk statistik sederhana seperti proporsi atau rata-rata, confidence interval memberikan informasi yang tidak bisa diberikan oleh point estimate sendirian.<\/p>\n<p>Ketiga, laporkan design effect<strong>.<\/strong> Menyertakan nilai design effect memungkinkan pembaca menilai seberapa besar dampak desain sampling terhadap presisi estimasi. Dan terakhir, jelaskan desain sampling dalam laporan. Setiap laporan survei harus menjelaskan bagaimana sampel dipilih \u2014 berapa tahap, apa unit sampling di setiap tahap, dan bagaimana bobot sampling dihitung.<\/p>\n<h2 id=\"penutup\">Penutup<\/h2>\n<p>Survei adalah alat yang luar biasa kuat untuk memahami masyarakat. Namun kekuatannya bergantung sepenuhnya pada kualitas analisisnya. Mengabaikan struktur cluster dalam data survei ibarat menggunakan penggaris yang salah kalibrasinya: Anda tetap bisa mengukur, tetapi hasilnya akan menyesatkan.<\/p>\n<p>Simulasi Monte Carlo dalam esai ini menunjukkan bahwa konsekuensinya bukan sekadar akademis. Dengan design effect empiris sekitar 4.8 (pada \u03c1 = 0,20 dan m = 20), confidence interval yang benar hampir 2.2 kali lebih lebar dari yang naif. Tingkat false rejection \u2014 di mana kita menyimpulkan ada efek padahal tidak ada \u2014 melonjak dari 5% menjadi sekitar 37% ketika clustering diabaikan. Ini bukan perbedaan kecil; ini adalah perbedaan antara sains yang bisa dipercaya dan sains yang menyesatkan.<\/p>\n<p>Pesan utamanya sederhana: setiap kali Anda membaca atau menghasilkan angka dari survei, tanyakan dua pertanyaan. Pertama, apakah analisisnya sudah memperhitungkan desain sampling? Kedua, di mana confidence interval-nya? Jika jawaban untuk salah satu pertanyaan ini tidak ada, maka angka tersebut belum layak untuk dijadikan dasar kesimpulan apa pun.<\/p>\n<h2 id=\"referensi\">Referensi<\/h2>\n<p>Cameron, A. C., &amp; Trivedi, P. K. (2005). <em>Microeconometrics: Methods and Applications<\/em>. Cambridge University Press.<\/p>\n<p>Cameron, A. C., Gelbach, J. B., &amp; Miller, D. L. (2006). &#8220;Robust Inference with Multi-way Clustering.&#8221; <em>NBER Technical Working Paper<\/em> No. 327.<\/p>\n<p>Carsey, T. M., &amp; Harden, J. J. (2014). <em>Monte Carlo Simulation and Resampling Methods for Social Science<\/em>. Sage Publications.<\/p>\n<p>Deaton, A. (1997). <em>The Analysis of Household Surveys: A Microeconometric Approach to Development Policy<\/em>. Johns Hopkins University Press.<\/p>\n<p>Heeringa, S. G., West, B. T., &amp; Berglund, P. A. (2017). <em>Applied Survey Data Analysis<\/em> (2nd ed.). Chapman and Hall\/CRC.<\/p>\n<p>Kish, L. (1965). <em>Survey Sampling<\/em>. John Wiley &amp; Sons.<\/p>\n<p>Lumley, T. (2010). <em>Complex Surveys: A Guide to Analysis Using R<\/em>. John Wiley &amp; Sons.<\/p>\n<p>Petersen, M. A. (2009). &#8220;Estimating Standard Errors in Finance Panel Data Sets: Comparing Approaches.&#8221; <em>Review of Financial Studies<\/em>, 22(1), 435-480.<\/p>\n<p>Thompson, S. B. (2011). &#8220;Simple Formulas for Standard Errors that Cluster by Both Firm and Time.&#8221; <em>Journal of Financial Economics<\/em>, 99(1), 1-10.<\/p>\n<p>Valliant, R., &amp; Dever, J. A. (2018). <em>Survey Weights: A Step-by-Step Guide to Calculation<\/em>. Stata Press.<\/p>\n<\/div>\n\n","protected":false},"excerpt":{"rendered":"<p>Afrimadona Direktur Eksekutif Populi Center Pendahuluan: Apa Itu Survei dan Mengapa Kita Perlu Berhati-hati? Hampir setiap hari kita membaca hasil survei di media: &#8220;65% masyarakat puas dengan kinerja pemerintah,&#8221; &#8220;rata-rata pengeluaran rumah tangga Rp 4,5 juta per bulan,&#8221; atau &#8220;tingkat kepercayaan publik terhadap lembaga X menurun 12%.&#8221; Angka-angka ini terdengar pasti dan meyakinkan. Namun, di [&hellip;]<\/p>\n","protected":false},"author":35,"featured_media":9679,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[331],"tags":[332,78,87,335,151,110,113],"class_list":["post-9672","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-pojok-metodologi","tag-analisis","tag-indonesia","tag-media","tag-metodologi","tag-pemilu","tag-politik","tag-survei"],"_links":{"self":[{"href":"https:\/\/populicenter.org\/en\/wp-json\/wp\/v2\/posts\/9672","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/populicenter.org\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/populicenter.org\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/populicenter.org\/en\/wp-json\/wp\/v2\/users\/35"}],"replies":[{"embeddable":true,"href":"https:\/\/populicenter.org\/en\/wp-json\/wp\/v2\/comments?post=9672"}],"version-history":[{"count":4,"href":"https:\/\/populicenter.org\/en\/wp-json\/wp\/v2\/posts\/9672\/revisions"}],"predecessor-version":[{"id":9738,"href":"https:\/\/populicenter.org\/en\/wp-json\/wp\/v2\/posts\/9672\/revisions\/9738"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/populicenter.org\/en\/wp-json\/wp\/v2\/media\/9679"}],"wp:attachment":[{"href":"https:\/\/populicenter.org\/en\/wp-json\/wp\/v2\/media?parent=9672"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/populicenter.org\/en\/wp-json\/wp\/v2\/categories?post=9672"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/populicenter.org\/en\/wp-json\/wp\/v2\/tags?post=9672"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}