<?xml version="1.0" encoding="utf-8" ?><rdf:RDF
            xmlns="http://purl.org/rss/1.0/"
            xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
            xmlns:dc="http://purl.org/dc/elements/1.1/"
            xmlns:content="http://purl.org/rss/1.0/modules/content/"
            xml:lang="ja">
        
        <channel rdf:about="https://www.physical-computing.jp/">
            <title>Physical Computing Lab</title>
            <link>https://www.physical-computing.jp/</link>
            <description>Physical Computing Labは、Raspberry pi 、Tinker Board、Jetson Nano、LattePanda、Beagle Boneなどをはじめとしたシングルボードコンピュータを使った組込み開発・量産ソリューション、Dobot社等のロボットアームを利用したFAソリューション、Unitree社四足歩行ロボットによるインフラソリューション、教育ソリューションを提供しています。技術教育、プロトタイピング、製品開発、製品量産など教育から量産の実務まで幅広くカバーするオープンソースハードを利用する人のための総合情報サイトです。</description>
            <subject>5</subject>
            <items>
                <rdf:Seq>
        <rdf:li rdf:resource="https://www.physical-computing.jp/product/2231" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2230" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1873" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1513" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1925" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1924" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1889" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1280" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/463" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1144" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1258" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/580" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/574" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/464" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2229" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2218" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2228" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2206" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1805" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2137" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/468" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2098" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1602" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2210" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/472" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1126" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1171" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1854" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1274" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2222" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2204" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1691" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1147" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2223" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/339" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/417" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1690" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1686" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2220" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1259" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1826" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2221" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2087" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1804" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1634" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1640" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1694" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1273" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1996" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/422" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1828" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2180" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2111" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2166" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2145" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1864" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1561" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1919" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2018" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1874" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/449" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1798" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1782" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1279" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2205" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1559" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1631" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2178" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2152" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1281" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2029" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2174" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2207" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/738" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2012" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1150" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1781" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2199" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1839" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1346" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1471" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1641" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1505" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1517" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/458" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2208" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2017" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1092" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1091" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2113" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/2015" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1843" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1842" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1832" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1729" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1728" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1714" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1656" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1480" />
                <rdf:li rdf:resource="https://www.physical-computing.jp/product/1479" />
                
                </rdf:Seq>
            </items>
        
            <dc:language>ja</dc:language>
            <dc:creator>Physical Computing Lab</dc:creator>
            <dc:date>2026-05-11T15:31:24+09:00</dc:date>
        </channel>
        
                <item rdf:about="https://www.physical-computing.jp/product/2231">
                    <title>Tinker Board 3S</title>
                    <link>https://www.physical-computing.jp/product/2231</link>
                    <description>※本商品はTinker Board SR2.0 / Tinker Board 2S の後継品です&amp;nbsp;ASUS IoT Tinker Board 3Sは、64 ビットクアッドコア Arm&amp;reg…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2231" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20240723_848354.png" width="250" border="0" alt="Tinker Board 3S" hspace="5" align="left"/></a><p><span style="font-family: verdana, geneva; font-size: x-large; color: #ff0000;"><strong><span style="font-size: large;">※本商品はTinker Board SR2.0 / Tinker Board 2S の後継品です</span></strong><br /></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">ASUS IoT Tinker Board 3Sは、64 ビットクアッドコア Arm&reg; Cortex-A55 プロセッサ (Rockchip RK3566) と Arm ベースの Mali&trade;-G52 GPU を搭載し、優れたグラフィック処理と堅牢なデータ セキュリティを実現します。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒ シームレスな統合を実現するように設計されており、FOTA、高度なコントロール、SDK をサポートし、迅速な市場展開を可能にする多目的ソフトウェア スイートを備え、スマート リテールおよびヘルスケア</span><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;アプリケーション向けの完全なソリューションを提供します。IoT ゲートウェイ、デジタル サイネージ、セルフサービス キオスク、医療機器などをサポートします。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;開発とメンテナンスを簡素化し、コストを削減し、効率を最適化するソフトウェア開発キット (SDK) の恩恵を受けています。これには、GPIO API、アイドル期間中の自動電源オフ、ソフトウェアベースの USB 制御、</span><span style="font-family: verdana, geneva; font-size: medium;">ハード ウェア メンテナンス用の OTA 更新が含まれています。ASUS のハードウェアとソフトウェアの緊密な統合により、Tinker Board 3 はスマート リテール ソリューションに最適です。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20240723_78be19.jpg" alt="" /></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;Tinker Board 3S は、包括的な電源保護により、製品の長期的な持続可能性とコスト削減を実現します。12V 〜 19V の電圧範囲により、さまざまなアプリケーションで安定性が確保されます。過電圧保護 (OVP)、</span><span style="font-family: verdana, geneva; font-size: medium;">過電流保護&nbsp; &nbsp;(OCP)、静電放電 (ESD) などの機能により、寿命が長くなります。より小型で高速なスイッチング トランジスタにより、消費電力が低減され、より広範なグリーン イニシアティブをサポートします。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;<span>優れたシステム拡張性を実現する広範な接続オプションを備えています。WiFi 5/6E 用の M.2 E-Key、USB 2.0 ピン ヘッダー、12 〜 19V 電源ジャック、USB 3.2 Type-A などの新しいインターフェイスが導入され、</span></span><span style="font-family: verdana, geneva; font-size: medium;">コンピューティング能力、電源ソリューション、冷却設計が強化されています。この多用途の SBC は、IoT ゲートウェイ、デジタル サイネージ、セルフサービス キオスク、医療機器などにシームレスに統合されます。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20240723_e90b94.jpg" alt="" width="609" height="408" /></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;シームレスな AI 統合を実現するように設計された 1 TOPS の NPU が組み込まれており、Rockchip RKNN により、モデルの変換、推論、評価を簡単に行うことができます。この機能により、物体検出、音声認識、</span><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;顔認識などのさまざまなソリューションが強化および統合され、AI アプリケーションの可能性が広がり、AI の急成長時代に向けた包括的なソリューションが提供されます。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;<span>主要なパネル PC ブランドと連携して、7 インチから 24 インチまでのサイズで強化されたパネル ソリューションを提供します。当社のサポートには、ハードウェアとソフトウェアのサポート、移植作業の合理化、</span></span><span style="font-family: verdana, geneva; font-size: medium;">コストの削減が含まれます。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒ 仕様</span></p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20240723_73d183.jpg" alt="" /></p><p><img src="https://www.physical-computing.jp/data/pclab/product/20240723_de2099.jpg" alt="" width="718" height="548" /></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>ASUS</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>21000</dc:format>
                    <dc:date>2026-05-11T15:31:24+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2230">
                    <title>Tinker Board 3S</title>
                    <link>https://www.physical-computing.jp/product/2230</link>
                    <description>※本商品はTinker Board SR2.0 / Tinker Board 2S の後継品です&amp;nbsp;ASUS IoT Tinker Board 3Sは、64 ビットクアッドコア Arm&amp;reg…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2230" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20240723_848354.png" width="250" border="0" alt="Tinker Board 3S" hspace="5" align="left"/></a><p><span style="font-family: verdana, geneva; font-size: x-large; color: #ff0000;"><strong><span style="font-size: large;">※本商品はTinker Board SR2.0 / Tinker Board 2S の後継品です</span></strong><br /></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">ASUS IoT Tinker Board 3Sは、64 ビットクアッドコア Arm&reg; Cortex-A55 プロセッサ (Rockchip RK3566) と Arm ベースの Mali&trade;-G52 GPU を搭載し、優れたグラフィック処理と堅牢なデータ セキュリティを実現します。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒ シームレスな統合を実現するように設計されており、FOTA、高度なコントロール、SDK をサポートし、迅速な市場展開を可能にする多目的ソフトウェア スイートを備え、スマート リテールおよびヘルスケア</span><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;アプリケーション向けの完全なソリューションを提供します。IoT ゲートウェイ、デジタル サイネージ、セルフサービス キオスク、医療機器などをサポートします。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;開発とメンテナンスを簡素化し、コストを削減し、効率を最適化するソフトウェア開発キット (SDK) の恩恵を受けています。これには、GPIO API、アイドル期間中の自動電源オフ、ソフトウェアベースの USB 制御、</span><span style="font-family: verdana, geneva; font-size: medium;">ハード ウェア メンテナンス用の OTA 更新が含まれています。ASUS のハードウェアとソフトウェアの緊密な統合により、Tinker Board 3 はスマート リテール ソリューションに最適です。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20240723_78be19.jpg" alt="" /></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;Tinker Board 3S は、包括的な電源保護により、製品の長期的な持続可能性とコスト削減を実現します。12V 〜 19V の電圧範囲により、さまざまなアプリケーションで安定性が確保されます。過電圧保護 (OVP)、</span><span style="font-family: verdana, geneva; font-size: medium;">過電流保護&nbsp; &nbsp;(OCP)、静電放電 (ESD) などの機能により、寿命が長くなります。より小型で高速なスイッチング トランジスタにより、消費電力が低減され、より広範なグリーン イニシアティブをサポートします。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;<span>優れたシステム拡張性を実現する広範な接続オプションを備えています。WiFi 5/6E 用の M.2 E-Key、USB 2.0 ピン ヘッダー、12 〜 19V 電源ジャック、USB 3.2 Type-A などの新しいインターフェイスが導入され、</span></span><span style="font-family: verdana, geneva; font-size: medium;">コンピューティング能力、電源ソリューション、冷却設計が強化されています。この多用途の SBC は、IoT ゲートウェイ、デジタル サイネージ、セルフサービス キオスク、医療機器などにシームレスに統合されます。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20240723_e90b94.jpg" alt="" width="609" height="408" /></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;シームレスな AI 統合を実現するように設計された 1 TOPS の NPU が組み込まれており、Rockchip RKNN により、モデルの変換、推論、評価を簡単に行うことができます。この機能により、物体検出、音声認識、</span><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;顔認識などのさまざまなソリューションが強化および統合され、AI アプリケーションの可能性が広がり、AI の急成長時代に向けた包括的なソリューションが提供されます。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;<span>主要なパネル PC ブランドと連携して、7 インチから 24 インチまでのサイズで強化されたパネル ソリューションを提供します。当社のサポートには、ハードウェアとソフトウェアのサポート、移植作業の合理化、</span></span><span style="font-family: verdana, geneva; font-size: medium;">コストの削減が含まれます。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒ 仕様</span></p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20240723_73d183.jpg" alt="" /></p><p><img src="https://www.physical-computing.jp/data/pclab/product/20240723_de2099.jpg" alt="" width="718" height="548" /></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>ASUS</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>21000</dc:format>
                    <dc:date>2026-05-11T15:29:31+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1873">
                    <title>Tinker Board R2.0電源セット(5V 3.0A）セパレート型</title>
                    <link>https://www.physical-computing.jp/product/1873</link>
                    <description>&amp;nbsp;Tinker Board用電源セット 5V 3.0A (Tinker Boardフル負荷検証済)－Physical Computing Lab&amp;nbsp;&amp;nbsp;本電源セットは、ASU…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1873" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20210325_35f072.jpg" width="250" border="0" alt="Tinker Board R2.0電源セット(5V 3.0A）セパレート型" hspace="5" align="left"/></a><p><span style="color: #ff00ff;"><strong style="font-family: verdana, geneva; font-size: medium;">&nbsp;</strong></span></p><p><strong style="font-family: verdana, geneva; font-size: medium;">Tinker Board用電源セット 5V 3.0A (</strong><span style="font-size: medium; font-family: verdana, geneva;"><strong>Tinker Board</strong></span><strong style="font-family: verdana, geneva; font-size: medium;"><span style="font-size: medium; font-family: verdana, geneva;">フ</span>ル負荷検証済)－Physical Computing Lab</strong></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;">本電源セットは、ASUS Tinker Board用に検証された専用電源のセットです。</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">高性能化するシングルボードコンピュータの中で、Tinker Boardもその例外ではなく、電源は大容量を必要としています。Tinker Boardなど大容量を必要とするシングルボードコンピュータでは、電源容量の不足の原因はACアダプターの容量の不足もさることながら、ケーブルとスイッチの抵抗による電圧降下も大きく影響しています。</span></p><p><br /><span style="font-size: medium; font-family: verdana, geneva;"> スマートフォン用の内部の銅線が細い電源ケーブルの流用による電圧降下、接触抵抗の大きな不適切なスイッチによる電圧降下で、多くのユーザがフル負荷稼働時に電源容量不足で悩まされています。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">本電源セットは、Tinker Boardのフル負荷稼働テストをPhysical Computing Labで実施していますので、大容量を必要とするTinker Boardをフル負荷で使っても電源の問題がありません。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;&nbsp;&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20210118_82b0c5.jpg" alt="" width="979" height="647" /></span></p><h3><span style="font-family: verdana, geneva; font-size: medium;">＜本電源セットの特徴＞</span></h3><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">□ Tinker Boardでも余裕を持って使える5V 3.0Aの大容量アダプター</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> □ Tinker Board利用に便利な小型スイッチ付</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> □&nbsp;Tinker Boardのフル負荷時にも電圧降下によるシャットダウンやフリーズなどの問題が起こらない検証済みの安心の電源セット。</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> &nbsp; 1.内部抵抗の少ない特殊な小型スイッチを採用しています。</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> &nbsp; 2.内部抵抗の少ない太いケーブルを採用しています</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> &nbsp; 3.Tinker Boardの実利用によるテストで検証しいます。</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> &nbsp; 4.ACアダプター、ケーブル、スイッチ、Tinker Boardの組み合わせで、十分に検証されています。</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> □日本で使えるPSEマーク</span></p><p>&nbsp;</p><p>&nbsp;</p><h3 class="text-block a-spacing-small"><span style="font-size: medium; font-family: verdana, geneva;">＜内容物＞</span></h3><div class="text-block a-spacing-small"><br /><span style="font-size: medium; font-family: verdana, geneva;"> &nbsp;&nbsp;&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;□ AC電源アダプター(5V 3.0A)</span><br /><span style="font-size: medium; font-family: verdana, geneva;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;□ LEDライト搭載スイッチ付専用電源ケーブル(1.1m)　　</span></div><div class="text-block a-spacing-small"><br /> <br /><span style="font-size: medium; font-family: verdana, geneva;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;(注）Physical Computing Labは、TechShareの登録商標です。&nbsp;</span></div><div id="myaplus-preview" class="a-section a-spacing-large myaplus-preview-content"><div id="myaplus-preview-content"><div id="pdIframeContent"><div id="productDescription" class="bucket"><div class="content"><div class="productDescriptionWrapper"><div class="aplus aplus-3p"><div class="one-col"><div class="text-block a-spacing-small"><span style="font-family: verdana, geneva; font-size: small;">&nbsp;</span></div><div class="text-block a-spacing-small">&nbsp;</div><div class="text-block a-spacing-small">&nbsp;</div></div></div></div></div></div></div></div></div></p>]]></content:encoded>
                    <dc:subject>電源</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>1500</dc:format>
                    <dc:date>2026-05-11T11:06:27+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1513">
                    <title>[Raspberry Pi4 対応] 7 HDMI LCD (H) (with case), 1024x600, IPS</title>
                    <link>https://www.physical-computing.jp/product/1513</link>
                    <description>&amp;nbsp;7inch HDMI LCD (H) (with case), 1024x600, IPS&amp;nbsp;&amp;nbsp;&amp;nbsp;本商品は、７インチHDMIタッチスクリーンLCDです。&amp;nbs…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1513" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20191211_606e69.jpg" width="250" border="0" alt="[Raspberry Pi4 対応] 7 HDMI LCD (H) (with case), 1024x600, IPS" hspace="5" align="left"/></a><p>&nbsp;</p><p><span style="font-size: large; font-family: verdana, geneva;"><strong>7inch HDMI LCD (H) (with case), 1024x600, IPS</strong></span></p><p>&nbsp;</p><p>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20191211_47348a.jpg" alt="" width="444" height="329" /></p><p>&nbsp;</p><p class="contents"><span style="font-family: verdana, geneva; font-size: medium;">本商品は、</span><span style="font-family: verdana, geneva; font-size: medium;">７インチHDMIタッチスクリーンLCDです。</span></p><p class="contents">&nbsp;</p><p class="contents"><span style="font-family: verdana, geneva; font-size: medium;">Raspberry Pi 3/4や Tinker Board、<span>Jetson Nanoも対応しています。</span></span></p><p class="contents"><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><div id="fnb_features" class="featuresList"><h2><span style="font-family: verdana, geneva; font-size: medium;">【スペック】</span></h2><ul><li><pre><span style="font-family: verdana, geneva; font-size: medium;">ディスプレイサイズ：７インチ</span></pre></li><li><pre><span style="font-family: verdana, geneva; font-size: medium;">解像度　　　　　　：　1024 X 600 (Config設定で最大1920x1080)</span></pre></li><li><pre><span style="font-family: verdana, geneva; font-size: medium;">LCDパネル　　　　：　IPS screen</span></pre></li><li><pre><span style="font-family: verdana, geneva; font-size: medium;">タッチ方式　　　　：　強化ガラス静電容量、硬度　6H</span></pre></li><li><pre><span style="font-family: verdana, geneva; font-size: medium;">オーディオ　　　　：　3.5mm audio jack, HDMI audio output サポート</span></pre></li><li><pre><span style="font-family: verdana, geneva; font-size: medium;">サポートデバイス　：　</span><span style="font-size: medium; font-family: verdana, geneva;">Raspberry Pi 3/4, </span><span style="font-family: verdana, geneva; font-size: medium;">Tinker Board全機種, Jetson Nano</span></pre></li><li><pre><span style="font-family: verdana, geneva; font-size: medium;">対応ＯＳ　　　　　：　TinkerOS Debian 2.0.4以降 &amp; Raspbian等</span></pre></li><li><pre><span style="font-family: verdana, geneva; font-size: medium;">インターフェース　：　HDMI : Display</span></pre></li><li><pre><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;USB&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;   ：   Touch control</span></pre></li></ul><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><strong><span style="font-family: verdana, geneva; font-size: medium;">【内容物】</span></strong></p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;">1）7インチHDMIタッチディスプレイ</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">2）</span><span style="font-size: medium; font-family: verdana, geneva;">HDMIケーブル&nbsp;</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">3）HDMI to マイクロHDMI アダプタ</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">4）Type Aプラグ to マイクロ Bプラグ USBケーブル</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">5）Quick start sheet</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;1&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;2&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;3&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;4&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;5&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span><img src="https://www.waveshare.com/img/devkit/LCD/7inch-HDMI-LCD-H-with-Holder/7inch-HDMI-LCD-H-with-Holder-1_93.jpg" alt="" /><img src="https://www.waveshare.com/img/devkit/accessories/HDMI-cable_93.jpg" alt="" /><img src="https://www.waveshare.com/img/devkit/accessories/HDMI-to-Micro-HDMI-Adapter-1_93.jpg" alt="" /><img src="https://www.waveshare.com/img/devkit/accessories/USB-micro-35cm_93.jpg" alt="" /><img src="https://www.waveshare.com/img/devkit/accessories/7inch-HDMI-LCD-H-Quick-Start_93.jpg" alt="" /></p><p>&nbsp;</p></div></p>]]></content:encoded>
                    <dc:subject>Waveshare</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>12800</dc:format>
                    <dc:date>2026-05-07T12:29:45+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1925">
                    <title>15V 3.0A電源セット(On/Offスイッチ付き)       Tinker Board（2/2S）Tinker board（3/3S/3N）対応</title>
                    <link>https://www.physical-computing.jp/product/1925</link>
                    <description>Tinker Bord 2/2S, Tinker Edge T用 45W（15V 3.0A）電源アダプター&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;本製品はTinker Board 2/2S, …</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1925" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20240318_a5881c.jpg" width="250" border="0" alt="15V 3.0A電源セット(On/Offスイッチ付き)       Tinker Board（2/2S）Tinker board（3/3S/3N）対応" hspace="5" align="left"/></a><p><span style="font-size: x-large;"><strong><span style="font-family: verdana, geneva;">Tinker Bord 2/2S, Tinker Edge T用 45W（15V 3.0A）電源アダプター</span></strong></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">本製品はTinker Board 2/2S, Tinker Edge T利用するためにカスタム設計された15</span><span style="font-family: verdana, geneva; font-size: medium;">V 3.0Aの電源アダプターです。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">＜主な仕様＞</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">定 格 入 力：100-240VAC　50/60Hz 1.5A</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">定 格 出 力：</span><span style="font-family: verdana, geneva; font-size: medium;">15v　3</span><span style="font-family: verdana, geneva; font-size: medium;">.0A</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">ケーブル長：1.5m（スイッチ付）</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">プラグ寸法：5.5x2.5x10mm / Straight +</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">規 格 認 証：UL/ｃUL/FCC/PSE</span><span style="font-family: verdana, geneva; font-size: medium;">　　</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　重　量　：約210g</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">電源ケーブルにはOn/Offスイッチ付いています。不快な電源ケーブルの抜き差しは必要ありませんので、</span><span style="font-family: verdana, geneva; font-size: medium;">快適にTinker Board 2/2S, Tinker Edge Tが利用できます。</span></p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20200121_1c9eee.jpg" alt="" width="259" height="200" /><img src="https://www.physical-computing.jp/data/pclab/product/20200121_f5ee64.jpg" alt="" width="248" height="198" /></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">PSE取得済みの電源アダプタとなりますので、日本国内での利用は全く問題ありません。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">TechShare株式会社</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">Physical Computing事業部</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">TEL 03-5683-7293</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">Email:store@techshare.co.jp</span></p><p>&nbsp;&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Tinker Board Kit</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>2500</dc:format>
                    <dc:date>2026-05-06T21:14:01+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1924">
                    <title>Tinker Edge R</title>
                    <link>https://www.physical-computing.jp/product/1924</link>
                    <description>Tinker Edge R&amp;nbsp;ASUS-TE002-R&amp;nbsp;&amp;nbsp;※在庫限りで販売終了となります。（保証・返品対象外商品）Tinker Edge Rは、Rockchip社のRK33…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1924" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20191225_e70068.jpg" width="250" border="0" alt="Tinker Edge R" hspace="5" align="left"/></a><p><strong><span style="font-family: verdana, geneva; font-size: x-large;">Tinker Edge R</span></strong></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;ASUS-TE002-R</span></p><p>&nbsp;<img id="PKqcV_WkqeX9vM:" class="rg_ic rg_i" style="width: 291px; height: 173px; margin-left: -5px; margin-right: -4px; margin-top: 12px;" src="data:image/jpeg;base64,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" alt="「Tinker Edge」の画像検索結果" data-atf="1" /></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva;"><span style="font-size: medium;">※在庫限りで販売終了となります。（保証・返品対象外商品）</span></span></p><p><span style="font-family: verdana, geneva;"><span style="font-size: medium;">Tinker Edge Rは、Rockchip社</span><span style="font-size: medium;">のRK3399Pro&nbsp;</span><span style="font-size: medium;">SoCを搭載した</span><span style="font-size: medium;">Tinker Boardシリーズの最新版です。</span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">ニューラルネットワークプロセッサ（NPU）を備えた小型で強力なシングルボードコンピューターで、機械学習(ML)を高確率で実行します。 NPUはニューラルネットワークの処理に最適化されており、クラウドからローカルデバイスに人工知能を提供します。</span></p><p><span style="font-family: verdana, geneva;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&lt;特徴&gt;</span></p><ul><li><span style="font-family: verdana, geneva; font-size: medium;">エッジデバイスの究極のパフォーマンス<br />統合されたCPUが高性能な機械学習(ML)推論を提供</span></li></ul><ul><li><span style="font-family: verdana, geneva; font-size: medium;">高度な電力設計<br />デュアル12V-19VワイドレンジDC入力*をサポート</span><br /><span style="font-family: verdana, geneva; font-size: medium;">電力保護設計</span><br /><span style="font-family: verdana, geneva; font-size: medium;">*DCジャック、DCピンヘッダー</span></li></ul><ul><li><span style="font-family: verdana, geneva; font-size: medium;">開発者向け接続オプションの増加</span><br /><span style="font-family: verdana, geneva; font-size: medium;">4G/LTEモジュール拡張用のミニPCLeおよびSIMカードスロット</span><br /><span style="font-family: verdana, geneva; font-size: medium;">立体視アプリケーション向けのデュアルMIPI CSI</span><br /><span style="font-family: verdana, geneva; font-size: medium;">一般的なDSIタッチパネルとの互換性</span></li></ul><ul><li><p><span style="font-family: verdana, geneva; font-size: medium;">より充実したソフトウェアエクスペリエンス</span><br /><span style="font-family: verdana, geneva; font-size: medium;">機械学習(ML)開発者ツール</span><br /><span style="font-family: verdana, geneva; font-size: medium;">OSフラッシュツール</span><br /><span style="font-family: verdana, geneva; font-size: medium;">直感的なインターフェース</span></p></li></ul><p>&nbsp;</p><p><strong><span style="font-size: large; font-family: verdana, geneva;">&lt;仕様&gt;</span></strong></p><table style="font-family: verdana, geneva; width: 631px; height: 90px;" border="0" cellspacing="1" cellpadding="1"><tbody><tr><td>SoC</td><td>RK3399Pro (Hexコア、big.LITTLEアーキテクチャ)</td></tr><tr><td>CPU</td><td><p>Dual-core ARM A72 @1.8GHz</p><p>Quad-core ARM A53 @1.4GHz</p></td></tr><tr><td>GPU</td><td><p>ARM Mali-T860 MP4 GPU @800MHz</p><p>OpenGL ES1.1〜3.2、OpenVG1.1、OpenCL1.2、DX11サポート</p></td></tr><tr><td>ニューラルネットワークプロセッサ</td><td>有り (3.0TOPs、メモリLPDDR3<span>&nbsp;2GByte</span>)</td></tr><tr><td>ディスプレイ</td><td><p>HDMI 2.0 (CEC付き)</p><p>DP 1.2 (Type-Cコネクタ)</p><p>MIPI DSI (4 レーン)&nbsp; x2</p></td></tr><tr><td>メモリ</td><td>Dual-channel LPDDR4 4GByte</td></tr><tr><td>ストレージ</td><td><p>16GByte eMMC</p><p>micro SDカードスロット</p></td></tr><tr><td>コネクティビティ</td><td><p>GB Ethernet (RTL8211F-CG)</p><p>M.2コネクタ： 802.11 a/b/g/n/ac ワイヤレスLAN + Bluetooth 4.2(2T2R)</p></td></tr><tr><td>オーディオ</td><td>3.5mオーディオジャック(マイク入力付き)</td></tr><tr><td>USB</td><td><p>USB3.1 Gen1&nbsp; x3</p><p>USB3.1 Gen1 Type-Cコネクタ(OTG)&nbsp; x1</p></td></tr><tr><td>カメラインタフェース</td><td>MIPI CSI-2 (4 レーン)&nbsp; x2</td></tr><tr><td>ピンヘッダー/内部コネクタ</td><td><p>40pin ピンヘッダ (Tinker Board互換)</p><p>2pin リカバリ用</p><p>2pin パワーONスイッチ用</p><p>2pin リセットスイッチ用</p><p>2pin DCファン用</p><p>2pin RTCバッテリー用</p><p>mPCIe 4G/LTE拡張用(オンボードにnanoSIMカードスロット有り)</p></td></tr><tr><td>電源入力</td><td><p>DCジャック経由：12〜19V (65W)</p><p>ピンヘッダ経由：12〜19V (65W)</p></td></tr><tr><td>サポートOS</td><td>Debian Linux</td></tr><tr><td>外形</td><td>100 mm x 72 mm (Pico-ITXフォームファクター)</td></tr></tbody></table><p><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">＜主なインターフェース＞</span></p><p>&nbsp;</p><p><span style="color: #ff0000; font-family: verdana, geneva; font-size: medium;">&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20200515_444a10.jpg" alt="" width="677" height="482" /></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;　　　　　　<img src="https://www.physical-computing.jp/data/pclab/product/20200515_a34658.jpg" alt="" width="549" height="417" /></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>ASUS</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>32800</dc:format>
                    <dc:date>2026-05-06T21:14:01+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1889">
                    <title>Tinker Edge T</title>
                    <link>https://www.physical-computing.jp/product/1889</link>
                    <description>※こちらの製品は在庫限りの販売を予定しております&amp;nbsp;Tinker Edge T&amp;nbsp;ASUS-TE001-T&amp;nbsp;&amp;nbsp;本製品は、機械学習（ML）アクセラレータであるGoog…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1889" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20191123_2f3548.jpg" width="250" border="0" alt="Tinker Edge T" hspace="5" align="left"/></a><p><span style="color: #ff6600;">※こちらの製品は在庫限りの販売を予定しております</span></p><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: x-large;">Tinker Edge T</span></strong></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;ASUS-TE001-T</span></p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20191123_42c9d8.jpg" alt="" /></p><p>&nbsp;<span style="font-family: verdana, geneva; font-size: medium;">本製品は、<span>機械学習（ML）アクセラレータであるGoogle Edge TPUを</span>搭載した<span>Tinker Boardの最新版Tinker Edge Tです。</span></span></p><p>&nbsp;</p><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: medium;">機械学習を高速処理するAIアクセラレータ&nbsp;<span>Google Edge TPU搭載</span></span></strong></p><p>&nbsp;</p><p style="text-align: left; padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">Tinker Edge Tは、AIアプリケーション用に特別に設計されたシングルボードコンピュータです。処理効率を高速化し、電力需要を減らし、接続されたデバイスとインテリジェントなアプリケーションを簡単に構築できる機械学習アクセラレータであるGoogle Edge TPUを搭載しています。このオンボード機械学習アクセラレータにより、Tinker Edge Tは、計算単位あたりわずか0.5ワットを使用して、1秒あたり4テラ回の操作を実行できます。また、TensorFlow Liteモデル用に最適化されているため、一般的なMLモデルを簡単にコンパイルして実行できます。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p align="left"><strong><span style="font-family: verdana, geneva; font-size: medium;">最高クラスのビデオ・オーディオのパフォーマンスを実現する</span></strong></p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>NXP i.MX 8Mプロセッサ搭載</strong></span></p><p>&nbsp;</p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;"><span>強力かつ最新のクアッドコアARMベースのNXP i.MX 8Mプロセッサを搭載したTinker Edge Tは、グラフィックス、マシンビジョン、ビデオ、オーディオ、音声、安全性が重要なアプリケーション向けの強力なソリューションを提供します。 Tinker Edge Tは、1GBのLPDDR4デュアルチャネルメモリ、第4世代の低電力DDR DRAMテクノロジーを搭載し、システムのパフォーマンスと効率を向上させるために高速化と低消費電力化を実現しています。 Tinker Edge Tは、OS、アプリケーション、およびファイルストレージの読み取りおよび書き込み速度を大幅に高速化するオンボードの8GB eMMCおよびSD 3.0インターフェイスも備えています。</span></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>供給電源の変化にも対応する高度な電力設計採用</strong></span></p><p>&nbsp;</p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;"><span>Tinker Edge Tでは特別な電源設計を採用しており、DCヘッド電源と一緒に最大45ワットの電力を供給し、複数の接続デバイスでも安定したシステム動作と完全なI/Oパフォーマンスを実現します。さらに、供給される電流と電圧が大幅に変化すると、排他的な電源保護設計が自動的にアクティブになり、ボードと接続されているすべてのデバイスを効果的に保護します。</span><br /></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><strong><span style="font-size: medium; font-family: verdana, geneva;">＜ブロック図＞</span></strong></p><p>&nbsp;</p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20191210_d7ed69.JPG" alt="" width="681" height="428" /></p><p>&nbsp;</p><p>&nbsp;</p><p><strong>＜仕様＞</strong></p><p>&nbsp;</p><table><tbody><tr><td>SoC</td><td><span><span>NXP i.MX 8M</span></span></td></tr><tr><td>GPU</td><td><span>GC7000 Lite (1GHz)</span></td></tr><tr><td>CPU</td><td><span>Quad-core ARM A53 (1.5GHz)、Coretex-M4</span></td></tr><tr><td>Memory</td><td><span>Dual-CH LPDDR4 1GB</span></td></tr><tr><td>NN Processor</td><td><span><span>Google Edge TPU</span></span></td></tr><tr><td>Storage</td><td><span>8GB eMMC、1&times;Micro SD (TF) カードスロット (push/pull)</span></td></tr><tr><td>Camera Interface&nbsp;</td><td><span>MIPI 24-pin CSI-2&times;2</span></td></tr><tr><td>Internet</td><td><span>RTL8211F-CG Gbit LAN、802.11 b/g/n/ac &amp; Bluetooth 4.2</span></td></tr><tr><td>Display</td><td><span>HDMI with CEC hardware ready&times;1、22-pin MIPI DSI&times;1</span></td></tr><tr><td>USB</td><td><span>USB 3.2 Gen1 Type-A ports &times;2、USB 3.2 Gen1 Type-C OTG port &times;1</span></td></tr><tr><td>Power requirement</td><td>12-19V DC input</td></tr><tr><td>Operation Temperature</td><td>0~50℃</td></tr><tr><td>Non-Operation Temperature</td><td>-40~85℃</td></tr><tr><td>Relative Humidity</td><td>0%~85%</td></tr><tr><td>Operating System Support</td><td>Mendel Linux</td></tr><tr><td>Form Factor</td><td>3.37&rdquo; x 2.125&rdquo;</td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><table><tbody><tr><td>INternal I/O</td><td><p>1 x 40-pin headers includes:</p><p>　- up to 28 x GPIO pins</p><p>　- up to 1 x SPI bus</p><p>　- up to 2 x I2C bus</p><p>　- up to 2 x UART</p><p>　- up to 3 x PWM</p><p>　- up to 1 x PCM/I2S</p><p>　- 2 x 5V power pins</p><p>　- 2 x 3.3V power pins</p><p>　- 8 x ground pins</p><p>1 x Boot mode switch</p><p>1 x 2-pin Reset header</p><p>1 x 2-pin DC Fan header</p></td></tr></tbody></table><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>＜内容物＞</strong></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp; &nbsp;1）Tinker Edge T &times;1</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　2）バックプレート &times;1</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp; &nbsp;3）Quick Start Guide &times;1</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><strong><span style="font-family: verdana, geneva; font-size: medium;">＜解説＞</span></strong></p><p><a title="Tinker Edge Tとは" href="https://physical-computing-lab.net/tinker-edge/tinker-edge-t.html" target="_parent"><span style="font-family: verdana, geneva; font-size: medium;">Tinker Edge Tとは</span></a></p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>ASUS</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>24800</dc:format>
                    <dc:date>2026-05-06T21:14:01+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1280">
                    <title>Dobot Magician - 3Dプリンターアタッチメントキット</title>
                    <link>https://www.physical-computing.jp/product/1280</link>
                    <description>&amp;nbsp;本製品の情報は、ロボット専用ショップ TechShare Storeのページに移転しました。下記のリンクからTechShare Storeの商品情報にアクセスできますので、ご確認ください。…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1280" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20180420_2bfba6.jpg" width="250" border="0" alt="Dobot Magician - 3Dプリンターアタッチメントキット" hspace="5" align="left"/></a><p>&nbsp;</p><h2 class="banner-set-h2-1">本製品の情報は、ロボット専用ショップ TechShare Storeのページに移転しました。</h2><h2 class="banner-set-h2-1">下記のリンクからTechShare Storeの商品情報にアクセスできますので、ご確認ください。</h2><h2 class="banner-set-h2-1"><span style="color: #00ccff;"><a href="https://www.techshare-store.jp/product/161"><span style="color: #00ccff;"><a href="https://www.techshare-store.jp/product/28"><span style="color: #00ccff;">3Dプリンタ-アタッチメントキット | TechShare Store (techshare-store.jp)</span></a></span></a></span></h2><p>&nbsp;</p><h2 class="banner-set-h2-1">尚、本ページは、2021年12月末までに削除される予定です。</h2><p><span style="font-family: verdana, geneva; font-size: large;"><strong>&nbsp;</strong></span></p></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>14800</dc:format>
                    <dc:date>2026-05-06T14:56:55+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/463">
                    <title>Arduino Mega 2560 Rev3</title>
                    <link>https://www.physical-computing.jp/product/463</link>
                    <description>Arduino Mega2560 Rev3

メーカー品番：A000067


■商品説明

Arduino Mega2560 R3は、Arduino Unoに比べて、メモリやI/Oの数…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/463" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20160629_39b626.jpg" width="250" border="0" alt="Arduino Mega 2560 Rev3" hspace="5" align="left"/></a><h1 dir="ltr" style="margin-right: 0px;">
<span style="font-weight:bold;"><span style="font-size:18px;">Arduino Mega2560 Rev3</span></span></h1>
<div dir="ltr">
<span style="font-weight:bold;">メーカー品番：<span style="font-size: 12px; line-height: 16.799999237060547px; text-align: left;">A000067</span></span></div>
<p dir="ltr" style="margin-right: 0px;">
<br>
■商品説明</p>
<p align="left" dir="ltr" style="margin-right: 0px;">
Arduino Mega2560 R3は、Arduino Unoに比べて、メモリやI/Oの数が多くなっています（下記の比較表を参照ください）。より大きな電子工作や制御実験などにご利用いただけます。<br>
<br>
またArduino Mega2560では、DuemilavoveやDiecimila向けに開発されたほとんどのシールドを使用することができます（一部使用できないものもあります。）</p>
<br>
<br>
<br>
<center>
<span style="font-weight:bold;">表．Arduino Mega2560 R3とArduino UNO R3の比較</span></center>
<p>
&nbsp;</p>
<table align="center" border="1" cellpadding="2" cellspacing="1" width="90%">
<tbody>
<tr>
<td>
&nbsp;</td>
<td>
<p align="center">
<font size="2"><strong>&nbsp;Arduino Mega2560 R3<br>
（当製品）</strong></font></p>
</td>
<td>
<p align="center">
<font size="2">&nbsp;Arduino Uno</p>]]></content:encoded>
                    <dc:subject>Arduino（BCMI）</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>8100</dc:format>
                    <dc:date>2026-04-30T13:38:51+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1144">
                    <title>Arduino拡張キット　10個セット</title>
                    <link>https://www.physical-computing.jp/product/1144</link>
                    <description>端数をご希望の際は弊社までご連絡ください。&amp;nbsp;Arduino拡張キット　10個セットメーカー品番：TSI-004  ■商品説明本製品は、Arduinoエントリーキットに拡張部品を追加するキット…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1144" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20190319_f2f3d3.jpg" width="250" border="0" alt="Arduino拡張キット　10個セット" hspace="5" align="left"/></a><h1><span style="font-weight: bold;"><span style="font-size: 18px;">端数をご希望の際は弊社までご連絡ください。</span></span></h1><h1>&nbsp;</h1><h1><span style="font-weight: bold;"><span style="font-size: 18px;">Arduino拡張キット　10個セット</span></span></h1><p><span style="font-weight: bold;">メーカー品番：TSI-004</span><br /> <br /> <span style="font-size: medium;">■商品説明</span></p><p>本製品は、Arduinoエントリーキットに拡張部品を追加するキットです。対応するArduinoの入門書籍の様々な例題に必要な部品や相当品が同梱されています。Arduinoエントリーキットを購入した方におすすめのキットです。<br /> 秀和システムの「Arduinoで電子工作をはじめよう！」(ISBN:978-4-7980-3208-5）」の書籍のChapter2-7から2-9までの内容を試すことができます。<br /> エントリーキットに拡張キットを加えることで、オライリージャパンの「Prototyping Lab」などの代表的なArduino入門書に掲載されているいくつかの例題が追加で試せるようになります。</p><p>&nbsp;</p><p><span style="font-size: medium;">■内容物　（１個につき）</span><br /> <span>－距離センサー(GP2Y0A21YK0F)　x 1</span></p><p><span>－センサーコネクター付ケーブル　x 1</span></p><p><span>－電解コンデンサー(<span>&nbsp;</span><span>100&mu;F 25V）　x 1</span></span></p><p><span>－サーボモーターセット　　x 1</span><br /> <span>－小型LCD（SD1602 VBWB-XA) 　x 1</span><br /> <span>－ヘッドピン　x 2</span></p><p><span>－タクトスイッチ　x 1</span><br /> <span>－ミニブレッドボード　x 1</span><br /> <span>－ジャンパーワイヤー(14cmx15,18cmx5、23cmx5）</span></p><p><span style="line-height: 1.5;">　</span></p><p><span style="font-size: medium;">■注記</span><br /> ※ 1.本製品には解説書はついておりません。<br /> 「楽しい電子工作-Arduinoで電子工作をはじめよう！」（ISBN：978-4-7980-3208-5）の別途購入をおすすめします。<br /> ※ 2.本セットには、Arduino本体等は入っておりません。別途Arduinoエントリーキットの購入をおすすめします。<br /> ※ 3.はんだ付けが必要となる箇所があります。<br /> ※ 4．本製品は、Arduinoエントリーキットの拡張するための製品です。別途、エントリーキットの内容が必要となります。</p><p><br /><span style="font-size: medium;"> ■関連ページ</span><br /> <a href="http://www.arduino.cc/"><span style="color: #0000ff;">・Arduino.cc</span></a><br /> <a href="http://ja.wikipedia.org/wiki/Arduino"><span style="color: #0000ff;">・Arduino wiki</span></a><br /> ・<a style="text-decoration: underline;" href="http://dotinstall.com/lessons/basic_arduino"><span style="color: #0000ff;"><strong>Arduino入門（全12回）</strong></span></a><br /> ドットインストールのサイトの「3分動画でマスターするプログラミング学習サイト」のArduino入門で、Arduinoエントリーキットでも、使えるArduino入門コンテンツが紹介されています。</p></p>]]></content:encoded>
                    <dc:subject>Arduino Kit</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>41000</dc:format>
                    <dc:date>2026-04-30T13:20:48+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1258">
                    <title>Pololu Zumo Extended Shaft付マイクロメタルギアモーター（50:1)</title>
                    <link>https://www.physical-computing.jp/product/1258</link>
                    <description>50:1 Micro Metal Geared motor HP with Extended Motor Shaft


このギアモーターは、コンパクト (0.94インチ×0.39インチ×0.4…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1258" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20170509_f26299.jpg" width="250" border="0" alt="Pololu Zumo Extended Shaft付マイクロメタルギアモーター（50:1)" hspace="5" align="left"/></a>50:1 Micro Metal Geared motor HP with Extended Motor Shaft<br />
<br />
<br />
このギアモーターは、コンパクト (0.94インチ×0.39インチ×0.47インチ)で、高品質、51.45:1のメタルギアボックス付きブラシDCモーターです。Sanyo製のポピュラーな12mmギアモーターに近いものです。<br />
長さ0.365インチ、半径3mmのD型の出力シャフトが備え付けられています。<br />
またこの商品は、50:1マイクロメタルギアモータHPよりさらにシャフト部分が長さ4.5mm直径1mm加えられた商品です。<br />
<br />
<br />
主なスペックは、<br />
6V:625RPM<br />
100mAでフリーラン<br />
15オンスインチ(1.1kg-cm)<br />
1.6Aでストール</p>]]></content:encoded>
                    <dc:subject>Pololu</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>3980</dc:format>
                    <dc:date>2026-04-27T15:17:03+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/580">
                    <title>Arduino用Zumo組立てキット(モーター別売）</title>
                    <link>https://www.physical-computing.jp/product/580</link>
                    <description>This kit contains most of the parts you need to build an Arduino-controlled Zumo robot. It consists …</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/580" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20160725_87a52c.jpg" width="250" border="0" alt="Arduino用Zumo組立てキット(モーター別売）" hspace="5" align="left"/></a><div style="text-align: left;"><br /> This kit contains most of the parts you need to build an Arduino-controlled Zumo robot. It consists of a Zumo Shield for Arduino, v1.2, a Zumo chassis kit, and a Zumo blade. You will also need a pair of micro metal gearmotors, four AA batteries, and an A-Star 32U4 Prime or Arduino to complete your Zumo robot (motors, batteries, and Arduino sold separately). This product is a kit; assembly (including soldering) is required.</div></p>]]></content:encoded>
                    <dc:subject>Pololu</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>12800</dc:format>
                    <dc:date>2026-04-27T15:17:03+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/574">
                    <title>Pololu Zumo 50:1マイクロメタルギアモーターHP</title>
                    <link>https://www.physical-computing.jp/product/574</link>
                    <description>このギアモーターは、コンパクト&amp;nbsp;(0.94インチ&amp;times;0.39インチ&amp;times;0.47インチ)で、高品質、51.45:1のメタルギアボックス付きブラシDCモーターです。Sanyo…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/574" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20170607_e00d21.jpg" width="250" border="0" alt="Pololu Zumo 50:1マイクロメタルギアモーターHP" hspace="5" align="left"/></a><p>このギアモーターは、コンパクト&nbsp;(0.94インチ&times;0.39インチ&times;0.47インチ)で、高品質、51.45:1のメタルギアボックス付きブラシDCモーターです。Sanyo製のポピュラーな12mmギアモーターに近いものです。<br /> 長さ0.365インチ、半径3mmのD型の出力シャフトが備え付けられています。<br /> <br /> 主なスペックは、</p><ul><li>6V:625RPM</li><li>100mAでフリーラン</li><li>15オンスインチ(1.1kg-cm)</li><li>1.6Aでストール</li></ul><p><br /> ■注意点<br /> この商品は、シャフト部分がないためシャフト付ををご希望のお客様はこちらからお求めください。<br /> <a title="50:1 Micro Metal Gearmotor HP with Extended Motor Shaft" href="http://store.techshare.jp/shopdetail/000000000845/">50:1 Micro Metal Gearmotor HP with Extended Motor Shaft</a></p><p>&nbsp;</p><p>&nbsp;</p><h2>Overview</h2><p>These tiny brushed DC gearmotors are available in a wide range of gear ratios&mdash;from 5:1 up to 1000:1&mdash;and with five different motors: high-power 6&nbsp;V and 12&nbsp;V motors with long-life carbon brushes (HPCB), and high-power (HP), medium power (MP), and low power (LP) 6&nbsp;V motors with shorter-life precious metal brushes. The 6&nbsp;V and 12&nbsp;V HPCB motors offer the same performance at their respective nominal voltages, just with the 12&nbsp;V motor drawing half the current of the 6&nbsp;V motor. The 6&nbsp;V HPCB and 6&nbsp;V HP motors are identical except for their brushes, which only affect the lifetime of the motor.</p><p>The HPCB versions (shown on the left in the picture below) can be differentiated from versions with precious metal brushes (shown on the right) by their copper-colored terminals. Note that the HPCB terminals are 0.5&nbsp;mm wider than those on the other micro metal gearmotor versions (2&nbsp;mm vs. 1.5&nbsp;mm), and they are about 1&nbsp;mm closer together (6&nbsp;mm vs. 7&nbsp;mm).</p><p>&nbsp;</p><table class="picture_with_caption center wide"><tbody><tr><td><a class="noscript-fallback" href="https://a.pololu-files.com/picture/0J6385.1200.jpg?fa0fc539b2d5416846a22aa63b447062" target="_blank"><img class="wide zoomable" src="https://a.pololu-files.com/picture/0J6385.600.jpg?fa0fc539b2d5416846a22aa63b447062" alt="" data-gallery-pictures="[{&quot;id&quot;:&quot;0J6385&quot;,&quot;caption&quot;:&quot;\u003cp\u003eMicro metal gearmotor HPCB with long-life carbon brushes (left) next to one with precious metal brushes.\u003c/p\u003e&quot;,&quot;url_tiny&quot;:&quot;https://a.pololu-files.com/picture/0J6385.98x98.jpg?fa0fc539b2d5416846a22aa63b447062&quot;,&quot;url_medium&quot;:&quot;https://a.pololu-files.com/picture/0J6385.600x480.jpg?fa0fc539b2d5416846a22aa63b447062&quot;,&quot;url_full&quot;:&quot;https://a.pololu-files.com/picture/0J6385.1200.jpg?fa0fc539b2d5416846a22aa63b447062&quot;,&quot;longest_side&quot;:1200}]" data-picture-id="0J6385" data-picture-longest_side="1200" /></a></td></tr></tbody></table><table class="picture_with_caption center"><tbody><tr><td><a class="noscript-fallback" href="https://a.pololu-files.com/picture/0J6412.1200.jpg?c1e7666a800f45ae438bf8afec5b4998" target="_blank"><img class="zoomable" src="https://a.pololu-files.com/picture/0J6412.350.jpg?c1e7666a800f45ae438bf8afec5b4998" alt="" data-gallery-pictures="[{&quot;id&quot;:&quot;0J6412&quot;,&quot;caption&quot;:&quot;\u003cp\u003eMicro metal gearmotor HPCB long-life carbon brushes (left) next to micro metal gearmotor HP precious metal brushes (right).\u003c/p\u003e&quot;,&quot;url_tiny&quot;:&quot;https://a.pololu-files.com/picture/0J6412.98x98.jpg?c1e7666a800f45ae438bf8afec5b4998&quot;,&quot;url_medium&quot;:&quot;https://a.pololu-files.com/picture/0J6412.600x480.jpg?c1e7666a800f45ae438bf8afec5b4998&quot;,&quot;url_full&quot;:&quot;https://a.pololu-files.com/picture/0J6412.1200.jpg?c1e7666a800f45ae438bf8afec5b4998&quot;,&quot;longest_side&quot;:1200}]" data-picture-id="0J6412" data-picture-longest_side="1200" /></a></td></tr></tbody></table><table class="picture_with_caption right"><tbody><tr><td><a class="noscript-fallback" href="https://a.pololu-files.com/picture/0J5832.1200.jpg?1a7afd1aeb0cd22d610efcf66847279c" target="_blank"><img class="zoomable" src="https://a.pololu-files.com/picture/0J5832.200.jpg?1a7afd1aeb0cd22d610efcf66847279c" alt="" data-gallery-pictures="[{&quot;id&quot;:&quot;0J5832&quot;,&quot;caption&quot;:&quot;\u003cp\u003eMagnetic Encoder Kit for Micro Metal Gearmotors assembled with ribbon cable wires.\u003c/p\u003e&quot;,&quot;url_tiny&quot;:&quot;https://a.pololu-files.com/picture/0J5832.98x98.jpg?1a7afd1aeb0cd22d610efcf66847279c&quot;,&quot;url_medium&quot;:&quot;https://a.pololu-files.com/picture/0J5832.600x480.jpg?1a7afd1aeb0cd22d610efcf66847279c&quot;,&quot;url_full&quot;:&quot;https://a.pololu-files.com/picture/0J5832.1200.jpg?1a7afd1aeb0cd22d610efcf66847279c&quot;,&quot;longest_side&quot;:1200}]" data-picture-id="0J5832" data-picture-longest_side="1200" /></a></td></tr></tbody></table><p>&nbsp;</p><p>Versions of these gearmotors are also available with an additional 1&nbsp;mm-diameter output shaft that protrudes from the rear of the motor. This 4.5&nbsp;mm-long rear shaft rotates at the same speed as the input to the gearbox and offers a way to add an encoder, such as our&nbsp;<a href="https://www.pololu.com/product/3081">magnetic encoder for micro metal gearmotors</a>&nbsp;(see the picture on the right), to provide motor speed or position feedback.</p><p>With the exception of the 1000:1 gear ratio versions, all of the micro metal gearmotors have the same physical dimensions, so one version can be easily swapped for another if your design requirements change. Please see the&nbsp;<a href="https://www.pololu.com/search/compare/60">micro metal gearmotor comparison table</a>&nbsp;for detailed specifications of all our micro metal gearmotors. This dynamically-sortable table can help you find the gearmotor that offers the best blend of speed, torque, and current-draw for your particular application. A more basic comparison table is available below.</p><table class="active_controller_comparison"><tbody><tr><th>Rated<br /> Voltage</th><th>Motor Type</th><th>Stall<br /> Current<br /> @ Rated Voltage</th><th>No-Load<br /> Speed<br /> @ Rated Voltage</th><th>Approximate<br /> Stall Torque<br /> @ Rated Voltage</th><th><img src="https://www.pololu.com/picture/0J427.80.jpg" alt="" /><br /> <br /> Single-Shaft<br /> (Gearbox Only)</th><th><img src="https://www.pololu.com/picture/0J2814.100.jpg" alt="" /><br /> <br /> Dual-Shaft<br /> (Gearbox &amp; Motor)</th></tr><tr><td class="spacer" colspan="7">&nbsp;</td></tr><tr><td class="spacer" colspan="7">&nbsp;</td></tr><tr><td class="white" rowspan="11"><strong>12&nbsp;V</strong></td><td class="white" rowspan="11">high-power,<br /> carbon brushes<br /> <strong>(HPCB)</strong></td><td class="white" rowspan="11">800&nbsp;mA</td><td>6000&nbsp;RPM</td><td>2&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3036">5:1 HPCB 12V</a></td><td><a href="https://www.pololu.com/product/3047">5:1 HPCB 12V dual-shaft</a></td></tr><tr><td>3000&nbsp;RPM</td><td>4&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3037">10:1 HPCB 12V</a></td><td><a href="https://www.pololu.com/product/3048">10:1 HPCB 12V dual-shaft</a></td></tr><tr><td>1000&nbsp;RPM</td><td>9&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3038">30:1 HPCB 12V</a></td><td><a href="https://www.pololu.com/product/3049">30:1 HPCB 12V dual-shaft</a></td></tr><tr><td>625&nbsp;RPM</td><td>15&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3039">50:1 HPCB 12V</a></td><td><a href="https://www.pololu.com/product/3050">50:1 HPCB 12V dual-shaft</a></td></tr><tr><td>400&nbsp;RPM</td><td>22&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3040">75:1 HPCB 12V</a></td><td><a href="https://www.pololu.com/product/3051">75:1 HPCB 12V dual-shaft</a></td></tr><tr><td>320&nbsp;RPM</td><td>30&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3041">100:1 HPCB 12V</a></td><td><a href="https://www.pololu.com/product/3052">100:1 HPCB 12V dual-shaft</a></td></tr><tr><td>200&nbsp;RPM</td><td>40&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3042">150:1 HPCB 12V</a></td><td><a href="https://www.pololu.com/product/3053">150:1 HPCB 12V dual-shaft</a></td></tr><tr><td>140&nbsp;RPM</td><td>50&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3043">210:1 HPCB 12V</a></td><td><a href="https://www.pololu.com/product/3054">210:1 HPCB 12V dual-shaft</a></td></tr><tr><td>120&nbsp;RPM</td><td>60&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3044">250:1 HPCB 12V</a></td><td><a href="https://www.pololu.com/product/3055">250:1 HPCB 12V dual-shaft</a></td></tr><tr><td>100&nbsp;RPM</td><td>70&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3045">298:1 HPCB 12V</a></td><td><a href="https://www.pololu.com/product/3056">298:1 HPCB 12V dual-shaft</a></td></tr><tr><td>32&nbsp;RPM</td><td>125&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3046">1000:1 HPCB 12V</a></td><td><a href="https://www.pololu.com/product/3057">1000:1 HPCB 12V dual-shaft</a></td></tr><tr><td class="spacer" colspan="7">&nbsp;</td></tr><tr><td class="spacer" colspan="7">&nbsp;</td></tr><tr><td class="white" rowspan="11"><strong>6&nbsp;V</strong></td><td class="white" rowspan="11">high-power,<br /> carbon brushes<br /> <strong>(HPCB)</strong></td><td class="white" rowspan="11">1600&nbsp;mA</td><td>6000&nbsp;RPM</td><td>2&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3060">5:1 HPCB 6V</a></td><td><a href="https://www.pololu.com/product/3082">5:1 HPCB 6V dual-shaft</a></td></tr><tr><td>3000&nbsp;RPM</td><td>4&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3061">10:1 HPCB 6V</a></td><td><a href="https://www.pololu.com/product/3071">10:1 HPCB 6V dual-shaft</a></td></tr><tr><td>1000&nbsp;RPM</td><td>9&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3062">30:1 HPCB 6V</a></td><td><a href="https://www.pololu.com/product/3072">30:1 HPCB 6V dual-shaft</a></td></tr><tr><td>625&nbsp;RPM</td><td>15&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3063">50:1 HPCB 6V</a></td><td><a href="https://www.pololu.com/product/3073">50:1 HPCB 6V dual-shaft</a></td></tr><tr><td>400&nbsp;RPM</td><td>22&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3064">75:1 HPCB 6V</a></td><td><a href="https://www.pololu.com/product/3074">75:1 HPCB 6V dual-shaft</a></td></tr><tr><td>320&nbsp;RPM</td><td>30&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3065">100:1 HPCB 6V</a></td><td><a href="https://www.pololu.com/product/3075">100:1 HPCB 6V dual-shaft</a></td></tr><tr><td>200&nbsp;RPM</td><td>40&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3066">150:1 HPCB 6V</a></td><td><a href="https://www.pololu.com/product/3076">150:1 HPCB 6V dual-shaft</a></td></tr><tr><td>140&nbsp;RPM</td><td>50&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3067">210:1 HPCB 6V</a></td><td><a href="https://www.pololu.com/product/3077">210:1 HPCB 6V dual-shaft</a></td></tr><tr><td>120&nbsp;RPM</td><td>60&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3068">250:1 HPCB 6V</a></td><td><a href="https://www.pololu.com/product/3078">250:1 HPCB 6V dual-shaft</a></td></tr><tr><td>100&nbsp;RPM</td><td>70&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3069">298:1 HPCB 6V</a></td><td><a href="https://www.pololu.com/product/3079">298:1 HPCB 6V dual-shaft</a></td></tr><tr><td>32&nbsp;RPM</td><td>125&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/3070">1000:1 HPCB 6V</a></td><td><a href="https://www.pololu.com/product/3080">1000:1 HPCB 6V dual-shaft</a></td></tr><tr><td class="spacer" colspan="7">&nbsp;</td></tr><tr><td class="spacer" colspan="7">&nbsp;</td></tr><tr><td class="white" rowspan="11"><strong>6&nbsp;V</strong></td><td class="white" rowspan="11">high-power<br /> <strong>(HP)</strong><br /> <br /> <br /> <em>(same specs as<br /> 6V HPCB above)</em></td><td class="white" rowspan="11">1600&nbsp;mA</td><td>6000&nbsp;RPM</td><td>2&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/1000">5:1 HP 6V</a></td><td><a href="https://www.pololu.com/product/2210">5:1 HP 6V dual-shaft</a></td></tr><tr><td>3000&nbsp;RPM</td><td>4&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/999">10:1 HP 6V</a></td><td><a href="https://www.pololu.com/product/2211">10:1 HP 6V dual-shaft</a></td></tr><tr><td>1000&nbsp;RPM</td><td>9&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/1093">30:1 HP 6V</a></td><td><a href="https://www.pololu.com/product/2212">30:1 HP 6V dual-shaft</a></td></tr><tr><td>625&nbsp;RPM</td><td>15&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/998">50:1 HP 6V</a></td><td><a href="https://www.pololu.com/product/2213">50:1 HP 6V dual-shaft</a></td></tr><tr><td>400&nbsp;RPM</td><td>22&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/2361">75:1 HP 6V</a></td><td><a href="https://www.pololu.com/product/2215">75:1 HP 6V dual-shaft</a></td></tr><tr><td>320&nbsp;RPM</td><td>30&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/1101">100:1 HP 6V</a></td><td><a href="https://www.pololu.com/product/2214">100:1 HP 6V dual-shaft</a></td></tr><tr><td>200&nbsp;RPM</td><td>40&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/997">150:1 HP 6V</a></td><td><a href="https://www.pololu.com/product/2386">150:1 HP 6V dual-shaft</a></td></tr><tr><td>140&nbsp;RPM</td><td>50&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/996">210:1 HP 6V</a></td><td><a href="https://www.pololu.com/product/2216">210:1 HP 6V dual-shaft</a></td></tr><tr><td>120&nbsp;RPM</td><td>60&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/995">250:1 HP 6V</a></td><td><a href="https://www.pololu.com/product/2217">250:1 HP 6V dual-shaft</a></td></tr><tr><td>100&nbsp;RPM</td><td>70&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/994">298:1 HP 6V</a></td><td><a href="https://www.pololu.com/product/2218">298:1 HP 6V dual-shaft</a></td></tr><tr><td>32&nbsp;RPM</td><td>125&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/1595">1000:1 HP 6V</a></td><td><a href="https://www.pololu.com/product/2373">1000:1 HP 6V dual-shaft</a></td></tr><tr><td class="spacer" colspan="7">&nbsp;</td></tr><tr><td class="spacer" colspan="7">&nbsp;</td></tr><tr><td class="white" rowspan="11"><strong>6&nbsp;V</strong></td><td class="white" rowspan="11">medium-power<br /> <strong>(MP)</strong></td><td class="white" rowspan="11">700&nbsp;mA</td><td>4400&nbsp;RPM</td><td>1.5&nbsp;oz-in</td><td>&nbsp;</td><td><a href="https://www.pololu.com/product/2376">5:1 MP 6V dual-shaft</a></td></tr><tr><td>2200&nbsp;RPM</td><td>3&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/2363">10:1 MP 6V</a></td><td><a href="https://www.pololu.com/product/2377">10:1 MP 6V dual-shaft</a></td></tr><tr><td>730&nbsp;RPM</td><td>8&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/2364">30:1 MP 6V</a></td><td><a href="https://www.pololu.com/product/2378">30:1 MP 6V dual-shaft</a></td></tr><tr><td>420&nbsp;RPM</td><td>12&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/2365">50:1 MP 6V</a></td><td><a href="https://www.pololu.com/product/2379">50:1 MP 6V dual-shaft</a></td></tr><tr><td>290&nbsp;RPM</td><td>17&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/2366">75:1 MP 6V</a></td><td><a href="https://www.pololu.com/product/2380">75:1 MP 6V dual-shaft</a></td></tr><tr><td>220&nbsp;RPM</td><td>21&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/2367">100:1 MP 6V</a></td><td><a href="https://www.pololu.com/product/2381">100:1 MP 6V dual-shaft</a></td></tr><tr><td>150&nbsp;RPM</td><td>28&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/2368">150:1 MP 6V</a></td><td><a href="https://www.pololu.com/product/2382">150:1 MP 6V dual-shaft</a></td></tr><tr><td>100&nbsp;RPM</td><td>36&nbsp;oz-in</td><td>&nbsp;</td><td><a href="https://www.pololu.com/product/2383">210:1 MP 6V dual-shaft</a></td></tr><tr><td>90&nbsp;RPM</td><td>41&nbsp;oz-in</td><td>&nbsp;</td><td><a href="https://www.pololu.com/product/2384">250:1 MP 6V dual-shaft</a></td></tr><tr><td>75&nbsp;RPM</td><td>46&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/2371">298:1 MP 6V</a></td><td><a href="https://www.pololu.com/product/2385">298:1 MP 6V dual-shaft</a></td></tr><tr><td>22&nbsp;RPM</td><td>80&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/2372">1000:1 MP 6V</a></td><td><a href="https://www.pololu.com/product/3059">1000:1 MP 6V dual-shaft</a></td></tr><tr><td class="spacer" colspan="7">&nbsp;</td></tr><tr><td class="spacer" colspan="7">&nbsp;</td></tr><tr><td class="white" rowspan="11"><strong>6&nbsp;V</strong></td><td class="white" rowspan="11">low-power<br /> <strong>(LP)</strong></td><td class="white" rowspan="11">360&nbsp;mA</td><td>2500&nbsp;RPM</td><td>1&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/1100">5:1 LP 6V</a></td><td><a href="https://www.pololu.com/product/2200">5:1 LP 6V dual-shaft</a></td></tr><tr><td>1300&nbsp;RPM</td><td>2&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/1099">10:1 LP 6V</a></td><td><a href="https://www.pololu.com/product/2201">10:1 LP 6V dual-shaft</a></td></tr><tr><td>440&nbsp;RPM</td><td>4&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/993">30:1 LP 6V</a></td><td><a href="https://www.pololu.com/product/2202">30:1 LP 6V dual-shaft</a></td></tr><tr><td>250&nbsp;RPM</td><td>7&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/1098">50:1 LP 6V</a></td><td><a href="https://www.pololu.com/product/2203">50:1 LP 6V dual-shaft</a></td></tr><tr><td>170&nbsp;RPM</td><td>9&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/2360">75:1 LP 6V</a></td><td><a href="https://www.pololu.com/product/2209">75:1 LP 6V dual-shaft</a></td></tr><tr><td>120&nbsp;RPM</td><td>12&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/992">100:1 LP 6V</a></td><td><a href="https://www.pololu.com/product/2204">100:1 LP 6V dual-shaft</a></td></tr><tr><td>85&nbsp;RPM</td><td>17&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/1097">150:1 LP 6V</a></td><td><a href="https://www.pololu.com/product/2205">150:1 LP 6V dual-shaft</a></td></tr><tr><td>60&nbsp;RPM</td><td>27&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/1096">210:1 LP 6V</a></td><td><a href="https://www.pololu.com/product/2206">210:1 LP 6V dual-shaft</a></td></tr><tr><td>50&nbsp;RPM</td><td>32&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/1095">250:1 LP 6V</a></td><td><a href="https://www.pololu.com/product/2207">250:1 LP 6V dual-shaft</a></td></tr><tr><td>45&nbsp;RPM</td><td>40&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/1094">298:1 LP 6V</a></td><td><a href="https://www.pololu.com/product/2208">298:1 LP 6V dual-shaft</a></td></tr><tr><td>14&nbsp;RPM</td><td>70&nbsp;oz-in</td><td><a href="https://www.pololu.com/product/1596">1000:1 LP 6V</a></td><td><a href="https://www.pololu.com/product/3058">1000:1 LP 6V dual-shaft</a></td></tr></tbody></table><p class="note_warning"><strong>Note:</strong>&nbsp;Stalling or overloading gearmotors can greatly decrease their lifetimes and even result in immediate damage. The recommended upper limit for instantaneous torque is 35&nbsp;oz-in (2.5&nbsp;kg-cm) for the 1000:1 gearboxes and 25&nbsp;oz-in (2&nbsp;kg*cm) for all the other gear ratios;&nbsp;<ins>we strongly advise keeping applied loads well under this limit</ins>. Stalls can also result in rapid (potentially on the order of seconds) thermal damage to the motor windings and brushes, especially for the versions that use high-power (HP and HPCB) motors; a general recommendation for brushed DC motor operation is 25% or less of the stall current.</p><p>In general, these kinds of motors can run at voltages above and below their nominal voltages; lower voltages might not be practical, and higher voltages could start negatively affecting the life of the motor.</p><h2>Details for item #998</h2><p class="math">Exact gear ratio:&nbsp;<span id="MathJax-Element-1-Frame" class="MathJax" data-mathml="&lt;math xmlns=&quot;http://www.w3.org/1998/Math/MathML&quot;&gt;&lt;mstyle displaystyle=&quot;true&quot;&gt;&lt;mfrac&gt;&lt;mrow&gt;&lt;mn&gt;32&lt;/mn&gt;&lt;mo&gt;&amp;#xD7;&lt;/mo&gt;&lt;mn&gt;33&lt;/mn&gt;&lt;mo&gt;&amp;#xD7;&lt;/mo&gt;&lt;mn&gt;35&lt;/mn&gt;&lt;mo&gt;&amp;#xD7;&lt;/mo&gt;&lt;mn&gt;38&lt;/mn&gt;&lt;/mrow&gt;&lt;mrow&gt;&lt;mn&gt;15&lt;/mn&gt;&lt;mo&gt;&amp;#xD7;&lt;/mo&gt;&lt;mn&gt;14&lt;/mn&gt;&lt;mo&gt;&amp;#xD7;&lt;/mo&gt;&lt;mn&gt;13&lt;/mn&gt;&lt;mo&gt;&amp;#xD7;&lt;/mo&gt;&lt;mn&gt;10&lt;/mn&gt;&lt;/mrow&gt;&lt;/mfrac&gt;&lt;mo&gt;&amp;#x2248;&lt;/mo&gt;&lt;mstyle mathvariant=&quot;bold&quot;&gt;&lt;mrow&gt;&lt;mn&gt;51.45&lt;/mn&gt;&lt;mo&gt;:&lt;/mo&gt;&lt;mn&gt;1&lt;/mn&gt;&lt;/mrow&gt;&lt;/mstyle&gt;&lt;/mstyle&gt;&lt;/math&gt;"><span id="MathJax-Span-1" class="math"><span><span><span id="MathJax-Span-2" class="mrow"><span id="MathJax-Span-3" class="mstyle"><span id="MathJax-Span-4" class="mrow"><span id="MathJax-Span-5" class="mfrac"><span><span><span id="MathJax-Span-6" class="mrow"><span id="MathJax-Span-7" class="mn">32</span><span id="MathJax-Span-8" class="mo">&times;</span><span id="MathJax-Span-9" class="mn">33</span><span id="MathJax-Span-10" class="mo">&times;</span><span id="MathJax-Span-11" class="mn">35</span><span id="MathJax-Span-12" class="mo">&times;</span><span id="MathJax-Span-13" class="mn">38</span></span></span><span><span id="MathJax-Span-14" class="mrow"><span id="MathJax-Span-15" class="mn">15</span><span id="MathJax-Span-16" class="mo">&times;</span><span id="MathJax-Span-17" class="mn">14</span><span id="MathJax-Span-18" class="mo">&times;</span><span id="MathJax-Span-19" class="mn">13</span><span id="MathJax-Span-20" class="mo">&times;</span><span id="MathJax-Span-21" class="mn">10</span></span></span></span></span><span id="MathJax-Span-22" class="mo">&asymp;</span><span id="MathJax-Span-23" class="mstyle"><span id="MathJax-Span-24" class="mrow"><span id="MathJax-Span-25" class="mrow"><span id="MathJax-Span-26" class="mn">5<span>1</span><span>.</span><span>4</span><span>5</span></span><span id="MathJax-Span-27" class="mo">:</span><span id="MathJax-Span-28" class="mn">1</span></span></span></span></span></span></span></span></span></span><span class="MJX_Assistive_MathML">32&times;33&times;35&times;3815&times;14&times;13&times;10&asymp;51.45:1</span></span></p><h2>Gearmotor Dimensions</h2><p>In terms of size, these gearmotors are very similar to Sanyo&rsquo;s popular 12&nbsp;mm NA4S DC gearmotors, and gearmotors with this form factor are occasionally referred to as N20 motors. The versions with carbon brushes (HPCB) have slightly different terminal and end-cap dimensions than the versions with precious metal brushes, but all of the other dimensions are identical.</p><h3>Dimensions of versions with carbon brushes (HPCB)</h3><p>&nbsp;</p><table class="picture_with_caption center wide"><tbody><tr><td><a class="noscript-fallback" href="https://a.pololu-files.com/picture/0J6672.1200.jpg?791471d3eaa9dfb358a91f845ec7d8e1" target="_blank"><img class="wide zoomable" src="https://a.pololu-files.com/picture/0J6672.600.jpg?791471d3eaa9dfb358a91f845ec7d8e1" alt="" data-gallery-pictures="[{&quot;id&quot;:&quot;0J6672&quot;,&quot;caption&quot;:&quot;\u003cp\u003eDimensions of the Pololu micro metal gearmotors with carbon brushes (HPCB).  Units are mm over [inches].\u003c/p\u003e&quot;,&quot;url_tiny&quot;:&quot;https://a.pololu-files.com/picture/0J6672.98x98.jpg?791471d3eaa9dfb358a91f845ec7d8e1&quot;,&quot;url_medium&quot;:&quot;https://a.pololu-files.com/picture/0J6672.600x480.jpg?791471d3eaa9dfb358a91f845ec7d8e1&quot;,&quot;url_full&quot;:&quot;https://a.pololu-files.com/picture/0J6672.1200.jpg?791471d3eaa9dfb358a91f845ec7d8e1&quot;,&quot;longest_side&quot;:1350}]" data-picture-id="0J6672" data-picture-longest_side="1350" /></a></td></tr><tr><th><p>Dimensions of the Pololu micro metal gearmotors with carbon brushes (HPCB). Units are mm over [inches].</p></th></tr></tbody></table><p>&nbsp;</p><h3>Dimensions of versions with precious metal brushes (LP, MP, and HP)</h3><p>&nbsp;</p><table class="picture_with_caption center wide"><tbody><tr><td><a class="noscript-fallback" href="https://a.pololu-files.com/picture/0J6671.1200.jpg?266727b083c0aa90b44d9b73127ee634" target="_blank"><img class="wide zoomable" src="https://a.pololu-files.com/picture/0J6671.600.jpg?266727b083c0aa90b44d9b73127ee634" alt="" data-gallery-pictures="[{&quot;id&quot;:&quot;0J6671&quot;,&quot;caption&quot;:&quot;\u003cp\u003eDimensions of the Pololu micro metal gearmotors with precious metal brushes: low-power (LP), medium-power (MP), and high-power (HP).  Units are mm over [inches].\u003c/p\u003e&quot;,&quot;url_tiny&quot;:&quot;https://a.pololu-files.com/picture/0J6671.98x98.jpg?266727b083c0aa90b44d9b73127ee634&quot;,&quot;url_medium&quot;:&quot;https://a.pololu-files.com/picture/0J6671.600x480.jpg?266727b083c0aa90b44d9b73127ee634&quot;,&quot;url_full&quot;:&quot;https://a.pololu-files.com/picture/0J6671.1200.jpg?266727b083c0aa90b44d9b73127ee634&quot;,&quot;longest_side&quot;:1350}]" data-picture-id="0J6671" data-picture-longest_side="1350" /></a></td></tr><tr><th><p>Dimensions of the Pololu micro metal gearmotors with precious metal brushes: low-power (LP), medium-power (MP), and high-power (HP). Units are mm over [inches].</p></th></tr></tbody></table><p>&nbsp;</p><p>These diagrams are also available as a&nbsp;<a href="https://www.pololu.com/file/download/micro-metal-gearmotor-dimensions.pdf?file_id=0J949"><strong>downloadable PDF</strong></a>&nbsp;(262k pdf).</p><h2>Motor Accessories</h2><ul><li><strong>Wheels and hubs:</strong>&nbsp;The micro metal gearmotor&rsquo;s output shaft matches our assortment of&nbsp;<a href="https://www.pololu.com/category/89/pololu-wheels-and-tracks">Pololu wheels</a>&nbsp;and the&nbsp;<a href="https://www.pololu.com/product/1127">Solarbotics RW2i rubber wheel</a>. You can also use our&nbsp;<a href="https://www.pololu.com/product/1079">Pololu universal mounting hubs</a>&nbsp;to mount custom wheels and mechanism to the micro metal gearmotor&rsquo;s output shaft, and you can use our&nbsp;<a href="https://www.pololu.com/product/2682">12mm hex wheel adapter</a>&nbsp;to use this motor with many common hobby RC wheels.</li></ul><table class="side_by_side_pics"><tbody><tr><td><table class="picture_with_caption center"><tbody><tr><td><a class="noscript-fallback" href="https://a.pololu-files.com/picture/0J900.1200.jpg?c87ab4360031baf5eeb7429cc32fd3af" target="_blank"><img class="zoomable" src="https://a.pololu-files.com/picture/0J900.200.jpg?c87ab4360031baf5eeb7429cc32fd3af" alt="" data-gallery-pictures="[{&quot;id&quot;:&quot;0J900&quot;,&quot;caption&quot;:&quot;\u003cp\u003ePololu wheel 32\u0026#215;7mm on a micro metal gearmotor.\u003c/p\u003e&quot;,&quot;url_tiny&quot;:&quot;https://a.pololu-files.com/picture/0J900.98x98.jpg?c87ab4360031baf5eeb7429cc32fd3af&quot;,&quot;url_medium&quot;:&quot;https://a.pololu-files.com/picture/0J900.600x480.jpg?c87ab4360031baf5eeb7429cc32fd3af&quot;,&quot;url_full&quot;:&quot;https://a.pololu-files.com/picture/0J900.1200.jpg?c87ab4360031baf5eeb7429cc32fd3af&quot;,&quot;longest_side&quot;:600}]" data-picture-id="0J900" data-picture-longest_side="600" /></a></td></tr><tr><th><p>Pololu wheel 32&times;7mm on a micro metal gearmotor.</p></th></tr></tbody></table></td><td><table class="picture_with_caption center"><tbody><tr><td><a class="noscript-fallback" href="https://a.pololu-files.com/picture/0J2598.1200.jpg?ad23083fc0bd834fa9c47a69655781a4" target="_blank"><img class="zoomable" src="https://a.pololu-files.com/picture/0J2598.200.jpg?ad23083fc0bd834fa9c47a69655781a4" alt="" data-gallery-pictures="[{&quot;id&quot;:&quot;0J2598&quot;,&quot;caption&quot;:&quot;\u003cp\u003eBlack Pololu 70\u0026#215;8mm wheel on a Pololu micro metal gearmotor.\u003c/p\u003e&quot;,&quot;url_tiny&quot;:&quot;https://a.pololu-files.com/picture/0J2598.98x98.jpg?ad23083fc0bd834fa9c47a69655781a4&quot;,&quot;url_medium&quot;:&quot;https://a.pololu-files.com/picture/0J2598.600x480.jpg?ad23083fc0bd834fa9c47a69655781a4&quot;,&quot;url_full&quot;:&quot;https://a.pololu-files.com/picture/0J2598.1200.jpg?ad23083fc0bd834fa9c47a69655781a4&quot;,&quot;longest_side&quot;:969}]" data-picture-id="0J2598" data-picture-longest_side="969" /></a></td></tr><tr><th><p>Black Pololu 70&times;8mm wheel on a Pololu micro metal gearmotor.</p></th></tr></tbody></table></td><td><table class="picture_with_caption center"><tbody><tr><td><a class="noscript-fallback" href="https://a.pololu-files.com/picture/0J1103.1200.jpg?29a6bca6672e1ed883d67f0b35edc987" target="_blank"><img class="zoomable" src="https://a.pololu-files.com/picture/0J1103.200.jpg?29a6bca6672e1ed883d67f0b35edc987" alt="" data-gallery-pictures="[{&quot;id&quot;:&quot;0J1103&quot;,&quot;caption&quot;:&quot;\u003cp\u003eA pair of Pololu universal aluminum mounting hubs for 3\u0026nbsp;mm diameter shafts.\u003c/p\u003e&quot;,&quot;url_tiny&quot;:&quot;https://a.pololu-files.com/picture/0J1103.98x98.jpg?29a6bca6672e1ed883d67f0b35edc987&quot;,&quot;url_medium&quot;:&quot;https://a.pololu-files.com/picture/0J1103.600x480.jpg?29a6bca6672e1ed883d67f0b35edc987&quot;,&quot;url_full&quot;:&quot;https://a.pololu-files.com/picture/0J1103.1200.jpg?29a6bca6672e1ed883d67f0b35edc987&quot;,&quot;longest_side&quot;:800}]" data-picture-id="0J1103" data-picture-longest_side="800" /></a></td></tr><tr><th><p>A pair of Pololu universal aluminum mounting hubs for 3&nbsp;mm diameter shafts.</p></th></tr></tbody></table></td></tr></tbody></table><p>&nbsp;</p><table class="picture_with_caption center"><tbody><tr><td><a class="noscript-fallback" href="https://a.pololu-files.com/picture/0J6116.1200.jpg?741b7405c9ab20cbee49ac434232c4f4" target="_blank"><img class="zoomable" src="https://a.pololu-files.com/picture/0J6116.500.jpg?741b7405c9ab20cbee49ac434232c4f4" alt="" data-gallery-pictures="[{&quot;id&quot;:&quot;0J6116&quot;,&quot;caption&quot;:&quot;\u003cp\u003e12mm Hex Wheel Adapter for 3mm Shaft on a Micro Metal Gearmotor.\u003c/p\u003e&quot;,&quot;url_tiny&quot;:&quot;https://a.pololu-files.com/picture/0J6116.98x98.jpg?741b7405c9ab20cbee49ac434232c4f4&quot;,&quot;url_medium&quot;:&quot;https://a.pololu-files.com/picture/0J6116.600x480.jpg?741b7405c9ab20cbee49ac434232c4f4&quot;,&quot;url_full&quot;:&quot;https://a.pololu-files.com/picture/0J6116.1200.jpg?741b7405c9ab20cbee49ac434232c4f4&quot;,&quot;longest_side&quot;:1200}]" data-picture-id="0J6116" data-picture-longest_side="1200" /></a></td></tr><tr><th><p>12mm Hex Wheel Adapter for 3mm Shaft on a Micro Metal Gearmotor.</p></th></tr></tbody></table><p>&nbsp;</p><ul><li><strong>Mounting brackets:</strong>&nbsp;Our&nbsp;<a href="https://www.pololu.com/product/989">mounting bracket</a>&nbsp;(also available in&nbsp;<a href="https://www.pololu.com/product/1086">white</a>) and&nbsp;<a href="https://www.pololu.com/product/1089">extended mounting bracket</a>&nbsp;are specifically designed to securely mount the gearmotor while enclosing the exposed gears. We recommend the&nbsp;<strong>extended</strong>&nbsp;mounting bracket for wheels with recessed hubs, such as the Pololu wheel 42&times;19mm. Our micro metal gearmotors will also work with our&nbsp;<a href="https://www.pololu.com/product/1599">15.5D mm metal gearmotor bracket pair</a>.</li></ul><table class="side_by_side_pics"><tbody><tr><td><p>&nbsp;</p><table class="picture_with_caption center"><tbody><tr><td><a class="noscript-fallback" href="https://a.pololu-files.com/picture/0J1128.1200.jpg?da2a3bb5266037b46895d14801aacbaa" target="_blank"><img class="zoomable" src="https://a.pololu-files.com/picture/0J1128.200.jpg?da2a3bb5266037b46895d14801aacbaa" alt="" data-gallery-pictures="[{&quot;id&quot;:&quot;0J1128&quot;,&quot;caption&quot;:&quot;\u003cp\u003eBlack micro metal gearmotor mounting bracket pair with included screws and nuts.\u003c/p\u003e&quot;,&quot;url_tiny&quot;:&quot;https://a.pololu-files.com/picture/0J1128.98x98.jpg?da2a3bb5266037b46895d14801aacbaa&quot;,&quot;url_medium&quot;:&quot;https://a.pololu-files.com/picture/0J1128.600x480.jpg?da2a3bb5266037b46895d14801aacbaa&quot;,&quot;url_full&quot;:&quot;https://a.pololu-files.com/picture/0J1128.1200.jpg?da2a3bb5266037b46895d14801aacbaa&quot;,&quot;longest_side&quot;:800}]" data-picture-id="0J1128" data-picture-longest_side="800" /></a></td></tr><tr><th><p>Black micro metal gearmotor mounting bracket pair with included screws and nuts.</p></th></tr></tbody></table></td><td><table class="picture_with_caption center"><tbody><tr><td><a class="noscript-fallback" href="https://a.pololu-files.com/picture/0J1129.1200.jpg?69196bc32969a42c3777dd222537e220" target="_blank"><img class="zoomable" src="https://a.pololu-files.com/picture/0J1129.200.jpg?69196bc329</p>]]></content:encoded>
                    <dc:subject>Pololu</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>3280</dc:format>
                    <dc:date>2026-04-27T15:17:03+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/464">
                    <title>Arduino Leonardo</title>
                    <link>https://www.physical-computing.jp/product/464</link>
                    <description>&amp;nbsp;マイクロコントローラにATmega32u4を使用、表面実装された最新のArduinoです。これによりUSB通信の機能が追加され、ArduinoをUSBマウスやキーボードとして動作させたりす…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/464" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20170803_fa1591.jpg" width="250" border="0" alt="Arduino Leonardo" hspace="5" align="left"/></a><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">マイクロコントローラに<span class="wikiword">ATmega32u4を使用、表面実装された最新のArduinoです。これによりUSB通信の機能が追加され、ArduinoをUSBマウスやキーボードとして動作させたりすることもできます。<br /></span></span><br /><span style="font-family: verdana, geneva; font-size: medium;">こちらのArduino Leonardoには、ピンヘッダ、2.1mm標準DCジャック、ICSP用ピンが最初から実装されています。</span><br /><br /><a href="http://arduino.cc/en/Main/ArduinoBoardLeonardo"><strong>メーカープロダクトサイト</strong></a><br /><br /><span style="font-family: verdana, geneva; font-size: medium;">　・Arduino UNOとの違い</span><br /><span style="font-family: verdana, geneva; font-size: medium;">　・ドライバーのインストール方法</span><br /><span style="font-family: verdana, geneva; font-size: medium;">　・スケッチのアップロード方法</span><br /><span style="font-family: verdana, geneva; font-size: medium;">などの説明が以下のサイトにあります。</span><br /><br /><a href="http://arduino.cc/en/Guide/ArduinoLeonardo"><strong>利用ガイド（英語）</strong></a><br /><br /><br /><span style="font-family: 'trebuchet ms', geneva; font-size: small;">【注意点】</span><br /><span style="font-family: 'trebuchet ms', geneva; font-size: small;">※本製品には、ボードのみで付属の解説書はありません。</span><br /><span style="font-family: 'trebuchet ms', geneva; font-size: small;">※<a href="http://arduino.cc/en/Main/Software">Arduino IDE（開発環境）</a>は、1.0.1以降をご利用ください。</span><br /><span style="font-family: 'trebuchet ms', geneva; font-size: small;">※パソコンとの接続のためのUSBソケットは、USB規格のマイクロBタイプです。Arduino UNOでご利用のUSB Bタイプのケーブルは使用できません。</span><br /><br /><br /><br /></p></p>]]></content:encoded>
                    <dc:subject>Arduino（BCMI）</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>4180</dc:format>
                    <dc:date>2026-04-27T15:17:03+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2229">
                    <title>Tinker Board 3S/2G/16G</title>
                    <link>https://www.physical-computing.jp/product/2229</link>
                    <description>※本商品はTinker Board SR2.0 / Tinker Board 2S の後継品です&amp;nbsp;ASUS IoT Tinker Board 3Sは、64 ビットクアッドコア Arm&amp;reg…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2229" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20240723_848354.png" width="250" border="0" alt="Tinker Board 3S/2G/16G" hspace="5" align="left"/></a><p><span style="font-family: verdana, geneva; font-size: x-large; color: #ff0000;"><strong><span style="font-size: large;">※本商品はTinker Board SR2.0 / Tinker Board 2S の後継品です</span></strong><br /></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">ASUS IoT Tinker Board 3Sは、64 ビットクアッドコア Arm&reg; Cortex-A55 プロセッサ (Rockchip RK3566) と Arm ベースの Mali&trade;-G52 GPU を搭載し、優れたグラフィック処理と堅牢なデータ セキュリティを実現します。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒ シームレスな統合を実現するように設計されており、FOTA、高度なコントロール、SDK をサポートし、迅速な市場展開を可能にする多目的ソフトウェア スイートを備え、スマート リテールおよびヘルスケア</span><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;アプリケーション向けの完全なソリューションを提供します。IoT ゲートウェイ、デジタル サイネージ、セルフサービス キオスク、医療機器などをサポートします。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;開発とメンテナンスを簡素化し、コストを削減し、効率を最適化するソフトウェア開発キット (SDK) の恩恵を受けています。これには、GPIO API、アイドル期間中の自動電源オフ、ソフトウェアベースの USB 制御、</span><span style="font-family: verdana, geneva; font-size: medium;">ハード ウェア メンテナンス用の OTA 更新が含まれています。ASUS のハードウェアとソフトウェアの緊密な統合により、Tinker Board 3 はスマート リテール ソリューションに最適です。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20240723_78be19.jpg" alt="" /></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;Tinker Board 3S は、包括的な電源保護により、製品の長期的な持続可能性とコスト削減を実現します。12V 〜 19V の電圧範囲により、さまざまなアプリケーションで安定性が確保されます。過電圧保護 (OVP)、</span><span style="font-family: verdana, geneva; font-size: medium;">過電流保護&nbsp; &nbsp;(OCP)、静電放電 (ESD) などの機能により、寿命が長くなります。より小型で高速なスイッチング トランジスタにより、消費電力が低減され、より広範なグリーン イニシアティブをサポートします。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;<span>優れたシステム拡張性を実現する広範な接続オプションを備えています。WiFi 5/6E 用の M.2 E-Key、USB 2.0 ピン ヘッダー、12 〜 19V 電源ジャック、USB 3.2 Type-A などの新しいインターフェイスが導入され、</span></span><span style="font-family: verdana, geneva; font-size: medium;">コンピューティング能力、電源ソリューション、冷却設計が強化されています。この多用途の SBC は、IoT ゲートウェイ、デジタル サイネージ、セルフサービス キオスク、医療機器などにシームレスに統合されます。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20240723_e90b94.jpg" alt="" width="609" height="408" /></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;シームレスな AI 統合を実現するように設計された 1 TOPS の NPU が組み込まれており、Rockchip RKNN により、モデルの変換、推論、評価を簡単に行うことができます。この機能により、物体検出、音声認識、</span><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;顔認識などのさまざまなソリューションが強化および統合され、AI アプリケーションの可能性が広がり、AI の急成長時代に向けた包括的なソリューションが提供されます。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;<span>主要なパネル PC ブランドと連携して、7 インチから 24 インチまでのサイズで強化されたパネル ソリューションを提供します。当社のサポートには、ハードウェアとソフトウェアのサポート、移植作業の合理化、</span></span><span style="font-family: verdana, geneva; font-size: medium;">コストの削減が含まれます。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒ 仕様</span></p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20240723_73d183.jpg" alt="" /></p><p><img src="https://www.physical-computing.jp/data/pclab/product/20240723_de2099.jpg" alt="" width="718" height="548" /></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>ASUS</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>21000</dc:format>
                    <dc:date>2026-04-27T11:32:56+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2218">
                    <title>Tinker Board 3S/2G/16G</title>
                    <link>https://www.physical-computing.jp/product/2218</link>
                    <description>※本商品はTinker Board SR2.0 / Tinker Board 2S の後継品です&amp;nbsp;ASUS IoT Tinker Board 3Sは、64 ビットクアッドコア Arm&amp;reg…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2218" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20240723_848354.png" width="250" border="0" alt="Tinker Board 3S/2G/16G" hspace="5" align="left"/></a><p><span style="font-family: verdana, geneva; font-size: x-large; color: #ff0000;"><strong><span style="font-size: large;">※本商品はTinker Board SR2.0 / Tinker Board 2S の後継品です</span></strong><br /></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">ASUS IoT Tinker Board 3Sは、64 ビットクアッドコア Arm&reg; Cortex-A55 プロセッサ (Rockchip RK3566) と Arm ベースの Mali&trade;-G52 GPU を搭載し、優れたグラフィック処理と堅牢なデータ セキュリティを実現します。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒ シームレスな統合を実現するように設計されており、FOTA、高度なコントロール、SDK をサポートし、迅速な市場展開を可能にする多目的ソフトウェア スイートを備え、スマート リテールおよびヘルスケア</span><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;アプリケーション向けの完全なソリューションを提供します。IoT ゲートウェイ、デジタル サイネージ、セルフサービス キオスク、医療機器などをサポートします。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;開発とメンテナンスを簡素化し、コストを削減し、効率を最適化するソフトウェア開発キット (SDK) の恩恵を受けています。これには、GPIO API、アイドル期間中の自動電源オフ、ソフトウェアベースの USB 制御、</span><span style="font-family: verdana, geneva; font-size: medium;">ハード ウェア メンテナンス用の OTA 更新が含まれています。ASUS のハードウェアとソフトウェアの緊密な統合により、Tinker Board 3 はスマート リテール ソリューションに最適です。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20240723_78be19.jpg" alt="" /></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;Tinker Board 3S は、包括的な電源保護により、製品の長期的な持続可能性とコスト削減を実現します。12V 〜 19V の電圧範囲により、さまざまなアプリケーションで安定性が確保されます。過電圧保護 (OVP)、</span><span style="font-family: verdana, geneva; font-size: medium;">過電流保護&nbsp; &nbsp;(OCP)、静電放電 (ESD) などの機能により、寿命が長くなります。より小型で高速なスイッチング トランジスタにより、消費電力が低減され、より広範なグリーン イニシアティブをサポートします。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;<span>優れたシステム拡張性を実現する広範な接続オプションを備えています。WiFi 5/6E 用の M.2 E-Key、USB 2.0 ピン ヘッダー、12 〜 19V 電源ジャック、USB 3.2 Type-A などの新しいインターフェイスが導入され、</span></span><span style="font-family: verdana, geneva; font-size: medium;">コンピューティング能力、電源ソリューション、冷却設計が強化されています。この多用途の SBC は、IoT ゲートウェイ、デジタル サイネージ、セルフサービス キオスク、医療機器などにシームレスに統合されます。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20240723_e90b94.jpg" alt="" width="609" height="408" /></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;シームレスな AI 統合を実現するように設計された 1 TOPS の NPU が組み込まれており、Rockchip RKNN により、モデルの変換、推論、評価を簡単に行うことができます。この機能により、物体検出、音声認識、</span><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;顔認識などのさまざまなソリューションが強化および統合され、AI アプリケーションの可能性が広がり、AI の急成長時代に向けた包括的なソリューションが提供されます。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒&nbsp;<span>主要なパネル PC ブランドと連携して、7 インチから 24 インチまでのサイズで強化されたパネル ソリューションを提供します。当社のサポートには、ハードウェアとソフトウェアのサポート、移植作業の合理化、</span></span><span style="font-family: verdana, geneva; font-size: medium;">コストの削減が含まれます。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❒ 仕様</span></p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20240723_73d183.jpg" alt="" /></p><p><img src="https://www.physical-computing.jp/data/pclab/product/20240723_de2099.jpg" alt="" width="718" height="548" /></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>ASUS</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>21000</dc:format>
                    <dc:date>2026-04-24T12:27:15+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2228">
                    <title>RealSense D405 近距離向けデプスカメラ</title>
                    <link>https://www.physical-computing.jp/product/2228</link>
                    <description>&amp;nbsp;Intel&amp;nbsp;&amp;reg;RealSense&amp;trade; D405は近距離におけるコンピュータービジョンのニーズに対応し、サブミリメートルの高精度を提供する短距離のデプスカメラです…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2228" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20220602_b45dbc.jpg" width="250" border="0" alt="RealSense D405 近距離向けデプスカメラ" hspace="5" align="left"/></a><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">Intel&nbsp;<span class="Y2IQFc" lang="ja">&reg;RealSense&trade; D405は近距離におけるコンピュータービジョンのニーズに対応し、サブミリメートルの高精度を提供する短距離のデプスカメラです。</span></span></p><p>&nbsp;</p><p>&nbsp;&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20220608_613307.jpg" alt="" /></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">Intel RealSenseデプスカメラD405による正確な精度により、近距離深度検地を必要とする新しいユースケースの世界を切り開きます。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">ロボットによるグリップ、組立てライン検査、効果的な傷の管理など、D405の高解像度グローバルシャッター深度センサーが大きな違いを生ずることができる部分があります。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">■産業用ソリューション</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">D405は0.1mmの検出精度を備えており、信頼できる自動検査や、近距離での小さな物体の高精度なピックアンドプレースを実現します。</span></p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20220606_88d8b8.jpg" alt="" /></p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳">&nbsp;</p><p id="tw-target-text" class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳"><br /><br /><span style="font-family: verdana, geneva; font-size: medium;">■農産物に完璧なピッキング機能</span></p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳"><span style="font-family: verdana, geneva; font-size: medium;">傷つけやすい果物や野菜に対して、この深度カメラはロボットアームによって損傷することなく、正確且つ穏やかに取り扱えることができます。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva;"><span><span style="font-size: medium;">■</span><span style="font-family: verdana, geneva; font-size: medium;">進化した医療での活用</span></span><br /></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">このカメラの近距離精度により、傷の3D画像を数秒で作成できます。より早く治療の進行を予測し、また治療に重要な情報を提供できます。</span></p><p>&nbsp;</p><p><span style="font-size: medium;">&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20220606_158096.jpg" alt="" /></span></p><p>&nbsp;</p><p>&nbsp;&nbsp;</p><p>■<span style="font-family: verdana, geneva; font-size: medium;">仕様</span></p><p>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20220608_79b95e.jpg" alt="" /></p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Intel</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>63980</dc:format>
                    <dc:date>2026-04-21T14:15:06+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2206">
                    <title>Raspberry Pi5 4GB/8GB</title>
                    <link>https://www.physical-computing.jp/product/2206</link>
                    <description>&amp;nbsp;&amp;nbsp;ご注文をお待ちしております。&amp;nbsp;&amp;nbsp;❏CPUとGPU性能の向上SoCにBroadcom BCM2712(4コア/2.4GHz、Arm Cortex-A76)を搭…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2206" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20231011_53c907.jpg" width="250" border="0" alt="Raspberry Pi5 4GB/8GB" hspace="5" align="left"/></a><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: large; color: #ff0000;">&nbsp;</span></strong></p><p><span style="font-size: x-large;"><strong><span style="color: #ff0000;"><span style="font-family: verdana, geneva; font-size: large;">ご注文をお待ちしております。</span></span></strong></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❏<strong>CPUとGPU性能の向上</strong></span></p><p><span style="font-size: medium; font-family: verdana, geneva;">SoCにBroadcom BCM2712(4コア/2.4GHz、Arm Cortex-A76)を搭載することで、Raspberry Pi 4と比べてCPU性能が2倍以上高速化した。GPUがVideoCore VIIで、性能が向上。メモリは4GBまたは8GB LPDDR4X-4267となる。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;">Raspberry Pi5の外観は前代商品とほぼ変わりませんが、元々コンパクトサイズを維持しながら、多くの機能がアップされました。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;"><span>❏<strong>RPI搭載、PCIe 2.0利用可能</strong></span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span>Raspberry Pi独自開発のI/OコントローラーであるRP1を搭載し、カメラ/ディスプレイ/USBなどのインタフェース機能が向上し、新規にPCIe 2.0が利用できるようになりました。</span></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;"><span>❏<strong>Raspberry Pi OS</strong></span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span>Bookwormと呼ばれるDebian(及びその派生版Raspbian)の最新リリースに基づいて、X11からWayfire Waylandコンポジターへの移行など、多くの機能強化が期待できます。</span></span></p><p><span style="font-family: verdana, geneva; font-size: large;">Raspberry Pi5でサポートされる唯一のファーストパーティオペレーティングシステムになります。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;">❏<strong>その他</strong></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;"><span>電源ボタンが標準搭載となり、別売りのHATを接続することによって、M.2コネクタのストレージの搭載が可能となりました。 各種コネクタなどのフォームファクタはPi 4から変更されているので、多くの既存ケースやPi 4用のPoE HATなどはご利用いただけません。ご注意ください。 電源は5 V/ 3 Aでも動作しますが、その場合四つのUSBポートからの電流は合計600 mAに制限されます。5 V/ 5 AのPDを認識した場合、1.6 Aまで自動的に上昇します。&nbsp;</span></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;"><span><img src="https://www.physical-computing.jp/data/pclab/product/20231011_862785.jpg" alt="" width="660" height="437" /></span></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;"><span>❏仕様比較表</span></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;"><span><img src="https://www.physical-computing.jp/data/pclab/product/20231011_024b92.jpg" alt="" width="617" height="586" /></span></span></p><p><img src="https://www.physical-computing.jp/data/pclab/product/20231011_ad86eb.jpg" alt="" width="618" height="615" /></p><p><img src="https://www.physical-computing.jp/data/pclab/product/20231011_fc12fe.jpg" alt="" width="620" height="303" /></p><p>&nbsp;</p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>element14</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>15300</dc:format>
                    <dc:date>2026-04-14T10:31:41+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1805">
                    <title>Raspberry Pi4 Model B（本体）</title>
                    <link>https://www.physical-computing.jp/product/1805</link>
                    <description>&amp;nbsp;&amp;nbsp;※ご注文をお待ちしております。(8GBは希望数量などお問合せください)Raspberry Pi 4 Model B（本体）&amp;nbsp;&amp;nbsp;&amp;nbsp;【1GB、2GB、…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1805" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20230926_04f0e7.jpg" width="250" border="0" alt="Raspberry Pi4 Model B（本体）" hspace="5" align="left"/></a><p>&nbsp;</p><p><span style="font-size: x-large; color: #ff0000; font-family: verdana, geneva;">&nbsp;<span style="color: #0000ff;"><strong>※ご注文をお待ちしております。(8GBは希望数量などお問合せください)</strong></span></span></p><p><span style="font-size: x-large;"><strong><span style="font-family: verdana, geneva;">Raspberry Pi 4 Model B（本体）</span></strong></span></p><p>&nbsp;</p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20191126_ca9c02.jpg" alt="" width="393" height="272" /></p><p>&nbsp;【1GB、2GB、4GB】&nbsp;</p><p>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20200612_82b2ee.jpg" alt="" height="320" /></p><p>&nbsp;【8GB】</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;">本製品はRaspberry Pi 4 Model B（本体）です。</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">CPUやRAM（メモリー）、USB、ネットワークなどが大幅に向上しました。</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">また、本製品につきまして、技適マークの表記を確認していますため、</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">国内にて問題なく利用可能です。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="text-decoration: underline;"><span style="font-size: medium; font-family: verdana, geneva;"><strong>最新版Raspberry Pi 4 Model Bの特徴は</strong></span></span></p><p><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;&nbsp;</span></p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;"><strong><strong>■ バリエーション豊富な</strong>RAM</strong></span></p><p>&nbsp;</p><p style="padding-left: 30px;"><span style="font-size: medium; font-family: verdana, geneva;">従来の1GBに加え、2GB、4GB、8GBのモデルが登場しました。<br /> </span></p><p><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span></p><p><span style="font-size: medium; font-family: verdana, geneva;"><strong>■ CPUはARM&nbsp;<strong>Cortex-A72</strong>&nbsp;アーキテクチャを採用</strong></span></p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;"><span style="font-size: medium; font-family: verdana, geneva;">Raspberry Pi 4 Model BのCPUは、最新のスマートフォンなどにも適用しているARM&nbsp;Cortex-A72&nbsp;アーキテクチャーを採用し、PCにさらに近づきました。</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">■&nbsp;<strong>4K対応の2画面および進化したGPU</strong></span></p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;"><span style="font-size: medium; font-family: verdana, geneva;">搭載GPUは、4Kp@60をサポートし、新たにH.265デコード、OpenGL ES 3.0などにも対応、ビデオ出力は、2つのmicro HDMIに変更し、また、4K対応の2画面での出力が可能となりました。</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">■&nbsp;<strong>USB 3.0 2ポート搭載および大幅に向上したネットワーク</strong></span></p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;"><span style="font-size: medium; font-family: verdana, geneva;">USB 2.0が2ポート、micro HDMIが2ポート、DSI、CSIなど加えて、ラズパイでは初となるUSB 3.0を2ポート搭載。また、有線LANのGigabit Ethernetも、Pi 3B+の300Mbpsから、1000Mbps（論理値）へと変更になりました。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><strong><span style="font-size: small;"><span style="font-family: verdana, geneva;">＜Raspberry Pi Model B 4GB 仕様＞</span></span></strong><span style="font-size: small;">&nbsp;</span></p><table style="height: 368px; width: 1131px;" border="1"><tbody><tr><td><span>SoC</span></td><td><span>Broadcom BCM2711</span></td></tr><tr><td>CPU</td><td>1.5GHz<span>&nbsp;<span>Quad core</span> Cortex-A72（ARMv8、64bit L1=32KB、L2=1M）</span></td></tr><tr><td>GPU</td><td><p>デュアルコア VideoCore VI&reg; 500MHz</p><p>OpenGL ES&nbsp;3.0対応、ハードウェアOpenVG対応、1080p60 H.264 デコード、&nbsp;4Kp60 H.265 デコード</p></td></tr><tr><td>Memory</td><td><span>1GB, 2GB, 4GB=LPDDR4-2400 SDRAM<span>, 8GB=<span>LPDDR4-3200 SDRAM</span></span></span></td></tr><tr><td>Storage</td><td>microSD (not included)</td></tr><tr><td>Video 出力</td><td><span>micro HDMI</span><span>、コンポジット 3.5mm 4極ジャック（PAL、NTSC）、DSI</span></td></tr><tr><td>オーディオ出力</td><td><span>3.5mm 4極ジャック、HDMI（ビデオ出力と共有）、I</span><sup>2</sup><span>Sピンヘッダー</span></td></tr><tr><td>電源</td><td>USB type Cソケット 5.1V&nbsp;3.0A&nbsp;/ 2.54mm ピンヘッダー / PoE（要オプションPoE HAT）</td></tr><tr><td>Ethernet</td><td>10/100/1000&nbsp;Base-T RJ45 ソケット （BCM54213PE）</td></tr><tr><td><p>無線LAN</p></td><td><span>IEEE 802.11 b/g/n/ac&nbsp;2.4/5GHz デュアルバンド （</span>Cypress CYW43455）</td></tr><tr><td>USB</td><td>2x USB 3.0, 2&times; USB 2.0&nbsp;</td></tr><tr><td><span>Bluetooth</span></td><td>Bluetooth&nbsp;5.0, Bluetooth Low Energy （Cypress CYW43455）</td></tr><tr><td><span>GPIO&nbsp;コネクター</span>l</td><td><span>40ピン 2.54mm ピンヘッダー（GPIO&times;26 3.3V 16mA、UART、I</span><sup>2</sup><span>C、SPI、I</span><sup>2</sup><span>S、PWM、5V出力（使用電源に依存）、3.3V出力 50mA（GPIO信号との総和））</span></td></tr></tbody></table><p>&nbsp;</p><p><br /><strong style="font-family: verdana, geneva; font-size: medium;">＜Raspberry Pi 4 公式動画＞</strong></p><p>&nbsp;</p><p><iframe src="https://www.youtube.com/embed/sajBySPeYH0" frameborder="0" width="413" height="232"></iframe></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;"><a href="https://www.raspberrypi.org/">Raspberry Pi公式サイトはこちら</a></span></p><p>&nbsp;</p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>element14</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>14300</dc:format>
                    <dc:date>2026-04-14T10:29:39+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2137">
                    <title>Raspberry Pi5用 DIYメタルケース</title>
                    <link>https://www.physical-computing.jp/product/2137</link>
                    <description>&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;本製品は、Raspberry Pi5の熱問題を解決するため、Physical Computing Labで独自開…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2137" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20241017_4ce701.jpg" width="250" border="0" alt="Raspberry Pi5用 DIYメタルケース" hspace="5" align="left"/></a><pre><span style="font-family: verdana, geneva; font-size: x-large; color: #ff0000;">&nbsp;</span></pre><p>&nbsp;</p><p>&nbsp; &nbsp; &nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20240716_326292.jpeg" alt="" width="565" height="424" /></p><p><span style="font-family: 'arial black', 'avant garde'; font-size: large;"><strong>&nbsp;</strong></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">本製品は、Raspberry Pi5の熱問題を解決するため、Physical Computing Labで独自開発した</span><span style="font-family: verdana, geneva; font-size: medium;">DIY用のRaspberry Pi5用メタルケースです。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">Raspberry Pi5では、これまでのRaspberry Piに比較して処理能力が高いため、</span><span style="font-family: verdana, geneva; font-size: medium;">その放熱が利用上の問題となります。Physical Computing Labでは、Raspberry Piの発熱の実験で発熱箇所の特定と解析を行い、放熱性を確保するためのアルミ製のヒートシンクケースを設計しました。</span><span style="font-family: verdana, geneva; font-size: medium;">本ケースでは、</span><span style="font-family: verdana, geneva; font-size: medium;">アルミ製のケースボディ全体がヒートシンクとなっているため、上下両面から熱源となるCPUなどに接触して</span><span style="font-family: verdana, geneva; font-size: medium;">高い放熱性能を確保しています。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">本製品はファンレスですが、</span><span style="font-family: verdana, geneva; font-size: medium;">一般的な空調のあるオフィス環境でのテストでは、フル負荷で利用した場合にも、CPUコアの温度を45.5度台前半で</span><span style="font-family: verdana, geneva; font-size: medium;">維持し、</span><span style="font-family: verdana, geneva; font-size: medium;">Raspberry Pi5の高いパフォーマンスを維持して利用することができています。（※）</span></p><p>&nbsp;</p><p>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20240704_6e9474.jpg" alt="" />　　　　　　　　<img src="https://www.physical-computing.jp/data/pclab/product/20240704_c01468.jpg" alt="" /></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;">また、無線性能を十分に確保するため、Raspberry Pi5のアンテナが設置されている基板部分には、</span><span style="font-size: medium; font-family: verdana, geneva;">開口部を大きく取っていますので、概ねWifiやBluetoothも大きな性能劣化が起こらないように設計されています。</span></p><p>&nbsp;</p><p><span style="font-size: medium; color: #000000;"><span style="font-family: verdana, geneva;">（※）本製品はケース自体がヒートシンクとなっています。フル負荷等の状態でRaspberry Pi 5</span><span style="font-family: verdana, geneva;">を長時間利用した場合、ケース自体の温度がある程度上昇します。</span></span><span style="font-size: medium;"><span style="font-family: verdana, geneva;">放熱性のある金属面などに設置して設置することで更に放熱性が上がります。温度上昇に影響を受ける設置場所で利用す</span><span style="font-family: verdana, geneva;">る場合には十分</span><span style="font-family: verdana, geneva;">注意してご利用ください。</span></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: medium;">＜内容物＞</span></strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">　1）メタルケースボディ（上下パーツ、ネジ&times;4）</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　2）放熱シート（上下ヒートシンク密着用）<span>&times;4種類6枚</span></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>＜放熱シートの貼り方＞</strong></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span><span style="font-family: verdana, geneva; font-size: medium;">　</span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20240704_1de5f5.jpg" alt="" width="830" height="467" /></span></p><p>&nbsp;</p><p>&nbsp;</p><pre><strong><span style="font-family: verdana, geneva; font-size: large; color: #0000ff;">※シールに記載しているサイズは手で切っていますので、多少0.1cmの誤差の場合がございます。予めご了承ください。</span></strong></pre><pre><span style="font-family: verdana, geneva; font-size: large;">&nbsp;</span></pre><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20240716_ceb5bc.JPG" alt="" width="951" height="438" /></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">上記の写真を参考に放熱シートを貼ってから、Raspberry Pi5をケースに収めて</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">下側から、同梱のネジで、下側ケースの下からネジで上下のケースを固定してください。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><strong><span style="font-family: verdana, geneva; font-size: medium;">＜お問合せ先＞</span></strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: small;">TechShare株式会社</span></p><p><span style="font-family: verdana, geneva; font-size: small;">Physical Computing事業部</span></p><p><span style="font-family: verdana, geneva; font-size: small;">TEL：03-5683-7293</span></p><p><span style="font-family: verdana, geneva; font-size: small;">Email:store@techshare.co.jp</span></p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Raspberry Pi Kit</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>2480</dc:format>
                    <dc:date>2026-04-01T18:39:59+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/468">
                    <title>【第2版】ArduinoとMATLABで制御系設計をはじめよう！実験キット</title>
                    <link>https://www.physical-computing.jp/product/468</link>
                    <description>&amp;nbsp;※人気商品につき、在庫と納期ご確認ください。数に限りがございますが、現在即納可能商品です。&amp;nbsp;ArduinoとMATLABで制御系設計をはじめよう！実験キットメーカー品番：4560…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/468" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20160629_9d0282.jpg" width="250" border="0" alt="【第2版】ArduinoとMATLABで制御系設計をはじめよう！実験キット" hspace="5" align="left"/></a><h1><span style="font-size: large; color: #ff6600;">&nbsp;※人気商品につき、在庫と納期ご確認ください。数に限りがございますが、現在即納可能商品です。</span></h1><p>&nbsp;</p><h1><span><span style="font-size: 18px;">ArduinoとMATLABで制御系設計をはじめよう！実験キット</span></span></h1><p><span style="font-weight: bold;">メーカー品番：<span style="font-size: 12px; line-height: 16.799999237060547px; text-align: left;">4560410440071</span></span></p><p><span style="color: #ff0000;"><strong><span style="font-size: 12px; line-height: 16.799999237060547px; text-align: left;">※本商品へ付属のロングユニバーサルアームが一時的にオレンジ色へ変更しております(本来はグレー)</span></strong></span></p><p><span style="color: #ff0000;"><strong><span style="font-size: 12px; line-height: 16.799999237060547px; text-align: left;">サイズ等の仕様に関しては全く同じとなりますが、ご注文の際は予めご了承ください</span></strong></span></p><p><span style="color: #ff0000;"><strong><span style="font-size: 12px; line-height: 16.799999237060547px; text-align: left;">本来のカラーの入荷次第、通常商品へ変更いたします</span></strong></span></p><p>&nbsp;</p><p><img src="data:image/png;base64,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" alt="" width="305" height="182" /><br /> <br /> ■商品説明<br /> 本製品は、「ArduinoとMATLABで制御系設計をはじめよう！」(ISBN978-4-906864-00-3）の書籍で説明されている以下の実験を実際に体験するために、必要な実験パーツをキットにしたTechShare(テックシェア）のオリジナル製品です。パーツはそれぞれの実験ごとにまとめられており、電子回路図、実体配線図が印刷された説明書（カード）と一緒になっています。実際に実習や研修を進めるにあたり取り出しやすいように配慮しました。<br /> <br /> 第3章 ArduinoIOを使おう<br /> 　3.2 出力インターフェースを使おう（LED点灯回路）<br /> 　3.3 入力インターフェースを使おう（半固定抵抗回路）<br /> 　3.3 入力インターフェースを使おう（スイッチ回路）<br /> 　3.4 RCサーボを使おう<br /> 第4章 モータの速度制御実験をしよう<br /> 第5章 モータの角度制御実験をしよう<br /> 第6章 Ball &amp; Beamの実験をしよう<br /> 付録　MATLAB/Simulink Blink Challengeを試す（予備部品を使って）<br /> 　<br /> 電子回路用部品（抵抗、LED、セラミックコンデンサ）には予備の部品を入れてあります。間違ってリード線を切断してもやり直しできます。Ball &amp; Beam装置の組み立て方法は、A3サイズの説明書に記載しています。その他、ジャンパワイヤ、硬いジャンパワイヤ、ブレッドボード、USBケーブル、電池BOXなど各実験に共通で使用するものもすべて含まれています（<strong>Arduinoマイコンボード、乾電池を除く</strong>）。<br /> <br /> <br /> 「ArduinoとMATLABで制御系設計をはじめよう！」書籍の中では、MATLAB/Simulinkを使ったシミュレーション、ArduinoIOを使った実機実験、Run on Targetを使った実機実験を、<br /> モータの速度制御実験、角度制御実験、Ball &amp; Beamの実験を通して、制御系設計を基本から<br /> 学んでいく内容となっています。<br /> <br /> これらのシミュレーションや実機実験を実際に試してみるためには、下記の環境が前提となります。<br /> <br /> １）R2012a以降のMATLAB、Simulink、Control System Toolbox<br /> 　　※スチューデントバージョンでも可。<br /> ２）Arduino Uno または、Arduino Mega 2560のマイコンボード<br /> ※Arduino Unoでは、8章で紹介されているRun on Target Hardwareの機能を使う際に<br /> 　　　SimulinkのExternal Modeの利用ができません。External Modeを使ったパラメータ<br /> 　　　チューニングや実験データのモニタリングが必要な場合には、Megaが必要となります。<br /> ３）本実験キット（まはた同等の実験用の部材）<br /> <br /> ■注記<br /> ※１．本製品には、Arduinoのマイコンボードは含まれておりません。別途、購入いただく必要があります。<br /> ※２．本製品には、「ArduinoとMATLABで制御系設計をはじめよう！」(ISBN978-4-906864-00-3）の書籍は含まれておりません。実験装置の組み立てのための簡単な解説書が同梱されていますが実験の解説自体は付属されておりません。各実験の解説には、別途「ArduinoとMATLABで制御系設計をはじめよう！」の書籍の購入が必要です。<br /> ※３．書籍の「第4章 モータの速度制御実験をしよう」の電子回路図に訂正がありますので、<br /> 　　　ご注意ください。詳しくは、<a href="http://books.techshare.co.jp/">TechShare Booksサイト</a>で正誤表を参照ください。<br /> <br /> <br /> &nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Arduino Kit</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>29800</dc:format>
                    <dc:date>2026-03-21T07:31:10+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2098">
                    <title>Intel RealSense Depth Camera D435i デプスカメラ</title>
                    <link>https://www.physical-computing.jp/product/2098</link>
                    <description>Intel RealSense D435i には慣性測定ユニット (IMU) が含まれています。&amp;nbsp;&amp;nbsp;Intel&amp;reg; RealSense&amp;trade;Depth CameraD…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2098" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20201223_59d8bf.JPG" width="250" border="0" alt="Intel RealSense Depth Camera D435i デプスカメラ" hspace="5" align="left"/></a><p><span style="font-size: medium;">Intel RealSense D435i には慣性測定ユニット (IMU) が含まれています。</span></p><p><span style="font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p><span style="font-size: medium;">Intel&reg; RealSense&trade;Depth CameraD435iは、D435のデプス感知機能に慣性測定ユニット(IMU)を組み合わせた製品です。優れたスキャンの場合、IMU は、より高密度な再構成を可能にするデータの追加セットを提供します。ロボット工学では、ロボットオペレーティングシステム(ROS)がロボットにこの入力を取り込むことで、世界での位置を理解することができるようになります。</span></p><p><span style="font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium;">Intel RealSense D435i には以下が含まれます:</span></p><p><span style="font-size: medium;">&nbsp;</span></p><ul><li><span style="font-size: medium;">BMI055慣性測定ユニット</span></li><li><span style="font-size: medium;">デプスと IMU データ ストリームを提供するIntel RealSense SDK 2.0</span></li><li><span style="font-size: medium;">必要に応じてデプスデータと位置合わせするためにタイムスタンプが付けられた IMU データ</span></li><li><span style="font-size: medium;">デスクトップ三脚</span></li><li><span style="font-size: medium;">USB-C* ケーブル</span></li></ul><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><table border="1" cellspacing="0" cellpadding="0"><tbody><tr><td style="text-align: center;" valign="top" width="283"><p>&nbsp;<span style="font-size: medium;">慣性測定ユニット</span></p></td><td valign="top" width="283"><p style="text-align: center;"><span style="font-size: medium;">BMI055</span></p></td></tr><tr><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">使用環境</span></p></td><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">屋内/屋外</span></p></td></tr><tr><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">深度技術</span></p></td><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">アクティブ IR ステレオ</span></p></td></tr><tr><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">主なIntel&reg; RealSense&trade;</span></p><p><span style="font-size: medium;">コンポーネント</span></p></td><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">- Intel&reg; RealSense&trade; Vision Processor D4</span><br /><span style="font-size: medium;"> - Intel&reg; RealSense&trade; module D430</span></p></td></tr><tr><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">深度視野(FOV)</span></p></td><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">86&deg; x 57&deg; (&plusmn;3)&deg;</span></p></td></tr><tr><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">深度ストリーム出力解像度</span></p></td><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">最大 1280 x 720</span></p></td></tr><tr><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">深度ストリーム出力フレームレート</span></p></td><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">最大　90 fps</span></p></td></tr><tr><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">最小デプス距離</span></p></td><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">0.1 m</span></p></td></tr><tr><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">Sensor Shutter Type</span></p></td><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">グローバルシャッター</span></p></td></tr><tr><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">最大範囲</span></p></td><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">約10m</span><span style="font-size: medium;">(キャリブレーション、シーン、照明の条件によって異なります)</span></p></td></tr><tr><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">RGB センサーの解像度</span></p><p><span style="font-size: medium;">とフレーム</span><span style="font-size: medium;">レート</span></p></td><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">1920 x 1080 at 30 fps</span></p></td></tr><tr><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">RGBセンサー　FOV</span></p></td><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">69.4&deg; x 42.5&deg; x 77&deg; (+/- 3&deg;)</span></p></td></tr><tr><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">カメラ寸法　(直径&times;高さ)</span></p></td><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">90 mm x 25 mm x 25 mm</span></p></td></tr><tr><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">コネクタ</span></p></td><td style="text-align: center;" valign="top" width="283"><p><span style="font-size: medium;">USB-C* 3.1 Gen 1</span></p></td></tr><tr><td style="text-align: center;" valign="top" width="283"><p>&nbsp;</p><p><span style="font-size: medium;">取り付け機構</span></p></td><td style="text-align: center;" valign="top" width="283"><p align="left"><span style="font-size: medium;">- 1/4-20 UNC スレッドマウントポイント</span><br /><span style="font-size: medium;"> - 2 x M3 スレッドマウントポイント</span></p><p><span style="font-size: medium;">&nbsp;</span></p></td></tr></tbody></table></p>]]></content:encoded>
                    <dc:subject>Intel</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>87800</dc:format>
                    <dc:date>2026-03-11T10:11:31+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1602">
                    <title>RS485 CAN HAT for Raspberry Pi</title>
                    <link>https://www.physical-computing.jp/product/1602</link>
                    <description>RS485 CAN HAT&amp;nbsp;■概要本製品は、ラズベリーパイ用&amp;nbsp;RS485 CAN HATです。RS485/CAN機能を用いて、他のデバイスと安定した遠距離通信が可能です。&amp;nbsp…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1602" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20180817_72cea2.jpg" width="250" border="0" alt="RS485 CAN HAT for Raspberry Pi" hspace="5" align="left"/></a><p><span style="color: #ff0000; font-family: verdana, geneva; font-size: medium;"><span style="color: #000000;"><strong>RS485 CAN HAT</strong></span><br /></span></p><p>&nbsp;</p><p><span style="font-size: medium;">■概要</span></p><p><span style="font-size: medium;">本製品は、ラズベリーパイ用&nbsp;RS485 CAN HATです。RS485/CAN機能を用いて、他のデバイスと安定した遠距離通信が可能です。</span></p><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;">■特徴</span><br /><span style="font-size: medium;">ラズベリーパイ標準接続。ラズベリーパイ ゼロ/ゼロW/ゼロWH/2B/3B/3B+と互換性あり<br />CAN機能、SPIインタフェース経由のCANコントローラMCP2515、トランシーバSN65HVD230</span><br /><span style="font-size: medium;">RS485機能、UART経由で制御、半二重通信、トランシーバSP3485</span><br /><span style="font-size: medium;">予約済みの制御ピンで、他の制御ボードとの連携が可能</span><br /><span style="font-size: medium;">開発リソースとマニュアル付属（Pi/python書き込みの例）</span></p><p>&nbsp;</p><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;">■仕様</span><br /><span style="font-size: medium;">動作電圧：3.3V<br /></span><span style="font-size: medium;">CANコントローラ：MCP2515<br /></span><span style="font-size: medium;">CANトランシーバ：SN65HVD230<br /></span><span style="font-size: medium;">485トランシーバ：SP3485<br /></span><span style="font-size: medium;">寸法：65mm x 30mm<br /></span><span style="font-size: medium;">取付穴サイズ：3.0mm</span></p><p>&nbsp;</p><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;">■ピン割り当て</span></p><p><span style="font-size: medium;">&nbsp;</span></p><table style="width: 617px; height: 504px;" border="1" cellspacing="1" cellpadding="1"><tbody><tr><td><span style="font-size: medium;">ピン</span></td><td><span style="font-size: medium;">Raspberry Pi (BCM)</span></td><td><span style="font-size: medium;">説明</span></td></tr><tr><td><span style="font-size: medium;">3V3</span></td><td><span style="font-size: medium;">3V3</span></td><td><span style="font-size: medium;">ボタン1/GPIO</span></td></tr><tr><td><span style="font-size: medium;">GND</span></td><td><span style="font-size: medium;">GND</span></td><td><span style="font-size: medium;">ボタン2/GPIO</span></td></tr><tr><td><span style="font-size: medium;">SCK</span></td><td><span style="font-size: medium;">P11/SCLK</span></td><td><span style="font-size: medium;">SPIクロック入力</span></td></tr><tr><td><span style="font-size: medium;">MOSI</span></td><td><span style="font-size: medium;">P10/MOSI</span></td><td><span style="font-size: medium;">SPIデータ入力</span></td></tr><tr><td><span style="font-size: medium;">MISO</span></td><td><span style="font-size: medium;">P9/MISO</span></td><td><span style="font-size: medium;">SPIデータ出力</span></td></tr><tr><td><span style="font-size: medium;">CS</span></td><td><span style="font-size: medium;">P8/CE0</span></td><td><span style="font-size: medium;">SPIチップ選択</span></td></tr><tr><td><span style="font-size: medium;">INT</span></td><td><span style="font-size: medium;">P25</span></td><td><span style="font-size: medium;">割り込み</span></td></tr><tr><td><span style="font-size: medium;">RXD</span></td><td><span style="font-size: medium;">P15 / RXD</span></td><td><span style="font-size: medium;">RS485 UART受信</span></td></tr><tr><td><span style="font-size: medium;">TXD</span></td><td><span style="font-size: medium;">TXD</span></td><td><span style="font-size: medium;">RS485 UART送信</span></td></tr><tr><td><span style="font-size: medium;">RSE</span></td><td><span style="font-size: medium;">P4</span></td><td><span style="font-size: medium;">RS485 RX/TX設定、TXがハイ、RXがロー</span></td></tr></tbody></table><h2><span style="font-size: medium;">&nbsp;</span></h2><p><span style="font-size: medium;">■サイズ</span></p><p><span style="font-size: medium;"><img src="https://www.waveshare.com/img/devkit/accBoard/RS485-CAN-HAT/RS485-CAN-HAT-size.jpg" alt="RS485 CAN HAT dimensions" /></span></p><p><span style="font-size: medium;">■開発者向けリソース</span></p><p><span style="font-size: medium;">Wiki :&nbsp;<a href="http://www.waveshare.com/wiki/RS485_CAN_HAT" target="_blank">www.waveshare.com/wiki/RS485_CAN_HAT</a></span></p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Waveshare</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>4800</dc:format>
                    <dc:date>2026-03-09T15:53:24+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2210">
                    <title>Tinker Board 3N/4G/32G</title>
                    <link>https://www.physical-computing.jp/product/2210</link>
                    <description>&amp;nbsp;NUCサイズで究極のコンピューティングパフォーマンスを実現NUCサイズで汎用性の高い最新の64ビットクアッドコアARMベースのRockchip RK3568プロセッサを搭載することにより、…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2210" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20231018_bb46e2.jpg" width="250" border="0" alt="Tinker Board 3N/4G/32G" hspace="5" align="left"/></a><pre>&nbsp;</pre><p><strong><span style="font-family: verdana, geneva; font-size: x-large; color: #0000ff;">NUCサイズで究極のコンピューティングパフォーマンスを実現</span></strong></p><p><strong><span style="font-family: verdana, geneva; font-size: x-large; color: #0000ff;"><br /></span></strong><span style="font-family: verdana, geneva; font-size: x-large; color: #0000ff;"><span style="color: #000000; font-size: large;">N</span></span><span style="font-family: verdana, geneva; font-size: x-large; color: #0000ff;"><span style="color: #000000; font-size: large;">UCサイズで汎用性の高い最新の64ビットクアッドコアARMベースのRockchip</span></span><span style="font-family: verdana, geneva; font-size: x-large; color: #0000ff;"><span style="color: #000000; font-size: large;"> RK3568プロセッサを搭載することにより、優れたパフォーマンスを提供します。<br /><br /></span></span><span style="font-family: verdana, geneva; font-size: large; color: #000000;">Tinker Board 3Nの最もな利点の一つは、LPDDR4Xメモリを搭載したボードが、より優れたデーターの転送速度を提供し、またはLPDDR4で必要とされるエネルギーの<span style="color: #0000ff;">わずか55%</span>で動作するとともに、スタンバイモードでの電力消費が<span style="color: #0000ff;">DDR4の5分の１</span>となっています。これによって多様化する市場要件をより満たすことを実現します。<br /><br /></span></p><p><span style="font-family: verdana, geneva; font-size: large; color: #000000;"><br /><img src="data:image/png;base64,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" alt="" /><br /><br /><br /><br /></span></p><p class="headings--section text-uppercase mb-5"><strong>&nbsp;</strong><span style="font-family: verdana, geneva; font-size: x-large;"><strong>最適化された熱設計</strong></span></p><p class="headings--section text-uppercase mb-5"><span style="font-family: verdana, geneva; font-size: x-large;"><br /><span style="font-size: large;">薄型プッシュピンヒートシンクや裏面にSoC配置等の特徴した散熱デザイン。NUCスケールの小ささは、SWaP制約のあるスペースでの導入と柔軟なシステム統合を可能にします。</span></span></p><p class="headings--section text-uppercase mb-5">&nbsp;</p><p class="headings--section text-uppercase mb-5"><span style="font-family: verdana, geneva; font-size: x-large;"><span style="font-size: large;">サーマルロットリングが低減されることで、開発のパフォーマンスの限界に挑戦することができます。また<span>過酷な産業環境（<span>40℃〜85℃）でもスムーズに動作可能のため、屋外で多忙な環境まで</span></span></span></span><span style="font-family: verdana, geneva; font-size: x-large;"><span style="font-size: large;">あらゆる用途に最適です。</span></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large; color: #000000;"><br /><br /><strong><span style="font-size: x-large;">多様なアプリケーションを可能にする強化されたコネクティビティ<br /><br /></span></strong>接続オプションが多様のため、幅広いアプリケーションに対応する<span>優れたシステム拡張性を保証します。PoE、LVDS、COM、CANバスなどのインターフェイスを備えたSBCは、</span>さまざまな産業システムやオートメーションシステムにシームレスに統合することが可能です。<span>工場コントローラー、ロボットアーム、アラーム設定など、Tinker Board 3Nは、目の前のタスクに対応できます。</span><br /><br /><br />M.2E及びM.2Bスロットも備えており、Wi-Fiまたは4G/5G拡張モジュールの追加が可能です。<span>また、シームレスなワイヤレスおよびクラウド接続を確保し、スマートファクトリーなどのIoT環境におけるリアルタイムアプリケーションの待ち時間を短縮します。内蔵COMヘッダーとCANbus機能は、ボードの汎用性をさらに高め、多様なアプリケーションの要求に応えることを可能にします。</span><br /></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large; color: #000000;"><span>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20231019_72895a.jpg" alt="" width="771" height="607" /></span></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: x-large; color: #000000;">最新のオペレーティングシステムをサポート</span></strong></p><p>&nbsp;</p><p><span style="font-size: large;"><span style="font-family: verdana, geneva; color: #000000;">Tinker Board 3Nは、さまざまな最新かつ主流のオペレーティングシステムプラットフォームをサポートし、多様な開発環境のニーズに対応しています。Linux Debian、Yocto、Androidオペレーティングシステムから選択できる柔軟性があり、好みのソフトウェアエコシステムとの互換性が保証されます。</span></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><strong><span style="font-size: x-large;"><span style="font-family: verdana, geneva; color: #000000;">仕様</span></span></strong></p><p>&nbsp;<img src="data:image/png;base64,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" alt="" /></p><p>&nbsp;<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAucAAAJ9CAYAAACW+tztAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAP+lSURBVHhe7P0FXB1Zoq4P97n3f+4359xz58zMOTNzZqa7py3dcSVAcIdAQpQIgbi7u7u7End3d4UkWJQQJAGCOwTbAvv9VtXeG0uR7vT09A7d79P9/kLVKllVteWptVdVfQIDOp3O8BchhBBCCCHEFMhynpGRgcDAQDx8+JBhmJ8hwcHBCA8PZxiGYRiGkb0gKyurqpzfu3cPDx48YBjmZ4gk6KGhoQzDMAzDMLIbZGZmVsi5BLu1EEIIIYQQYlpkOS8tLUVxcTFKSkoYhvkZolKp5DcgIYQQQkhlKOcMY4JQzgkhhBCiBOWcYUwQyjkhhBBClKCcM4wJQjknhBBCiBKUc4YxQSjnhBBCCFGCcs4wJgjlnBBCCCFKUM4ZxgShnBNCCCFECco5w5gglHNCCCGEKEE5ZxgThHJOCCGEECUo5wxjglDOCSGEEKIE5ZxhTBDKOSGEEEKUoJwzjAlCOSeEEEKIEpRzhjFBKOeEEEIIUYJyzjAmCOWcEEIIIUpQzhnGBKGcE0IIIUQJyjnDmCCUc0IIIYQoQTlnGBOEck4IIYQQJSjnDGOCUM4JIYQQogTlnGFMEMo5IYQQQpSgnDOMCUI5J4QQQogSlHOGMUEo54QQQghRgnLOMCYI5ZwQQgghSlDOGcYEoZwTQgghRAnKOcOYIJRzQgghhChBOWcYE4RyTgghhBAlKOcMY4JQzgkhhBCiRC2QcxXUarWI6t0yIThymara+MoxTmOMGFaczpjq08v5nnkY5gNDOSeEEEKIErVCzjXaUlFHLTRVJFwar5XrrqlRnqVp1CgpLkJhYSEKi4rFcBnKpHGK0wtpUmugFcsrKhLTS/MUFqFELdaj1ShOzzA/JpRziTQcmjESvr6+GLxgO6IKDaN/LsqkzxUpZdAZRr1LOo4vmo5dt9MMw3rK5PkMKVOYX1dWXl5mGPVz8X3rNdZdubxSvWveKT8riQ92YcrsjXiSZxjxHkozgrB4+jSceqE2jPkxqHBxcR+MXbofyYYxMsbXizjeNVG+bytPotNV7EvptSKGfyyKy/8+DPWubZRvaw27Sz4WUn7wC1VXPs+HHAG5Hh+yv38k37e9xvIP2V79PB9WeXkdH7KD3kF5P+vEZ6Kx6jr5faD/+4eSem87xvUfhPNxv47vzo9aztVCpIvz7mF4i1ZoN2QT3oiDWSYLukp8hejw+txyeFk0wtgjMVCJF2DVFnQxjU6N+xtHwdPOHi6urnB1sELnadvwNEsDnfZdoS8TL5iY0/PgbdsKjs4ucHUR87g6wbbdDNyJE98MZdp35mGYH5PaJOdFITsxasY8PMwwjPhJ0OL68j5o5jgIRy5cxe2wSORqDEU/FarnmOHvBp/ld1F50bqiTIRdXI+eLm5wc5PiCue2nbHpdjLyVdW+yGL3wLmBI1aH5YuBLOyd5Q9zK3u4yvPp495rFV7kaPXTlxYhLfwIhnRtW17ubO2MeUfvI73gHxHG76cg7jGW9rYur5uj+Pyaf+EN3ho2vjDpBVYPqKi7s5MDZp6MQb5cHoc1/m1gZe9SXm8XBxtM3PcY2UWmFbvHu/zwl289caqKKSujjd4Os88/w6RLP/5M71nAYLRo1AZ7H0VDWooq/gz8nWxgb3y9uDqj44zjyCuueK2osmNwdEFfOBn3nZMbei46j9TsQuTd34yebe1gYWYOO+ce2HI9yjDXD6e0OB27xniUL99VHJveGwJRaHjZKaIrxJ09U+HoqJ/H028ZnmcVGwp/PG8uLMWkmevxssQw4gfydN94+M7ejbxq7/O4u+swtPdsBEtvMYEm5xm2T+sCR8O2Ojl7YcSGe8gpkva3Rnyn95Lfg/KxkOLsBL+RAUhU12R7Zch7cQUTOtqWz2PXpjtW38oSn0I1o069ixkDveT3i6tLe4zfFoyiD/iMyri/G8MGT8XNFMMII2k3MNZ/CI4bWiOK8+OwcWhn4Rr6urnYOGDGgdvIKZG2pxDnFg6GrbVDxWeOix3azT6ClPfs/6L769DWw/hed0JL/8UIi3v/AVOnh2JeF8P738EFc48/fP/r6x1KkRZxBePb2OmXIeLq1gW7w1NRIg5d7On58HG2gXlLSzi2HokT4blingLs7NcY1n6z8eitfinlRB1CO5dW8F58Sx4sSo3EKr+GsOi2Cskfdr5RK/mo5VwjTt8Ksy+i0799gk9+Z4OlN7NEbbVQS2+QkijM61kPn3zyCXw3P5EPftWWda2Q8yQcmLwAO88EIi4pCSlPzqCf8xeo128bUgrLUKqpKujSW+HRhu6o49oXN5+8QUpSIpJTorC6hzVadF+JVFWp3KpeeR6G+TGpDXKuzXiBC2d2YKTzH/GJ5XAE/aRynoCZXvYYc/S1YfinpggXV/bEZ//yv9B08kWU721NBtb4NoJVl7G4FpOM5GQp8bi5aRCaNGqL5UeeGybU82RDX3SasBkpsp8mYHb7r9C09xZEyvPpk5KeC7XcJFSES3N80bJ+B+wNjiovjzw+G04uZvCaeVNayD+FkuST6PxtM/hM3o83hvWG7x2Fpl5CBu/pUJpzFX4NW8B79A68NpQ/PzIJZp6dseKy9KX9DCPNvkXvdSHl9Y49vxC2LZvCqvVMROR+0Lf0T0rSudFo0LILzleXHAW0r/bBqXEjzLleZBjzgRTcxcBWLdAv4IVhBJAXvgHW9ZwQEKbfL8nxIZjqaQ6XgQGQz8lygzC0WQO0H7EBTw37LubRIfRs1hSdx65GQkk+EgKXwPErcyy/lYb84g8wPAP5cVcxa/ouPEvULz8heAc8W1lg4PYXVVonK/Ps+BhYOPniULh+nl0j7WDlNB7PP3z1MoUJoTh3eCP8Gn+CP7ebjcgP/AgLXOKJer4LkFXtHPXF6XGwa+aLG0LOdIURmOL6KRz6L0WwYV8+u7UJHo3bYcmxZ2LqUhwdLQSv52YkGsqTX9zAUPvv0GPZzYr3eRWKEHx2NxavvaSfPjkRN7YNxnfmvtj/VPl1UlYQgcXie7/11P3y++VNyGF0aGCGUQGhNf4iVZ2kiwtgb9MJx6p/xL05Co9Gttj0TIvS/IcY3roFmvVaj+g3+u2JObsIPp7NMPWMZKuF2OLXAq4DduClcXtjL8LPtgF6rA2r8dhHHJyExQdvIUGe5xlW+zngmxaj8KightoXRWNWO0dZ+uV13N+J1lZfY8CBH/75nP1wDcwbWKLf2uv6ZYhcXd4Jdp38cSxafPQW5iD0wDg0a+iNI1GZKJQaQopSsaC18LtPPsfMfRHi6BopwqkxbWS/qzPmtGGcIP8m/Bs2Qv+dL2vc9l8KH72c56edx3DLRrCz7gSPASvwSj75K0XU0UVw7WQO+2YtMGp9CIRrV5Nz4zKkn0/K5J93JGJ290Mjiz64l1oixlXtqiId7MdbeqNp18mIrfQTatzu3qjXvB8eFGig09TcJYZhfmhqg5yrIk5i1OA+8LKqgz/bjcd96dy4BvJfXse2NWsRnmMYIdAlBWJPwDaEZ1ZveS3BsxurYfXNF7DqNASz5yzHsTuJcknCld2YP2cO5syZh103KloY1SlPcfrKDSS9fIAtK6TyNbj8qGpXkwo0eBYwGg5d/TCsuyu6zjqFAkNJ4oFRaOncB1dT3/2SSn7+DE8eva740C98hukdvTF3/1PDF3IC5vnUhcu0G/JQdbLDNqNDEwesDHrXIosKY3DlSqxhSIHMEKxZPFds1xzMX30GKeUClYvgS+dwPyoegfvXyuXrT9xDVrVdGr3ND40sRyDCMGwkOyMG0TE6pB0dhMYt+iO0mmPn5cQi4rlezifYNcfEY9X2aVYIBlt8C+8Z51C9YUumMA03rp5HRJQ4kdu9TNRvLhauPYjnUito9FmsmCuO1bxFOHI7skorZd7LG1g9TzqOc7Bm9xUYGk0NaPD0/BrMlV8HczCsc0t8bumLq5miKPE+Dhw6g1jjARVHK+PJDRw5Hya3cpcpyHnynW2YJy9rLjZcjnyvXMXs7A/zdrMQXamBOe/RFrhZdsa5SienybdmwqxhG5zJLcWD2R6w77QccYaycrLj8DgkCKniz5K4Pejc3AP7X+mL9OgQeX2HYTsXYPeVd5bwXo6Nt4LtqBPK21OWi5V+zdFuVYhhhDhxSb2MHlYWWHRX4UgWx2Lflk04+CDdMEIiDacCtuNEsLQFQEZgAIYP8IdT07+iXpeFiPrAH4IerOqEFn2XIbvafC/PT4W7dT/cE4dMFbwYLRq54li1X0kKhFC/jpV2ngrHJrrDY9wZfYFMEY4Od0CTXuuQbRjzveQEoo+7OaYe13/uVCctaC1aW3jjcLxhhNjLN5f3hnO3eT/4F4PkK8vg4doDp8qXYSDxJDpYuGGPONx5V+egqYUXLlebpiz3CcJjpA+BfGzta4Ou0y9XOfE4OKAVWgw+UElmv4eX22DT0AqbnymfjKjuLIB5i964Wunz+8Hyjmjuu+YH79OL0+zRuMty+X1YgRqZb54g0nA8U28thZOt8C/jPsyLx5yh5rCSejX4TMPDXP2ruejZTnS07wJ7tyZwnXNCHqdHh6A1XWHpOA7PfuBxqK18/HKechI9bdywauc+9HFsjQU3xZeHJh4zfe0wYONeLPW1R78V92uUc0mCVIa/JaJ290XT9hMRkakWcl5VtMvl3Gc8XqSLrxKpU9TbCMzztUTHuddQIOqjtA6G+dDUpm4tL/YNQYMWQ3FHkqMaeBt9C5Mc/wzLzguh9480bO7TGI3bzcCj6iYp5PzF7fWw++4r2HQZgUWL1+L0/Rjc3bEA9ubemLpgMRYvHgcvD1cMCggSH+/CHe5vRKvP/4AWPhOxdKlUvgnXn1QWiQrynu1HR3NnbHmUhAuzvNF60jHDF0Yy5rVviDYL7lYI+HvIuroQjs49cOa1USsTsKh7I/yhji26+PnBz28gNp0z6nABTk11hZnPYih/3ddMScRxTOhgjtbDZ4ntWoyRHTzQqfssPJIr/RpTPevhL/WdMHXhMrk84Mx9ZFfbpZmnx6GBRTdcSVNWz7dXZqBpy/ZCFGpqNn0iy/m4Q+/W/vmewahj3hM3UxSWnfYIg1v+G76164P5y9eI+s1BN/t6+M6pByZNn44lS8SxGt0FZi09cMDQafzNvQB4uXjCf7x0HOdjcBszeM3ehdeytKkQvGUkWru2xXSxrdL2ju5ugb9b9sANYfC6S6Pwl79bYl+5zJTi4aKu+MZhln6/v95vkHP95334gWXo0L4zZi+SljVVrLcNJux+XEN3hlSs9HWC37KrVUTIKOfnK73+4y7PEZIxFCEJwehr0QATz72/z01W1A50bOaG3S8NI4RQBm4ehY6demGWtJ1zJ6OtvQdWnoo0lL+fkieH0c7JDkvuKf+cpVOFYLRtS0w+W+mMujgJS/q0Qrfl9w0jKlHyGjumtsV/Ne6G45H6F9fj3b3xzTftsDes6vvs2hJPNGwzEx/arf/9ct4Xd4U3lsbtglNde6wOUZZISVaPCjl3G328/KQkP/40/Fu5Y+qpN4Yx30cJwrcMh0WHIbiXoaS3Ojw+PA5OziMQVqmuOTdWwN7DB2dilN9j1fk+Od8pztXV4eJzsKk9tlVu1ahCriznPpPPlZ/AqiKPoWcrByy8/QGfNC+2wbFZZxxPVjbalzv7wqzLDMSVn/SK1/2dFbBp6YerVc+cayR8TUc0ch6PqPecMby5tgiONr1wy3h+mBeLyT3sMXbnESzp6oAxO6LFyEIcHtkB3pP2Y/u89nCddEg/rYG853vQsZUHtv+wt0qtpVbIuW8zO2x9kopDQ53QfuJhPA45CF/nvrhdkIjV7Zuj94oHNcq5MWrp/VT0BGM86sFz1nm535tWXXUa6Qv7+c6BqPv5F7BxdIO7uzvcnczwl9/+O3puj4BKTEA5Z36K1CY5v7+5D+qZDcPd98i5hC7jDLy/rA/fgMu4tqY/mjuNxh1lfxbEYWZ7V0w5YWhNTj8LHxtrTDpS8TNq5uUZaNy4By6K7y1N+HY4W7XEtBPv/wIuy7+Hse72mLBPv9xTI13gMfm4Qc7DMcy5FUbtfVIu55qCLCTGxyEuIRFpGfko0Ri+WXR5ODylH/wmHUZ++XexGmlxLxB4+xouXriAkxumwbXuNxh78LEoe4u9/T3gOOYgjI2uZaoCpCWIZcclICU9C29LlJQwDweGWMOp9yaU76qiZ5jg0BA9d0kml4i5nW3QeugGvLdXR2EKDk9tjaZ24nPLpQuWHrmFuPgEZL01bE9ROk7N8UZzGxe4u3bEgn1X5fLM8g7ANct54rn5qP9HS2x7KPURrYaQ8+Ee36DToltCN/VEHRyAP/+XBVYGG9vQojDB0QK9toSL/ZqNRf5N4Db7evl1ALrYg/C2tsG8S8nQJh6CW6PGmHW1whISpW4t5t1wVaxed30q6jd1x9Hyl0Epwlb3g5n3Yv3FmwY5nxcojnDsUXRsbIbZtyva/rKPDEGjxuJEQ+kCh7wb6G3lihkXJEGoIP9xAFyat0bAQ+lYirw4id72Tugmvnc0bw7DraknNj57f5+vbKOcG34Mkn5lcWrSCuvELjHyNKArGtgNQ3BNnibICD2B4eJ7ycl/HLaevo+sGs4ydSW3MMCsJeZfq9SOqU7E+gFO8Jmr/MuPdPK6uuu3aNpzFQKvbEDbZo5YZ2g1r6AIJ2e5omHbWT+5nN+Uzt3K8nBl4yi0MHMS37/OGL3hCqLF+yc1z/iuKsaF6Tb477831X8/izi2qof/93c7rApWPuWqTPCWSWIeJ3QavRwXQuJqOEkvQ/D2kbBvMxmV/a8wcAPsPdvixLPvX4/E98l5wFNxbNQ5uLaoJ+yt7eX35eTV58RrLB6pucadlIfdg53x2ZfN4WzYXpeWdfC7f3fA/tj3vFCqoMKJES5o1GUl0oRTKRG2vhua9ZqHtEq/GOWEboSrZSec+QHdySQ02bFY08sCFq6inm6DsONiOOITkpBX6XzgXTl/hcldm2PEqRS83tED5n3WIzHiFkZ088a2xyrcWOQC2wlV5VyXcBd92rbCzPM/aT/Lj45aIec9mllg+UPxOn60Hl6WHmjX3hn9t0hfiG8w17M5+rxPzovFcuT3Ujq2j2mNr23G48GbEpTp3r24U3rZPgnogyZtBuJ62CskvI7Fq/gkRJ+ZD4uWzTHzdDJKxXzGlniG+bH5Jcq5RMrDbXD47Hf489+9sOvBe2bQPccETweM3h0mD2ZemA0rz164U/mLQP0AA6yssfBeCYpDtsKxTXucizGUKaAreIONwzqh88yKn7wvT/SE95yrhqFwDBVyPmb/s/Iv5TeXV6FXWw+4O7bCN59ZYdFJfbu/Nu4ifF1sseSmgpBWInh5N9RxnYQ3mWk4NMQTzuMOwfhdlB95FVPae8DDwwmNvqyDtkvuGkoqoQ7DcCdxMnGkajPQtfkesBx2UNRTfMZ1csGwbRXdE2qk9C1SEhOQEH4S4/p5wcPZDq7eE/AgzaDNZYVIlcqfnsfUQd7wcHGAo9sI3E6RBE4cjx8j5ynBGNDBAtMvVBzrZ4dHoWGjvrhi/O7UvsQc7yZovegicrIfoJ84CVv2sLLgJGOtnwd8lwgRE6Jm5jxF6HwFzw4ORr0PkvPGWBwqRPbURDRs5ozVBy7i/LlzOHfuPC7uHI8G/9ME654odO3IvIKelu6YeaXqi6wociesPv0bmjlIx1K8VtxdMfd4FAql857Y3XBp8uFyHrWtN75o0AlbLl7W1+38eRxaNhB16jlga/W+SZUoLXmL1IQExFzfhI5t3TB0x3P5l6Xq/Dg5F6SEYbrX5/jP33+GwdvCq1xIrefHy3nQig5o0X8Fyr3TQPTFaXBv1RvXyhv51chIfoOEhCAs6+8r9rc9Wnn5Y1+EdJJVjBOTXGHXb4s4oRavZZE34jV9ZX1ffCeWcSamphZ3PcU56WKeaFzZPASWrQfioNLr4CeS86RLS4Sc++NM9faE5DPoZOGCzWHGvrMlyEwS2xtxB2tGi/et+LwwcxiJC1FSk3UBtvezRZuhO/HcsL0JSam4vLQbLMz8cCnz+w/Coy1DYVHPFXuf19wv8aeQcxlVNpJEHeNubMfwrq5wc7BG677r8dpwMlyTnA/YmyAOzgMMdW2B1h26wX/iMbkr4tkpDu/IOd4+x6yudhiwodKZ7S+QWiPnS25JMpOL7b4N8Zv/cjN88Me+I+dyNxaRimVI0yVh57AuaGI7ANdeScsprbIeY6QvbH2f80mIMXwPyV/iZW8R0KcZbPrtll8wGoV5GeZD8kuVcxSFoO9Xn+DfGg3Bk0o/kb5DNTlPODIZNu2GIKhyS3vZE4x1aInp5wuEnG+Dk2cbHH2m0OJpQBu4AE0+/xK+ExZgyeKFWLhwPnytvsG39j2wYMtBRBcnY5lPE9hNPP9OX01dwnX4NPkCo3brxezlwXGwth6CGn9dN1B0ZwEszbvibnIWri5si3pecxD9znd3Cma7N4TN5POG4Uq8vY2+tq6Ycb6yjgqRWdURFr23iXomYF5nZwxcf0dBlL4H1Rssat8MHhPPKPdL1mRgffcWcBxxSiz7FabUIOfPdg9CHfNeyt1aUkIwsL0ZJp6omO/JwRGo38Af55IMI9QvMKttQ7ReeAFpaUKAzZ2w8UnlFrx0BAzwRpdZx3F1kz9aeS+q8ivB80NDKuT86iTUleS8fHVlCF/T/x05XxKmQ8LBCaj392/h3aUX/P399enVB4PHLMR9qdtidTIuw9/CHbOuVr02QO7WYtERp5UkJeMKups1wqRz7zeY8m4thkb55+t98Ke/NkOn3j3L69azd1/0nxOAar1IaiRseS809pgnXiHvolOFfli3lnLU4iRTutFCfWwMU3rx/3g5f7K5B8x8FyCl2kdfxMnJcHUU7/0a32u5ODjaDha+q5EpXoJnp0p9zitdJCjx9h4GNmuCAbvFWdkPIgpzWjuiy8ob5SfqFejwRKlby/XlsPfo8oO7tWTdXg83tw44Gl1t+leH0NrMW7wWavqALMbBYfZo0WuveP8XY4eQ867TLpef9Muog9GvRWP036909CsI2z4Atk2dsOHB+7tdyd1afKp2a8n9wG4tSuiyQzDIvjl6b5Iu5hUn+jXIeb+d+v5eIStc8a//71usfqLfZ8eV5Dz7McZ3tsKInRUXbf8SqT1yflPfApAbdR1HLoQgV+pjguhqcq7W35/TcMtDlXxrpURsGdsB9S1G4Fak/hWhE9urdNcVaWpFOdfmYctgS7hMPiv3VWTLOfOPpjbJeei2fqjfciQefO+HdDzW9W8Dxz7TMNTVGm1GH0ONP7yWy7n+y1QbtgGODm1w+Hmlb8PEI/Bo0ho74sugCt0Kx9bvl3Nd5nOc3r0KS4SUz5s3T2QOull+jTq23TFn035EFYvT+QB/fNGwNS5Xd6mU2+jW9EuM2Sd1q9Fg/2gX8cX98L23WpN4uqkPzFxHIUJM+DZ4HSz+uy4W3qpuV5mY17oRbJXkHElY1MEcPZfcqyQJWuwcYAHX+XfE328wp5PT98r5qytX8DKv+gHKxs5BrvCcehGv799FZFb1S7sKcGysBxyHnSyX8+oXhOoyH2KQ+bdoN/O83DDxDh8g5+4LLqG46A3GtWmK4ccqHQDVE0z2csDQnc+QfHsWLJv3wN1KL4PII0OFnHfVX6wWtgKWzdrgVKVqPl5bXc4bYcEDcRSDFsHKvW/5Lfq+l5JgDHNywoQjTw0j9OjlvBNOV+/hIVOMQwPN0arNwncvCM16hUfBgVUvCDX02npzdiZa2Y6q8gvBh6HDjTntYOm3pdrFtAbKcrFKuiB0ZbBhhNgfqZfQw8oSi5UuCJXRIGTdULi6dcfs8W6wcJuAd/1ci7Nz3dGo3Vy850csRQqvzkSLlgNwp8oyS3BitDNadV0p3iVib0ZewKWYdz8bLy/wgWvX5ZAuqVCU87w7GODkjCnHq3ZJqpGScIxrbY8h26Vf4N9F8YLQZdIFofMR9QM/unWvTqGTix2WX6/6Kfhm/2A0bN4f4eoyxD96gogX757Y3VroDvN+uyrJ+aWqcq56iGFWLTD1YqU7V1QjeNNwODS2xeag77/jiuruQpi36FXlgtD7yzp8wAWhxQi78gCpxvu2GlHHY2a3Fui5/ok8mHZrKZxt+yDQuA+Ncr5D/xuFNjcKF07dRKqh9URJztUxF9Hd1RbL7lVq5v8F8vHLefJRdPquEeZJP8/pNNAYvsHU8v2IX2K6Y110Xxwk93fUFT3BjJ5usBm+D3lCzHXFzzG3twU+sxqOow9eIzcjCa9iY/Hq1WukZBdUaWGXIi1afyvFPrjxKB5JCXFISEzCXfEit7Zxwhbpoo1qd3hhmB+T2iDnOlU+UpKTcHJeO/z1m244+iQJqVkFiq2wpcX5uL7CB00sByJU+mB9tR/ODT+D7/ogFGortLMc3VOMdDTHkG0P9ctTxWFVn9Zo6bMMzxKSkJQUhpWDHNHUdz0SxQSqoDWwcHDGwScf1n58fpQjXKZdNAyJ1eYnYL3fd2js2R27H0jr0Sf29na0rtsCc04lQpN4Au3txYlAtUbk/MdHsXLlQtyM1s/z6u5B+DVugNF7Q/USr8nDueldYVHfHEsuPCpfdlLiDfQXX6StZ12Tl1OVMrw6MAqOlq5Ydztanv7+rklwaeSMHZHS1/FrTG1tiZ6rbr5XzoMW+cDCtiXGHXhSvt6rS33QzLE19kaVIHpLf9jYNMawnaHl5bfX9ERLO3usuy9p9zOMbPEteq99WF7+6sEOdDBrCWvPmYjIq/5bg4HkB+jpXh+jjlT8dv9o70D8/QsfiF2pR/0cU1y+hM3UUyjTleHWel/UdRqKY+HSeuJxcXFH1G/dD1eSxRYWhWBQy6bwnXVKrkNyXDjmOv03/m+DdrgsNQIXXUGn+k3RZel1fT2fnYDPt5/iG6e5+tb22F2w/PorTLsq7L4kDQGDO8DNZw6C4/XblBh/E8uGr0d4bhXVMaDCibGthfgdqCK8uWHrYduoNY4ZTzaqUZR0A0Oa1EP74evwxLDv4p9dwwTbpug0Zg0SSvIQf28xHL5siWU3U5FXpIbmbTRW+5uj9ciVCDXM8zrwJNatXIBgBRt6dX4ees8/iATDtLFnF8DOzgKzLxhbxjU4Md4RHj2nl98q8fmJsbB07I6Dofp5zgmZb+U6SflWimUliLu7GvaNW2DhbemzKRnzXBrBoscaxBXqZ9AW5SAlKRqbh5nhM5thuP46CWm5FYL0aNtwtG3fDzdr6uFT+AJT3e3QbvRWxBq249nBCajbuGX5yV32+XH4sokLhi08J5dLeXBsGr5r7IF5p6U+4hocGW2Dlv4b8cZQnpT0AgcnO6FBp0l4mKlwOl2SgoNrxmDq3mDD9LE4M68t6rcZjGuJ+rPAFHHy79bIG+uv6V/HZQUvsMTPGq2n7EWMNM/Ti+hr3wwjtxhvpajGw12jYdVuKh4k13AKr8nEwUk+aOQ8GfdeGOp6d7c4Qfoz2sy/IX9mRBxaDM8GDTBo8y3EG7YncMcUuDRriPnyjizE5h4t4NJ/OyIN5UlJr7BtbHvYuk1GRKVeSxWocWaGP+p/44xNlx4jMz9bHDdpvmRk5OiPV/b1hfByscaKe4YFFMdgdnsncRJ+WL+Ol2fg69AIQw9U/Ip0f21ftPUZjgcKvdukk6wDQ9vDxsoOq64lGur5BntHu8LSvTsupgl3K8xGyP5xaNqwLQ69zECB5HD5sRjjXRc9tij35To81hwtRu4zDOlJCVwKD7OOOFnD+/GXwkct59JDiN6mX8fUbv7YGVyEsrJKd1dRSU9Ji8eW4d0xc88TFIkPfV3hI3EWZocWA3chV4i9Lv02RnUyRzMbV3i3aQ0XFxd93Nth7plYlJVqhSRVrE//EKL5aGdnBSfpIUSuUlzhKM70Dj6OFx8LOraaMz9JaoOcF4fvQdd2bnAS74eW5uI94eqGXtNPQqmtJiNwO/o4t8eeZxV9X8ICBsDd0w+XEhW+vHSxWD1iAJaffVEu+9rCZOwY1c3wAAsndJmyGc/z9fMWPz6CASNG4WpsDV+EipTh2tIhGL72evnFijIlmbi1bxpcDA9nkdK57zTcjM+B9Lyd8LWdYe+/5Z0Wo9KcUCwe1rr8YTSuDp0xd8d9+RkL5ehUSL+6Eu3bVjzMx81tGI6EvUKuQXLeQSfE6OxcuIjPG2l6RzchruLEQb/YN9g8fhDmHw5/byu+pigLD3eMQgsr5/L1enqNxdWUPHk5ZcXZeLxvAiysncrL3d1H4Fx8pmG5cVjbyxvWlR5CJD2AbfqBp4aHv9RAZgTmj/XDmhsVTdnRl5aic+cZuGv8AUHzGptH+2DIZsN9qLX5uLRpCjyd9Ovx7jYSl5ONlqFD5qOzGOGif2BMu469MW/ucHF8piNIPiBaRF1dDTdL/UNo2veZi4C5Y9F74h655RVJFzGoaxdseaiXb50QyiPTOsDZsE1ubvbosegK8mt4amLe3QXiJKYXzr2uOFYFL49jaM/xNUunQJ0bi2OL+lWsx8UL/ZddRGpOkf4hRN72sDS3hL1zDwQYHkJUmv8UmyZ1qfRgoTYYv/aq/BqsTkHkfnR0rHjwjqtjO6y//apSf3MhrSPF8rtMxFNj1XVFuLt3OpwM+9nTayJuZSqdlAjyQzCld3sMCggr7/JV+Gw3XO3aY95ZfctrylVxXL3c4GBjgZaWNmJbPdBvg+E6Cm0MJtp+ha+7rMP7bomvTn+JtYMqHqjj7t4VO8LSyu+OU6Z6i0eX1qKjWcUDg1zbd8UmcfD12yo9hKg3LK0dysvd3FzQqb94fSiecAnEicf9A1NhZeVomN4V7fzG4rrxWgxBUvBG2H7jhlWXK7qJaFLvYeYg/UOI3JzbYOSySxUPIcqPxBSH/0Kj3puQYmwxVKBMnJgdnzUQnsYHWDl4Y8HBO3hr2EdlJfmIPjFLiHLF9ji4D8PxB/GG92Uhzi0aAnubSg8hEvW3H7gWkemVfl6qQiZ2ClFu0tIB3u294VE+XxuMFif5Um1zr86Bk00zLLpdYffq9DDMl/qJS9OK99+IgLswfPyKwqcY0uIzNOi7S3+thQIleSk4t7AzzO2N63ODVy/pwVf6dcSemQ8fsVwLCyv5IUQnpYcQ6TKwfrIv5ooTLyWurxuAfqsvG4Yk8rG7jwUs/QKQUfNu/0XwUcu5Pmr5Mf1Vn/5pjP4R/hWP7zc86r/88fz6YakLS3FREYrKUyy2t/JyKiI/vl+jFuUV05eoNELcS2uoA8N8eGpHtxZxglv5OeHSCXBNz1x+z7OYP/QzVFpn2Q9+RPU/gPT8A3ld0vOGDWTfx2BrC8yTbtlaE4b53l9DXfmyxf8/EP08/xgV61Xmh5f/04+AvB9rXotcj/dU4kPqKD/r4nuWpycVa9o3hMXAY0IDPxz9a1d6nxhGyIj3kXFY/FH9rVI+j2H4fcjb8AOnLcew7d9HjcusXPfKO1Ast/zz4OUO2DVphZXvexhCJX7INhu3tSaM5T/8s8L42v6h0+uR61ptlvznu+FS1xIrHio2Xb+L8fVnGFTCuE9qwlj+IfWvmEefGj+/KyFPW20y3aO1sGhkj61P33chkZGK9VVBev0Y/qzy9weQ+XAprL5zQ0D4D9zvtZhaIOcqIczqGlusVSpRVkmapWnV5d1V9POqFVJ5nioR8ypOrzQtw/zI1KY+578q0sKwf89FvCqpoXmI/OJ5++QYfJt+jb6rj8j9xcn382Jrf3j5L8CLwh+jXLUNDcL2jYJDhwWI+5V8jIev8YVX/zUm3d60+3vRpcF/wXdN4I8S+9pGLZBzhvnlhXJOyMdLxtMruHr3ifJTUck7ZMU+RUxi9ntbhn85lCI7/iWeJPx6Xh0Z0Y8Rm5JvUikuSAjDjau3kPaeblO/JCjnDGOCUM4JIYQQogTlnGFMEMo5IYQQQpSgnDOMCUI5J4QQQogSlHOGMUEo54QQQghR4iOX82KoDPcQLVOXoFhxml9eiotVhgsvpCed/pJPmoyCqn+i668plHNCCCGEKPFRy7l0G8SCtEhcvXADr3JKKt3P/KePdN9zpZunaaUyeRqxf1TVLxMufWc58rJEyp8DoZHuqS4iRPTd5ZcpzK+CWluCmMCLuBIWj2K18qXJajHt99dLWrdR9N+lTFP5RKAySvX6wEivJ2O1ylTy/jVeyS/VXd5OVT6e3b6I289T5GOtuJxfaCjnhBBCCFHio5ZzbZkOGQ9Wo1VdZ+yNKhYV/WcJnFqsS43YwKOYOmQQBg2SMhjzA85Deiic1GpfIrXga1JxPmAGBkvlQyZi291kafdVW5YK0kMCssMOYuayDXiQpIVWqxFVL8DLK5sxzLj8waOw6lKMPL9eVvVRqYXCFj/FKJuG8N8kPRZci7DjmzB6sHG+oVh3KhjSLfhLpXu1q0W9dKk4vnamoXwaDgfq66UW0q7V5uDBmQCMHT1CX29jxm9C6JsCsd1FCL+wtVK9JmDbZf0jezWV6vWhUWvFa+rlBcyaMQmHw/PkffD4VACW7LiC7EKNGC4VJweJWOjVAJ6Lbot6lAlhVV7WLzGUc0IIIYQo8dHLeWbIJri29MahGIOcG1uJyzSG6aq1SJfqx6u1UnuwDprKwqeSHsAvZi1/gqg+KmnajMdYN9MfvaZuxZ49e7Bnw1x0bfUdeq4+h0zpaVeaDFxY1ANW3r2xRpRvXzoOds29sOJkJKSnzxkFWyM1D2ueY7rF7/DJfzbAlqdSpYQoZ0ZjyyhbdJ+5W17+5pVD0OhzR8zc+RBqsfzy+cW0+XcXwqHTSNxNEkMJlzFxRC+MXqSfb/fSkfAwb4JJx0JRJNVLl46ji7rAus1QrJXqtWA03JrYY82laEjeDiRida/6+F0jHyzdJrZr5zZs2yay7wpe54jlp4di8fhO6DZ9m7z8DfOGw+qvlph7OBhFpWXvCLpKXSr2YeX9Kva/WE9Z+YmTSuwDeS+jJOkJzpw5iZB46THJOhwbYoU/ucxGlrFFvTQZy30s0HllkGGEnjLNP+8Xko8llHNCCCGEKFHL5FxoeNlbRD8OQ3hkMooNop4ZFYY7t2/j9p1AvEyTRFCL7KQoPIlKRF6xRm6RLRYypFW/RWJ0BGJScuQngZY/9VP6+202klOS8FYWWj3Ptw2AmV0/3M4Vch19FF0sLDHrWr6htAAHx7aBXdfFiBXV0GkkcRUza1Kxa2xb2Ho5wb5xa+x6LibVqVFckI+05ARItdOTj8PDbPG1+yS8UItBMb908gAxxenx3vCdd0yW2NL8VLxJy4A0iZFLk1xgJtb7WpSrHu+Bq70lVtwQlZQpwN7B1rDzX4PXJdJwMtb3bw6rwQfFXqlKqUYtb3dKagoqHuyWh+0DmqOe1xxESE/q1VYcD0ko3+YkIvZlPHLl/SpEvKQIWSnxSMwoEMIu9qOqCLliO2Pi01GoEWWpqcgtEidMWbFY3c0Cn9sNxtnrQQgKeYG0nASs6WEL//X3kflKHMM7txEY/ATSIfylCzrlnBBCCCFK1Bo5Pxit78UdeWQiPvubJcatu4NSlOHVnQMY2NoNbTp0QIe21nDsNQP3kjV4fmAUPq/bGvufShKkhdQrpejRLjg3bYHpp15CakNXV2lVV8tdLTQaYzt8IXYOt4FLt9WIF6Pir86Gs3k3XEgRRaX6ftrJV5bD2aUjDkdIdZPmK8HtZX3RynMoTt7egu7mHtj2RIzWCdEUMqYt1YkTBOlEQZq+BA82DoKl52Q8kwbFeMntS1+fQPtWDph3PlZsnU5InAalWlF/+ZcAgTYWM9s2hs+Us0Kjgeijk+Hk3BeXk8SAWI9Ui7QLs2Dh1gOXY6ShVLnl/LcN2mPe+gBsDdiOG0/SxHhxPiCOebG03eL4y/WSO4mrcH1lDzi2nYmn4nyoQs5Vcn1SQrainY07tj3Wny6o04Mw3KYu2s+6oD+BKIrDBn87uI09gbd559CmSX1Mv5qLpLv70embP+E//lIfrdu2R/t+c3EtMhY7elrBqsMgTBrhiw7iGNo1+Bs6zT+LVJXun3qNgalDOSeEEEKIErVEzjvifI4Or68vQ4tv7DBx9yO58rkR+9G+cTOMOxgtD0ut0et6NoJl/73ITn+MMa7fovO8y8iXvbYIZ2d2QfO20xCRVyY2+t3+61KXjdL8F9i2cCKGDeiPsXMDcDdaekSvFmF7x8HWeRgeSp29NfqLR/MebIezmxO2BkqaLAT++ip423fHnhdZyE/YjfZNXCrkvNJ6xGqEA8djccdWcB5/Su4/rimW1LYUT/dMgWenkXiYKSYy1FEtThiKkoOwbMIoDB0qRHbZfjxP009/b2t/ODuOwf0caVDfLab4/iq42PngwCOpNb0AIRd2YcqkcRgzZgyG9mgLq2ZO2Hg7GiqdOBmpdIIid4MpisbMdmbwmX5afnS13K/dWC52W1lqCEa6fAffVfquKHE3FuLTT/43GnSegHDpZ4GUQPS3+g5D9sQDGcfh2qAOxh1Pl6c9N7E16nZahlzjlaHixGFVu3qo4zYUl17rx6Rcnw6LOubY+kycKJS9e4x+KaGcE0IIIUSJWiDnAWjr4I1F2+bDtoEzJu8xdOKGDoHLuqGp20g8SCpE0dsc5BWq8PrACHz7XTcEajW4v7IbvrAajBDJUdNvo7dVY4zaGiaLteLFjmoNNAXxuHx0FzatWoJJA3tj7u7rQm+FNB8YDzvnoXggdfUwyHnu/W1Czl2wK6wQJUnn4GfrislH40QJ8DZ6Bzo2c8eeKGmo4laBarlTOnB1gQ+aNOmEk4nCaEVd5X7vec8x388dQ5beliXbWEe1qFdR5guc2LkNG1bMxei+vbH2wnOUiVo82D5AyPloBFWS86KglULOu+BgeKYYMrS4l1OC46Ps8aX9MDxIEYJv6LuvkjZInCZcmdsWjax9cO61qFf1Exip7qUp2DXUHc59N0Ba+skZ7eA3YQb6du+NdbdSkRW8Dm5WPjidKgoTDsGtcV1MOCldVluK46Pd8G27+UjKL4OuVOrHn4TlXa3gt0U6gxFT6HQoSD+DTvVaYOJpSeiN1xX88kI5J4QQQogSH7mcC199th2Wn/8Jf/7T7/FXm0F4IDXnyhTg5LSO+PTTerBxcoOrizOcnV3gameBFlYjcadEeGf8WXQwa4qpl6Lw4vhk2LXsjsvJUvNvTd0lpG4eFT2zX+wcjsbO7XExpgivTk+Fvf1ABEpdzo1yHrQVLu4e2PsgE0fHNsU3babjdugzhIeF4fLhaXD41gIzD4XjdWoGioSMqaUNEnL8aNsQWDX1xPawRDGsg0ruMgJkBG1DGysXbAiTOotXFlNxbKRmaxkVbsxrg3rtxyKmqBSP9w0Vcj4Sd7NEkVHOA1fA3qEzjjzKlkZW9K033C5SE7YJ9mZu2BYkdW8pEycG4h9dIUK29EdTS2/sfpItaiXGS+str4MUqTuPDjEnZsO9zWCcf3IPY9264GxqKo5P6o1R847ixEo/OPXbCul8SPuqJjkvRZlBzld0sYTPynvyiZgk53lvjsLzm2YYceSNtIRq6//lhHJOCCGEECU+ejnPCd+Ilg2sMX3XKSzuWBcOAxbhpXyhow6BS7qiWcfJeJJWgre5mUhPS0NGjtRJpAxquV+3BlemtYV1+wHo7dkMbaecheTW0r3Lq6xLbLvxduLybROFxErtzYUPNsHW0RPHY9TIDV0D9xZtcUTqfqGTJi5DxMFpcG49CDdSyhC4phc8vdujQ7u28G7nDXfHJvif3/4RTR06YOmxILmLiNS15up8X5g3bIJl117LQi53G5HqWlaEm5v6w6HrQsRKg1IfcFEvwzOYoJWmE/WSSDgyCk28huCJWGjGpUWwd+6C06/kqeR6R+wZBos2w3BfutuLAXm7xLZKpF9ZAItm7tj/WN8dR+oOdH1BOyHmFlh8TRJpsecq98evFLlf+evT6OnqDJ9unvAavRtSN/z087Pg1bMHOnuYY/gB/a0YVa8OVpHzw8OcUKfjEqS/FWL+Hjn3qtMco45JJy6Uc0IIIYT8uvj4u7UEb4SLmTdOCb9TRZ1B1y/+HQ4Dd0Dq9JD/bC+87e0xdoe+W4SM6hWOH7mDxLwiuZW4MHIbbP/9X/F/67bF0TdizDt9zVXQaLXIir2PE/uPIVbvr2K6TGzrZQnbHosRWSzkNvUeRrs1Q/d1DwwTJGFJ1+ZwH7FfvjCzOrnRO9C+sSt2y91aAHXBGxyeORhtXHvjfFTFPVuMlGQ9xJQOthh1VLqyU3qIkApaUa/EkHM4evKm3IVEJi8Cs5zro+20Q8gQdl+WfAM93RtiwMZQwwSvMN+rIdqOP4YcUV70OhiXLp5GgmzVAlUiVnVoCqehm5AgzmPKcuNwbLIPvDr1w9nXFTIvUaZR6PMtdUxXxWBpdwt88skfMPvuG/kkA/n30Mfub/jXf2mGHS+lK0nFZLEH4NKwDsadkI6WOJla1AHfWIiTCuM+LkvGsk4t0WnF3UpyfgStv2qKEUcp54QQQgj59VFLLgj1xsEYvdElPziIjn/7G9pOWC80tAwxN3ahq7UV2rTvhE6dOsPbpSnaTjqN1CItSrWSnudjZadGMO+zE9ISlPqaS929i6IuYqTTZ2ju3hmdO3dGe3c3uLcbhzvR2WI5GmjK1Ei8vQldPa3h0Umsq7Uo95mCoNf5YqFSFxTpNoJS1KJWOqQ+24J2xgtCBXnxJ+D0//0L/tK0NXr5d0fH9u3RXkrH0Tj2MA1Z9xbAvIkvrmSJymilbjf6O69k3V6LDi0/h21bfb3a2DqjS78leJ4mTj7EeqX/4u6tR3tnZ329POzg3W0q7iSKUwbJo+OuYXLXJjD30M/v7eyCtl2mIzhef0vInMdH4PKbT/BpS0/4+XVDJ2O92o/A0bAEaMRro7xbjBypa0sZQjf1QR0zX9yW+szrpHufq3B8lCPqus1AvEoMi3WXxBpbzqUO6OIEJeUuxto2glnrtujUfz6uvYhBQE9rtpwTQgghhBj4qOVcEpiivDTEvIxFxltpWC0kUIf0qDA8DHmOrGJ9X5SsqFDcvHEDN0Ru3rqH19nFUKvV8gOBVLGn0d3eBasCU4CyGmRPrEejKkLqq3Dcu6Vfzo1bQYhOkwRKaKfYN/rbH2qQGh2GW3L5PUQmyc/p1D+qvtLypHoX5qchNjIG6fl6aS8qyED040cIvn9Xv3xjboXiTUoK9oywgffCyygW6yvvUiLm0xbnIS7iAe7c1E9/806YfEGlcb3FJVK9tEiKDDXUKxAxqdJVq0KqxfxqtbRdT3HXsF03bz/E6yxpHqnrj6hnXgZin4p6Bd0t34f6PMCr9FzFx+pLx6E4OxHRb5JQWKQWw9I4Ld5mvEZ0cobch15ad4nY5pjIF3iTVSgPa3RlyIl7JvbxTdy4F443mfnIjI/GqxSxHlEupbgwE7EvXiIhUz9P9XX/UiJtGyGEEEJIdT5qOZeikjuDV30ipdyNQozTP1Wz2hNCBTrpCaBCIFGagz1Dm6OO8zREFZShVG6Rrlh2lYjppSddVqH8KaTGqFFWeZp3yisi1VuaVLp/uDxOlvsayH6IOUNH4/CTDJRVb6kW871TrWpPOJXrZSiT0FU5CXl3u3SGp6hKUanfXb6R0vc8CEglXRAgPRm1Ut90jbQiXaX6Gy6urXigkDjZqLQyrVo/rKvc1ciwn/gQIkIIIYT8Gvno5fxHR10KbdErHFw7FztuxKFEK7UkK0z3MUT+RUBJuplfaijnhBBCCFHilyvn0m0R5S4f8hYq3Bbw48ovuQsH824o54QQQghR4hcs5wzz8YZyTgghhBAlKOcMY4JQzgkhhBCiBOWcYUwQyjkhhBBClKCc1+pID1CSnrapqXYvcuZjD+WcEEIIIUpQzn9k1JXvCSijMwiy8VaPFciP3jfcVlDs7XdEWm28F+T7bvX4TlRiOUXIy0xFSkYOioTsvV/QpYcHyStRKGN+7lDOCSGEEKIE5fxHRHbpoiRcO3EYhw4dwuHDR3E1THrsvtiX6jxE3LmMk2cu4tL50zh6OQhvctXQFCYj+PptPI5KFTKuhqpYWpb0sKRSFKVGIuj2dTxPKlB86I9i5CcsJWPfCGdY9FuNeOmMwHhP9XciiftbxDx6gJCXKfIDmpSnY36uUM4JIYQQokQtkHP9kyPlCKmUxFKtrtrCXDFen8r3My+fV0SpXD9NpfnFdJXLqkd6JlLxq8tYONIdLR390KdPX/T2b4+mdVyxYPc95CEbl9ZOh2ujP+M/PzdHjznb8CQbKEk5BPNPPsFf3afhufRgUW0JiuXW9EKcnOCIfxVl/Q8loUyne6d+cirVX94GqeVelYgd/VqibtfFeG2U8yrTie0W88oPRNLEY6ZrfZiPPiYdcmh+4Q/5+dgjvR4JIYQQQqrz8cu5SiMLa1mp1tBtQwVtqfS0T2PrrxparaZCaNVi+rIyaAytyGptKXRifuPTLiVRlcsN02tEubxseVi/7BofBqQSy0IKtvZsjq/dxyI8X96HMqEByzF19DI8MvR2CVzWEfYD9pU/zTTj1WF0//N/4N//6oZpxyLFeFEnMW3h80No6/I/+NN//AWTjr4R496Vc6nO0jEqP3EQ+0R6QCdUSdg1sBUa9ViKOGlY7IeyslKx7YZt1Yhtk4Y1YpvV8Zjr2RQ2406INddwAsD8bKGcE0IIIUSJj1rONUKUcyKOY0TfUVi/YzNGtnWDq4sj3NpOQ1B2EXRCslWFIZjexh2Ozq5wc3ODi50lxu0JRo5KCH1ZMa6tGIkhMzZg+4J+otwVTjYWGLUtENnSE0TF8tWF8dg2qitcXNzg5uqIzpM34VGmRoiugqCLZQIRGNfqO/iueyntOoFOyLD+YUfq3EzkSI/D1xbh0ty2sOm1BVlyiQ7pkbvRy84ZA3oPRWvfaQjNkcZnYd/ELvAc1gf+DnaYtC8W2upyLiROqyrEjTUD4OnkIm+jm4MV+qy7JcrzsH+IXs7lbi1lhQg+tRwd7KTpxP7w8MWe8DRI7fP3A8ah6R9/i99/0Qzu7u5wHbYWz5KLxT6qeJQ/8/OFck4IIYQQJT5qOZdah3Mfb0SDf/stbPssQODrBCRE38Y4myZwGrwPb0Xdi/MeYsX4AITFZeJtYSGy762BQ8smmHw2Q5RqcWSwFX73l/oYt+8hEuITEL5/JMzqtcDah4WA6jVW9vFAiw7zERKVgPiEICzua4+mvmvxMs94AWc1dPk4NqMTmrsMx5GTZ3EhOArFhiJhx1BLF14qyvkOdDT3xuHbNzDQ2g6zriWjJO4yujs7Y33QHSzwtMDI3THV5Fy6iFOH8IAhsLTvjbOhsWIb4hB3YzOm7ryCtKx0HBhqhUZ+y5Ai1hJ1chwaWrbHqnMvER8fj8DNg9HEzgObHhSiJPcJJjg1gPnALWI74xGTkIL8QkkSq+5z5ucJ5ZwQQgghSnzkcq5DZsgmuLYUUvtaLVdYEu6wVX6o6zgOT8QoQy8SPD27GkuWLMPSRVPg1uBr+Aa8EGOFnI90heu4/cgud+0wDDdvgEH70qEO3QgHu9bYE5JnKBNE74VLo9YIeJGM5IhrWD13LubKmYethwORI04YytTR2Dp6EHr27An3Dr4YOm4RlqzagtvxUoW0Nct5ExfsiSvGzemeaDt0A3ZvHgffgduRihhMtm+qKOdS95fQVV3xrbkXTryWF1aBKlHu1tLYfwWSSlVY59cUXkvuGAoFmkRs6mMPtwlnxXLysLhtc9hPOiMX6cqMXXkYU4RyTgghhBAlaomct8Ph2BJhxaUixQhe6YOvbHsjULqwMu4yxvTtCkeHNpg+bx7mzhwD54bfoef2SFFYIeeZwoWEj6JU8xCDWjZC1y0RiD0yBdZtB+BmgjBunQYqyf/VIRhp1xJTjr/Em6fXsHLWTMycKWU2Nh+8iyypj3ql2yjmP7+OTQtmY3g3O5h3m4vgdDFS1FFZzh0R8EwMpp9Ah6+/wtdNHbDucZEY8QhjbJXkXEicRgNN6iPsmd8RLe06wr9Xb/QctBT3XheL9aTLct601yrElURgnK0ZJp6Q2tC1KJGuXEUuLsz1g123pXijy8OSts1gO559zj+GUM4JIYQQokStaTk/FCPJqF7OH67wwdd2/RGqAcKWeeFTp0G4GWHsXFKAtV2t0XPzU/G3Qc7H7kOG5PaSnKsfyHLePSAaKedmo1VrP1yLk26OKORc6jpecBd9LS0x7VSstLB3UBe9RUGJ/sbkmpJiMZeBpFNo26Qp5t6R6qGqQc4dsPmRNKzC2cmtYea9EPINGMvCMLYGOS8uLhFzSxTg4aXTOHX6NBb19kIr38VIzEzBwWE2aNJzFRJUbzDdtTmGHogT05YKOZfqmIszUzrDtudGZOpysKB1U9hNOi3GU85NHco5IYQQQpSoxXI+EGGlOpwZ3grWQw4Y7ooidDzhMvrbfAe/gAhpqAY5b4jO66KAV8fRwcoKEw+Ivw1knp+Ghg274nBsDsp0xjvEGCJMvCz9KqbPWoUjV6r2MQneNwG2TdrjuMHpg5Z3guPA/Qax1iHthUHOw8UYabmF2cjILoBao0OpNrQGOZdui5iP+IhXyJB+JTBQcG4svm3eEw9jE3B4pC2a+K9AitgBh8a1QrN+W4SSG8i8h+EezdB9ZYgYyMaytg3RctgRfZlAq9bLf/n2MT9bKOeEEEIIUeKjvyA04/4qWNRxwJ6oCjkPnO+BPzTphntiVM69AHQ2awb/2QuwdOlSzB3XBXX+9Fu036Dvc76vnwUsBm1Hermc30OPOp/Cdd5DUV6M29umwaZlW0yet1TMPxaebs7ou/4O8tVlQl6r3gtcvjVh4Uusn+CH+r9viP4LFsnrXDivD1qZdcTMLUHQ4C1Cjm9Fb9tP8fvvvDB7zwW8fgvkvtwM1783w2rJkyGkWyyrtFQj5FvUSfsQgxp/gX4BUaLGorRczqV2+RwcG9sPnTsPxDyxrqVLZ8GnjTt6LbyGAlUGdvjXx2ft5uKNmPJt5DH0aOcG775z5XqN79QKdoPmIChVOj0oRcTBiWj1TUsMl5az4yLiM8U+rum2kcw/NZRzQgghhCjxUcu5WiNUNykcR/edRIQQSY1GLVKCxOAz2H7oEt4UaeQW89hrmzFr+jRMmzYN26+G4u6507jyOFWe/sX1ozh64znyhehKtzxUqxJxZd9unH6YKN/jXCLybABmiXmnTZuBLRefQHg8yhSftin2kVpqC1cj9PBawzxSZmF/iNTZXBLtTNzeuwFz5i/GkkVzMWPDEVF3sd7spzi95zAepYh6iG0oX6ZKEvRk3Di0B9efZsrbXHmdGiHxOS+vYePCmYZ1TceCfTeRIby9tDQXTy4fwO5zD5Al3d9drL8w8QE2zNLXa86yPYiVetmUqaES5VpVNm7tWIKZ0nI2nMbrjGLKuYlCOSeEEEKIEh+1nEsyLD9EUyDJcrEYJ8UwClpRLg3ru45UQ6eRu2zou7vooJLEWk753PI2Fxe/K0lSX3Jpucp1kiJdOVqdUjFeWt67ZaVqo9QLNNI0lZcl1cnQc10nRLnacZDqqFHYQGmZUt2NRWp53ULm9Rtcjk6jMmyLWK5xZxpgtxbThXJOCCGEECU+cjlnmF9mKOeEEEIIUYJyzjAmCOWcEEIIIUpQzhnGBKGcE0IIIUQJyjnDmCCUc0IIIYQoQTlnGBOEck4IIYQQJSjnDGOCUM4JIYQQogTlnGFMEMo5IYQQQpSgnDOMCUI5J4QQQogSlHOGMUEo54QQQghRgnLOMCYI5ZwQQgghSlDOGcYEoZwTQgghRAnKOcOYIJRzQgghhChBOWcYE4RyTgghhBAlKOcMY4JQzgkhhBCiBOWcYUwQyjkhhBBClKCcM4wJQjknhBBCiBKUc4YxQSjnhBBCCFGCcs4wJgjlnBBCCCFKUM4ZxgShnBNCCCFECco5w5gglHNCCCGEKEE5ZxgThHJOCCGEECUo5wxjglDOCSGEEKIE5ZxhTBDKOSGEEEKUoJwzjAlCOSeEEEKIEpRzhjFBKOeEEEIIUYJyzjAmCOWcEEIIIUpQzhnGBKGcE0IIIUQJyjnDmCCUc0IIIYQoIcu5TqeTBZ1hmJ8nZWVl8huQEEIIIaQyspzn5+cjMjIS0dHRDMP8DImJiUF8fDzDMAzDMAxevXqFgoKCCjlPTk7G+fPnceXKFYZhfoZcvXoV169fZxiGYRiGwaVLl5CSklIh5xLSz+xS9xaGYf75IYQQQghRgheEMowJwgtCCSGEEKIE5ZxhTBDKOSGEEEKUoJwzjAlCOSeEEEKIEpRzhjFBKOeEEEIIUYJyzjAmCOWcEEIIIUpQzhnGBKGcE0IIIUQJyjnDmCCUc0IIIYQoQTlnGBOEck4IIYQQJSjnDGOCUM4JIYQQogTlnGFMEMo5IYQQQpSgnDOMCUI5J4QQQogSlHOGMUEo54QQQghRgnLOMCYI5ZwQQgghSlDOGcYEoZwTQgghRAnKOcOYIJRzQgghhChBOWcYE4RyTgghhBAlKOcMY4JQzgkhhBCiBOWcYUwQyjkhhBBClKCcM4wJQjknhBBCiBKUc4YxQSjnhBBCCFGCcs4wJgjlnBBCCCFKUM4ZxgShnBNCCCFECco5w5gglHNCCCGEKEE5ZxgThHJOCCGEECUo5wxjglDOCSGEEKIE5ZxhTBDKOSGEEEKUoJx/YKT9VCrvOkCtUM4wPySUc0IIIYQoUSvkXK016nAlStVQSeXq6mWl8jxlhqEyjSTUxmWJbVQbS3RQ1bTNKnW5gFegg1oIlUarRcztQ9hx6AYyitXyOMVliHUVF6vEXIZ5pWHF6ZhfYyjnhBBCCFHio5dzjbBbbfYr7Jzqgy5dusjp2nc4jj8rQllZGUpS7mH24J7o1r07unXriun77iO/qBi3N/RH94nrEZaqE9PpBVolFqbLDcW8EYMxdulF5JZqoaku12qtcGk1Yi4sh49hfV26dMWoLbdRotGL/ZlxLfF5yxGILNSiVKOuOr8xKlFWmoXLW6dh2oaLSCkuFdMqTMf8KvOLkfPCNzi6bTHOx4j3DSGEEEL+YT5qOddoy1CQegUDLWzh2WsWLl6/jutXL2H7BBd86TYA+0IKoStJx8MTm+Dc5I9wHbsDYbEZ0L5Nxmbf/4tPPvkvjN4fDo3YRknCJZ5t7YV/++QT/NltLTKhg7aynIu/y0pVuLSwM2xbOWHOoWu4LtZ58fQSONVzwJAF5yEpyJUZrmjsMglRRjmXziAqUaYVy1RLf2ViY5+6+K7LeqTJJVKDf9VtZH6dqfVyrilAUnwMri/tjN/8vRmWBlHOCSGEkJ+Cj1jOhSiLuoWv74q6TfshsECqqQFdGoICL+N2YJa+20h2BEZ2boHRR9/IxciLxYZRLmhUrx6su07GvVRJzwXZdzDEwxatmtdDqz5bkV5WVkXOVZJfpF5G5+ZfY+DOCP08BlIinuPKuasoEn9fNsp5gVbffaYkGdfPHsHBgwdx+OQ9pBRLI4GsuGsY4vo1vrbrj40Hj+PkhauIydRAQ0H/1efjlnMN4sPv4ca9V4ZhPbkx4bgT+BIl0kB6IGYM6QhH86/wm8+dsCFMoesZIYQQQj6Yj1vOhXlHbOmBOrYjEFHeiVwLtUaIgE6ItZBcqaeJOjEUQ9o3w7C9L/XT5EVjWb/WGDBjHaZ09sDgXQ/FyFLcX9Mf9t3HY/NsP7j0WofU0mpyLjl83nV0a9wUo48lyIuS0Go0oi46lJVq5ZOBizNcZDmPVomh7OfYP6E1Wnq0R99+/dDJ3gW+g1biea4aMXe3wvG7/8Z/f20Jn159MWjSfNxOKEWp1LJeZVuZX1s+bjkvxr3dE/DtH2yx8ILhfZATgmHipLbNlKPI04+RyY3YDJuvHbEq2HACTAghhJB/iI+6W4taWwZV3D3M6NYcLb26oofvaBx++BoqIdVlklhrVDXK+fJe9vBdHYwX+/vCvPMKpKeFY3JvL0zd/wwhm/1h3X3tO3JeUiIkHLm4vWUUmjdzQTdfX4xdexLxb0tRJk4KysR+ktDL+VQkQo37q7rC3Lo3rqfLRULWH2CUxbfotj5QDJRgzyhLWPTbgRx9KXQa6ULRqtvJ/Pry8Xdr0SJwgTf+s1l3PIhOwIGR9rDvsxoJxpNkA5lPNsCKck4IIYT8ZHzkF4Tq5bso6REuX76Ei9vmoksHB7i6OKHH8A2IKdZC6leiKOe97dFlQSB0RXcx0tUKvkNGo7ffTDwpAUJXdkQrRTmXpEkIuDYb4beu4dLFI5g9pAccnN3g5NUJm+/nyt1YZDl3n4VMdTyWdBUnAQsuy91dpP7kEveXt0cz/5Uo1mQgYEhLtPBbh1dSVxdt5W1jfs2pFX3O1W+wc5wtvv6mHr52H4FrydXMXJDxeD3lnBBCCPkJ+cjlvFi+ALMCNTLTk/E6/AIG2TaC//KbcnlpDXLuM++GPBi+1h3/61/+B0P36PvQ3lpSk5yLfVDt4k5VXhaSE6JxZn5HNHIagodCsm/PcUVjz7nIzg3DJA9XDNhyB5JqacQypLb1F7v7orn3DKQUpWDrUHPKOfNOassFoSX3l+Cvn3wC5wV3DWOqQjknhBBCflo+ajmXBCY+5BEy5O4kpVCppW4nEtnY1scJzmOO6C9OSwrD0A7NMHxflFxqlPPOc6/JfcQLUu9hw6yluJ0kBnTqmuVcLF+VFI7wBH0LealaBU2pXtbTg5bAsXE7XMgB7s4Tcu42U9QrFWt7ivVMPYO30qK18i1acH1Oa5j13yzmzcCG/k1h1mszEqSiUpX+3uzMrz61Qs7TH2Bqt1bw7NwGDaw7YsdT6VVelSxDt5bVIfouX4QQQgj5x/h45VzIi3QR5rmxbnDo7ofdoXnCfoUol2nxbM8gmFnYYOk1fUfvUiHnA9s2wpA9RjmPwhI/K7SfdUWWbI2xUU/Is65UjZsLvWHms/rdC0KlxQevhLO7B3rNv4z8sjJZ7tXJN9CvdSs4DNkl9x2/PM0B9ewnIl6cMETvGw6r5m7YHpYhryLn0UF0q1cXIw8+EUMqXJztjW8cRiM0XaqJlnLOyPn45TwNu/tZo0GPLSiGWrzm3dDYqh8Cs/QnoEaynqyD+ee2WEk5J4QQQn4SPvILQrXIfXUPG0Y44W+NHeDh4QEPNxc4tOqEjUFP8Vb4rjrlNsb7uODbL/+K71rYY+z2e3ibl4ZNwzzRc8ktWc7LH7Ov0sv53dV+cOm3GWnvtJyroS1Iw52zC+H0RSM4CEmX1uli3QQ+s08gIl0vJlfmt4NVu5mIKZYqkImQrcPQyt5WntbOzBOTV51DproMGq3Q8+SbGNzGBhZ2rmjTdywuvZIuZq3az5359eXjlvNCXF49GI1tRyEo0dCxrCAYw80awWXwPv3FzZmBmD64A5ztmuLTP3+OJjbuaN1rJZ5nsXsLIYQQ8o/wkfc5L9H3OS/JRVzMS7x48QIvIiPxKtHQ7UQjJLcgS5TFIC7+jTzN65RsFBWXIC8rHZk5BXILfOXlSS3XBbmZSM/MVX6cvvwU0FLkJL3GS2l9IpFRr5AneblOK0vV25wMpGXo16PS6sTkRUh8FSVP+zI2GUWl+i4u8gWtpRrkZyYh+mUkImNeI+utSixDYb3Mryoft5yX4W1mGtLyqoq2+m0OUlPz5OsqoC1EamKceN8lIT0jDUkJr/H6TSZKpPcDIYQQQn40H72cS1FptNDpdOWRbmtY3j1EpUap1P3EUFYqS7H0dNFSaGt4tL50n/RSrUaxTB81tJWWKUWrrpB8aX7pnucVddCIOhmnLYWm0rSSoGtLDcsqK4WaYs6I1Io+54QQQgj52akVcs4wv7RQzgkhhBCiBOWcYUwQyjkhhBBClKCcM4wJQjknhBBCiBKUc4YxQSjnhBBCCFGCcs4wJgjlnBBCCCFKUM4ZxgShnBNCCCFECco5w5gglHNCCCGEKEE5ZxgThHJOCCGEECUo5wxjglDOCSGEEKIE5ZxhTBDKOSGEEEKUoJwzjAlCOSeEEEKIEpRzhjFBKOeEEEIIUYJyzjAmCOWcEEIIIUpQzhnGBKGcE0IIIUQJyjnDmCCUc0IIIYQoQTlnGBOEck4IIYQQJSjnDGOCUM4JIYQQogTlnGFMEMo5IYQQQpSgnDOMCUI5J4QQQogSlHOGMUEo54QQQghRgnLOMCYI5ZwQQgghSlDOGcYEoZwTQgghRAnKOcOYIJRzQgghhChBOWcYE4RyTgghhBAlKOcMY4JQzgkhhBCiBOWcYUwQyjkhhBBClKCcM4wJQjknhBBCiBKUc4YxQSjnhBBCCFFClnOdToeysjKGYX6mEEIIIYQoIct5UlISzp07h8uXLzMM8zPl2rVrDMMwDMMwuHjxIpKTkyvk/O3bt4iKikJsbCzDMD9DXr16hTdv3jAMwzAMwyA+Ph6FhYUVci51a9FqtXLfc4Zh/vlh1xZCCCGEKMELQhnGBOEFoYQQQghRgnLOMCYI5ZwQQgghSlDOGcYEoZwTQgghRAnKOcOYIJRzQgghhChBOWcYE4RyTgghhBAlKOcMY4JQzgkhhBCiBOWcYUwQyjkhhBBClKCcM4wJQjknhBBCiBKUc4YxQSjnhBBCCFGCcs4wJgjlnBBCCCFKUM4ZxgShnBNCCCFECco5w5gglHNCCCGEKEE5ZxgThHJOCCGEECUo5wxjglDOCSGEEKIE5ZxhTBDKOSGEEEKUoJwzjAlCOSeEEEKIEpRzhjFBKOeEEEIIUYJyzjAmCOWcEEIIIUpQzhnGBKGcE0IIIUQJyjnDmCCUc0IIIYQoQTlnGBOEck4IIYQQJSjnDGOCUM4JIYQQogTlnGFMEMo5IYQQQpSgnDOMCUI5J4QQQogSlHOGMUEo54QQQghR4lcr5yq1GmohSEplDPPPDuWcEEIIIUrUIjlXQVuqE7XVQaNSKv+wSHKkMixHW6aDrkwLVbVpGOafFco5+Tgpg0ajFZ+y/yjiM9Xw1z+bUq3mZ1sXIYT8HNQSORcirSlBTloiXr1KRoFaEusf1+qt1ogvn9x4rBrgjqErb0Oj0yItJgIR0UkolIRdYR6G+alTq+Rcp0FBfg5KSg3DPxWqLLyOisDz589FXiAu63v2SWkxMsVnQOzLF4Z59IlOyTNMUA1NEbJSXiMq0riOSKQUlBkKc3B03lCMXHoGbw1jTIquFNlvIkUdXyA2LgHZhf+YcIbtGA6fmXtQ8CHHrDABa/ws0H36ViQaRn04Ojw/Pge9ei/GixLDqEroxDHMSEpBboHGMKYS6nykpyQit1jfCJOb/BovX2eIz2h9sTIanJ/lDbcuYxBabBhFCCG1nNoh51pRyZIXmN+rPj75l0ZY+SAJZTrdjxJptViWNjsG4x3+BrcJ58VXQDFOzR6GITMOI0NbCs2PlH6G+ZDUJjlPOzsdrv4jcDvVMOKnQJeDswv6w8XGBW3atBGxRwOvwdgfllWzlL4+Cq/mn6G+lXEefQZsuKM4j+7JdrQ1+wLmjh76ab1s4NR3Fi6+LhClOdg8wBWtR+wUf30EaN/i7KKuop5OqPfZf6HTintQcNsfzK2F7mjQcxnypM/OH4QWV6Z6oIH9eITnF+JHn4dpUhEw2Anuk86iUOGgFKedgvO//ifMeq9DWpWVlCJwaRf89ff/P4w9L50uqXF17ST0mHAAWWr9FMroUJIUivGeDdBu6nkUvFfkCSGkdlAr5Fz6DC+4vxWdWrdEva+/gN3g3cjW6KBVq1BsKJdQi20oLhFRGT/NtSiRt0sFrbHBTKI0A3Pb1IH35HPiK6ACtTSvmFZTeVqBrlTzTp0Y5h9JbZBzdew1LJw9HG7f/R98Yj0OwZmGgp+CsgQcP3AJz5KN78B8nJ7hjjqe8xFTWO0NaCRqDxzqN8Scu9mGEe+nNGQ1HO264nSssZU2C3tH2uAb94VI1uZg9yhvdBy/X5yef0wkYLr3N3CechGFhjE/hjtL28FswGrk/0A51yYeRYeWTph/Oc0w5sdREn8dI9t5Y/crw4hqvE06gc7/8b/xv/7WBqvvphvGis/Y1Gvwdfsz/uP/+x0mn80wjP3hZN5bBssvHbAh9Ie9Nggh5GPm45dztVBvbTZOTGoNS/+VuL53Mpq3aI/ziSroykpRqilE6N45mLjgEBLFdpRqRAqScGbjHKw89gRaMU5qXUl6fByjOnWGT5eu6NLBC/X/8jd0mnkFkgY82DUTU5afRKa0LsHbsH3o26MzOncW8ZuNG5FS21oZu7wwP1lqg5xr3gRhy/o1GNvdGn+3HoOg98h5dshBjO/thyMv8g1jxAl1yHaMGTERN5IVujAokHJkCJp6jUJETg3Nn1G7YVe3LqZcTpA/s76vkbQ0dC1cHbvhRGQlzQ1dCYu6nXGjIBF7x3ZCl4mbcXT9TPh37YquXQZi+7Vow4R6ok6vxyCpTKTvtDV4JjW6S+S8wra1C3HqwkVsmNFfLu86fC6uxRvKZYpwa888fZnImLnH8f3qGItp7b6D+/TLkF4h6tibWDjYp3wZXfpNx5nnxkpI5OPy1pnl5T3HL0b4Wx1CV7fXy7mh5SLhwlIM6NMDB58qv+6Cl/rAqucapJfv1EQcnDcV++5X1Djl1mbMWn0exk5EqmcnMX36NkSWH94y3A/oB/fOq1HTSyX31X70t7VF1w590W7oaiTI1SnG1UX94Nq/I3ys7TDzWIo8bcTxNRi/7CgyjVXOvI+5o/0N29oFc3ZeR56xvqUpWNvNHJ0mnxJ7hBBCajcfvZxL/Q3VyXfRp+UX8F0TJr4RbqJj/QYYsj9W3gBoC3ByaHN80WocXkjD0pdR7kvM92kGjymXpDHIfLEfXa2dMGjpSdy4fh1XTu1FD7G89tP15QcGNMDXTrMgfSVk31olviDMMGjNETHtDeya0QtOLTvgSFQWSnnRKPMTpTZ1a3mxdzAatBiKO++Rc1VmLHYMao66zfrgniRrpY8xvnVduI3dh8SiGlrCJcrUyIiLQtSji5jm3x7j9j+EfN23EvGn0cWuLhpbOcLNzQ12tr2x80psjV0wSkPXwNXZHxcrdaB+va8/mrhNR5w6G4entcH/fNkY07edwi3xubB/lh8afdcJpyOLxJSlCNs/DS2a+mD1weu4fv0ylo3yQNPO8xGSJ7Yn9ykGN/vf+GurQdh55o4oP4/pPvVQz38loqQfA3RZODPXF3bdJ+GwWPb160cxybMVukw/XiGUisSUy7m0G3Nu7cLcaeNwOjgUoaGhOLSwN+pZDMW1BFEHXSYOTfOBQ8/pOC6v4wwWzZiM5cde4+GWLjAfuB5Sw3lxyBZ0aPIZfBfvR2y2wt4qi8EMbwcMDrhfaV8WYkefxrAYedgw7g3mOHyO//VbW1zIkkcgaIEbvrQYi2jjTKUJmN/GAn33RBlGvEtu7G74WHXG0WsX0cvaA6sfvQWy7qN3aycsv3YdC9taY8IhvZxfmuCKP1qPwxuxEZqEsxjt4YgBK/eK7RTbenIV+k5eiPMvpWOl5+FKP9j5LkIM+54TQmo5H7mcq6ATX1GxFxfAsoV/+ZfCsZHWsOq1CbnSQGkBzo13kL9wX8rDInnRWN7bHj7zbsgjdg40g3mPjRV9S1WpmO1VB95TL8iDx0a1QvN2y5GPbAT0toLX8P2VWn6ysLZbC7jPPocSrQ7qn+BOMQxTm+T8/uY+qGc2DHe/r1uL9hFGO5jDbuQKrB7gCetua/DqezZTVxyPbQM94dnODxOW78HN2PdcnqnTorjoLbIz0pCamopbW8aixX+ZY2VQimIreln4RrhZ2mDCmv04fvw4jm+bj65trDHmoCSPhdg5sg1aD96A8o4cb2+iR/NWGH8+QdjgS0zsIERz/RNDoaDwLvpYOWD86RigKAJD2jTB8L0VLe0ZF+fBUojn+VQdtLE74drAFVsNbQgSqgfL0LKJNw6+VBDkcirkvKK9X43I0Fu4fPkyzgWMR4u6TggIyUH+ywDY1nHAuseV+65In+Va3FnRETZjtiP94V70c6yPAZuv19x9J+syeli4Y/bVSpUVvNzZB41bDsBj8XfpiwC4t/aAg6Ulhh5JFmMKsa67FXyW3SoX+tyQ9fBwGo2QmrolCSQ579ysNY6lFePsSCd0nXUCV4/Ng6/fGqH/CZjp2BzjDXJ+fVZH1PGai7dlRTg73QMN287Bq0oHWqMW76VKV4umnpkMi7YD8SD5PSeDhBBSC/i45Vy6erO0GOfGtcIfvnTA6HlzMHvmNPR3+gq/+coTh6OlS6bEh3wNct5l/m0xEIMpzs0xdL/UCbIMmlLxxZkdi6ke31SV885rUFwYipHOThi5J1hutZIuDpU++u+t6ACz7suQWlwq93NXrCvDfEB+kXIu0KZcQZcv/jf+49ueuJn0AduojsPeya74xnMenrz9Yd1ggALs6N8KFiMOQa1g52WPtsC96Vdw6uiPvn37ikzA8TDjVa2Z2DqsLTpNPFBxt5acO+hrXRd99kegOO4aurk5YM2DytuQjY19HOE77zoKM6MwpKM5pp2puEo27doKNGnkgSMv1Mi/MgVf/L0FBs6ci9mzZmHWrNmYPdQHf/vWDKtvv6/jhUHOp12Rr4fJeR2ITePbw66tt7wN/bq64OtvWmNfcCpijoxDq9bTxRzv8mC1Dxq2sIHtX38Htymn5e57NZJxGX4WHu/IecnrU/Bp5YbdqSV4tLw3Bi3cheuHFsOnz25kZZxHZ2svbCvv412MQ8NawWXSyXJZV0Iv5y76PumvdsOzblOYO7pg6QNpn7zAeLuqcv6t90LkZUZjWTdX9FgVJI+vibKQVXC274HTURWt6YQQUhv5qOVcIz7li+Iuwdfy72g7agVWLFmEhYuXYeWS6Wjb4Fv4LJJabXS4MNYOTd1nQm7Dkr4Z3r7G6n4OQs7vioGH6NukIQbtkr4NSmU5L82NwwzPanLeSch5URhGOTtixO4KOZe4u7w9zHyXI41yzvxE+aXKeUn8OXT4+7/it3V64ErcB95vJOEAnOq3xa64H35zw/OTXdDQf51iq7C+W0svXNG7XjX0ct5h3F79L3AS2bfQx6oe+h14geL460LO7bH6fuXjlIUNvR3QY8ENFGYJOe/QEpNPJhnKgNQry9CkcWscixRyfnUKvvrCHCOXrMSypUuxVMrKtdh2+Bbist938vEKM9p/B9fpN8XfBTgw0gvfOgxAYIphnrc30KdNG2y6k4zYo+PRymOa/nOvGg+XtcPXf/wO7f3bwdxlGh5Kjd01kXEJPcw9MOdatas4S1Oxob87Bi7chOn9+2PlxUQUplzH2J79xTaNR+eBs/Dc2Ecn5zr8zOwx/1rF/lDCKOc7I6WhEuzv3Rxf2EyGfq6nmFBNzusIOc/PisHy7q7wXRkoj6+JrIszYOnZD/fevO/0gBBCPn4+YjlXya09zzb3QJ1GPXCv8m1VhGSfn+GCuuKLKUZ8dz5d2RXf2k9BeU/HnHBM6dRKyPktMVCIjb2awnzMYX2ZRPZTDLX7UqFbSw529LOGx6CdFT91IxXLOzWD5/wL7NbC/GSpTXL+dPdANLAYg/Dvq3LxfYxwsoX/qmPYMtQT5h0XI7KmvhSqAuQUVJX3lBMj0cxuGAIz9CJaWiKmycpCsXjfSZTkv616z+vSaEyybwz/lQ8VW4aNF4Qef1H5AkojNct5770Ron6xmNrJAn4rQwyFgjwhoBYOmHROSGzhcwxqpyDnjTxwOKoM2rh98BHCe+AdV9W9czeoqrzEWJfm6BfwBGIhmN7WEn23VrSNl0bsgJeVBzY/zMHbmG2w+coKq0IryX6pCvn5arlBwbz3KhRq4rDYzxJ/sp+EsJpugqJ9jgkeDhi5O7TaftTg4cY++O/f/BYOYxbjsbQbdcnYMd8Lv/2P36P7wjPINRyP+KPj4NFnFp4Yr0CtAaOc75AvEBJryEtAdKLxCDx5V86lbi26YlyY4YG67lMRXamCRYVvUaCqGBG2rjdsus9F9D9ymxtCCPkI+HjlXLpzivoVpjl9iSYDD6BEJ77U5FZrfVeT1KtL0ODT77DwSiLehm9Bq8bN4LvgEE6fPoO9i/vhs//8I7xnXpM2D8nnpqGlhRmGrD4tyk9j39LB+O9//Te4jDsnlx/oXx9fOc5EslhwXtAm+Nk3h//CHfK068d2g4tVd5x+lcsLQpmfLLVBzrUZkbh47hQW9DHH//1vO8zdfQpX77+qcvtRI8UpEVjf0xzW3RbrH2CTcwe9LH8Ps8EBiC9/8E8lXh2BTzcfzNp0HKdOncKpvQvg49YM/bcGl3dRebmzL776j99i0X39/UEebxiPYWOm46A0vciS4V3h5D4RwenK9wssfbAE5s29cOCZUkt8Otb1sofz4G0V16JkXUXn+v+DDhseigHpYTrzYdm0PRYGSOs7htmDXGDWYzmeSDfTzniAbo51MOLwG/28guRzc/H5p5bY9kiS5SLcWNUdTT17YcUhfX1PbZ2DoROm4XKVO7oINJkIvnFRnmb/gmFwc+mJc5HixEWnwpW1PWDu2hsbpfnPHcfK4bb4/W/MsP6eJLTp2D3SDtY+I7FL3icHMH38aCw99hqBqz3wrd8y/S8KWbcwzP0L/E/7Obj+QunnDx1uzvaG3cCAd+75nv1oI7745F/gs+puubhHHB6O33zyO8y4aNiQ0ljM7eKIvqtvyb84vo+cqAC4fdkSG58ZRlQhDEObfIUhu/VnNJcmuOC/rcYiSfoqiDyOweYN0XPuJv2+3DsPvmPn4ryxC4suF9v7WqPd6MM/4I44hBDycfPRyrlKyHlp7hNsmDcFu+6mQqMtFUJjKBP11WU+x87Zw7Dy3DPxpaFFxJml6OXvBz+/Xhi/7gTO71yJgLMR0EjTlpUg8vxK+Mvl/hi+4jAOrJyJTaeeytsecnAR5q0/j0y1/rHVJc+PY3h/aVo/+A9cikD5oSW8lSLz06U2yHlJxAmMHNQLffoNwKBBA9C3dy9MWHlF8Yma2WFHMHP4TARlVYhy8o2NmDRmMu6kKrWmpuPk+hnoLZbZq5dI795Yf/5JlZbbtMDdmDZyFC6+0gtY2esrWDC2N3pL04v0nrIVL97zBKGyhJtYs2o7HqUq7esC3Du0EZuPPazoElMYjT3L5mBXYJz8OSCRcGU7xhjqOHz+VkQbF5Ubj32bFuPk4/J2d+S/uIr589bhYaLx9EWNB0eXV9rGQVh9SJx8GErLKXqBdVOH67epzyxceFqxTJQm4ejqcfptHjwFW4+exeGAzbj+0thvPQNnN0407JPeGDJzDZ6L3ZV0czMW7buOYuOuT7mBCWOGYc4xQ5N1NUoit8Ldog02P6z2tNXcV9izZRkuvKjox62ND8SajZvEftUfreInO+Hn2Rl7nn5/d6RicVITsHANghQfaJWEEysW4niovg4vz23BrPVnkG3c52+uYcGY3oZ92RvLDt0VR1FP4ZMAOH5ljsW3FPswEUJIreIj7tYiPUzI+M0iPQSoUv2kuhruSS6+KuQHBym0zQlKDQ8hUtdYLm23sUwlP4SoBOrqE/MhRMxPnNrUrYX8GijCkcGt0LDt8g98dH8uzkzphjZDN4nTBBNR8AbLerSA08B9yFD+EYUQQmoVH/UFoQzzSw3lnHxslKY/wlT3uvCZue0DBF2F5JfP8SLxh1/E+9OiwYWZnrBw7I7rmUq/0BBCSO2Dcs4wJgjlnHyMlL5NQ2p6zvf2Hf940OFtZjIy8z/wzkCEEPIRQzlnGBOEck4IIYQQJSjnDGOCUM4JIYQQogTlnGFMEMo5IYQQQpSgnDOMCUI5J4QQQogSlHOGMUEo54QQQghRgnLOMCYI5dx05MfexIa1+xBd/vQh8stDi2fnA7Bk81Vk/BNuPfNg+wRMW7YPicoP0Pjh6FJxJmA9ToYklj/4iryH0iLcOLgCO29Vf8yuAV02Ts2bjIUbr6HisVmE1D4o5wxjgtQmOVc9PYZZS1YgTOnJ7/8AZZpMHJzcC16eXvDy8oKnaxssP/cIRdp/rqYkXZuHFg3a4eJ7ni76j6LNjsPW0e7wFNslbVvrtu2x7nYGVLLM5eLA9EEYtSVInvZjIXjbUHi6ecj1lY+Hlz8OPsuSpVH19CDG9OmDQxGVnl76AWQH7cCQaUvwPN0wwkDOs6MYO3w+Qn/y26SX4MgoG/zVcjoif2JLSzg5E9b1bLDiWihy33mpanFp0TD4DglAyg+57bruMYZaN0X/LQ9qeFDePwdt2g1M8O9Q/vp0d+qHQ4+S9YVvn2DJsF5YeD5KPyxTjFNzhqD/ssuVTiLK8PLoYgyZeRhZhjH/dNRZmOvzFVwX3jOMqE4RHu2dDfNvLbH4RpphHCG1D8o5w5ggtUHOS3PjEXT3FGZ4f4pPLIYgsJpY/SOUFoZjso81GnZagIdPX+DFixcI2TsZbVyaYsb5f+5Xfcrt5XCy9sO1H+eZ34sm5xr6tbCE16C1eCK2S9q22xv7o75bd2y4Ix33Eiz2rA/ziVf0M3wkHB7VHPV7LJHrK+XhjjFoZmWLVbfzUVaSj6yMDBRqfpxCppyYgPrOXXC7WoNn6q1FMG/cHhf+CYf8+rz2aOi64Kf9hUT1DJOcmqL9AuUTq8yrq2D5l0/wf5pPQ/wPeVqp7jkmeNpj9J5HhhE/D9HHp2DG+kMIMxzr88v7wKaxJ4691og3ZxbWd2+Ght02Id24Dbk30Lbub/G7zwcgwjAK2nQs7tIQjtOvilOSnwkh50v7NEeH1aGGEUqU4dqSDmjgNBLB7549EVIroJwzjAlSG+S85Olh9PfvDIemn+G/7CfgwXsEquBVEI7u3Y+oQsMIicwnOHP0KCJy3m1CTL80B83MXHEqquqXZ3HKXdyLKBJfwukIufEAkQlPcXLPFqxbtw4Bp4Kr/VStQeiF/XLZuvU7cC/aaNtlyI69j90BG/Vl69bjwMVwqA2lydXlvPQNTu7ai3P33xhGABFndhiWuxm3XhntrgARQXfx7E0aHp/fJ5fvuRSC6psXt6cPGjXrh2DjCmVKkZjwBOGPi5EQdBg+jT7D1y4D9es4fBvphlUkhZ7CernOG3DiXpJ+pCD5+V3cf5GAlLAz8jzr99xEprzrcnD70Ab9uK0H8ShbnryctPBj2CAvbz0OBqcaxipzbJI9HKaeMgxJ5GOtbyO4jD4rjkcKgm7exMssqY9IMV4E3cFTsR+eXNDvh03bTiImv+am4tSzM2Du3RtB1R49mh64Ek5WvrhSqd4Jd3bLy1y3biNOPa140RW+CcfxHZsN+2cdtpx8gMovN+kXiTunDMdt3SoMcGuAb9ovR2z5i6YAgWd26ss37MPD14b3oKYAT4Lv4GX8Gzy6pC/fd+F5+eulMqknxsHSfRSCq+1niZyInfCx74TefdvCxncBYis/FynnCXZs0td704EglP9QoHuGiW1dMfnQfQSf2C6Xb95+Hm/KV/4WzwLv4HlSOh6d0e+XTdv2I1KSzuIo7Ja2Zd0m7L4V+0HdYnRl1U+ynmKoWSNMOJkiD8XvG4BGDbvidrb+mOZfnQbLzq3gUt8Le6P1Kl6adR7t6pth+tX3/QSlRuiRTXK9123YggfJxlqqERt4HgGb9K9d6X12/nH1s/80XDi4ubz8xlPp/VCEZQOs0W/DTUTc0L/2Nu4+IT5j9HOUk3wNfq2aY/LBCPHOI6T2QTlnGBOkNnVrebZ7EBq0GIq77+nWkhdxEcMt/gCHvuuhV8oc7BvWAvXdx+JBxrvtakWBy9GqmSP2vahhP+TcQk+zv+Mbxz6YOmsWJk0aA6dW9ug26wLyZa/IxIVNI+Dp0xsTJk3CpCE+8HLrgxPPJZlT41zAKLRw6otp06Zh2pSRaNeqKUbtviXLXMYdvZzfkA0pF4cmtsHvvvbBrkvR8vDFNZPQsW0vsU6x3FEd4NB+AI4+k0wrEXM6NMEXzdwxcfpMuXzpgesVrYsGsk+PQX1zX9ysoWU++tJGtK7zP/jUopN+HetOI6lYi2fH5sO3Y2eMkMaNGwYPh3bYdDlWnufixBb4rzrmGDJxhjzPlGUnkZz1Cjum9INPj0HyuOH9POHYfSmCDA7++MAMdHGwQX9peZOGwNamE5YfCK9R4iQ5t5983DAkUYSAoZbwWhgqzhr2ouUXX2HKTcmCUjGvU1P8vZkbJkyXjs0kdLNoBme/5XilPzjvIMt5+34IzTCMMJAXsg4u5XJehvt7FsOnQ3v9fpnUC7auvbD5tl4YIwOGoJ23N8ZKx3TaRLS2d0a36Wcgny8gG5dW9IZ1Gx+Mk+cdj46tvsZXnVZCagxGaRLOzO+HNr599Mvu2x3u3sNwPUqcFWkyMLv1b/GdVTdMmzFdLl+x9yHefeZoDrYP8kDHGcfwtvpOfPsSszubo9vqB4g5Phl23tMRbVhASeRpTOvaCo69x8nL7u7sjN6jNuKVvKteYnJbMzS27oQpM/SvKe+GjdFmxHakyIIeiymeDfFlcy9MmmHY15bfwcy9K4ZOnIdp0raM6yrKXcV++vH9zmKPTYGZfX/cSdSfJWoit8G5XjMsvJcnhkpxdU4vDJm5AjN7u8F3ZYg8TdqlGbB1Go6QAnlQgRQcnjcSHTr00+/zQW5w6DoeV17pyxZ37YpO3Ybr36Oju6CViweWXo/Xd+95G4E947rBq4/+tT1pqDdchi7CwzdF2DugDhrZdMakmbPlMn+Hr9FowHpEVukaVYg9I9zRftR+8cogpPZBOWcYE6Q2yfn9zX1Qz2zYe+VcQvPmEFz+Wg/9DwXh4a6RaG47AJfeKMsailNxZpoPbG2d4d3WF3O23UZWVjbelhisJ+8O+tu0QNvZF8tlsvD2AtT7pgPOZL7F6xsLYN7QGwcTDIWCff2tYea3GUlCarJyc5FT3mKqxo1l3mjSajCeCFHLD1oOFyEiwWXFOL+oF741G4Qr0fqJEy7OhGVjLxyvtNxDQ5rDvNdesZQULPW1hb3ffMTIQlgDefHYNc4ZzRzbwLtNT6w/F4Ks7BwUlbeGFmG1jwWcZt82DAuBiz6Ats2aYfa1ij4YjzZ1Rj274Xgs5OfuXDt85TEcQYkVVvhwZXc0sR9V0c0ACZhuVx+dlgSJz/MQ9GreBBOPSCcceqJOTIR14864WK312sjxSXawGrFDHIcsOY/2ToC9nTN2SJYZtw+OjZti7l3pjCMVi8V+sPOdi2jjfni+BZZfOGPLM2UVSr+8EJZ1PoONqze8hWAb427TAN80747b4u2gDtsM1/rWWP20os36wZzWaOg0E1HiZVSSkYTCUuMKdYjdNwRfNuyJB2+1eHN7IczqumHr84p5b8zvgIbui+WTxZcnxqB5Cx9cLq9eMdb6N4TDqGPIKirGsq5/h/XQPUh639uy6D6GOrhg7OEnhhEGdAU4ML0tvMbtQrqoZ/qRgTBvM8Mg5znY298Cjn03V/TLzriJ/mYNMfKs1Mc7BhM9zeExeD0MPb6hvbsQjb/0xvFUqc03HrM6WsGpz1LEGd5K6ptzUff/foYhB4xHXovNvk3hOvNDu5eoEHFyjnwcBo2ZgyOBsjUbSMb8Dk3RefUL8XcS5nbuhZUnH+HhkWlo02Ud8sXYwAUesBi0TSxFmYhDQ9HCzA93Ksn72q514TjypHgHaJCWWKlAnCCt614fLYYfFXJeirurO6O+1WA8LH87aBEZFYXE9Axs6vMtWvTZgFeGn01KH2+BXTNLrAmruvWBy3vA0XdJ+UkSIbUJyjnDmCC/RDmXeH1jLaw++xM+/dwNG2/oWzxrpDQPcZHP8fT+BSwa7ApXV0dYekzCrRQhyoV30d/aE7OvvzZMLNCEYIBdI4w7FIbT87qgmetInH3wEIH37uFe0AMcndEGf7Tqi0fpYtE5r3FuxTi0sXIWy3WDrdk3qO82CuFitxcGr4GHvTsGD++Mr5r2x+VXRuErxfkJHmjsNR4XxfLuScsNfIhzczvg07pDECvkd1k3NwzZ/MAw/XtQZSIq4hme3t6H4T3d4Opkh9adZ+BRjnTcM7GoXQvYTjyjn1YQv38wvm7QGbvvhyBIXm8QLm+fgMZCVrdFiWOw2B02E48aphaU5mBF1+9gOXADHgQHyXUNCrqJxX7maNl1FV4ErYNtq0EIrHBVIDcYQ5zMMeWScjeE81Na4c9fNBb7SzoWrnDpNBU3ojL03QJe7q4k5ylY2MUVgzdW6neddAJtmjfD5EtxhhFVSTs/CxYu7bDnylM8fVqRm7snwMrSF3eFV0Vt7IZvbf1x6o5h39+7jytbBqOukP7Tosqaggw83TMR9s4O8jH1sKqHPzUegie5Obi8wBeOfmtR0TCvwqmpXmjguRzpqhKcGeOEBt7TcP2hYdn3g7BjtDO+dp+CJ29ysLiPOQbsrSynCuTdxkBbN4w/+dwwQlBWhNAtI+DZfgKMyp5zaiSsOyw01CUEfa1tMfN8pbM9wYlJ9rCbeFH8JeTcywmTjkbqCyQid8C2sQWWh0knjPGY2cEZo3aF68sEqsBFsKvjgoNJRnPVYv8gBzTtE6DQ2v8+ylCYGScfh9OrJqGzXU+ciK9ofr4y1QktfDcg+cVB+PUeivNvNCh4vBnt7fxwMysNS9o0Rr+Ap4apq1OMPX1boXn3BbgTfF+/z4MeYr/Y55+3nCC2qhS5KdHYNNITjs7i9ebWGhZ1/gctJ51HmSoRSzrbo/OyipPXckqzsaRvS3TbVLFeddxldGhuhsmnq37eJJ2YBLP2AxHyPR9DhHyMUM4ZxgT5pco5NI8x8JtP8JsmIxDxIaagU4v9koUdA+xhPuQYUBCEQbbumHy2krQgClNaW2P23iAcndkWf/m6Bbx9OqFTJ318fHzQZe4xZCbHYl33r1HXcwZuRL6V93foodFwtRuCYLHbNU9Woc4f/oivvv4azdoMQ1C5jxThwDA3fPqtBbwNy9QvtwsGjt8rZCsBS7q6oN+q6zW2Fiqh04pty43FAu+maDP1otCSQiyrJucvA3zx5z83QOuuFevtLNbrM2YpgtKA2/NdYTlqt16UJbQpmO/xd3za3AU+5XXtDJ8uPpi98wZenJoOK9eJeFq5otkvMLaDGYYfVL4NndStxWbsvvLXqLpyZ93qci72Q98VVyv2Q9wRtG7aEBPPK8v5+7q1OFv1wF2xrpAlXfDZl43g3aFzlX3QZ+RyRGnTENDHHfVaeuPws3S5fnnX58HOdRBC415j/2A32I89IJTQiF7OG3qtQEphIY4Pa4E/ftsKnTpX2lfi9dJv1XmkZKRhfs8W6BXwzDBvDUhybiPJecVvFSi6DZ96n8Gh/1wEBGzGxo0bMa+PLb5oJE4stx1HWOhR9LL1wtK7VeX82kIvWA86KP6KwSQvR4zeHarvziHxdAusG7XA0mCjnDuJE6G7MJ5CFt1ZAOuvHbAjWupyIqHC7v52aNRz8wfKeWUysaKjGTqsqjjxzLmzUJwItcfMeVMxdNB8yL/BZD/E9OG9sGztCnSwdcCaGi9Eycb6rhb4tKEdOpTvc/17adT8M8hNPIV2NnVg3XMrXufrX2+nxnvCdcIxqHNfiG12xbAdCsdDnY1lfVugU6V6lsScRevGzTHpZNWfhF4fHAvzjiMQ9hNeyE7IzwXlnGFMkNok58EB/VC/5QgE1dCHuoJU7BjdCTY+w+BnbQWfaReqXbBnRIeE55F4HffuAu+vaIMW/fdC9zZQyLkHpl6o6JaBuP1oXc8W26OTcGtdH7h3WQmlNuCCl7vg3cwVeyo5aOyFKfCw1ct50YMlaGHWGUefRWB3r/ow8x6BUIPnPFjcARYDN6Byg3MFrzCvi/P3yvmbe4FIEJ+nVSnCkVGt4TTyBLRiryzybAJbIepG0i7MgrnVsEpdVKpydoZzVTkvK8D24a3gOV/5riFljzbApkknnKp0QqVNOYvuLayxMli5T47c53ySODFS4gfJeSNMuvAeOffujcCKa25l0u7pLwi9KRaUcXggmnWYAUWXenMcnS1dsTzIKKSC0JVwdh2I++k5uL6kHSw6zEPF7yw6nJ/pjYatlyG9TIurs7oJgd6p3N++MB7Tuzf/fjlXPcIYN2eM2BNSsZzSZJzbuRozpk7C+PHj5QzwaoK/fNUK/SavxfWnIZjf1hLDtlc+shps6dMSnkulvttStxYHBTk3w7KQD5Pzxr22/ANynoIFnk3Re7PUjUVPaUEwxpj/D76s44oJS6+IV7BEFg7N64cvv/4Cjf2XIaqGawyk/X9ukhNsa3g9xewcBrMOYxFV6Y12Y2Z7uI45JF68+djazxY2I/ZXXDhrRJuNpQpy7tmkBSafqriAWvpV4Nq8TnD1X4u4D+vrQ8hHAeWcYUyQ2iDnOq0Kb/PzcHmZDz6v1wvnX+XhbZFaUXDKNCV4uLUXmjTzx12xadoX22DT4GsM3PMEaoXv70f7FqFNEzNM2B+K7Lw85Ik8P75ICF4dTLkujLIoCANsXTDmcIhclpcXg63DxRd2jzV4XVaGgjfnMNitCbqsuoKU/Hzki2Te343lhy4jNvoBRtg1wbDNwWJ8HvKTn2CW42f41HoQwkTd8u8thm3LrrgjmW5WCEY0/jPMOyzEi6ISFCRfQE9nR/RaeEleppSkZ2ewcNUNIexxmNvBBv5CVN539IIWdIGNiw1mnY411D0PIVv7o6W1LVbLF9hpcWGSKxq7TsVzqbxAvCZyI7GsuxnajtuISOP2RN7Brs1LEZYPXJ1hjaZDtlfIufgr+d4WtGnuhiWHww11zcHDkwewbcsdlKjSsapjM3gOWI9ouQ7x2DTYAw7e8/Fab1nvcHisBcxHS625CrzYjlbf1sWM29LpUDLmtLeB3+JLFfvh9UE41a2DsWcrdUOqRMqpyWjs7otqDchIvbMEVs074bLk/NmPMbWNM7qO34skwz5Ii7uDDdMOIa0gHNM6tUDnuRfE8Rbbk/UMGwe3wP/7my/uC4MrfrITXl/Ux8wzz+T9nRt1A0Oa/x6/bb0cb8QLNu/lMfSzF6+JHdeRYVj262sB2HL4DFKyczCzS31031itL/k7lODUxLZwH7kDWYqWryfv5BC08Jpr6NZShrB1PWBl1wVHI7LkuoUfmATnhs7YGSOp9AuMdrbE0O3BFXL+eANa1GmIhQ+lAxWHKZ5W6Lv2doWc35qNFn+1RECU8eRWhe09zfFt9w3lcn5n7Xj4dZuPZ4rnYTk4tWAmtp4OR4782sjDzY3DYNm0Oy7JV88aKMvDPt8/4JNPvsGiq8YWch1eHp2K//7kEzSccrGGk289ea/2w9vKBaM33TW8PvMR/eAYlm4JRUrgGniKE+h1ga/k9acGH0P3+r9HnSFH5BPjhHPTYPmFGVbdjZHL8xJuY1nAPgRFJmNt38Zos7TipLQk+hScv2uAcccrt5xnY0NfJ3SZckLuH09IbYNyzjAmSG2Q8+Lw3fBp6wpbi6aoV785bJ1c4T/tBCq1XZaTEbgNflau2PTQeFlbKe6t6gprp264mPhu05W2IBPhu0bDwdYKLoY+zrb2vbHzSoS+a0J+EIY6f4svmloZ+kDbw2v4YoRWum9hXuI5DO3iBSfD/M6t3DD3eChUYnVJt7bCz1I/b0e/QZg7bwT8es3DM/HNX/hoG/y7jkOg4Vtb9eYeRpk3RPcZ2yE9tiTv9R1M8pb6NeuX62hvjYmHEoQ8pWPTyJ6YsjOohpZ1Paq8RNxc1w/1WtiXL8PFoR+OvEwql1lN2gNM8zCHrVQ+TAi0EExNTjhWj/bWjxNxtnXFoPnHkS+2594af3Sed6KSnEuU4c21HejvaW1YjwusPPyxSZzcSKKnTnuMzSNdYSeXOcBx0AbEZtb8uru01Bfdl1wwDFXj1Qn4ebXF+hBpp2Vg06iemLw9sGI/JF5Av7aeWHpL+WrTjBur0HHQRIRV6/+bGboD/l3G4J7BM4uTnmN5Hxs4GvaBk4Md+q3Q7++CZ3vRzctOf7y7jsbC2WPQ038aglKEUOrUiDgwA+3tbeT5uo4YhFH9e6Pt4ADEy5usQ+7TA+jv4wxnw7LtLTtgzbmXUJXmYe3YdphwqPJDd5R5K07s7Gz9ceZVzfsx8cx0dBqwCnHlBzsXoTtHwcJOuv7BFdaOA3D4ntTrWqCLxuJ+PTD/xLMKOX95EF0922PrU+mdkITVQ/wxY39I+cWexSEb0dWpB47FGduV1TgxtTu8JhzUH4+SUPRr/hc0HLAfeYonERo8XDcAjubW5e89i/bjceHRu79DvTw5AU7eI3AzrWJBRc+Po2czM8y/9ErxRL0yaY/OY4S78fUpXotOLph/Xpy26MTJ/MahcLPTv0d6TJyJmcMGos+i08iTdkRZCeKOz0IHD8N7yMEC/gsOIaVIg33TOmDYzsf6FQhU8TfQr017LLta8dAh1fO9cG/SAkuv1HD1MyEfOZRzhjFBakXLeakahYUFKCpRQ6tVo0j6u1ij+IUs9atWqaqqo4RWVYL3PbemVFWEgoICOUX6x2fqyb2JftauGHskzFBeCI3SirUqFBrmL6i4HYqMcdmFxYZ9XaYz1F2HsvK/DYhtLRbbWV4DbYlhvWL+opLyaaX7Q+t0ShV5F01JYfkyipVsXqyzSCovUklVM6Cp2J7CEhgflqrTlYlplNdbpq68D6s3lRqXV/jeEwqJ961Dv8+kbTcMiWmr7oeq5e8gCt7Z5xJK43WVjmlhcZUTkjJNsb5M7DP9PGLeSjNrSwzHXGX4hUeqk1yiR6epdFzFa9kw1nBcDYPvJRVrOzWGef+j5bL8DoZtqk5JkX69RaqqZe+u27AvjUNyeaUJ5OVX265Kx64kaBHMGzhgz8v3tWvroDbsKynFNW6MMj/0PSAjjlnFPq/6uacu0r9HiowXOIjlVl5y+XtIeh0YCqT9UXX3GvZH+bi32DbcFmY9VuP1973oCflIoZwzjAlSm/qcm4Scq+je2AZjTr80jCDk4yD/8WF0bVIH/dcdRfJ7TjxNgxo35vvBvd8SGG5Z/utCl4MzU7ujXl1vHIvlZyypvVDOGcYEoZx/D5pMhN8JRETqO5eEEWJyUoJP4Ni5u+/te24atIgLD0FkbFaVFuhfDwUIPXUUV4KUr30gpLZAOWcYE4RyTgghhBAlKOcMY4JQzgkhhBCiBOWcYUwQyjkhhBBClKCcM4wJQjknhBBCiBKUc4YxQSjnhBBCCFGCcs4wJgjl/NdF7utHeBAWa3gEOiGEEFIzlHOGMUFqlZxnvsCVa5dR/kDCn4Qs3D5xGDcj0qre8k1biPsX9uL8Y/3Dz/MizmPt0nmYPnUqpkqZNh3rjj2Xy8opLcDjM2uw/OBNpFXfrdo3OLxlE3af1c+TEXwEy+bMw+LFCzFrxgbcfvHuUxH/Gdycao86lmMRLf5WRYptWr4GD1L5hBRCCCHvQjlnGBOkVsi5rgxaTSYuzHDA72z64Ga1R6//Q+geY6h1U/Tf8qDiqZwShUmY3P5LtFkZKg8+XeeNP3/jhjlr1mCNlJXT4VWvPrwGzcT1N/IkQMkbrPH+BJ988h1W3kk2jNSTeGIofvPJJ/jcexuk50FmP7uMFcPc8Kfff4cBiw8i5JXhGf7/ZB7M90Rjh8mIEX+r4wJx9MARRGR/4GMZCSGE/CqgnDOMCVIb5Lw4fDe6eDug3l9/g/9jPwnBWYYCBbQFGXiTkIQSw7BMWRHSkt4gT63wOBTdc0zwdMDo3aFV5bwoBXP9m8N302N58PEmP1j7bkTlvZUXdRUzOn6Lb3ssR4xk3Jo4rBtugy//8hmcRmxAvLESmqeY3MYSdb/9AjaDD8L4wMSiRxvhbt8PwYZhJUpL8pD4OhqRkZEiLxGXkmcoEZuleovMzGyUVHquvKYwD5k5BVUeNV+QHGuYPxL7htuiseNUWc4ltNpSlFZ6BHpJ+hu8lKZ9GYPsKjuREELIrw3KOcOYILVBznXqAmSkp+Piih6o23I47mYaChTIvL8LXRv9BYM33zWItA7h67ughV0PXEqUDLoaspw7YcqJWMMII2os72+G7hsfyUNPNvvBsvNypMpDFZS+2Af3Ro0x/2qaGErE0v5tMGTyPPRv0x4LbiTI07zcMwp2PsOxYnxneAzehQJ5LJByezmcrP1wLdcw4h1K8fjMLDSoawVPT08Rd9hZumDtvVfythVenYsWlt44/sYo16V4snEYbDovEzXRk3BvD/ysLQzze8Kyzh9R33EW4qTC8E2wa+mATU8KxUAZ3jw9DD97F7hJ07pZoN3QmbibxN7phBDya4VyzjAmSG3qcx6ytR/qmw17r5xLxF2YhHr/2RyrX+Yg/1kAHIWALr6SZCitTiQmtzWHRbv+mD5jBmYYM3kMHJrVRc+t+j7iNck5VE8xweUz2M29hrLSDKzo5YRB2x4jeG1nWA86DJ0qFjP7tsHEnWG4t94fjn23f4Cca/AqMhDnQitayyN3dkdTcz/cLxE6fXUKvm3ghIPxFXIevqoPmrSeD2lrVdHH4dPEDKNPG9vJgfvzPNHEcQrkU5GQ1Whe1wzrIspQmnIFXZybofeGcH2re2kCtg5pgWZ9NiOpWOEXB0IIIb94KOcMY4LUJjm/v7kP6v0AOYfQ37NL+qN+E3s4NbDEoNUPUGOvat0LIecWsO02CkuXLcMyYxbOhLt5PfgHPJMnq1HOi4Scu/0n6o0+C3VxFlb2dkCfdc+gzTiBHi7emLd0Efr1nopHwq/DVnSAXZ8PkXM96peXMN3PFz169EDnNhao27ILLmeLgpvTxTa64XBChZw/WtMfZm0XyfV8trItGradUaXOd+d4VMh56FqYN2yFbXFlSDoyAa3ajcSTyhfbPt0EuxZdceINW88JIeTXCOWcYUyQX6acS7zA8O8+wW+aj0FM5Q7Y1TF2azlevVuLCsv7t/jebi0oeYwxDl/Ca0UgdLp0LO/pgJ6rQkRBKW5Oa45/+ffvMHbXS3nSmwvbf5ic64pxc1l7NGvphYnLjuPKlSvYv6o/rM2FnEs3d7k+FXWbuCrI+RJI95g5McwBTlNOyBegGrkzu7qc22BX4lsErvaDR5eliK58FpN+Hp1bumJNiP6ONYQQQn5dUM4ZxgT5Zcq5FmEHpgnxbIYGX9lhzhHpxoE18AMvCK1JzvNuLECz+pbYGi4pdzyW+As5X/FQLiuMPYrRviNwSb67jA43PlDOS7PuYbBVE4w8nlJet+KYrejY0gcXpJbzu3PRtLkXTkvd3Q3EbBuGlt5LkC7+vjjGBU39Nle5ODZsSVs0daos51bYHl+K1/tGwbrDBERUbiSP2gmn5h1x6LWxxoQQQn5NUM4ZxgSpTXIesWcQ6puPwePvufNf3uPVsPnGAVsic/D6xHjUb+qJHc9quPWIkPPxre0xate7cj7Hrxm6bzTeraUHWnXbUEV0467Mh5fZp3CYeQ7yDWRUUVjkZw//5Q/k8qqU4caCdrDtvQ3GniOF4RvgatcHepV/F3X2PfRtVheTzhhvs1iGCzPc0aBZR323lrSDsP/SAosCpQs6JV5jYTtLNPRYCOl8oODmDDRo4o0D5T8KJGNhmwb41mqKmFIQugYtG5hj40sdNDHH4GFrhknHjZeSFuLcDAc07LQEMQVV9gwhhJBfCZRzhjFBaoOclzw/jmH9/eFu9jl+8/++gquPP8Yuv1QuuZXJDj2Mnk2+w6Ctdw39zDMQ0O9bfN6qF26lKvRv0T3DGBcrDN8RXE3OkzGzW0P4rNd3a4kM6IK/ftYEnfz94S/Fzxcu1m6YtessEozGXhiF+d2s0H1JkGFEZcpwba4XLP22yndaSb6xCQM8muAP//kpnLrNwNkwha4jZVqE7JsCt8at5HX2HTgEQ31byXJ+XmoaRyr2T+uGL79zlsv7DxmLXrbN0bj1Qv3dWtRvsG9+d9Rt3kYu7zV4LDqZfYnvbKfglVQevApN6zTHqnCpuVyF8EvL4W7pgS7S9nVxhGvXPjj45D33rSSEEPKLhnLOMCZIbZBzbWYUrl46h0vXbiHw3i1cvnAON4JfQ+m5lsWpkbh/9xEqP9KnLPs1Qu/dxZtCpbuOFCPh5QvEZxpbnw2UaZAU+wwx6fp+HqrMWDy8ex0Xzp3DOTnnEfii2oODykqQHPsCsSnK3UDyk6MQ8Uov4QUJj3DjynXcvXtbbM9dxKbVdNGlBjFBV+R1XrhyDwl5mYh7EYsc48aXZSH4+iW5/NKdl8jLTERkbIrhNpISuQi5flEuP38zAqmJUXgRnaj/BaAwDc+fPkdaYcVPEWmP7+G8tH3nLyMynU8OJYSQXzOUc4YxQWpTtxZCCCGE/HxQzhnGBKGcE0IIIUQJyjnDmCCUc0IIIYQoQTlnGBOEck4IIYQQJSjnDGOCUM4JIYQQogTlnGFMEMo5IYQQQpSgnDOMCUI5J4QQQogSlHOGMUEo54QQQghRgnLOMCYI5ZwQQgghSlDOGcYEoZwTQgghRAnKOcOYIJRzQgghhChBOWcYE4RyTgghhBAlKOcMY4JQzgkhhBCiBOWcYUwQyjkhhBBClKCcM4wJQjknhBBCiBKUc4YxQSjnhBBCCFGCcs4wJgjlnBBCCCFKUM4ZxgShnBNCCCFECco5w5gglHNCCCGEKEE5ZxgThHJOCCGEECUo5wxjglDOCSGEEKIE5ZxhTBDKOSGEEEKUoJwzjAlCOSeEEEKIEpRzhjFBKOeEEEIIUYJyzjAmCOWcEEIIIUpQzhnGBKGcE0IIIUQJyjnDmCCUc0IIIYQoQTlnGBOEck4IIYQQJSjnDGOCUM4JIYQQooQs5xI6nc7wFyGEEEIIIcQUyHKenp6OO3fuICgoiGGYnyH3799HcHAwwzAMwzCM7AaZmZkVci4NSLIQEhLCMMzPkNDQ/z97fwEex5Voa8M5/3PPd+/hMzyZmSSTOGAmWWgxS5ZkyYwyMzMzM8rMzCwzM8uSbMkW2JItZlbz+ndVt9AlJzOTScvJevOsJ67aBbuqu9Xv3r2r6jGePXvGMAzDMAwje0F2dnaFnEtIw1oYhvlpQgghhBCiBC8IZRgzhBeEEkIIIUQJyjnDmCGUc0IIIYQoQTlnGDOEck4IIYQQJSjnDGOGUM4JIYQQogTlnGHMEMo5IYQQQpSgnDOMGUI5J4QQQogSlHOGMUMo54QQQghRgnLOMGYI5ZwQQgghSlDOGcYMoZwTQgghRAnKOcOYIZRzQgghhChBOWcYM4RyTgghhBAlKOcMY4ZQzgkhhBCiBOWcYcwQyjkhhBBClKCcM4wZQjknhBBCiBKUc4YxQyjnhBBCCFGCcs4wZgjlnBBCCCFKUM4ZxgyhnBNCCCFECco5w5ghlHNCCCGEKEE5ZxgzhHJOCCGEECUo5wxjhlDOCSGEEKIE5ZxhzBDKOSGEEEKUoJwzjBlCOSeEEEKIEpRzhjFDKOeEEEIIUYJyzjBmCOWcEEIIIUpQzhnGDKGcE0IIIUQJyjnDmCGUc0IIIYQoUfvlXEiMWq2G6r0y03xVxTyVSg2NRlMetVpVY5kcxe0yzD8/lHNCCCGEKPGz6TlXa/Uw6NQozM9Fbq5IXj5K1DrodRqjgAsZKikuRJ5UJicPRaVq6LSmcob5CUM5/9tQl587NQymeWUY9Noqn2Hxp+AHoClfvlStNc37MFp12T7er0PNGCrVTQWdae5PjUFf+e+cGnqDATpNpc4Lje5vOKYfF135eRWv3QcqUXk51Q97kaugLe/IUaHy2rrKnTjSeTDoKr3fVOL9VLlSuiqv599eC0II+X5qtZxrdHpkR+xDr3aDEPqmBAatWp6vFl8s+jcXMbZXL6y7nCj+mIpjKMnB2VUT4G/nAnd3d7g72SKo/wzcTMkTf05L8fToTNg0tYSTmyiTyl0d4N5tLC5I2zWoKOjMT5qPSc4L723EwAkzcC/dNOPHIPsmxnbsj3X335lmmCjNwLoJbTB2f5Q8qS9MxbU1/WDt4gEPDxG3lnAfuhVvM4rl8rRzM+BiYw0Xd1O5hztcPUfhRlbN51eTE48VfRzgKi/vAVdHB/Te8ACFNTm6Xo2nW/ujWUv38jp4jt6HzHyNaQFlitNe4vDSsfAz7cfD3Qke3UfhxLMUlPyw9sAPo/gBJncag6PRGaYZ75N3fyOCA031EH/7mjduhBYtnY3TIoNWhyLzpzZNdS6iL6xAm/LXzg32PuNwPjIRRZXPT2kanpzejKFty5bzgF/PEdh3Kw6FpkU+SEk6bh6ZjzZOpvXdPNBhcAje5JRKhQid1Reepu0621mgURML8T1Rtq/+OBKRKm+mIDkSO2cOhY9pWQ83e3gPmIFLL9Oh+onOXXHEIfT0b4e9j3NMcwghP0dqtZxLPRYZD9bAoZEX9saUSF0c8ny1qLMh5jDaOThg5olE8eWZh8NTWuHPzXrh2P1EZGZmIvPlLSzq2Qjekw8jU2PAjZXBaOE6DLfSspGdmYXs5CdY0MkCLXqtxRvxPa6v1IvEMP/sfAxyrk2NwNGDIejv8Ct8YjMM92p2v7+d9DNo29gF0y7Fm2aYKE7GtA710G7NM/Ehz8X2gS3QzK03zsZlIStLJOUahnu2QZ/Jh+Re6PjtwWjoMhqP00zlWWnY2s8KVl2XI60GAc6IOoe5C44gUV4+C28fbIKblR1G7KtWlzJKc3FhwyhsF60TYx2uol+T+rDvvQX5NfT0ahOvo1eL36PtzJ2IMe0nK/05ts1oh8YN++JCVLZpyb8fXXE67p3Yi5nd7fHfnzTB1lc1C5tBXYzcHFM9ovbDp+5n6LL+pjydky/+tv7kFOLMVF80t/XF3qcpxnplvcOeUW3g7OyE1eLllymIxeZhrWDXbwauvjXNE2SGHcIgqVG16BQyP9TQ0WVj37DmqO83CCefm44/OQbrujeBZauheJSrhaYwF9ny/rNwc0kQvqzfBhdiMk11ykOpeKOVPD+Oto3+jB4rjiPBtGxW8iMsHxOAhhbDcT+pyLTDfzLPd8Hp2ybYHMY+e0J+ztR6Oc98tB4elgE4EFtNzmOPoauHB+afSwHyw9HHqQ76bYmWDgcGvR466UtT9RoRUYkoEMd2dVVfuATNQIy8hJGbyzugse1I3M0SE3rKOfPT5WOQc1X0KYwbMRBBTnXxR8cxuCd9Tmog78V5rF24CPcrdb/qE65i4+oQPMpQsKeMc+hi7YPZV1+bZpgoTsHs7s3RddMrYbjXENissRD4XFOhCbUKCS+eQ+q3jtvVFzaB85BkLJFJ2jMQX1v3xWPpD8UPogSbBljCZ9oV0/T3E7N3IBra98YDxX0U48x4L1j3WVulXmXE3g9DYmrZMWXj3M6FmDhxIiZOXogTD00nWVOIOxcO43bYC9w6uEQun7pwPe4kG4slNDkx2DFpAPq3scWffuWEnR+Q8ypkXUJnq/oYfMj491KX9BC7V2wQDRzjrxFlPA/dje2XYqFODsfhMxcQcfMols0S9Zw0BetCn8nnvxxDEg6tny3Xc9KUFbj04sN92rn3Q+Bl74G1D6s3UvTIenUNt+QfVApwYVxntB17BClFCQjdvBhzZkzDtBlzsf9irHiDRmJ+Rx/03fdEXlOJ4odLYN3MC3tfmmaUURiJ4e7foO3cK+LVqiB6Wy80semNp3mmGRK6LOwa4AinUfvEq/U+0befIjn7/ePVpUfh2JlQhN0Oxbr54rxNnIIVh29X7e3XJOBYyFTjeZuxEpfiy86qBgm3z+H47TA8vXkA00X5nDkLsW6KD7743afw7DZCrDMTW89EmW04EiHkn8dHL+fzzopvK00spvs1gP+0U8jVSGNJNeIPVuU/Wfm4vKIvnPwn4Vmx8ULQwoQ7GOFrgQFLrqFILFoxHpFh/vn5mIa1RO8ZhAYWg3Ez0zRDgcL4O5jm+Se0CJgJodWCJKzq3hDN2s1BRI7CSOvvk/MNQhwNzzG4ZQv0WPcYGo1WUUJihZxb+YtGt/S5li7yLonArAAXtJt3W/478SGkRrxWrJNxcz28PXyxJTLfVPL9RG4ZCiuvaYhV6MA0pJ9HuxYNMPH89/SmlsRj99gOCOg9GqtWrcKqqcPh5doO+6RWkK4AC1v9Oz5t5I/pS9bJ5SP96+LbLvMRXlkcJaLXw/1be6yP+EDrqTJp59HRsh4G7o+UJ9XJoQj88r/RbvXDijHxKZfQptFfEbwvASUPN8P6L7+CVfA0rN0g6rlkJFztm2Dg7jCjoBeEY93AQAQOmSjXc/mYvvD0CsbJZ9UaVeUU4ch4V1h2XanYeCmjOGIdgvvPwnPxQuqEzFvV/Rw9poj9z+iD5k38sDtSFKSdw9Cuw3AnXWmIkQ6XpvnBZfBuofnVMeDuys5o0Xoqwiu9TJGbe6CxdU88zKp4t5XG7odXMwssfmCa8QNRRx6Cx5f/hfrtx2H1RlHvlZPRyqEeOoXcMDYIcp9jdeeW8A0eKp+3ReP6wKFlLxx4IH3QtLg5xxP/9qdGGDh9MdaI8o0bt2Hf4k745tPP0W74PLHOehy/We3zQwj5WfDRy/ncU9IfJy3eXdmGnq7N4CLm+Xefi0tPIvAy5h0K5W/oYtzeMgh//v1XsDONb3Szt8Cn/90Aozc/kb/0NZRz5ifMxyTn9zb0Qr0WQ3DrA3Iuk30ebb9pgHZrTiF0cQ809xiP+zX54vfIeZd10rgG8bm+uRZeNg7iM+uO9mOX40rkS8S8TRMlRhIP9MdXn9WBfdm4ZXcr/OV3f0GXra/Kl6mJd9d3oJdYx6XnROw5/xjVnbdGCp5htGNTtFl6q0JmK6GN2wNvCw9seyGNaTZSmP4aL6Oj8SruDd6l5Yu/bVpE7BuOptbdcLOSHB4abQfrnhuRVKjDquBv4TLuMLJMO9GFb4WLRUusflL1yNT3lsKpjj02RP59ci6J6qPV7VHffjDCTd260VuDUd9vJOLEvtUPN8LZ3g5Lr1Uobviadvim1Vi8LVbh/oZgNHEZieemMkCFdT2awGX4fqSpi5D06iWixbFLeRWXIkrTsX6gJwLG7f/gOb8xexBm7b0h/30uvrUKDq074b789zwJo9waIniDsTv88sIuGH2y2rULMlrsG+QCn6mnoTRwJ/PcHNj6dcPVNxUiriTneU/WwrlFAI6VtyQMyEuJMx1PApLSC6BRaKSpIw/D36EpJp5IMc0BEvYOQF3XnniapUL0vrGwseuJu+Wvfyl2D3GFR/BGSB+1Bws7oJ7rGDzLrvQue7EXXk1ssP2Z0juPEPJzofbL+YMQuFkG4nB8VTlH/Al0F1+ss4/HSlPyXVnyM1ORmvQW1zYMRytfX9g19sKY9TdRrFXjxup+aOk9EjeS0pD27i1S07MQfmw+7L+zx5IL8dAa9JWu0GeYf25+lnIuyAjbBffP/gu//Wtr7HvygXHVaaHoZOmLOdffmGaYKEnD3B7N0GntY9MMIWZ5WUhLS8CJFePh5+sDezsbTDgaJ1QGeL27H1p4j8ND6XOdJpKeifibK2HXzB7TTyV98G4autJCZIl14i6uhLeXF0bvjfleoYchE1t62sG+9WSE17CwNm63kHM3IefyXyqZuxsHibr7wsO2AT6tF4xbQlIvTPXGN84DsfvYMRw+fBiHjxzFigHO+KvLcDx8W4iV/azQfXMl5Y05Dd8mlpgammaaY+Qfl3NB/GF4NmqEiZdyxB/TWEwMaIwOi2/LYlxyezWc/NvibKUxgfqnQljr+eDwi+fYMdABjQLG4eCxo8bjOHoU8zq3wNeBs/A44THmtPWDrzh2KW27r8BrQxo2D/aE3+h9qKlvXbw6ODtpIQ5eNQ4+L7q7AW4tW2BCyBGcPrwWY0ZNw5EoSVA1eH5qJgYfSpSXq4oWewcKOZ+mLOcZobNh598D1xK+T87XwKmFf4WcG9S4tLy7fDyult/i06YDcS/1/Z57dfg++LTywM6nFe8DxO+DfwMHhNyNwNEpbeE+4nCV4UHvTkyBg/9ghGVp8XBBd7QM3oTKv+cUPtwE14YtsPZDP2MRQj56ar2cZ0dth18zd2yLEDKjN8q59MdMG3UIbbxcsfR8xQ+jep1ePha96Rs56cQkNLTogCuvs3B3w0C4Bk2Hsa9FZxyTjndY2LYe3Ecdly8qqrhVGsP8c/NzlXMU3kfPrz7BvzUcgCcf6hYtvIk+Dh5CNI2DYMopTsCM9i3QZ0e1+ZV4fWQYmojP9Y1iIHV/P9i0nis+yZXJwc7udmjZf8cPu5uH+ItyfXpHNG+/Uu6xrBFRt72DbWDlPRYPa7oSVGDIvoqOLeqj3973e3NzL8+FZUM3nI54h3OTHPGHei7o1a8v+vTpI9IX/QcNxcStV5CWnY0lvSzQOaRiPHVJ9DEh0JaYdsZ495AyfhQ5F+fg7Dg/WPbfidh7i2Fv1QnHY4zv0YJbQk59W+P4i0qtkegt8GrZA6cjI7CtnwU+a+aFvn0rjmPA4KGYvuc2cpRGmwhVPikaJpadlyOxxtOox5kJk7D1zEN5qvjBFng3/Ss8g7rC6ovfYuB2Y6eM1Nv8cO9IDNhfrZEno8f1OYFw6r9NoREgypa0g0XQTERWMnclOVe9OQrvxk0w4ez7w57eHR6Bxo38cTFRSc73w9fHFZvuV/pp5N0RtHNoi213nmH/uAC0mnCmyq8v6Wfnwj6gNx4kq/BoUXfYdFlb5T1ZJuchlHNCftbUajlXaw0ozryFQXZNMPKYsbdIum2ixMvD49CgWRCOx2pRmhmHy8dvG38iLVtAkHt5NqzdOuJqfLZJzssuCC0bkR6PWa1tELzgIvLEDA5tYX6qfExy/mRLX9S3Go4H7w/crUYclnb3hsegORjt6wCvIfs+ILtJWBhkiW4Lb5o+i0bUMbvh0bgFFklXWiZfwamH8e+NF064PAcu1l1xU0iVLOeB81DpOklBGtb3cYPflHPf3xMuU4iDIz3hMuQganxVSt5hay9nuLQehvsZH+qPl1Dj0EALfO09HjHVKpAn6t68rjPOxGThfsgAOHdepdiri9JUzAluriznoVXlHE9WwuVrR2x59cOaIspyLvXM70Fg/fpo0sQKvsP2oGw0hSznrYJwpsyHBS/Fe6Kuy0gk5Ofi1JRO8B6611Tywyi8uRxuTZpi4bWqr5zQcCQ8OoHLYnbinpHov/woJLVV3V4BW+8gXE0X1T8zHVaf22H1ValjJhvbB7fH6ofKF8Oqnq1By6YO2PCk2iubeQ99Hb9Gt2W3q5x/JTmHPhvrO36HBp0WvTdG/t3h4WjYwK9GOffxdcf2pxVvgpSjE9DApjsephbiwao+sG1T9WLmOyu6wDloLt6KVe7P6/K+nD9YD8e6zbH+3vd+GAkhHzG1Ws5L1Rro1Xm4uigIdb17YdetWLx6FYNnN/ejS726CBojvvzFF0hx4h2MbF4Xjr0m4PSTV2KZV4i4vB99beqg7ZzDKBLHd315dzS2640zUbGIjYrGq5hIHFzaB3Wb98bJyGzoxdc473XO/FT5GORcX5yN13Gx2D/VF3/4si323I/Fm+Rc5XHWRVk4O7c1mjkMxTPJaxIOwavxn9Bm6VXkaSrrdxl6vDk0Bu62blh6IRyxseJzGXsF44TUWwcsQKI0EiB2J/w8rGHXfimeyuWxeHl9PTxbOqHTwiuySMdt64bv7AbgsvS5Ni1zI6Q3mrgHYXeEkvYa8OzQRHSdta98+Uc7RsLS2QNr75rkVpePrT0bw63XfMgj4jWvMMO9GRrZD8CFRzFIefvGtG4CMvOVX0dV4m2McfsMNn1m4FxERd2urRsO6ybtcDZRj9LM25jQqjE6ztmJcFP5wwOLsXjzPrzNLcHcTt+i9Qpjz7FE8YuDaPllPYw/aRzDbNCWIO1NLF7sH4UGv6qLqaceIC4xueo9wpVIPQP/ep+hx66y+xWWkYMDPT/DJ792wfbnFcdVcDsELu7uWHcu2ngcd/ait60dhm6/J78XCqOPY5B7Y/ReeQxRpuO4vX0GFu88gdSa6qLNw6W5QbCzc0fI5efl52ffJD84e7ph0wuxTOlDTG3XBevu5sEQexjtu3VDqNy7osPlFQPg4DcV6xeNQJeJW5BV0370hTg12QmNfIKx44ZxH7GR9zE/qD4cO03G8+Kq781nIR3wVYOOuJdZdX7RizPob/9XOA1fjhuV3muhC3qihVVv3FIa1hJxEH7utph72PT+fnwSI1xsEbzsAlRi86XRp9C7eX0MDjkll0de3IrWTVti8s5IcYR6XJ4UiEaBy1H5DqZ68Z4Z4lIfbWYfwsvYeCRnVuqVJ4T8bKjdci4iP7FNm4azm8bDzd0L3t5e8PRojRHrbqFElGnUUg+7GvlRFzCjtxNcPb3FMt7wdGuLqeuuokgt/goaShFxZgm8HJ3h4eUFLxFvL084dxuPo+GF4uu68lPfGOafn49BzkvCdqNzGx94urvA0ckFnt4+6DX9hOJFfBl3t6GfT2ccfFkxgCBi5wi0DuyJC0k1GhqSLyyGj4+3iI+IB7ouDEV6iUmM9FrkvLuEUeKz6iWXi3i5Y9bxGJSaOq/TryxBkJdbRbmIX1A/nIiruRc5O3wX2rq6li/v69sN+yIyK3rwdQXYNcgW/oOXIUGaVj/FFE8nOHr4o01r//L1fHz6YNOFmu+WoS9+g72LhsJdnLeydYbO34X4gmKUPeBSm3ID0wcGwttU7uUWjA0XX4vyEuye2xszj1UM71El3MDo4H7Yctc4ll+dEYFlwWI9IbNOjk5w9/JGmyEzvv9+9NkPMKNfVyy9/P593W+u7Q7HzguMx22i8ME2eNf/A5o7mF4nT39M33RdHvNfhir+DEb08Cs/Dk+P/th7561p+GBNaJDycAeC/YzrSGnVfSEevcstv8Ay4/wqtPMNxuJL95FS2X91STg9fwA8vQbgUOz3XMqrL0bk5XXo7mHaj3cr9J5yAFkKTw6KPz0PPfrPQ5T0U2o1tIXRWD+1LzwqvZ7jVp9AUmGJ4nGqhXx3aPYbNLT1NC7v5YvRS09XGUNe+uIYxnV3k8u9fTth9qEo0689KjzeNgsDZh197/P27tIqdPN2F+u0xZRN96v88kQI+XlQ6+VcikqthV6vh16nhVYrIuprMEi3QTOOQZceo6zRG8Q8odlSuWkZvbyM8f7l0uP9pV6z8nIRndim/OhvDmdhfuJ8TMNayC8DXdoddHdrhJHHq15wWnBzNRx8WuNk9XuF/0QkX16BbsG9MXLiPMyZPQuzZs3CpDH90aPLWJz4ER7m9M9CuiDU29sVWx7xs04I+dv4KORcjpAZSWgq8v4yVcurL1O9zJjK6zPMTxXpvUdIbeLWsgDUbTkIYdWueyy4sRJ2Hr449kJpQNNPRGkiTm1ciIULjVm177ziA4FqE+pne+Dh7oAN96s+3IkQQr6Pj0fOGeZnFMo5qW2kx4Thxev3lVdXkIboVzHIKRtuRH4QhuJsvHr1EhlF7w+fIYSQD0E5ZxgzhHJOCCGEECUo5wxjhlDOCSGEEKIE5ZxhzBDKOSGEEEKUoJwzjBlCOSeEEEKIEpRzhjFDKOeEEEIIUYJyzjBmCOWcEEIIIUpQzhnGDPkY5Dz27FIM7dsXffr0QZ++/RBypfJzI/9BCqOwa/kGnI/JMs0woc7H+d1LsOtWkmkGkHlvG/r1FXWQ69EfMw9HmEqAvLCDmDpqUEW5yKip+5FsKldEW4gr64ehr2n5vv1HYNvDiiebvo8BKXe2o3+/ijrMOio9X/77ibm4HcNN++nTpy8mrD2GlB/9joTJOLp+P+6/q/lJmYXhhzBpaEX9hwwdhsED+pnq1Qezdt9Ajjnu+KfJwNEZQzF+1UG8VZvm/YQk3dqBRSsOIKny404JIcTMUM4Zxgyp/XKeiNXtu2LCyq04fPgwDq8aDAsbK/TbHv7jPC487ST8v7PDxAuxphkmipIwMfBL+C9/LCb0uBPSF172Dhi7SdRB1OPQnmmw/cYVo5dfkesRv7UzPqvnh9X7jeWHD+/HQJem6DzvNGq6LXdG5An07zQM2+XlD2PHwh6o37IT1t+pQdBLc3B0mge6zd1fXgebr1pi2NKrqPGxPMXvsLaPPQL6TMBW034O71+N3q2bornbZNxL/McfTGPQqZGfmYZbm4fgy0+aYt3zTFPJ+6hSwnH2hKkeG8eh0W/+HbaDFhunj53A7VdpNR/LP5Hi6H2w/T+f4JNfN8TSyx9sUv1TiFzdGl807I4XGtMMQgipBVDOGcYMqf1yrkJeRlWBPD2+Jep6zUGygvSqMuMR9jgMOZXLVBmIehaGlGKFLtmMc+hi7YPZV1+bZpgoTsHs7s3RddNL8YfpPrpafolemyp6yiWSnz3F6WMXRQ2FnO/qB9s2i1BZSxO3d8PnFj3xuIZTrCnNR1aBaUImH6uDm8Nj8mXTdDX0OhTmZYmmQgV35wfiS/tBeKYodQZEbOiLRo5dcD65xDTPiDYvHruX7sKTmHTTHCAp+gGuXbuGazceIDHHNFOvQVpyInIKipD6ylh+69EL5GhN5QJ1RjiWdPWAfYO/4N//T0vsjvtQ738lSm6hm00DDD9Z9ktIMZJexSFPXfV1KkiOQ5SokK44C2+S01CUHoeHt0Q9r9/C86RC01JlaBEfftd4HDefIqXINPuDaHF5fmf4dJmICZ0s4Th8Lz50BKrcZLxOzUFhUgRuyOfrDl5XX0GXjqd3rhvPV9gblL88+hKkvXmHTHUR3kY8FOXX8ejBHeyb5IqvGvhh8xmxvWuPkJhlPMFvn5iOReTOo3gU8jlChJCfEMo5w5ghH+OY8+jNXdGi/UJkKMh51qN96Nrw1+g09zSM3qvB9XleaODQA5eTFAz2++R8oyTnD9CxcTNMOl9mrO8Ts7MvbNsuqSR1apye0AGu/XagQn+/h7cX0c65Kcaf/uHDdl4fmQAblxEIV+huNhQ8xhDnhhhwIMU0pyaKEXlkPjoE+aJDhw7o4OODgB7z8TxVnC9NDpZ0+QaOgQMweXR/udzF4ht4zz2LtLK3jsEAnVaDkjtL4FTHARsiqw0Rqom08+hoWQ8D90fKk8XRe+D55z9i1PE4eVqmOBpj3RohYPUzFD/eDnfr5ujYfyj69xL1bOuCFt7tsfVxurHBYsjBox2T4B/YSq5nOzcvdBi8BrEm0a2Rgivo0LgRRp5/h1e7h6C+RW/cSq/ZguP2DkHjFvYYNHwgukjny7sZrLtOwJUE45gUfUYkdg31gmOrQOP5cvbH6KWXkSW9RtoozA60gU2Hfhg3rK8o74zxowagr+/n+N/ffAXPILG9juNxXAh92KVl8Lf0Nr4mIo4NvLA7puZfJQgh5MeGcs4wZsjHJ+dJmNu+AXzmX6txWEvWg8Vo9r8NMeP+WyTfXAxbSz9sflTDOOjvkfMu66Te8gJcWT0AzaxaY+DAgZi9+xqqby1hf398+60luvYfKC8zsJ83/vBvf8SA49/fi5z++BRmiHV6jpiEtXuFxJnmfz+52BTsBPshh6DUQayL3w2Ppi2x5smHBzK/vSGkupED1jwq68ZPxZyg7+A54bTci72m4x/xXcBMPE4zlmZfnI7GzV2wXbRbKqN7sAzOdez/bjmXzvPBsY6waLsY70zjvnPOTUIj+7a4JtpF6idb4dywDnpuK9txMY6MscbX3ZYhW2fA67OTYNWkFfbHmxphuhcY6fYV2s67qnh+ykg7OgqNmgXiitQJn3wCrZs1xvRzNTeQ4vYOwrcNLbH4uuldoE/ErLZfwm76JTFRjNCZbWHnNhzhpo9W8YuDCKjbHHNDM8TUG3Fum6KB5yREVur0f7WlO5rZD0Fs2ZtadR3t6zbAmLPZphlAXsQlRKT8wF8lCCHkR4ByzjBmyMcl5yUInd8Zf23RFzfffqg3VI2728ah0TeN0Oyrlpi06wMXTaafRWcrH8y59sY0w0SxENTg5ugc8sQ0Iw/3zx3D/v3bMKl/Z7j7tIJP+x448MJYj9d7+6GRdTus2rNfLCPlCHYt7Yvmnv2wP/zDclyQGIEzYp2tq6ah6+DR2P4g/weNp7+/pgcsGrXG4XfK48a18XvhZ+mLPTEVr/G9TYMR4OeHVj5e8Og4H5EpWbg8qzUaBc7Dq5w8ZGZmIjMnC9eWdERDz9F4klyMFf2s0XPHK9MWxNmNC0WghQ1mXqgQRwn1vaVw+ofkXNT54QpYfGeFdZGSYGdidc/mcB53HNJZLr2zGk4B7XGpUjtKfWcx7Jr648Kb19g7zB3WfdbjXW6ufBxZuZk4OdkLTdrPQ9jbx6JRFwA/cexS2ndbgkj5ZSnC9j7WcOu9CfHSOpkRmOxdH1aDDqH6gJkyYnYPhEXXqUipNFLozY5eaOI4Bgn5zzDeyx1D91Uck8SRoU7wnHIR0MRipp8PBu4ON5UYCQvphMa2/RBW1upTJ2C+nx0828/GY+k1ycqRzwEhhPyUUM4Zxgz5eOS8CDdWjoCFXWcceFJloHYNRGPot5/g/zUfhdgPjdPNvohutt6YdbnSUAqJkhTM6WqBbhuqjjOXMBSk4eXzCByZGYCmvmPl8d5JQs6lMedVtfQN5nk3hOvoo/hBl13q3mJzfy9Y99yKmgfQSGjwcs8IODbzwZbHNV+8qE86Dt+mjTH5Qr5pjmgIpMbixfPnuBHSD1994YxT4W9xdqIdfvV5U3h4esDDQ4on3B1t4TRsA2JS87C8T4tKjRRxaqKPwaNhC0w9U3W4zI8h59BnYE0nWzhOuwJVwj742Hhh3R1jI6Dw1ho4+bbGcVODSCZmJ3xadMD+sKfY0rcxfv91C3hVOg43ext4TtyDxIJCvI16gefi2KVEvXyHIvG+0CVdQAebz1Hfyh2e0nqenuK8folff9oaZ9IUhkEJJDlv3n6MaMyYZggKLkyDlf1YPH19FgM8fTDrTKKpxMjNha1hNWSbaPS9wuwAL/Rcf8dUYuQ9OReUZr/BoalBcJCOxcUKbqM3IzbPHJfLEkJ+qVDOGcYM+TjkvBCnFvXEt9+0w7brFbc2rJliXF41GJY2HmhZ1w4jNjytuSfaEIOJ3jYYurVqTydyr6N7y2aYeEmIbUE8Xue9b/jF4Svh1tgf50VbIf1AP1gHzMKbKt2bxTgyzBcuQw/gh94h7+bMtrDpttE0Xl4JHe6t6APbhhZYerFag6I6hiwsD/wGTfrvqrgg0UTRzUWwa+aBcy/TcG1eJ9h0CYGkwBq1GmqRcgUsFY2UKr8gGOXcs5ElpoWmmuYY0dw3yfnzqj3qNaIk54Kc64vgbOWHPt29YRe0EPGmHuoCk5yfiKoQ1JxzU9DEfgCep6Vg/zA/uI2QzrVBPgYpH2qXiZYA7q7qiq8dhuB+ulr+LEjR5t1DT+tv0EW6GFiBMjmPqTTCJGxVRzQIXIHS4heY4O2GQbuemUokDDgw0AE+066KkxSHWf6e78n5o5Vt0chuEF4ojL+RX5OCpxjmVg9d1lV7nxJCyD8RyjnDmCG1Xs5V8dixsCdsfafgYvwP6zV8d2UaWnzjg8OpGmRdm4PGDW2x6GZNF9KV4vaC1rByHYBb5U6Zj8OjffFFo564K817sQY+Qe0xav29CskvDMeYdk6w77NZvkPLm529YRkwF5X7kgsfroWznTVmhir1bhsQd2MXNl+rGKOhjdoLP4cmGLnfNMRGX4Ibm6dg4eZTkEYrQ5eBk3OHoZVrMEIjf8ivB0DK1dXw+u736LLmTJVe/aSj41Dnd3Y4GqdGesRudLCzwfxLMaZSUbu3t3H28hWk5RZiQXATdFgj3VLSSEnUUbjVa44pZ6rKOZ6uhOOXLbEl5gfenjHtHNo1/wb99lX9dUKvi8USl//AJ/+fJRZcrDijBbdWw8mvDc7Gm2aUxmK+nyXcJ+xHiUGPhAtL4dfSBevuV6yjjr2A09duGy/GrE7pK8z0+Q4eE49X+2VDh1MjndHQb4HxvFdDlvNOE5BY1uJKvYpeFs3Qe/sjMVEq3/nFzr4v7pl6wbMfbYf3t1ZYcll6M8VgqpD37iG3jYUm0k6MQoOGPjhZ9lZJuYuNoY8qGnVFYRjk2Ah9dlPOCSE/HZRzhjFDar2cJxyA3ef/D39s0QrdOrZBQECAMR37YcuD6pdlSg8K2oHOjZtg0rEy4SvE4TFW+Ma6Iy4l1yD3+XE4PbcDmrn4mLbvBNv2M3HukUnyipNx+dA02PypEbxM+/dzbQK/8XvwxPTUmMSDg/DdV/Xh7meqn4hXSweMP3Qf2TXsNi50Ar79pkX58t62thi27TLSyh6Co83BfPtP8AeHwYiSpktvo+Pv/gO/b+CObp3ala8XEDAAWy5VGzNfibd3d2JwV1+09KmoW7/Rs3Ho0kOkyr3SGsSdX4BAb0f4mMo9Wrhg/OZryFOVYEkfK3Rb/1TelkTJyxPwbWaLmeeMcq7OjMTKPuKcCHn8w//8Hk1dvNFx+Bzc/74bi6RdQBfbRhhy8LlpRgWP1ndCA9dhCKvU5V/4YCu8GvwRli7+xuNwc0DHgSvwKq/s54pCPD88CR4eTvAzHYdrC3fM2ndX8RaEheF74dWkJRZfff9+Olk35qBhXWesePx+Iyj+wEg0/KoOXE3ns5WNAwYtOoos0z4MuXE4PikQDp7ecrm9UxCmb7qHfKllp32OGa190WfjXePCZYj3WEhfSzR2kNYZg2OX9qG/vydcvUzH6miF7nN24U3hD2ugEkLIjwHlnGHMkFov5+oCpLx7g9joSISFhVUk4gWSyqWsAk1eMuJi3qHKQx5Ls5EY+wrZqg9dZlmIV5HPTNuPQGLB+8vmJrzCs/L9Rxtly4R0D+7EuGiEl5WLRMZ8z8Ns9CV49+p5+fLh0W+rXfSnR35aIpLScozDUgwlSE9MQOzLinWMiUJSdtX7mFdHl5+MiGcV68Slvi+dOUkVx/fseQLy5beGHnmZKcgsqDijBk0x0pJTkFtiFEW9phCJL8R6kVGIi49DVMQzhL+MR57ykO0KdCXISElGVlG1BUveYlawHXqse1plWErBnXVwcXXG8qOPjccRHo1MhcNOfxNVfpzhUe9QffNl6Irz8C4pHcXvv43EQRUj6W0i0vLfl+HYPYPR1Ks7Ttww7iMs8rXC3WDyEfvc+H6KiEur+MXFoEZuepo4n+9/7gyFKXgpzl1Y2CukF6lQlPIa4WWvWcRLcLg5IeSnhnLOMGZIrZdz8osjcncffFnXCyeqXlOJ/KuL0MTBDccrbhxjFqT77H/pOxSvf+DoHUII+VihnDOMGUI5J7WNiFPrsfHwo/ce469OfIAdew8gOuPDl3n+s8kOPyPqdxFZP/QqX0II+UihnDOMGUI5J4QQQogSlHOGMUMo54QQQghRgnLOMGYI5ZwQQgghSlDOGcYMoZwTQgghRAnKOcOYIZRzQgghhChBOWcYM4RyTv5etMW5SMvKheanuHmKQYO8jFRk5fMWKYQQ8lNBOWcYM+RjkPPCxLs4cWA/9u7di70HjiIsRempMX8n6ixEPHiK+OoP8dGpEB95HxHvKj2sJ/s5Du8XdZDqse8wbr6uePSMKj0K186dwIF9pvK9+3D6ystqDxWqhqEUMTdOYJ+8/F4cOn0HuaaiD1EQfwcH5XUO4lrc+4+/qUxB4mOcPXW0fB/7j59HcnmlcnD/7GlcePI9D0uqgdcHRsKm81hESU+l/2dT+ByzvJqgw4KLHz6nhBBCfjQo5wxjhtR+OU/Hhnau8GzbHQMGDMCA9jZo2ro/tj7MMJX/g6SfRptGzph6Kc40w0RRMqa2/w5tVj2WJ5Nv78J4sW+nrqIOUj36eKJO487YFvpSLk/YFYy/fNYYnfqZygf0hXNjJ8w/F13xdMhq5EQfQ7tm9ughLz8AQZbfoO2MDXieY1pAgayne9CztSOCpHX6d4CNW18cvBpvKq2OHtdnO+PXX9qjj2kf3QJt4DliKx6lSeVvsWfeLCw5Gikv/bcSt3sQGgcNw4ufQs6LX2Cq4zcImHWOck4IIT8RlHOGMUNqv5xnI+xyBPJNU0JPsbTT1/i6zWpR8j4GvQ46pWEWBh30SpaccQ6drbwx++pr0wwTxSmY3a0ZumyMEo4bjdEuf4LLiH2o6EcvxaWQEMxdcgDSg+3jd/aFbdslVXq+ny1vhS/sBuNFDae4IO0l7oRlmqYEL7ej5VefYdCBao/GLKM0ASvaW8Bn7nXTDODC9EA0dZ+M14pDS7S4ODsAbkOOmKYFpU8wwKoOWs28hJof+K+DWq2GWvvh8Srxe4fCouNYxOQYjMtrani+vE5Tw/YM0GlNZRpl5TaUlWc/xWSnugiac76KnBu0okyU17xrY7lW8cUnhBDyISjnDGOGfIxjzuO2dUcLvxl4p+BbmXe2ortDc8w/V9ET/vb4eLTy74mzbzWmOZUQct7F2kdZzrs3R9dNr4TjXkfrRhaYf1fS8KoYSgsgKWfsLiHnbRaJpkMFEWv6wcJvJmI+7LgV6LMwu30zdAoJM82oiir9DLo0s8PqJ6YZgtKY4+jg7IG1Ye/XTZLzS3MC4NR3ByqeNK/FhTGtYNNzq2heqLBjWAf0WHZTLrmzZgR6jV2GLQsGwsPDA252Fui/9ipydcpi+/rACFi36o7Nq2bCz8sDHi42cBu7BbEFZQesR270YfQJ9JG35+Hoh7n774m9SuTg8NJBsLJzMZa5OaDj0IWIKCx7P+rx/NhydLJ3NZa72uKrX3+K7ksumeRcgxen1iPYVZSJchffAKy9lSc/VVT7NhRDu/XHss2bMDrAWL74/Nsaf8EghBCiDOWcYcyQj0/ONTgwygZ2ow+Jf72PXlWEW6vb4+tP3XEoSwdDZig62DXFgI0PUKwkmd8n5+ufi4lkhPT1gm3HWTh48BCuRKYYl6nE67390Mi6PdbsOyiWEdk7HTZ/+hr9D6ablvgBJF9EF3srzLqRZ5pRlfzwTfC0CsTxd6YZEimP0C+gBcYfUxo3LvWct4b70KOmaUHOTQzwskCvdRFiIg9zverDcuQpuej8OE/87k/1MfZQBDIyMpBwcTYc6jbAktvK41YSDo3Cd198iYB55+TlM14cQ1ubz9Bpg3TOxK4ebYC3rQtmnTZuL+PBJgQ0sMa0swlCvbNw6NAeHLmVCr3BAENhLBa3+w7eY/aiUKybdn4JHC19sPZSnHHdNzcwxv47tJ13Ud52tGhw2bfojD0PRJkoDz86BZaWXtgTXSpW3g+rX/0vWvaYj0epxvKC0hq61gkhhNQI5ZxhzJCPTc7fXJiL+t85YuPdDwzMRhLW9muFxt690c+lJQLGnhAaWgPfI+dd1j01TheEYenYwejXrweCOnTHoIlTMWPFFkRJJilI2N8f33xjgU59+ollpPRHt0B7OAzZjIjK3ek1koYdQxzwXdsFiKnhhiT5YRvhYd0GJ5JMMySSH6Fva0tMOFbZ2MvQ4+ZCH3zZLAATpk7FVJGRQb5oP3MVnsnjb9KxoLUFHMeHykufm+QPj1GVh+7EYoJDYwSvNcp2daRhLc07jEFspWtmDw50ht1waRhNKXYO8YDLwANVhqGEjnNDs54bkGdqJxWFncay2bMwa9ZM9PCoj5bB65CiMmBzj4ZwG3uyYl1VNGa61kPb+VfEUeVjvn8DdA2JNhVKZGNJoAXazLsNdc4JtLb2x8EE9pUTQsg/AuWcYcyQj0nOsx/tha+VPUZsjhCC9j2onqL/15/g3xoPQWTFmI73yTiLzlY+mHP9jWmGiZI0zA1ujs5rTXJeiYynF7Bm+RIMEzLoOnIHJC1O3P3+mHMU3EHPFl+j3aJbpqEcNVGCi4u7oYHLUITG17ykLOdWQThZWc5TH6Nf6xYYf1RZzm8s8MU31p2xcNkyLBNZt+NmpbHm78u5+/BdyC7vZH6B0faN4Tv3rmm6KrKctxtZ6W4tauzu54QGPbYDmteY37kpvrZwRcfOndCpk5Su8LH8C77ouRnqvCQcW9gVdnZBGD9NqttyDPBrApc+G/E6KxWTW1th5An5qlUjhZGY5lIf7RZeE3uJwIC6n6G+a3t0lrcr0iUItnW+RuvpZ5GXdxqBVq2wL1ZpqA8hhJAfCuWcYcyQj0XO39xYA+cvrdF/xXV5XPH3kXR7nVj+D/jjX32x9c4H7uyiCcMwN0eMPVi5F1ZQHIERXhYYdixV/GEqURxCo366GHb1vHA2T2jugX6wDpiF11UWLMWJoV6w67sNNd7wUJ+KndPb4/Nm3XE84sP38C5NOY6OzRyw/plphkAVewadXV2w/IHSusZhLW5DK10QWgUlOd+JrGpy7r/gvmm6KmVy/qL8lwGjnDfqtUMcVxqWdbWFa69FuHTzKi5duiTnxoNwxKYVI0u8Pj6W1ph5UZxfE2GbeqB1p5WIyUrECKdm6Lez0h10Sl9irkcDtF1wVRzVa4yy/Q5Bc47h1vUrpm1fxf0nz5GeV4KS+P3wE3K+N+bj+lWIEEJqG5RzhjFDar2c6wsQdWcjgjy7Y/7xBNPMD6NLOYLWDe0w9XwkbqwIRgOHAbhcqRO2KnnYP6glXILXovIi0XuG4Zuv3XFQGu3ychOGzFyFk+GV+8WLcWhOZ1j5TMYrPfB2j7HnvMrwmewb6O/dAn03PlO8GFGTFYPdi3rCpccC3FIa+mLQIun5XTx+/tp4QWdJLOb5N0PbVRW9+c+29ISF8yi8UGo9CI19/4LQyvyT5Dx4C/TiiG+u6A63oEl4VuVGLDlISC/Ay9PT4dC8Pa6Vd+PnYVMPWzh0C0Ga1oDj45zQrLt00aqJ7Cvo3PALdFh4RUzosGeiK5yHHZLHp5ejKcC7pEKoX1POCSHkx4ByzjBmSK2X83eH0OJ3n+B/W/bDooULMHfObMyaNQuzFq7GhVfvK2d+9GWMcfwOrScfMN5+UfUK01r9Dl96j8fTLOXBMKroE5jczgYe/ScZtz1rABzs2mLSmhvGHvP0e5g13Auf/dEF4+XyWZg+xAfNfIZg/TXjGJO47V3w6Rc2GD7dWC5lRKA1PMauRBWnr0TUand88sm/o9XwhVg4fy5mm9ZbuuM03koviz4bM5t/gv+06I1w4yp4d3UlAn3c0F9edhICnLww/3ClrvQqaHF2sjOadtpYQ899Kqa71kGTocflqZMjnGDVZxMyy+U8AgMafQ6n6bdN01WJ2dYLX3n1Q0T53SDV2NK5KT5rs9I4dKY4CusneMHKf0j5ORnZ2gNDD4ahMO0lFnV1gnfr4fL8xfMnIuC7P6B+u2WQzmj2s51o5ewAn0HSegswe1wvfPFf/4GAmWflIU3q1JsY6eePgI6jTdsej3YdumHhyUQYUvbA6TsHbJMuDiWEEPJ3QzlnGDOk1st57iucOrAF61cvE3IuJLYsyzfgSqyCnMdcw+6Nh5BQqSe56NU17NmyDeHZHxipnh2G9SsWmba/BAeeVB8KU4SbO9ZV1GHJajysdCOW4je3sWfzaiwuKxdZsfkkPvSopMzIc9i2cT1WLi3brzFr9p3DO/llUSPi3HYcPHe/ylj2lMdHsURedhF2nI01zVVCj+Swiwi9FVNxYWUVSvDs0gmcefhWnnr36CLO3YuFqrybPxf3Tx/DxWfKR1EQdxcnroi6lb+F9Ii9FYpjN6Ir7S8bodtWlR/b4uXHEF9ofHE0yeHYu3yxPH/TobMIe3EP165GlP/6kCUaWiuWSOstw86jt/HoyklcCUuS5VwmPxZHVhrXl85FyIFzSJUKC2Nx4eQFxOX/kAFQhBBCaoJyzjBmyMd0QSghhBBCfjoo5wxjhlDOCSGEEKIE5ZxhzBDKOSGEEEKUoJwzjBlCOSeEEEKIEpRzhjFDKOeEEEIIUYJyzjBmCOWcEEIIIUpQzhnGDKGcE0IIIUQJyjnDmCGUc0IIIYQoQTlnGDOEck4IIYQQJSjnDGOGUM4JIYQQogTlnGHMEMo5IYQQQpSgnDOMGUI5J4QQQogSlHOGMUMo54QQQghRgnLOMGYI5ZwQQgghSlDOGcYMoZwTQgghRAnKOcOYIZRzQgghhChBOWcYM4RyTgghhBAlKOcMY4ZQzgkhhBCiBOWcYcwQyjkhhBBClKCcM4wZQjknhBBCiBKUc4YxQyjnhBBCCFGCcs4wZgjlnBBCCCFKUM4ZxgyhnBNCCCFECco5w5ghlHNCCCGEKEE5ZxgzhHJOCCGEECUo5wxjhlDOCSGEEKIE5ZxhzBDKOSGEEEKUoJwzjBlCOSeEEEKIEpRzhjFDKOeEEEIIUUKWc4PBIAu6Xq9nGOYniPSZI4QQQgipjizneXl5iIyMRHR0NMMwP1Hi4uIYhmEYhmHw6tUr5OfnV8h5SkoKzp8/jytXrjAM8xPl+vXrDMMwDMMwuHTpElJTUyvkXEL6mZ1hmJ8mhBBCCCFK8IJQhjFDeEEoIYQQQpSgnDOMGUI5J4QQQogSlHOGMUMo54QQQghRgnLOMGYI5ZwQQgghSlDOGcYMoZwTQgghRAnKOcOYIZRzQgghhChBOWcYM4RyTgghhBAlKOcMY4ZQzgkhhBCiBOWcYcwQyjkhhBBClKCcM4wZQjknhBBCiBKUc4YxQyjnhBBCCFGCcs4wZgjlnBBCCCFKUM4ZxgyhnBNCCCFECco5w5ghlHNCCCGEKEE5ZxgzhHJOCCGEECUo5wxjhlDOCSGEEKIE5ZxhzBDKOSGEEEKUoJwzjBlCOSeEEEKIEpRzhjFDKOeEEEIIUYJyzjBmCOWcEEIIIUpQzhnGDKGcE0IIIUQJyjnDmCGUc0IIIYQoQTlnGDOEck4IIYQQJSjnDGOGUM4JIYQQogTlnGHMEMo5IYQQQpSgnDOMGUI5J4QQQogSlHOGMUMo54QQQghR4uOQcyEyWp1BrnBlDDo1VOXLifqrdaYSQKOqWL+kVIXyEr3GuKw0v0QFvXGm2M77x19R/j4addVl/+GUCGFTa01br0SVY1SISmNasAyDOHaVXCYdt3L9DVBXOj+VIx1zxVmsikGrgVr7/usgodeIetawTeb9UM4/bopSH2Db2t14mKr8eSCEEEL+Xmq/nKvUQiWB7MjzmNk7AIGBgQhs3RodhkzF1TeStBtFtFSnhyHtHmYOboPWw3YguUQLrUYFlUYHXXEWrq7tBX//ITh4LxkGgyTjWnHcmTizfDxGLT+PzBIdtGrTtuRoRHkerm6ehQ5if62liH23bh2APivPIb3YIIS08vL/WDR6HYrfhWPNMD95P9IxBgYPwvForaiv1KBQWE8tzowhDSfWjEeAXMd2GLPiMgoNBnHs4riL0nE5ZKCx7tL2AsX/A9piasgl5IlldNW3p5LOSR7uHFyIINM6FemEzddeICHiGPqWzZPrGYBeY5bhWa5QeoO2RulnquZnI+cFr7F77UyceKnQsKxEfsRJTO7RBm3amBIUiAWH7kE+C6ViG1OCMXXXLRTLS/+N5L7GxkVjsf1upmmGCV08Ns+cij1335pm/HikPFiI735lgcUPamrKEkIIIX8ftVvOZTFX4/nRyajb1BeTQk7g7t27uHvjDJYOdcZ3jbpj78030AvRlAQ+6dRUNPjzJ/iXf2+ARVezhSzqjD29RUnY0vMv+OSTT2AxcBOS1WJhuQc4GcuCGuLroBAklUi9v5VlW/rSzcD67hZo0WoaTt26hzt37uLexfXws2uG/pvCoNKJ2pl6kg3SuiViPXEeyzrwpd57xd53qfe+yvlWyccZc20vxnUch2PSMd65hq2jXfBH267Y87TwfUEXIm3Q5ePc6m6w9RmAnVfv4d6lA+htUw/dpx9DjrSf/Bgs6dQQll2X4fY9Uf+793Bt/2L4NG+OGUeioBPnTV15m2qppunYNswTjT2G4bhY5+7N67h+XeTGHSRkZuPp/tGo/60X1l0W+5PqeekYZnVrjHoN22DV6Rj5daCgf38+ejlX5+H1q0iEzvbHv37eHEvufVjOU09NQv0WjlhzVLxnpPfNuXXo7F4PnZffQLG2FGmvo5GYnl/jrzYfJOUxgj2+wcC9b0wzTGgeoLd1M4zcG2Ga8eNRGrMJ9nXcsPoJ5ZwQQsiPS62Wc41OD3XiFXSzsUavLfdl8StHl4NrB0/i1v1Xxt43TRI29XFC4JBFGNvWHs7DDor5BmgleS6Ix7phQXBrFYiWNnaYHZogb0J8q2NtN1s077YZyYpynokt/ezRZvRx5BlXkNnTxwoNum9EgcYAVUYMbl++idjMAqjVajm5CWG4eS8SmQXSkBMDkp5cwe7tW7F161bs3HMCT+IzoZaGgVQ6VilFhYUoKq4kOck30cP6G/Re/UierCzSGuHRqje30cerCYbtr5CSyH0j0NK+Gy6kiOMujcOyXs7oOP+WqVQiEQsDGqHl6D2ywOsri7RJzneNDoL/4C0QzZtqaBC2bxyc3IeiipPoMhA6qz0+rd8FF+JEQwLaim0yiqndcq5B3P0rCL38sspnLivqHi5ejYT4qIi3yV3MGNoe7nbf4j++cEXI90hqWuh0WLfujUeVOrejN3dFfZtBiMwtRWpMOMLfGAtzYp8jPCENSTH3cHD3buw9cBrhb+W9KpMWhkFBFhh9ONE0w4TmCYa6O2HS4RemGYKMcJzavxu7xXYPXotAkWm2QZWHiGvHsH+PsWzvofN4mWsqNJEfd6u8PGROd3xdxx3rnlYcd5H4PO4TZbt378GZu0mmuUBuYgSexaWI9e/I6+4+chPJBR9uzBBCCPnlUovl3Njj/HhlZzRsOQbPpQmturxcGp9tEEtoheRKX3PFz3bD87ummHPuDaL390F9i264Kn256o1yvrKfB4IXnMDhWV6o4zQJL0pFGdK+X8772qPtmFMolBaXyLqNMZ4OGLHvibzfwhtz0eIPTbD0wTtRG6lGQMzOnmjoNBKRxRq8ubsNnV390K7nYAwePBgdHBwwbNkepIsFq4ixdEwqIffieKR/SyNWkP4Eo9pYY/AWY89fhcxL48INSH26FUHWHlgfJtVELZRKnKLo42jn5YiFFzKEcSQKOXdBpwV35fUlSl8fRVe7Vph64pWov06x53ynkPOAoduqNEiMqPB0/3g4ugzEnQIxqTGup5LqWngH/Wzrov2KWygRm6k85p95P7Vbzktxb+8k1P21LaafiDfOyryD/k2+Q+tpR6u8LwpfboJDHReseFj92oeqpIXOgHVAD9x5Z5ohSD8+HM0CpiArKx7L29RF8+G75cbA/fn++GMjJwydOAmjBw1CD39b1LMfj3uJNQh62lMMbGOFSaHy70WVeIXR3i6YeMgo54Uvr2FyD390DR6EQWK7Hj6+GLz6jnw8+pirGOX1JVoPHIKhQ4ciuI0rWgQtwoN3xtcpJ2w3egQ4ImiAcd0e7ezxhzrSZ08uRsqtrRjSwR9dRNmgQf3h7hiItedeymUPl/rjL/VaoP+o8fK6g8ZvwYt06ec7Qggh5H1qr5wLeTGIb+rD4+zRovda5Kn00FQZE162nCQFpbizvhfqOfTHA8mik07Ap2lzTDqRIh2eLOer+jihzZx7QP4FtKlTFx3WSL3ROd8j51nYOdQDX35tA/+27dG+fXsE2NXBv/2rPfa+NnarFd5aDIcvbbDqUVK5nMfuHQhLnylI0KRiU++WsOq2qWIsbf5bvIyORFappubhH0LSJeLPzEQzKw9sDxctCUNFw8TYcNEj4f5S+DZthX0xYmGDyij0CWfRx8sVU4++FhPp2NyvEf7SwBHtRN07tG8Htxaf41+/bYfjcmd7taEyspxn4uD0NvjTV83hJ9Zp39Y4RrjLzJ2IK9Dj5ZEJ78l5qWTjSMDcVk3xdbsNyBG2Lo33r7Jtpkpq/7AWAx4tbYtfNWmHmy9isX2QPVwGrEOyqbSMzPC1sPuhcu4nGsxxxl+X1K8vY7Tnt2i75qZoUaZhZcemaDnugCznDxe3w+fNu+F8jPQmExTeROcWzdB/a5RxujrZ0Zjg9Wt8a9tK/oyWp607vv7Dt5h5UdRa9Vo0ACzhOu6IaSXBgyWw+coJmyJEQ7YgGylJZb+oCTIuIqhxEwzfJ82LwgTnJvCee8NYJtDEb5WHtawNFxO5t9HXvh76bDY1ZATx+3qhbotuuC/+TLwIaYO/2gZiX1h5E58QQgipkVov50cmOsJ6yGYU1yDnKqnTuOg1lnZuhpY9V+NZdDSiH4VisPVnsBm0yzg0o1CSc2cETbsgJgwIW9sTnzcLxn1VDnb1tkOzD/ScbxvgDMc2M3Dsyg1cu3IJN+48xOYRfnB0G4SbRXqo7i6F41e278m5lfdEvBL1fbRtAly+dcD8k9cQ+fwFXibnSzWCTlWCkkrHURGjmBclHoV/4+boOP8iisVGq94JpUzOlxnl/JVYoUzO34Qa5fyYZN/JWNPbBk69luHajRu4fPk6bt+7gIVDvdC8/QI8TddAr6sk/bKcZ2DvhCDY+I/CEbHO9cuXcOnSJVx9/AoFGg0iDr7fc15aKq33BrN9m+Bzv5XIEdOU8w/noxhzrk3Fvkku+OsXX6NOqzG4kSa9waqS8eyHyXnGpYViuT/B0sEDHh4iDu0wa+NFpEud4foELOvQFPYmOb81qyvse22raNCWvMQ88d4KnHVe/rXqPTIiMNz/O3SYdQg3xHu2PFc2o42FFWZcSIVafC78LBti4p5HiHkZhaioKMQ+P4wODb/FgO2P5c9TXvxlTOrtAzdRPy93B3z3l2aYfCAO2qSdcG4cgGOVWiZpT1bBRsj5+ufio3d3JurXbYWtT+LwUmxX2nb4xbVwqt8I858CMRs7wmpQiPzLFiGEEPJ91G45F3W7MtMHTbxnQBpNqqsk5yUlpfIFjRI5YQfR+pvfw8LdDwG+PvBt1Qoe1vXxm6ZtcDhafJ1rE01yfl7eJrIeY4hDXQSFHMCmAd6w6r7pe8acn4BRqY3ocy6jc8MG6Hc4A4aHSxV7zq28xyEsW3wd6zVIPLcUXQK90aqVGxq5t8Hy829RKuZX7zkvKTGKeV78FfRvaQn/qcdQLKqhe090JTk34N2jEARY+GC7NOZHyLlGOri4M+jq7YhZp6Qxr2+xXB5zflvebhmGF1vh8VUzTLv4Sr4Ar3xoS6VhLf5DlMacKw9rkattiMJEt/pwnRSKQnHKFX/lYMrzsVwQWnx3Af70ySdwnXvT+Nmpxg+V87SzM2Ht3QGnn2YgI0Mkq0D+rMjo4qvI+e3ZXWDTZa349Jkoeo4ZLvXgP/2MsuDKw1osMeF0tbu1IAqjREN1xrlE5D8/Bu8vf4Omjq3E59AUfz94e7bF9scJiL26Ahaf18PgtceRINUv7ooQfieM2ROL4qsz0Ni6Pypf82qUc3dsiBKfn9Dh+Osf6sDBv2LbfiJenYfheLyoxfoOsOi9BNkcyUIIIeQHUKvHnGv1BuQ8WImmX7hh5eMMucLGiy6N35JpsXFISkjCuRnuqOs1CXGyPZgUIuUqelh+jT5bwsScDIT0Ncq5cU0NoveMQhOHOmjaoCkcB+xASo1y7oDA4YeQJial+6prJaPQRGCMUxMMPZYPQ8Q6uHznhvXhafKWJZKPDoetz1g8yar0bS6jw4U5fmjkOwlPJPMtuw2kiCTmUs3zoo+gdVNLBPTbhVSpCtK4cFl0S1BiGu4iIS1b+PI8urhYYcalirG2SVeXws3JHwdeCo3RvBZy7oR2s67Iy2vFuZPlJukk2lm5Y97FOFmQqsv5rjFB8O0fAml4sKHsfu7yvlUIk+TcdRDuSVfSifOhlteR7pQzBXX+6oCN91PFNqVbVZrWYxTzUch58k2MaWeDwG7t0NguABueVrtCUpAVEYKWdVzF51N+s9aIccx5T9wzjTSrgu7198u5a30EzAitQc4/fEHo1DPJ0CdfQjsPR6y5r7SFAhwY6gnnYcdN0wJtLGZ3ccOInTHQxq2DQyNXyCNcTOS8MN6tZV2kmAhfDutm3XGzhlNwd3lbyjkhhJAfTC2WcyEwQsL1+iTsHuePXzcOxoGHqSY5z0PY6YWwa9IFm44fwlCXBghacFd8sUsP15HubS6+4g3p2D6wJeoGLkFiTjrW92kJv0lnZTnXSl+iqrdY2aeefHvF7wbvk39eV5Lzjb2s4TNgN96WaKEuKYZGU4BzS3rCyiIYVyTRyL6MDpaN0HrZNRRptdCmPcCUNt/hf1pMQmLqKxzYvwNHH6WJOmugL36LbYNc0bLvcsQViypqTfsT4qsTovv6xlp42Dui0+yLyBbOq1OXoFC6g0tRMUql+5YXvMOxeR3Ra94exEvrFydh/ShH2PdchVeForwkEZv62sKx00q8lZy5IAZLutvCf/JZqETdikUDQFOUiEMTnVGv9STcTxaCqK8+rEWctxF+8Oi9GtLdoavL+dO9o2Fj1xs3csSxinOtLsrE3V0j0fzzZug29wKkm81UvV88o5TaLucG/VtsFO+dJj23Qbw7cW2WLxpadsPV1LLBJgbxntUi5dEKWPzFDovulIjPlfR7jjKpp6egmXdn3KgkuOXo4rE4qD6sRu2V1785vT2at18lmtQmiiIxxb4OfKacVpbz1Kfo69cIww9U27jmEQY62mLc4RjxpszCiZnd4OQ1AfffFct/86TnHJxfuxd3nsfhwpqOaBEwFZF5OmjF5zLuxHh8+8e6GLNbuqAjDbMdv0TAuBPIlj7j2lKETrPGf39qi5Bnorg0EavFufIbFYIYlbRdHTTZbxC6awnuiUZ42MoANOq+AFmUc0IIIT+AWi3nUtTSPQM16bi6azG6eTvA09NTxBUOrdpg0YkIpNxcAU9Hf2wJLxAHUnaBo/FOL69Pz4ZrQx/sfxiBnVM6oNfCq9AaDFBJvfJiidyHO9C6+e/RdOwxZJYI2agm5wZDNg5O6oiG9S3h7O4BD3d3eHi4oGnAWJx7nCpEQnxR60sQe2wKLCws4SqNpe06BtOHdYBXlyVIUqfh8KIBsLRwEnUWZa528O8xEdeS86HXiUZE2b6kXwJ0hbgX0gn/+buv4OgbiFbeHnBzc4O72KffuI2IlDrHi2KxJODf8ceAaQjLNWpQSeYDzBkQCGtXsX03e7QKmoQbqflCrkRTpfAd9o6xx7eNbeEu6ubu4Snq0BKtuo3E2Te5og6aqj3caumYM3BoRk90GbMNyeJc6SvJucGgRsyFhbD8qh7s3MT+xDY93Z3gFdANm668RJE4Dp10txnpfu+Vt8u8l9ot50W4sGIgmruNx+M06ZMkKAnDGHsLeIqGqvw7TeZtTO4fAFeH5vjqszpoZi/eC92XITJTUZ+RcXkJfLoPw/2KOwxWoEvE+n5uCJh1QpbzB8sGwXfQtophVcUvsaStA4KXXFaW84xITOjlgRmnq21cE4FJ7QMx75TxrikoSsWJGV3h4eRm+jviBJuOc/EwtQTq4kgsHeQBSxcx3zsIfcdNweA2rTHjoHRBB5AbdgojvOvCWazn1dofQ8b1haNdZ+yINJ4fbeZjrB3pBxt3abvic+bsjHZDViNdvMyRW/rCY2QIcpVPDSGEEFKFWi/nUuQH/QgxzE5JxJs3b0QSkJSeK4+X1hXnITM7FyVCdqquJ8lvEXIy0pFbUIiC/Fzk5hdVKdcK8SzMzUJWXmENF2eKcrFeeso7JMj7Ne07p1hIhN44HESlgUFbiqw00zLJWSguLhL7y0exWohqYS5S3iUY101IREZeCfQGneKwj6L8HGRmpCEp0bh8QkKCnMSUTBQUS8uUoECqb67YtryONPRHj9KCLLxNMG4/PUdsX5wZ4/ZLxDazkJr81lT3sjpI95E01f+9lMjHnJtXoHhOSooLkJmWYtyfvL0EpGRJ9zav/ssD86HUbjk3oCRPvAfku/BUoFMVIyenSG74QleKnMw0pKVnIS8/D1npqUjNyINaZ2w0VkcaElYi3q/KxXpoSotRYhquphOfy5JS8bmSpwQG8V4tKZYbj4rIT/wtgcr0QLAKxHzxd00tj0UrQ4Vsqa6pUtKQU1LJmDWFyEiT5ou/GSViX1IDWuocMCE9aThNWi8tDYUag6iT8XkD5eiKkC5vV1omAwXy7VrFbI04HunvhHGSEEII+SAfhZzLUamhlX+KNkWrLZdjrfRvpdsSSmU6qUwFtcb4OP+q5aZtmu4trhRpvfJ9lu+7Wo+zPCylokytkepkXEal1lRZVyvKlMRcijSMp/Ky5SnfnzgObeVp07xKdSzbb9k21dJwmMrbkpb5QB2kGM+V8jlRiXNafXvvnQ/me/OxXBBKCCGEkJ+Wj0fOGeZnFMo5IYQQQpSgnDOMGUI5J4QQQogSlHOGMUMo54QQQghRgnLOMGYI5ZwQQgghSlDOGcYMoZwTQgghRAnKOcOYIZRzQgghhChBOWcYM4RyTgghhBAlKOcMY4ZQzgkhhBCiBOWcYcwQyjkhhBBClKCcM4wZQjknhBBCiBKUc4YxQyjnhBBCCFGCcs4wZgjlnBBCCCFKUM4ZxgyhnBNCCCFECco5w5ghlHNCCCGEKEE5ZxgzhHJOCCGEECUo5wxjhlDOCSGEEKIE5ZxhzBDKOSGEEEKUoJwzjBlCOSeEEEKIEpRzhjFDKOeEEEIIUYJyzjBmCOWcEEIIIUpQzhnGDKGcE0IIIUQJyjnDmCGUc0IIIYQoQTlnGDOEck4IIYQQJSjnDGOGUM4JIYQQogTlnGHMEMo5IYQQQpSgnDOMGUI5J4QQQogSlHOGMUMo54QQQghRgnLOMGYI5ZwQQgghSshybjAYZEFnGOaniV6vlz+AhBBCCCGVkeX83bt3OHnyJM6dO8cwzE+UCxcuMAzDMAzD4MyZM0hKSqqQ88LCQrx+/RoJCQkMw/wESUxMREpKCsMwDMMwDJKTk+Uh5uVyLg1r0Wq1DMP8RJGGthBCCCGEVIcXhDKMGcILQgkhhBCiBOWcYcwQyjkhhBBClKCcM4wZQjknhBBCiBKUc4YxQyjnhBBCCFGCcs4wZgjlnBBCCCFKUM4ZxgyhnBNCCCFECco5w5ghlHNCCCGEKEE5ZxgzhHJOCCGEECUo5wxjhlDOCSGEEKIE5ZxhzBDKOSGEEEKUoJwzjBlCOSeEEEKIEpRzhjFDKOeEEEIIUYJyzjBmCOWcEEIIIUpQzhnGDKGcE0IIIUQJyjnDmCGUc0IIIYQoQTlnGDOEck4IIYQQJSjnDGOGUM4JIYQQogTlnGHMEMo5IYQQQpSgnDOMGUI5J4QQQogSlHOGMUMo54QQQghRgnLOMGYI5ZwQQgghSlDOGcYMoZwTQgghRAnKOcOYIZRzQgghhChBOWcYM4RyTgghhBAlKOcMY4ZQzgkhhBCiBOW81kcFtUYLjVqlUPaPRaXW/B3bNdZHqy2LBmqV0nLMh0I5J4QQQogSH4+cC5E0yFUuwwBNNSnU6PSmMiN6rbpqudZYrn1PSFXQyhvX1yyaKo0orUzV/atEedX6oWq5WmuaW4YOKlNZzRH10mlRUpCDnLxClCguU1PUcn0NOo08rdGJ2hm0VfZZUlyM4uK/4XVXqaHTi/dKXhYyMjJEspBbUIjiEoVlmQ+Gcv6RYzCIv5t66X+EEELIj0qtl/MSIX4a6QvQUIj4Z3dx+/Zt3L5zF09evoVarrxKLCP/C6rMBDy6K8rFMnfuhSEpT9JTPVRiGypVCXLSEvEyKh65YlpdLugq8W8NcpOi8DI+ETlFKrFstXoIKVWX5OPt84e4I+//Dh4/T0Cp2LpBI21bLZKPuMf3TPW7g4fh8SgS9darjSJWWpSN6Cf3jeW37yIsNlOWeW1NjQFJzEXdi54dQB/vpui76R5y1XrRsFBatlrE/lSlWWJ/TxAenyHvPzv5DWIT04RIi+MV9dVrVDg2px3azz8lN1rUUh2VtlUeFXQGHRIfHsFAV2u4u7vDzdURzS0cMPlkopAUrcI6TE356OVcnY2452F49OgRHj1+irj0YlOBMvrSPCTHRiHsiVheWufJM6QVmQp1xUh6GYaX77JFk/XvQKdGZloSsoqqNYANKmSmJCO7yPj34cck8/kOtHXphl3P/64aE0IIITVS6+Vco9VCk/sS2+ePRTsfD7Rp0wZtWnvDtqUVBi09j9jMIqGwBqQ82YexfdrD01eUi2X8nD0R1G0a7r/Jg9YgSXohLizthv/45FOMDI2CXpix1LMt9bbrc6Ixosm/4D+tu+BiklhUX7kOKrF1Ld7c3YWgBk3hL7YdFOgPx+bNMP7ALWSUSJ1opXh+fiZcm7qIfQeJ8gA4NmmGcXtuI09ngEGvQfSJcWjazAlBQWL9IC80bdIRm08/Q5HQEXWl4y2LSnznG/IjMdW3AeyHb8M7tVbu8X+v4aAQtVoHTUkklg4ehEnbH4sD0uLIKG/Ub7MAKYU66HVaGLQq7BjaApYj9ohzIM6FuuqvDNUjnafSlJvoY2+F3utuo7CgAFnv7mOkcyMEb42S3kWK6zHK+bjlXIV7K0bA3dIegUHi/e7vDOtWnbHmXpJ4pymTcWkR7Ov+FU7eYnlpHR8bBAycjGsJQupLX2P3lO6YuusWPqz4NZD2DEPaWmHskUTTDBOapxju6YIpR6T3549L2qNlaPone6x4RDknhBDy41Kr5VwaCmLQZmLXSBf81nYYrr4u6wHTIObiMvi37I4dF2OR9y4UnZr/Fr7zziHLtAQKX2NNxwZo4j8BYdnSF2gxzizogm//3//F77yX4HmRRh7yIfVePz80AL/9r/8P37bogrPvxIzKci4kSqspQnzYFRw4XfEl/2rfAHzx16ZYdCNbWHQxnl/ZhaMRuaZSIOHkFNg0dcD6Z0I3DCq8urEHR8IyTaU6XJ4RgM+/9MbxZFEDXTUxVqlFvdR4eWA6mlt1xsnXpaJOWpSahsZIYm18vaTlJPRQlZagROrdLp/WyP8yosPxUZ74Nmgx8owriI2oxXltCfvxh0wzylAebiMN+ymM3AIPy0CcyjAtWvJSNB6s0HdHtJgQci71yBtLytGZhhYZhw2JoxL/ln4NURlniMNSoVQ6FtGgkJGW/wUMk/m45bwYj4+dx4MXZZ+2fBwbb4f/sRyIx5nKspp2Zipa+PfEo7KPAJKxKvg7NOy4Eu/+0VOR9hQDAppi5KHqcv4Yg13sMeHQc9OMH4/C6A1oWccNa55QzgkhhPy41GI5F1KsNyDz2krYNW6N3fGFoqYGU5lRPAsz0pGTloJLS4LQtPUCSF4NnXF9eYnMy+jYog76bZS+nPU4M6cdWvv0RKCjP0YfiZSWAHIeYWTrlggc0g6BLYNx6q20aOV6GGXSOFzdIIurpMh6IQS93Rtj8K6X8nz5K9qghdb0XZ0Xux9tm9hj2V1hHkKEjVotDf0wCnRh4l60amiFZXekkqpyrtLooC9Kwepe1vCedlEWcOk1you7gYUTp+D4ixLoxbRenY6Lq2ZgysZrKDDoodMX4OGhZZiy8ACSNfk4OGsEZh15hqRbuxFU5/f4z0/rw8c/EIF9ZuLqy1ycnOoOz2HLcTJkLFq3bo0A/yDMOP5S7EvIfeXx8qI+hsIXWNrfHb//1R9h6RGAoGErcT/qGea3sTXJuVTJEjzdMw4BAQFiewFoNXI9otOkoy3FnV2zMG3JCSSVSvUUkh57FjMmzsbFqGzjsWQ+xrLRU7Dtbjw0eqlxUbH/n2Nqt5wX4+r6yejYdSViy7uytbiwaBQGTzuIHNOcyhgeLoezdSBOvCoxzalKWugMWPsH45b0+TKRd3YcmrcciJcZqQhdMQaTdtyS3+vRh1Zi2ob9OLprIboGBSGwdRfMkn8BqoG0MAxsY4nxJ9NNM8p4gZFezphUSc7jzyxB77bG3vvWI5fibppxviEjGutGtEJrqVdf2mfb3lh2rrLs5+Hq5tHl5b4ujfHrOh7YEFbWHC3E3R0Tjb8kiARP2I9MY/sTr84sw9RVu3Btz1zjrwa9luJpijQojhBCCHmf2ivnQl6k77ZzU1zRyHcOksSErtKFnJIwy1+LpfGY3doS3TdESEdSSeokPS/B/mFOcBy2T+ihDqGzAhHQcw1CN02EjesEvBJLvNzUFw7BU3D22Dz423ZWlPOqUcn7LX5+GG0cWmLRrTwxJV10KY3lLkTy6yg8eXQPG6Z2Q8+xu5EuqlH1wlXjcSVdWwin5m1x+p2QV6n3uNI+pIs38xNPoHMLGyy6KRolBg3UYqfalDsY4dEYHZffE1sQdXhzHR3/6xP8u9cohEltF/UbLAmqC5s+25CLDEy2/wpWY0+hNOstVnS0xhdOA3Hm6l3cffwcGflqnBzdFL/9yhKj157G/fv3cWZRR/y1uTu2PNXAoK/UYFCpoROy//SoEKz69ph16Bruh8chPS0S0/2shZxLDRQNri/rCVfrAKy9fEds7xYWDgiAs89kPBe+Fr93KBrYtcf5OOl1UeH66h74P598goH7w+TzkXt9CVp81RzLryWLKcq5edEh4/UF9GpSFy0G7ze+PpfnwqGuI5ZcfmVs+FYj6cgwNPUbjCfp0tLvk3ZmOqyD+uKZ9HGR0eL6PF807b0aqoJELAn4Go2H7JL39XChJ/7Pr+pizJojeCTelxe3j8Z3f/XEmhtlP9lUIz0cwwLqo/uScwgLC6vIo33oZG2DKcdjxEIaPNsyAU7ewdhz9r78fl8/JhC2/rMRXqKHIe4eQqYOxNFn0Xj16hXuHp2JZg0CEHJbaoqocXN5T1i16o/9d43rnt05Gg3ruCPkmSg2FOHMjDbwaDcFZ0TZ/fu3MauTLfxH7kKJOKCnS7zx77/5M7rMPyKve/9JLHJFI5UQQghRonbLufhiOzrJGdbDt4lp/Xu3/VNrdNAURGGKryX6bDeOe64sddIX/b2V7dCk63zkCSEMnR0I325r8TzhLgbau2DJpTtY2Ls9Fh2PQMythfC26vg9cl4C4amiPAVbBzmgXpvZiBLiKV30WaqSxnKn4fS6CfD380Wf8fNx9GoECvWV7wBTIks28l5iht83cB+xFzniIDXiWCv2oZJ7ltPvr4abRSCOvhE7lIa9SCtq0rB7uCMsOy5Fqji4KNGgcLEQ56dNW2y6lQNt/l30dW2KccclwX2Lqd5N4DIxVPwbODHWB/XaLkGuqWdfVBq7R9rCeth2FJXNy36IAfaN0G9XrJioOoZcHtbyfDt8rFvjyFvpzIolCp5jsjSsZU+iKLyFHla2GHvY9IuEwFB0EwNaNMbYU/lA4kH41bfAnKspolURiZnD28DO0gIeo3cgS4ja45CBcAociwfSSAld1df555iPYVhL8f01cLBqhFELlqGNozWG75cawO+jz3uAPg710WbeJYhXWpH083NhY9MSU5bvxM6dIvPHoJ23L1bdFO8HQ4poPDaF/bgD8mf2zpzOaNFuKVKMbzPhxi8wybcFuopGadmsKmRHY6LXr1CnhYf8q015/Bzx5e++wayrQupz7qO/Y1OMlT8bJlRX0LVpC0w9IzXTjbwOu4yjR47g0LZ58G7UDKN2x8GgvoQ29Sww4WzFbwYFUethV8cN66RT8noHnJo6YdsbY5lM9EY4NnfFngTxOV3fHk27zUGS8o8KhBBCSBVqfc/5kXH2sOi+EtnynUqq9TBrhbALOZ/k3QJ9d0lfsJXlXJIfAy7PDoBN3xAUQiPkPACeHVfhnTDNmxv7o8Gnn8Fp1CK8LDDg7dWZ8LT8HjlXSzUqxfVl3fGdfW8cCC+Se7Urlim7JSPwdMswtLSxw8q7Qgyk8eKiXLQvxL9TsWuoI6wCh+NWujSmvvL6xm3Icn5vDdwsg3BEGm8uj0mXzoceL49OhotnL1x5nYODYzwx6tgTnBjXCyOXnUTYpSVwsQrGZckhNK+Ncj5JknM9Do/wxHeB85BcUHFB6O5RLeEw/qB8caw0hEiV8Qh9bRui3fK7Yp2yIUTGSOXZTzeJc+SHva+Mt9lQ5z0XDSMr9D+YCkPkBrhZt8XOCKl3U2+8XkCTjbU9rdBq/g0xLwNLOjqj17qbiL+zG306DMDF8Avo4zsUV58/wdJe3ugy6zSkLdd8B5ufTz6WMefvTo3Fp5/8K6zGHEWukhnrkrGirwuatV2FlxWXXLxHxsUFsG34HYKCB2PwYJHhS3EzznQOdPFY1qFCzm/P7gLbbuuQbSwVrYQXmOVaD37TTiv22pcPaym/GKIMaViLK6affYvCqBPwqf8ZfILHYvz4cRg3bhzGT+qDpn/8M4buD0NhXhQ2TeoGD6lhLeo3pF9HtPi6BSYfiIcqfDUcbHrjZiW5TnuyCjZ13LHhhfioXRiDrz9rju7jJ2C82K607bEDO+CbLxtj/iMgdpPYVt9lyDOObSOEEEI+SK0ecy657PNNfdDQcigeS9/Kpnt2S1FrdfIXOUrTsH2wEzzHG7+4y8VOmtDHY5pfPfhOvypv68xMIecdliFOrKh5ewqtG3yJHmvuS1vBq/PTPyjnco830nFkaTD+Ur8N9j40moh0IaYs5fqKxoO8bEkyJrRrgC4hYfJy8vdy3itsGdIMX7sPxvm38gEpDN8ok/PVcG1RqedclElyr397DsEenhi9fBn6+vXGGWEw2WenILDvRCwd0xmeYw8Zb/FYEl9Fzg8O88B3QQuQWk3O7cful4fRyHKe/gB9hJx3WCmdkx8u5/0OpMAQvQXuLYKwNbxCzqHLxKpuLRCw8Lq8/IvNfeHWfhRWzB6MDkMPoBiiDoP9MHDmIgzu4osl16Rz+su468vHIecGhO/oiz/9f/+BJgO24l31OxJqIzAnyBNWXlMQVVOXuQl5WEub/oiUhl9VR/f6PTm36bIW5deOFj3HDNf6CJgRWqOcDwqywOgjlQa0S2ifYqi7s5Dzdyh+dRK+Teqgy4TVWL8uBGvXrsXakI3YffAUXuVk4/aafqjTsCPOvCrrHX+H+cHuGLErBiU3pqFB8864UqnuGeEhsBNyvl7IufbKBHz7pT3Gie2tCxHbFdsO2bAFe0Nv4U2BaKivbgeL3kuQXf38EUIIIQrUYjk3jr1WpYYisH5j+Mw+K/eqllP6DntXbMHVe7GIuzoTzRraI+Sh+CasxIvdQ9GksSt2yCKtxsnpkpwvxUupB0xbgJTEeLzLlCZ0iP6AnEuiqS5MxLGVfWDpPxKHo6p2gUn3QE99+w7Ce8spiDiAttY2mHXZ2JtXnBaFnSO84NNnIh5Uqeb746ul4857cxQdLWyx9LbUO28a/y313OsTsKx7S/z+13+Ax9zrkDeVfwf9nG3xp7/+Bf0PxRm3WlpVzo+PdMNXPrNR3rdYdreWH0HO++5+I16PRxjY0hIDN901NpoEmrTT6NKoKaadTJGntWFr0eIPn6KOrRPWPDHKaULoaPz5T7+DhUtPXEwVMz443v/nk49BztNOT4OVQxD2njuMvm7N0G3VVZMcG1CUE4FFA9vDvdcGZPwA6Sy/ILTaDVVkfiw5P1z9bi1PhJw7YYr0oc59jJFtXTFh7/sV0JWmY9cQR7iMOmuaI0i7gj4eLTF6dywMRRfQvn5DzLtWcaDJV6eh8VcuWC8Na3l7BEE2vtgZX/bOL6NIblA/WNGWck4IIeQHU6vl3HhrPjXir6yEY0tfDJi6Gvv37xfZiqmDvNHAdjCOP82A3pCFI9M8xJd/byzYLJXvx/bFk+HXtAnGbb9tFFgU4tBYZ1j7zMEL6Q4UOuNt//RaSbR1eH56LKy/8cWRBGlm5ToIHdAW4/osW3zyn5+j14K9OHb0APbs3oWdO3fh+I1wZOW/xcbgFggct9FYv707McjLBh2HhOCN9H2tL8SGoM/xb/9rgWm7D+LYIbH+rp3YuWsPzt+ORoFGU+Ve58a7tSRhebAlfGddFRuA/CClslsnPlkbjF9/8mvMuVE2flaN44Os8G//bYED8cbf3vWlsRht9wWajzgqT6deXQyXOhYYHrIN+09cxev0Iuwe3BiNBu0Qci4OUZwMVdoddKz3Z/gsvC2vU34ORKTyrEerxTlyxLZok5znhmOU/bfoJN8NBwjbOQ5+Vk4Yv2UPDhzYjcFtvODffQXiCjTQiwYAtC8wuO7/4HctxkManisdS0nqObj+339Bsx7b5GEM2kr7/Dmndsu5Bq8f7kCrxlYYtMU4zjztkmgA//eXGHUgCgZdImYGfoZP/hqApTsP4fixw6bP5X5ceZFR3jirTMrxsfjOMQhXK4/LLkMXi7neX6Dh4J3yutcm+qGu3xKU33ul8BnGNv8UTmOPK8t5yiN0d/sK/fdU27jmAXpaNsHwPdJ1EAa8PrsagS1cMXHZdlN9Q9AnaBxOPU1A9PX5cHXwxORNYv6Bg9g4rR3+/F9fYKh8D38tjo/yhr1TR2wQ6x04vB8zOn+Jf/mf5ljxWKqxHg829oO7VwBm7zKeh73rFmPYgL64KVoYT5d44qv2s5BFOSeEEPIDqN1yLsc49lyb9AghE/ugTx9jhs1Zh0jpzg8GlXyxqPTl++LsZgwzlffpOx67rhp7yTRC8rVCsJ+d2YR12y4jpUR6oE/F9rVaDZKfn8G6pdsRninKNBX7l57+qVMVIeLEIgwZMgSDB/RD37J9iEwMOY53xXokXFqBgf0q5o9eEopsqVo6LTSabFwOmYEhQ4dgYP9+5cv06TMAi7dfQ444/1WkVOxTus/5i92T0My2B86/Fd/qpiE9Kq14rWIvYk3IPrxIKxKb1wi51iPj0UEs33QWqcXiWDVin6XpOL1+EVafChfHJz9rFLc2zUT/vmK/Y5bhZkwenp9Zg5XHH0Etlpeiyn2NvcsXYNvVeHmd8vqISOX5CbfFOdqIhynFcrmqMAmnNyzDvnvJ0IpjkHhzaSUGmI6v3+Jjoj5ipnznF+l+8Ro8PLEKa8+Ey40ilVTPgkyc3b0Eu26/lYfbVN7nzzm1W85LcGf3UkxYcREVtSzA+TXzMW3ZFeg1KTizZRZGjBiGIYMGon///qYMwNKzsfLntToFURewaus+vFa6D6M+G9d3LcPa08Y797y5uAer9tyu+KVMnYoL6xdj24Uo0YxWoCAZR7avwMnwahvXvcOxDSEIDTfdL1GQ/XA3Jg2uqO+4zZeQLv8QVorHxxZj4AAxf+BILN1/GZf3b8bxB8ZffaDNxZkVgzFArDdg+HBsPhOKkMVbcTtJ+pBLGPDq3Crx+TZte8AwLNsfLpe8vbkTKw5eQ7Fi5QkhhJCqfARyboxa6nmthvTo/IpljGPUq1Ixfrn81osCjfzAnop1pTKp91hCr65aJpeLfOh7VSPKqw50MSLfQlGcV+nhQDVjgErh3Evj1vU5YRjnURfO4w8i02AwjqcXy0pPD5WQHsEv1V2apzGdHmmfxteyrJtOX23aiDTm3LgZafiKVC6iKjsKrWmdynUS+zV1WxpEw0YuL5+hMS1fts0K5EaQ3OtvPI/GaurlOhv3WVYvpX3+fPOxXBBKCCGEkJ+Wj0bOf3lRCV3VIff+dnRxbYg+m+8hV75jjdKyzMcWyjkhhBBClKCc1+ZIQ2p0GuRnJiE5Iw/FQth/7g/n+aWEck4IIYQQJSjntT1C0DVaHbSan/+DeX5JoZwTQgghRAnKOcOYIZRzQgghhChBOWcYM4RyTgghhBAlKOcMY4ZQzgkhhBCixC9aziVBUpU97v/viThnJcbn+ouTqEZJpdsVyrc0VFqHYUQo54QQQghR4pcr59KdUPT6f+hCS+mBQLrku1g2fSr2h2VAV/oOBxcPRI/l55BeYrwPudJ6DEM5J4QQQogSv0g51wgpL359E+O7tcXy03HQi+nKj8//oZH1KnoH7L74MwYejhayX4SYU9PRuL4Fppx8BT0MUP8jPfPMzzaUc0IIIYQoUfvlXKqX2vQkykqopad8VnrqZxlalTRfrKN5/3mhEtITQKXnYOoSriCo/ucYc+CdsUBsSW16QGaVZ5HKT798/wmhsnRLC77aB+8mDTD6eFT5U0LvrQhCfdveuJ2ihV4rPbq+2jExv/hQzgkhhBCiRK2Xc/lR9fpC3N2/AHPmzMGcufOw4egzFJnkO+n2ESydJ+bPmYdNpx+iSFpcq0FRShTOXLiAuKhH2LNOWnc+lh24hpRSsYCuEDfX90fDP/0W9u1HYeHCRdh0LBwZb8Nw6tJ1vH1+C+uWStsMwcWnKfJ+Mp4cxIK50ry5WHb8CaTR5bLEl8t5tCznWlFfQ+Zd9Haui55bXog5ej44iHkvlHNCCCGEKFGr5Vyl1kCnTseBGYMQ0KEbZs+ejemTxqC9f1sce1uAqDOr4dHCEwPHzhZlo+Dn5Yyuyy4hR1hzafhBeH3zP2jmNwQz587HrOmDYdP8G7RfdQt5Qs7vhPRG/U9/A9ugIZg1azY2HH+OxKvL0eLz38Oqw2jMmjEDs2euwqWIbLw8tRRd7a3RbeossZ9J8HLyxtC5p5ArnbyY/fCpJOdqtRoGnRYnprih5cCdKObQFkYhlHNCCCGEKFGL5VwFnZDsl/tGoEldH+x/WzGwJOdtGN5EXcBAL2t0X3rXNFfMv7EAzev7Y9vLfKhfnkBru3rou+5x+TCVu4sCUd97NJ5K3etpN9HFsh4mH002FgoyriyHvbUlJhyKM80RlDzFkJZN0GvFtfIhNJmP1sDj25YIeSq2/OZQVTlXqQG9CmHr+sLCazqixCJ6IWLKx8j8UkM5J4QQQogStVfOheQaoMHBkS1hO3QnpNEoGrVUZpSa/Jtr4Ozmi/0R0rQW8l0MNc8wytUWow/GoeD5cbTyccWmewWiwKjnkdtGoK5VV1yXfPzNObRt9i1G7Xgul0lLpF1ajJat2uHcK2mMuxYqMVPzeA2cmrXF3hipn1wHjTScRvUaMwKaofv2BODtkWpyroLBoEXcublwtOmKixnSpijnTNVQzgkhhBCiRC2Wc40Q5gJs6dsSXrPPQqstGx5ilJrE0IVw8WiHoy+lHnWNWF6YtOElZrSyxMCNUciNPAl/b0esvpYpyo1yHrZpCOpYdPmAnC9BS+/WOBouda1r5XHlhVfnwd62O07E5crSrdZooS9MwaJuLRC05lkNcq5BzNGpsG3ZFzfyxUzeUpGpFso5IYQQQpSo1cNaJGG+Ps8bDTwnIl4aU2LQy3WV6xy5B62cnbDyqtQ1LV12Kcg4h44WzphzIxUl0cfQyut9Of+6hann/HUoWjf6GmP2xMhlEtXlXL4YNeEI/Ju4YOk944WhEvqiuxhk3RRjz4jlEpWHtdxd0gktgpbgrdi3jmPOmWqhnBNCCCFEiVp9QahWb0BO9A6417FAr3XXkJGejqTXL3Fg+VicevkKO0a1RmOvabgfk4H0jJfYPqEVvvOaikf5OmjC98LVyRLLLkvybpTzJ+v64U8N2uFigpgoisTUVg3gPHwzYjIykFOgQsqFBbBw9sKhMKOcy733ujzsHuoGR+8RuPouHenpidg5oR1sHYbhQZ5YLHYvXL79CkOPGG+lqJFu+6gtwtYh1nAZfxw6se9/6CmkzM8ylHNCCCGEKFGr5VzqPdcLvU24fxxD3FvC3d0dbq4u8O2xCFGFBmgLk7FjTDe4O7uLMmf49JuBy2+K5QMrijyDAf2CsftBNgwGvYgBUYfmwLv9eNxNLJX6s/Hu2iZ0c7OGs7sH+i+8ioSHuxA8YCguRhfLQ1OkOqiEcWtzE/SIUGUAAB1GSURBVHBsZlvYuUr7cYVNt3l4ECuNVzHA8PoM+gcFYNGlOPnhRpKgl0btgFujRph+NlUsouOtFJn3QjknhBBCiBK1XM5FVGro9TqoiwuRn58vUoDiUg00Qm7UWj30mlIUFpjmqzTQ67QmGRblanXVXmtpHbWqvFyj1UJdUoQCsd2CwmJTuVinbHlTpP3otCoUyvvPR5G0H321/Yh/l2ilHvocbO3XAtZdliChRDQBON6cUQjlnBBCCCFK1H45lyMJsBByjTGSYJeVqYQYK81XlnN1uUgbpyu2K69bg5xLUYl1y/ajUdqPVgddSRJOzfHB/zZuiwMvpLvEsNecUQ7lnBBCCCFKfCRy/hFEkvyiNDy8dATHHiSgVKOHhmPNmRpCOSeEEEKIEpTzHy0lKFFJ90eXkG77KKYVl2MYyjkhhBBClKGcM4wZQjknhBBCiBKUc4YxQyjnhBBCCFGCcs4wZgjlnBBCCCFKUM4ZxgyhnBNCCCFECco5w5ghlHNCCCGEKEE5ZxgzhHJOCCGEECUo5wxjhlDOCSGEEKIE5ZxhzBDKOSGEEEKUoJwzjBlCOSeEEEKIEpRzhjFDKOeEEEIIUYJyzjBmCOWcEEIIIUpQzhnGDKGcE0IIIUQJyjnDmCGUc0IIIYQoQTlnGDOEck4IIYQQJSjnDGOGUM4JIYQQogTlnGHMEMo5IYQQQpSgnDOMGUI5J4QQQogSlHOGMUMo54QQQghRgnLOMGYI5ZwQQgghSlDOGcYMoZwTQgghRAnKOcOYIZRzQgghhChBOWcYM4RyTgghhBAlKOcMY4ZQzgkhhBCiBOWcYcwQyjkhhBBClKCcM4wZQjknhBBCiBLlcl4mDAzD/POjVqvlDyAhhBBCSGVkOdfr9eXCwDDMPz8ajUb+ABJCCCGEVEaW87dv3+Lo0aM4ffo0wzA/UUJDQxmGYRiGYXD8+HHZx8vlXBrSkpqaivT0dIZhfoJkZGQgLy+PYRiGYRgGubm58i/r5XIuDWsp+6mdYZh/frRarfwBJIQQQgipTPkFobxbC8P8dJGu8SCEEEIIqQ7lnGHMEMo5IYQQQpSgnDOMGUI5J4QQQogSlHOGMUMo54QQQghRgnLOMGYI5ZwQQgghSlDOGcYMoZwTQgghRAnKOcOYIZRzQgghhChBOWcYM4RyTgghhBAlKOcMY4ZQzgkhhBCiBOWcYcwQyjkhhBBClKCcM4wZQjknhBBCiBKUc4YxQyjnhBBCCFGCcs4wZgjlnBBCCCFKUM4ZxgyhnBNCCCFECco5w5ghlHNCCCGEKEE5ZxgzhHJOCCGEECUo5wxjhlDOCSGEEKIE5ZxhzBDKOSGEEEKUoJwzjBlCOSeEEEKIEpRzhjFDKOeEEEIIUYJyzjBmCOWcEEIIIUpQzhnGDKGcE0IIIUQJyjnDmCGUc0IIIYQoQTlnGDOEck4IIYQQJSjnDGOGUM4JIYQQogTlvDZGrRWviRZqlULZPzEa8T7QadSKZcyPG8o5IYQQQpT4aORcpdHJFa6Mtpq8ag2mgjL0mqrl+rLZqirzS0tVMBW9t83yCGGuTuVlVer366dTVyrXlO2hDIOyfAtpUxfnIi0lHXlFJULiKsrKqqDXVMx7b7PQlZdJx/XeOTFoK5VXRKVWoyArFamZ+WK68vlRiS3KK0Jdafn3zkfl7SqcKyM6qCpv4xccyvnHjV5bgtzsPJTU9FYnhBBC/k5qvZyXlAipliqpzcaTi0dx6NAhHDp8BKG3I1AkzTeoxDIa6V8oTHyG00dEuVjm8LELiEo1zleVCOFVlyDtdQRuXHuIlMJiMW3qIZZkWK1ByvNruPkoAukF6vekWSXKVUVZiLx6Eoel/R86jDNXw1AgbVyrksW2tDgDD08fM9ZPlJ+69Ag5wmoNoiEg7askLwm3QsvKj+D8gzey9OrEvkoq7Uua9+74eLgEjMHdpBIYdMZ6qjWioZGXgDv3nuBNVom8TbXYd/bb5zh74rC83cNHT+FhXJ5UKyHSYr9C4jPjn+LUMeM5OXI0FE+SikWpQWyz4vVWqXTCrROxtKMzem94ALXO2HAoUamhFfXPiHuAW2GxyC2Rzo1YT3pBDLl4fO2U8XiOnsGzRPlsQCMda24ant+7hDMnja/X4cOH5Vx6HIu80vfP7y8xPx851yEj4QWSCt5rJVZBm5+CyDtXEHr6BE6cEDl1FtEZxs8ntHl4cessbr1IgmnO34amCPHRz8Tnoto5NYj5zyORkCW9539c0p+th1sTf2x89n6jnBBCCPlHqOVyroJWqlvKA8wf1Q9BAUHo2bMnenZvByfbhmg3djfCkwqgF4IQe2kZenUMQuuOolws06VVK/i06o/QiDTxhS91HxcgdEF7fPLJf6DnwTC5R1kjJFEjRFSb8QQ9vvgEnzRug3PvxKL6ynVQi7U1iL2+Ga3qW6GLtP/grnBv9i16rz2BxELhAIYSPD0xDo6Wfsb6BXeDZ9N66LvqNNJlkdUg8uAQNLT0QY8eorxHOzSv64MF228gV9RdU7YvIclADrb3DUTbKfuQXipeG7XUOJA2okLouJb45LfWWHHXJBtFb7Bjuj/qOXeS99s5yBNWzXvgyP3XUBsM0OfEYvMQCzTxkc5JD3QMtEd9xzG49DQVem3Frwpq4VWq51vg7toe+55kQK839r5Le9VmP8CgRv8X/91qGiLyxQy9mFuchGurhsE3KADB0vEGesA3sDeOhifLv0AUhh9GQJ3/hwaOxtere7du6CYybcc1pJVIQ2fKzu0vNz8XOdc/3QIXFzssvqs2zVEm/dxsNK/zGbza9hCfAZH2zvDq0g+HI3PEmy8RhxcMwcJDD1BiWv5vIvUJ+rZqiGEHEkwzTGgeYYCDDcYeiDTN+PFIf7ICLT53wsrHlHNCCCE/LrVazqWhLAZVEtb2tsWfvabhaaZcZ5m0x7vR028g9lyKQVbsfrRq8Ed0WXcfwmeN6DOxZ6A16rsOxJ1kqT+uBKELu6Lx//w3fus0C4/yhBzpjf10D7d3xW9/999oYtUNZ9+TcxU06mIkRj3AxbtJ8vISyaET8PXnDTDrYrqQ7xLE3D+F6wkVgpJ1YzEcGwuRfijZuwpvHofiWnxFD97DlV3w+WfO2P9GtBJMveMqqQ3x7gS6tOmBrbdSxIRe3r/E8xPT4djor2jcxBWr7knbEVKfm4RHdy4gIlteRJCO1W3q4WuvyXgudqsX5Q+unURcufHEYIbjt6jfcRmShVPo5WE3UuND1GdpJwRM2IEUsWlpvkpqvaiSsWtGEL7+7Es4tJ2JMEnOhbLHnpiERl+4YfuLMjHJw7bezWDVcwUSxSlVR+yHd6NGWHzV2ItfgR7q0pIqvxT8UvPRy3nmIyyZ1Betmvwan/zJCeuefFhS085Mg2VgX4TL7yGJAuwc1Bjf+c/D6/IP7d9JWhgGBjbHqEOJphkmNE8wxM0REw+9MM348Uh/uho2ddyw5nuOmxBCCPlbqcVyroLOYEDK2bmwbNIBx1MlmTHWs0QIpYS6IB9F2ak4M7sVLDuvgezuWmkoTAnUknEW3EVP2zrovuqpmDCI5doiMGAQunv6YeD2R7KU6tOuoZ+vI7qP64ZA++449VaaWbUukkwax6sLWS4plX961wsh6OfZBIN3vxJTBlEzaaZW1Fn6h3CX8E3wa+yMkEdiaYPaODTHYOytlry38O0B+DeywYp7okSUl5ZKW1Xh7upecA6ajCc5YlJnHAuffXstWlu7YOKmFejl7YNlt4V5i1qUqIyNC2m5Enl9A54dHAo7u764miFNGssNGnHO5GVVuBfSC5Y+YxEuTUo92FLFM25jgIsLJhwME0uI86qWCvUIndMJHl2GY+XCnghoNRmPZLESddzYE1980x5HYqVpI6cm+KKe9yy8Ei+NJmIf3Ov8CYNCriExMRHxb9Pk/ei11cf6/3JTu+W8GBdXjYS7x1Q8yTK9oVGEg2O7oeuY3ZDbgiWpeHDjPPavH45GdUSD8ZH8Dq+RtNAZsPYPxq1K/lx4fgKaOw5GbEYSDk3vgf5rLsmfyYjtM9F/9mpsC5mGNt7e8HD1wdAlVyD/sKRE2lMMbGOFiWfKW6kmXmK0t/jcHHpunBSfsye7J6G92Ka3iHOPKTgba/yM6FOeYWGwNVy9jGUenm0waU8kyi8l0Sfj6KKe5eUudvXwv3U8sDHMdH40qQhdMQDu8ra90LpfCF4XG4f6PD84Ff2nLMXRdZPkdb07zcOjpH+0RUIIIeTnSu2VcyEv0tfe6YlOaNJ6PlLF95xOXVXupO9NQ3EMZvhZoscWqXes8gWHRhk9OtodDkN2okSUhc4KREDPNbi0ZyZsWg6D9GN3xIrucOk/D5dPzYe/bWdFOa8aozAXPt2JVnaOWPFA6hkX0q1SC6nNR+yz2zhz6hiWTuqLUYvOIE9f/cJPo5QlnJsOO4tOuJgqjfdWGcWjMBoLOrug04Kr8s/70vFrs29hrJ8bRm69g/TYs+jq4oqlJjmvUi/ZIkpwbGognNsvwhsxaag8fES+cjQbOwd6w77PNrkhozMdy7vTc+Dk2QVn5S52vbzfjIuL4dGyG46/zcCDLX2EdEzCY0nODeIcJ97FkoH2+LJlb2w8dB7XrxzCpF6DsPB4GNR6PUpir2NyO2vYO7vD28sdVvbOGLDxMfLEQWqqvYa/1NRuOdejMOsRxjvVxzdd1kNqCicfGQObJn7Y/jTZ2BA1URq7BQ51XLDioVFyayLtzHRYB/VDhPTWlSkSDTpHNB+0EZqid1ga9B2aDd8tv/ceLfbG//1NQ0zbcRmJb94gInQeGv/VEQsuSL8mKZARgRH+3yBo8g6cPXu2IqdWw79pC0w9GScWKsGdpf1h7TsYF5+8wRux3WNzOorGwSjcy9fA8OYxdq+cjbsZ+SgsLETi3RDY1HPD4svSJ6UIZ6a1gUWbCbgWb1z30ZkZaFbHDSHPRLEuG3tGuMGt21I8EmVv3sRhbT87OIm/NbniZIUt88V//v4L9F59WV73jfhMlWhMUk8IIYRUo3bLufj+OjrZGTYjtotp/Xtip9YI2SuIwhRfS/TeHiUdSZW7gUhff/dXtUeTLvOQh1KEzg6ET7e1iEoOw2h3F8w4eBpTe3XG2vMxiLu1AN6WHb9XzuVOZVUMFndpgcbBq/BGmIt8VxaVFjptBi5sn4Pu3bpg0Nhp2Hb8JjKFFEtj28vWl7+TU+5jhPNfETD9FApFLTVC7PXiv6Trm9A+sC0Oxhu/uA2Fr7G4lxMChuxGupgueXEIHZ1cseyOdClsJTk3NWQyrq+Ga6MGmHZCyIgk0ZXKJeJOiUbJNy2x5Hay9KILoRdqrnqHjcPaoc/kI+IcGcmO2odAa3fMORUvT99c0x1u3pPxRLrmUy9sQ5WF+/vmIrh7d3Tr2hpf/MsnaBq0CklStXRSvdTQCUnXasQ5EWoXe34O6n7RFGP2h4spPS8IFfkYhrVopfeBUz10HTEOznYOmH7ujamkgoxna2H3A+Q8/cI82DZvhgHj52P+fJHhfdChbTD2hGWL92oylndoCvtxB+T38e3ZXWDTJQTSj0cy6mjM8G+BzktuiXePAlnRGO/9W9R3aovg4OCKdGuFup9+h1lXMmDIvIVg+2aYfr5S77r+DnpbWGD8sbJhLwY8PrsNy5ctw7K5o+BcvznG7omFoSQUrepaY+7NimFpOREhsBVyvk5q4b/aIBounjgofUjLiN8NdwsHbIkFote3h0XvpbKoE0IIId9Hre85PzbOAc07LRWSa4C2mpxrpYs5C6Mx2acF+ux4KR1JJTmX+vv0ODetFewGbESRkNnQ2QHw7LgS78SX5OO9I/Dtf/0v7MesxJtS4O2VGfD8HjmXxRzZODyxNep7jcPl12KGXl0+hrqk1FhniZhD0+Bo1QxzLwsRFqIsry8VFL3Esq6WcOg1BxEFBhg0auMFn9ocHJ3qD4eu65AlLacpwJWVvWDtMwGPTGPtcyIOo5OzG5bfk3q4y25daOz91r88ie729RC88qwsNeW3eRTiL9Up/8ketG3UGCO3XoekGNJFqNJAhMKIQ+jg5IT5l+S9QpP6DJO62qDN1HMmWdfi+tpguPtMQZjsJqV4tmcomjVqhf2xRtsIP7UIXWys4NBzI97l60QjRTom6ZcE8X95tEMe9g13gH331XgjnUNeEPrRjDnPFp+LP33y/4P91PMV13NU4m+S82ZN0XfMHMyZI7JgFyLKZFYXj2XV5bxriPFzIFH8AjNd6sJv2ml5SNl7mIa1TD5XPqDdRCzG+rhhxtlEFLw4Dp9vP4VDQA/54mjpotSefdqgwR+/wOgj4chNu4eZwV5wa9sJk6X6TR0Mx4ZWmHQgDqWPl8POth8qX/Oa9mQVbOq4Y4PwevW5Ufjqzw0Q0LsXekoXu0rp4IM637TAkieiFps6wqLPUuR8+BQRQgghMrV+zHnM7iFo0LQvbknjN8vvpa2Sx4DrRb11RWnYN9oNzkMOyENBjBc5CvmRvFEThTEe3yJw7i3xpW/AmZlCzjssRay0buol9HRqgaFbwqRTgFfnp39AzlVGKVDHI2ScP/5k0Qfno40DT4y3JJT6g8Vq0v3TpfHu0r5LUzChXQN0XSf97i0tKcpT7mN+x69Rr+1U3JPNw3g8Gp0e6synGOtljSEHjL3VKM3C0fF2+LyhIwIDfOHt4wO3lk3x6a9/g7o2Hhi/8zayTF/2Ofc2oZvDn+Ex9ZRJ7KVx9+IcmO43nnB+Fdo2/gO6L70k3/7RIM5R2Rj0hztHwdF7OKTRORLFcTcxwOkPaObSCv6+3vDx8YRV/T/hN7/9CnatBuB85HNs6muBesFr5N58aIyVKLwyDfUaBeL4C1P/e9k95uWrXPOwZ6QDLDssQ6zcrqh+fn95+TjkvAQ3VnbEZ7/6Dep1XYao8iEpFfxQOZeHtbSpPKylErrX78t5l7XGa0gkip5jhmt9BMwIrUHOwzAoyAKjD79/QehQd2dMP5uE0thT8G1RH4OXH8OZUyeNt3M8EYob954grSQXVxZ2Q13bIbifWtYEScbCHu4YsSsGpbdnoGGz9rhQyf2zIjegpZDz9ULOddenoO43nlh88hxOnzTeKvLkmfO49SwWWWJzj1e1g0XvJciuJPeEEEJITdRiOS+FWhi4Ovsagls0gpU0tKPSN7Mh9zmWjV+I0zdj8Pb+MtjUa4SZF5JNpRJa3FnRCQ2aB+CodOsSIaInpxvl/KV8s5MS5OVkIadAkiQdomuUc+l+4VoUp4dj44zOcAxehHvl1mBEU5yNuMgIZFTyray76+FrYY/Fd4w/zufE3MKK3m7oOCUE1W74BoMw+7gLC+DhPhaPi3VCntXyLwCF2Sl4Ex+DFy+i8CouDo/PrEYrK1tMOhiB5Ox8lArJfXd9K4YGOGD0jptyT3gF0i0aCxB1bgt6O7lg3uEnpvkV6PJfYvlADwSHhMmNF0kYS4uLkJ2SgLhXUWK/LxEX9wJ7pgfCznEgTkS8RX5pDs4vCEQdi464kGrakCBsXTAatx6Gp0mlYv1EvEmvZCLpF9HN2gY91t2FNNhIW35uf7n5GOT89S7RMHbsgctPbmCCX1METD9ifLZAJXQJ2+H4rSc2SddFfwClC0LL+afKuROmnBTzCyIwpZMbBq6q9jnIzUN+XopoPDrBYehx00xBwgl0tLfBGGlYi/oWutX/FpNOV9j5m9MjUO9LF6yPEBOpZ9G1pQuW3696QaohPwHZosIPV7alnBNCCPnB1Go5l4dsGLRID9uL9q1ao+vAiVi6dKnIbPTr7ARL3ym4EJUtvtALcXV1N7j6dcTImVL5Uswd2V/IthOWnIqQe9SlW7cdGusMG585eCHLuVq+h7pW7vnV4fnpsbD5xhdHJHOuLOfykJMiXJrUGJ/86x/RedIqrFm5BAsXLMACkQ3HbyMtPxmbujaAffcZxvotmo8O9nYYMGM/ZH/V52GV12/xL//eGKNWrsaqpYtN6y/G3tBwIaxF2NitKTxnXJDv9lI2JltqnBgMQpslYxEURB6Af3NLLLhjVJSSxJvo+KtP8Ntm7TF/9RqsWLxQrtOCBSG4HpOOvOTTcPrkE3xu3xsrRfnSRabyRdtxPz4POWEhcKnnjb2vxQ5Mt3OUhhNp9dI+y/ZrwLXlbWFlPxpP5U5FPYoT72NBYD3YBvXGXOl4Z49Ah1ZBmB8q3RVDh1s7ZqGVUw8skl+reRjYyR72fUPwNEMPvY4XhEqp3XKuQuSFZWhZ1wHTj76W5+Q9XAXb//oUPVYah0WhIAZHtq/C9OHe+N9/+S08Bi/E0k3nkVSoPLA65fg4fOcUhKvvD1sXb5lYzPX+Ag0H75Tl/NpEf9T1X2L8ZUaiMBzjLD6F87jjynKe8gjd3b7CgD3VNq55gJ6WTTB8j/E+52l39iC4pQP6jJ2LJUuWiExGa6+ROB2ehIQn6+Dn2BK9Z4r5y1Zi/pi2+OrXX2LIVmk8ugFX5nSFk5ULpon1lq5ahtEdvsG//qoFVjw2fjijD0+Ev6crBi2QtrsEi6aORnBwX9wVvv5kiSe+aj8bWZRzQgghP4BaLufG2xhKQ0aQ9woHl0/BpEmTRCZj3sYjeCt3FUuyZxSCd/eOYe5kqXwSJk9dilDpYjOBulQNjaYYL28dw6GTD5BRooHGNPxFHrKiUSM97hYO7T6FVzmirNKYaJX0lExVEWKu78SihfMxc9pkUx2MWbLnIlKK9Uh7uA+zp5eVTcbinffkRoFByL9anYP7hzYJIZ+L6ZMrrz8NW04+Q/HbY2jj2Bbb7mcJIa78+P2KSE8ILUh5gVP7D+BBYomooxZFmXE4vX4x5s+dhSlVtrsI58LfoqBInDPREJg/ZwYmm86LlMlT1+JWdAZuLg2E85BdyBBnuHyMepVI56YUrx+dwcHD15FUZDxvsiDlRGL3ymmYLG1z8hwcuW38PUCr1aLg7TPsXTDNtL/JmLVmD+Iko9NLT3NV2s8vL7Vbzkvx9OQOrDrwWJZlI2o8PLIDa7feFE1hQX4Udq2dixmz5mHp8qWYP2s6pi8/jsT8qr/flFH85h4OnLqAZOODZKtiyMfTs3tx6Jax+z35wTkcPBdualQLNFm4d3Q3Tt17Y/xbUJ3iDFw9sx83Y6ttXJ+Oa8eO4E5sRY+2KvY8Vs2ZjmnTponMwPKTj5AnH6QesTd2YfYMMX/GfGy/8ARhV07h2vOy/ns17u2fhxlivelz5+LY3Qc4Jv5ehIsGZxmpDw5g1nRpu2KZGfOw+5KxsZD2NBT7Lz0x3raUEEII+R5qvZzLEXWTH4pTDb26pFz2SkqMF0ZWRSuvayw3Sb5AU+1BOFKZxvTFKW+zUplcLvKh71Vpe0pKIt2lpUQek/5hEXuwrAfcB21CopD8Gu8FLp0D+XaIAtO93I23T6wBvUYI4AfKc+5isK8HFt1IFssqNwikSOembCvl503a93sHrIdKzJfqpVZ4reR7rVPMy/NxjDknhBBCyE/NxyHnP+OohMBnpbxFSmaefGeVyreC/KdFiGFpYRbeJqYgr9hYB8XlmH9aKOeEEEIIUYJyXgui1uqg12l+GjEvi2gISPci50OBzBPKOSGEEEKUoJwzjBlCOSeEEEKIEpRzhjFDKOeEEEIIUYJyzjBmCOWcEEIIIUpQzhnGDKGcE0IIIUQJyjnDmCGUc0IIIYQoQTlnGDOEck4IIYQQJSjnDGOGUM4JIYQQogTlnGHMEMo5IYQQQpSgnDOMGUI5J4QQQogSlHOGMUMo54QQQghRgnLOMGYI5ZwQQgghSlDOGcYMoZwTQgghRAnKOcOYIZRzQgghhChBOWcYM4RyTgghhBAlKOcMY4b8/9utYxoAYCCIYfxRfwH09iy2FA4x5wDAYs6lIHMOACzmXAoy5wDAYs6lIHMOACzmXAoy5wDAYs6lIHMOACzmXAoy5wDAYs6lIHMOACzmXAoy5wDAYs6lIHMOACzmXAoy5wDAYs6lIHMOACzmXAoy5wDA7+4Bqw9XKnh2zFoAAAAASUVORK5CYII=" alt="" /></p><p>&nbsp;<img src="data:image/png;base64,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" alt="" /></p><p>&nbsp;<img src="data:image/png;base64,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" alt="" /></p></p>]]></content:encoded>
                    <dc:subject>ASUS</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>37800</dc:format>
                    <dc:date>2026-03-05T14:27:41+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/472">
                    <title>【第2版】ArduinoとMATLABで制御系設計をはじめよう！特別セット</title>
                    <link>https://www.physical-computing.jp/product/472</link>
                    <description>&amp;nbsp;※数に限りがございますが、現在即納可能です。人気商品につき在庫と納期ご確認ください。ArduinoとMATLABで制御系設計をはじめよう！特別セット メーカー品番：TSI-S002※本商品…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/472" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20160629_8364a5.JPG" width="250" border="0" alt="【第2版】ArduinoとMATLABで制御系設計をはじめよう！特別セット" hspace="5" align="left"/></a><h1><span style="font-size: large; color: #ff6600;">&nbsp;※数に限りがございますが、現在即納可能です。人気商品につき在庫と納期ご確認ください。</span></h1><h1><span style="font-weight: bold;"><span style="font-size: 18px;">ArduinoとMATLABで制御系設計をはじめよう！特別セット</span><br /> <span style="line-height: 1.5;">メーカー品番：TSI-S002</span></span></h1><p><span style="color: #ff0000;"><strong>※本商品へ付属のロングユニバーサルアームが一時的にオレンジ色へ変更しております(本来シルバー)</strong></span></p><p><span style="color: #ff0000;"><strong>サイズ等の仕様に関しては全く同じとなりますが、ご注文の際は予めご了承ください</strong></span></p><p><span style="color: #ff0000;"><strong>本来のカラーの入荷次第、通常商品へ変更いたします</strong></span></p><p>&nbsp;</p><p><img src="data:image/png;base64,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" alt="" width="305" height="182" /></p><p><br /> ■商品説明<br /> 本特別セットは、「ArduinoとMATLABで制御系設計をはじめよう！」(ISBN978-4-906864-00-3）の書籍で説明されている実験を実際に体験するために、必要な３つの製品がセットになったお買い得パックです。<br /> <br /> PCとR2012a以降のMATLAB/Simulinkの必要なライセンスがあれば、すぐに書籍で紹介されている<br /> 実験を試すことができます。Student VersionのMATLAB/Similinkでも利用できます。<br /> <br /> また、必要なSimulinkのサンプルモデルなどは、<a href="http://books.techshare.co.jp/"><span style="color: #0000ff;">TechShare Booksサイト</span></a>から<br /> ダウンロードが可能です。</p><p>&nbsp;</p><p>※ご購入前いただく前に<span>ArduinoとMATLABで制御系設計をはじめよう！実験キットの</span>詳細をご覧くださいませ。</p><p>・<a href="https://www.physical-computing.jp/product/468">https://www.physical-computing.jp/product/468</a></p><p><br /> <br /> ■内容物<br /> －書籍「ArduinoとMATLABで制御系設計をはじめよう！」(ISBN978-4-906864-00-3）x1<br /> －ArduinoとMATLABで制御系設計をはじめよう！実験キット　 x1<br /> －Arduino Mega 2560 x 1<br /> <br /> ■関連ページ<br /> <a href="http://books.techshare.co.jp/"><span style="color: #0000ff;">・TechShare Booksサイト</span></a></p></p>]]></content:encoded>
                    <dc:subject>Arduino Kit</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>39800</dc:format>
                    <dc:date>2026-03-04T10:10:07+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1126">
                    <title>Dobot Magician - アドバンスドキット（教育版）</title>
                    <link>https://www.physical-computing.jp/product/1126</link>
                    <description>&amp;nbsp;Dobot Magician - Education Version(Advanced) Version2&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Dobot…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1126" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20180420_a6c6c4.jpg" width="250" border="0" alt="Dobot Magician - アドバンスドキット（教育版）" hspace="5" align="left"/></a><p><span style="font-family: verdana, geneva; font-size: small;">&nbsp;</span></p><h1><span style="font-family: verdana, geneva; font-size: x-large;">Dobot Magician - Education Version(Advanced) Version2</span></h1><p><strong><span style="font-family: verdana, geneva; font-size: medium; color: #ff0000;">&nbsp;</span></strong></p><p>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20180502_c205ad.jpg" alt="" width="275" height="275" />&nbsp;<span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">Dobot Magician - Educational Version（Advanced) Version2は、DOBOT Magicianのロボットアームにフルセットのエフェクターが含まれる教育用のセットです。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva;"><span style="font-family: verdana, geneva;">&nbsp;</span></span></p><p align="left"><span style="font-family: verdana, geneva; font-size: medium;">DOBOT MagicianV2(新バージョン)では、基本的なデザインはV1（旧バージョン）から概ね維持されているため、基本的な利用方法の変更等はありませんが、主に下記の３点が改良されています。&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p align="left"><span style="font-family: verdana, geneva; font-size: medium;">1） 前腕アームとバックアームの接続機構の改良（ベアリングの追加）</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">2） インターフェースポートのカラー変更</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">2-1）本体インターフェースポートのカラー変更</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">2-2）アームインターフェースポートのカラー変更</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">3） 日本語マニュアル等の大幅リニューアル</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20181115_3940c9.jpg" alt="" width="563" height="393" /><img src="https://www.physical-computing.jp/data/pclab/product/20181115_677c93.jpg" alt="" width="543" height="390" /></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">機構面での改良では、前腕アームとバックアームの接続部分のコネクティングロッドに、ベアリングが追加され、レーザー彫刻、ドローイング、連続動作などで、アーム移動の軌道の正確性が大きく改善しています。</span></p><p>&nbsp;</p><p class="leftText">■<span style="font-family: verdana, geneva; font-size: medium;">DOBOT Magicianのロボットアームの基本性能</span></p><p class="leftText"><span style="font-family: verdana, geneva; font-size: medium;">　　□ ペイロード：500g</span></p><p class="leftText"><span style="font-family: verdana, geneva; font-size: medium;">　　□ 繰り返し精度：0.2mm</span></p><p class="leftText">&nbsp;</p><p class="leftText"><span style="font-family: verdana, geneva; font-size: medium;">　　</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">DOBOT Magicianは、STEM教用に設計された多機能ロボットアームのプラットフォームです。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">低価格のロボットアームとしては、高い耐久性と<span>ペイロード500g、繰返精度0.2mmの基本性能から、</span></span><span style="font-family: verdana, geneva; font-size: medium;">子供向けのSTEM教育から大学・高専などの高等教育、企業内研修、</span><span style="font-family: verdana, geneva; font-size: medium;">工場内軽作業など教育分野から企業の実業務まで、幅広い分野で利用されています。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><span>Edcuation Version（Advanced）のセットには、下記の内容が含まれています。</span></span>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><img style="font-family: verdana, geneva; font-size: medium;" src="https://www.physical-computing.jp/data/pclab/product/20180502_a6c6c4.jpg" alt="" width="475" height="457" /></p><h3>&nbsp;</h3><h3>&nbsp;</h3><h3><span style="font-family: verdana, geneva; font-size: medium;">□ 本体・ソフトウエア</span></h3><pre style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;"><span><br />１）</span>Dobot Magician 本体<br /><br /></span><span style="font-family: verdana, geneva; font-size: medium;">２）Dobot Studioソフトウエア</span>&nbsp;</pre><pre style="padding-left: 30px;"><br /><br /></pre><h3><span style="font-family: verdana, geneva; font-size: medium;">□ 付属アタッチメント</span></h3><p>&nbsp;</p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">１）グリッパー（空気圧稼働）</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">２）アクションカップアタッチメント（エア吸引式）</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;"><span>３）</span>エアポンプキット</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">４）ペンアタッチメントキット</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">５）3Dプリンタアタッチメント</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">６）Bluetoothモジュール</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">７）レーザ彫刻キット</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">８）ジョイスティックコントロールキット</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">９）Wifiモジュール</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: large;">❑ ３Dプリンタを使ってみよう！</span></strong></p><p><br /> <br /> <iframe src="https://www.youtube.com/embed/eDxQA-iI19U" frameborder="0" width="560" height="315"></iframe></p><p>&nbsp;</p><p><br /> <strong style="font-family: verdana, geneva; font-size: large;">❑ レーザ彫刻機に挑戦してみよう！</strong></p><p>&nbsp;</p><p><iframe src="https://www.youtube.com/embed/n82Qw8fvm6w" frameborder="0" width="560" height="315"></iframe></p><p style="padding-left: 30px;">&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: large;"><strong>DOBOT Magician関連ページ</strong></span>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>商品情報</strong></span></p><p>&nbsp;</p><p><strong><a href="https://www.physical-computing.jp/product-list/320" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_327fa2.jpg" alt="" width="210" /></a>　　<a href="https://www.physical-computing.jp/page/14" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_410ba9.jpg" alt="" width="210" /></a>　　<a href="https://www.physical-computing.jp/product/1355" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/image/0180904_6692c4.jpg" alt="" width="210" /></a></strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>Jump Start Support</strong></span></p><p>&nbsp;</p><p><strong><a href="https://www.physical-computing.jp/page/32" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20181112_45f61e.jpg" alt="" width="210" /></a>　　<a href="https://www.physical-computing.jp/page/58" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_f67425.jpg" alt="" width="210" /></a>　　<a href="https://www.physical-computing.jp/product/1474" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_c02469.jpg" alt="" width="210" /></a></strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>技術サポート情報</strong></span></p><p>&nbsp;</p><p><strong><a href="https://physical-computing-lab.net/wp-content/uploads/3a7b3fccd6aa4f2c2661a1bef4e4e308.pdf" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_66e50b.jpg" alt="" width="210" /></a>　　<a href="https://physical-computing-lab.net/dobot/dobot-magician%E3%80%80%E3%82%B5%E3%83%B3%E3%83%97%E3%83%AB%E3%83%97%E3%83%AD%E3%82%B0%E3%83%A9%E3%83%A0%E9%9B%86.html" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_3bdf7d.jpg" alt="" width="210" /></a>　　<a href="https://physical-computing-lab.net/tag/dobot" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_ea72b5.jpg" alt="" width="210" /></a></strong></p><p>&nbsp;</p><p><strong><a href="https://physical-computing-lab.net/dobot/dobot_jp_forum.html" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_304f6d.jpg" alt="" width="210" /></a>　　<a href="https://physical-computing-lab.net/dobot製品%E3%80%80お問合せフォーム"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_2eb835.jpg" alt="" width="210" /></a></strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>DOBOTイベント情報</strong></span></p><p>&nbsp;</p><p><strong><a href="https://www.physical-computing.jp/page/51" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_a660fa.jpg" alt="" width="210" /></a>　　<img src="https://www.physical-computing.jp/data/pclab/image/20180904_4e6633.jpg" alt="" width="210" />　　<a href="https://www.physical-computing.jp/page/31" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_b7bc56.jpg" alt="" width="210" /></a></strong></p><p>&nbsp;</p><p><strong><a href="https://www.physical-computing.jp/page/33" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_f6138e.jpg" alt="" width="210" /></a></strong></p><p>&nbsp;</p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20210210_82c3b8.jpg" alt="" /></p><p><span style="font-family: verdana, geneva; font-size: medium;">開催報告は<a href="https://techshare.co.jp/dobot-conference-report/">こちら</a></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="text-decoration: underline;"><span style="font-family: verdana, geneva; font-size: medium;"><strong>&nbsp;<a href="https://www.dobot.cc/downloadcenter.html" target="_blank">【Dobot Studio ダウンロードページ】</a></strong></span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">※本商品は、通常、在庫を保有しており、即納が可能ですが、ご注文のタイミングにより</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">納期がかかる場合があります。お急ぎの方は弊社までお問合せください。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">また、その他詳細な資料をご希望の場合には、お気軽に弊社までお問合せください。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium;">&nbsp;------------------------------</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">TechShare株式会社 </span></p><p><span style="font-family: verdana, geneva; font-size: medium;">Physical Computing事業部 </span></p><p><span style="font-family: verdana, geneva; font-size: medium;">Email:store@techshare.co.jp </span></p><p><span style="font-family: verdana, geneva; font-size: medium;">TEL:03-5683-7293</span></p></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>232000</dc:format>
                    <dc:date>2026-02-16T16:15:22+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1171">
                    <title>5V 3.0A Micro USB電源セット セパレートタイプ－Physical Computing Lab</title>
                    <link>https://www.physical-computing.jp/product/1171</link>
                    <description>&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Raspberry Pi用電源セット 5V 3.0A (Pi3フル負荷検証済)－Physical Computing Lab&amp;nbsp;本電源セットは、…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1171" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20260210_181e9f.jpg" width="250" border="0" alt="5V 3.0A Micro USB電源セット セパレートタイプ－Physical Computing Lab" hspace="5" align="left"/></a><p><span style="color: #ff00ff;"><strong style="font-family: verdana, geneva; font-size: medium;">&nbsp;</strong></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><strong style="font-family: verdana, geneva; font-size: medium;">Raspberry Pi用電源セット 5V 3.0A (Pi3フル負荷検証済)－Physical Computing Lab</strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">本電源セットは、Raspberry Pi3用に設計された専用電源セットです。</span><br /> <br /><span style="font-family: verdana, geneva; font-size: medium;"> 大容量を必要とするRaspberry Pi3の電源トラブルで最も多いのは、ACアダプターの容量の不足ではなく、ケーブルとスイッチの抵抗による電圧降下の問題です。&nbsp;</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> スマートフォン用の内部の銅線が細い電源ケーブルの流用による電圧降下、不適切なスイッチの接触抵抗による電圧降下で、多くのPi3ユーザがフル負荷稼働時にPi3のシャットダウンやフリーズの現象に悩まされています。</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> &nbsp;</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> 本電源セットは、これらの問題を解決するためにRaspberry Pi3専用に専用設計がされています。</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> また、Raspberry Pi3をフル負荷で実稼働テストをPhysical Computing Labで実施していますので、大容量を必要とするRaspberry Pi3をフル負荷で使っても電源の問題がありません。<img src="https://www.physical-computing.jp/data/pclab/product/20210118_2ae62f.jpg" alt="" /></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp; &nbsp;</span></p><h3><span style="font-family: verdana, geneva; font-size: medium;">＜本電源セットの特徴＞</span></h3><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">□ 5V 3.0Aの大容量アダプター</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> □ Raspberry Pi利用に便利な小型スイッチ付USB電源ケーブル(Micro USB)</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> □&nbsp;Pi3のフル負荷時にも電圧降下によるシャットダウンやフリーズなどの問題が起こらない専用設計された検証済みの安心の電源セット。</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> &nbsp; 1.内部抵抗の少ない特殊な小型スイッチを採用しています。</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> &nbsp; 2.内部抵抗の少ない太いケーブルを採用しています</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> &nbsp; 3.Raspberry Piの実利用によるテストで検証してから最終の設計仕様を決めています。</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> &nbsp; 4.ACアダプター、ケーブル、スイッチ、Raspberry Piの組み合わせで、十分なテストで検証されています。</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> □日本で使えるPSEマーク付</span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><span>□</span>Pi3B+にも対応しております</span></p><p>&nbsp;</p><p>&nbsp;</p><div id="myaplus-preview" class="a-section a-spacing-large myaplus-preview-content"><div id="myaplus-preview-content"><div id="pdIframeContent"><div id="productDescription" class="bucket"><div class="content"><div class="productDescriptionWrapper"><div class="aplus aplus-3p"><div class="one-col"><h3><span style="font-family: verdana, geneva; font-size: medium;">＜内容物＞</span></h3><p class="text-block a-spacing-small"><span style="font-family: verdana, geneva; font-size: medium;">□&nbsp;AC電源アダプター(5V 3.0A)</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> □ LEDライト搭載スイッチ付専用電源ケーブル(Micro USB 1.1m)</span></p><p class="text-block a-spacing-small"><span style="font-family: verdana, geneva;">&nbsp;</span></p><p class="text-block a-spacing-small"><span style="font-family: verdana, geneva;">(注）Physical Computing LabのRaspberry Pi用電源セットは、<br /></span><span style="font-family: verdana, geneva;">&nbsp; &nbsp; &nbsp; &nbsp;TechShareのオリジナルブランドです。</span></p><div class="text-block a-spacing-small"><span>&nbsp;</span></div></div></div></div></div></div></div></div></div><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span><strong>&nbsp;</strong></span></p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>電源</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>1500</dc:format>
                    <dc:date>2026-02-10T12:02:33+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1854">
                    <title>Magician Lite</title>
                    <link>https://www.physical-computing.jp/product/1854</link>
                    <description>&amp;nbsp;&amp;nbsp;Magician Lite（DOBOT）K-12教育用の小型のDOBOT Magician&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Magician Lite…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1854" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20191016_9d7848.jpg" width="250" border="0" alt="Magician Lite" hspace="5" align="left"/></a><p>&nbsp;</p><p>&nbsp;</p><h1><span style="font-size: x-large;"><strong><span style="font-family: verdana, geneva;">Magician Lite（DOBOT）</span></strong></span></h1><p><span style="font-size: large;"><span style="font-family: verdana, geneva;">K-12教育用の小型のDOBOT Magician</span></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20191016_4b5543.jpg" alt="" width="713" height="349" /></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">Magician Liteは、小学生から高校までのいわゆるK-12用の教育プラットフォームとして</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">リリースされたDOBOT製品です。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">アーム本体の操作は非常に簡単で、プログラム知識がなくても使えるハンドティーチング、</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">小学生の</span><span style="font-family: verdana, geneva; font-size: medium;">STEM教育でも</span><span style="font-family: verdana, geneva; font-size: medium;">使われるScratchのビジュアル言語でのプログラミング、更に</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">Pythonなどの一般のプログラミング言語まで、幅広く</span><span style="font-family: verdana, geneva; font-size: medium;">STEM教育プラットフォームツール</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">として</span><span style="font-family: verdana, geneva; font-size: medium;">利用できる超小型のロボットアームです。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>　　<img src="https://www.physical-computing.jp/data/pclab/image/20191017_e20a14.jpg" alt="" width="464" height="272" /></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">DOBOT Magicianより一回り小型のアーム本体は、超軽量のたった2.4kgなので子供でも取り回しが簡単です。</span><span style="font-family: verdana, geneva; font-size: medium;">また、</span><span style="font-family: verdana, geneva; font-size: medium;">挟み込み防止を</span><span style="font-family: verdana, geneva; font-size: medium;">考慮してデザインされた</span><span style="font-family: verdana, geneva; font-size: medium;">プラスチック製の筐体でカバーされているので、お子様が</span><span style="font-family: verdana, geneva; font-size: medium;">利用しても安全にお使いいただくことができます。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">ロボットアームの</span><span style="font-family: verdana, geneva; font-size: medium;">ペイロード（可搬重量）は250gですが、繰返し精度は、DOBOT Magicianと</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">同様の</span><span style="font-family: verdana, geneva; font-size: medium;">0.2mmの繰り返し精度を実現しています。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&lt;基本性能&gt;</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">❑　可搬重量　：250g</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">❑　繰返し精度：0.2mm</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">❑　リーチ　　：340mm</span><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">❑　本体重量　：2.4kg</span></p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;"><img style="font-family: verdana, geneva; font-size: medium;" src="https://www.physical-computing.jp/data/pclab/image/20191016_37943d.png" alt="" /><span style="font-family: verdana, geneva; font-size: medium;">　　　　　　　　</span><img style="font-family: verdana, geneva; font-size: medium;" src="https://www.physical-computing.jp/data/pclab/image/20191016_52d8fa.png" alt="" /><span style="font-family: verdana, geneva; font-size: medium;">　　　　　　　　</span><img style="font-family: verdana, geneva; font-size: medium;" src="https://www.physical-computing.jp/data/pclab/image/20191016_d1381b.png" alt="" /></p><div class="container"><div class="pt-30 pb-30"><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p></div></div><div class="position-relative overview-cr6-5-1"><div class="container"><div class="row"><div class="col-md-4 col-xs-6 text-center mb-10"><span style="font-family: verdana, geneva; font-size: medium;">　最大リーチ<span class="mt-1">&nbsp;340mm　</span>　　最大可搬重量<span class="mt-1">&nbsp;0.25KG　　　　　</span>繰返し精度<span class="mt-1">&nbsp;0.2mm</span></span></div></div></div></div><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">また、基本セットには、エアポンプで吸引するサクションカップ、エアポンプで駆動するソフトグリッパー、</span><span style="font-family: verdana, geneva; font-size: medium;">そしてペンホルダーの3種類のエンドエフェクターが含まれていますので、様々なターゲットワーク（対象物）を</span><span style="font-family: verdana, geneva; font-size: medium;">ピックアップし、運搬する実験が簡単に行うことができます。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;　　</span><img style="font-family: verdana, geneva; font-size: medium;" src="https://www.physical-computing.jp/data/pclab/image/20191017_5fec9d.jpg" alt="" width="519" height="292" /></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">　　<img src="https://www.physical-computing.jp/data/pclab/product/20191016_e43035.jpg" alt="" width="528" height="236" /></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">更に、基本セットでは、アーム先端に取付けれるビジョンヘッドカメラが標準で</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">含まれていますので</span><span style="font-family: verdana, geneva; font-size: medium;">ロボットビジョンを使ったアプリケーションをMagician Liteで</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">実現することができます。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">また、Magician Liteに付属されるMagic Boxと呼ばれるコントローラは、</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">Bluetooth接続できる他、豊富なI/Oインターフェースを持っていますので、</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">様々な機器と接続する拡張性を確保しています。&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　　　　<img src="https://www.physical-computing.jp/data/pclab/image/20191017_dfb0b2.png" alt="" width="471" height="422" /></span></p><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: medium;">＜主な内容物＞</span></strong></p><p>&nbsp;</p><div class="container"><div class="pt-30 pb-30"><p><span style="font-family: verdana, geneva; font-size: medium;">　❏　Magician Lite アーム本体</span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><span>　　　※Magician Liteのアーム本体にエアポンプが内蔵されています。</span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　❏　Magic Box（コントローラ）</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　❑&nbsp; &nbsp;Power Box（電源ユニット）</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　❏　エンドエフェクター</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　　　　１）サクションカップ</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　　　　２）ソフトグリッパー</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　　　　３）ペンホルダ（ペン付）</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　❏　ビジョンヘッドカメラ</span></p><p>&nbsp;</p><iframe src="https://www.youtube.com/embed/o7oMpcRf-I0" frameborder="0" width="560" height="315"></iframe><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">その他DOBOT Magician Liteに関する情報は「Magician Liteとは」でも、ご紹介しています。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　<strong>　<a title="DOBOT Magician Liteとは" href="https://www.physical-computing.jp/page/102">「Magician Liteとは」はこちら</a></strong></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp; その他商品の詳細については、弊社担当者までお問合せください。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">＜お問合せ先＞</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　　TechShare株式会社</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　　Physical Computing事業部　DOBOTチーム</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　　　Email：dobot@techshare.co.jp</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　　　TEL　：03-5683-7293</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210210_42f3a5.jpg" alt="" /></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">開催報告は<a href="https://techshare.co.jp/dobot-conference-report/">こちら</a></span></p></div></div></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>143000</dc:format>
                    <dc:date>2026-02-09T16:21:43+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1274">
                    <title>Dobot Magician - スライダーレールキット</title>
                    <link>https://www.physical-computing.jp/product/1274</link>
                    <description>&amp;nbsp;Sliding Rail Kit&amp;nbsp;&amp;nbsp;スライディングレールキットは、DOBOT Magicianを乗せてレール上を移動できるキットです。&amp;nbsp;&amp;nbsp;稼働範囲が…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1274" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20170708_671d20.jpg" width="250" border="0" alt="Dobot Magician - スライダーレールキット" hspace="5" align="left"/></a><h1>&nbsp;</h1><h1><span style="font-family: verdana, geneva; font-size: large;">Sliding Rail Kit</span></h1><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">スライディングレールキットは、DOBOT Magicianを乗せてレール上を移動できるキットです。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;稼働範囲が大きく取れますので、様々な拡張作業に挑戦することができます。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><h2><span style="font-family: verdana, geneva; font-size: medium;"><strong><span><span style="font-size: large;">■</span>&nbsp;</span></strong><span style="font-size: large;">利用イメージ</span></span></h2><p>&nbsp;</p><p>&nbsp;</p><p><iframe src="https://www.youtube.com/embed/PMmnnH9LL3c?ecver=1" frameborder="0" width="605" height="340"></iframe></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: large;">■ 利用例</span></strong></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><iframe src="https://www.youtube.com/embed/hzyQp5xYfKY?rel=0" frameborder="0" width="560" height="315"></iframe> &nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: large;">■ スペック</span></strong></p><p>&nbsp;</p><table style="height: 207px; padding-left: 30px; width: 566px;"><tbody style="padding-left: 30px;"><tr style="padding-left: 30px;"><th style="text-align: left; padding-left: 30px;">可搬重量</th><td style="padding-left: 30px;" data-th="Payload">5 kg</td></tr><tr style="padding-left: 30px;"><th style="text-align: left; padding-left: 30px;">有効可搬距離</th><td style="padding-left: 30px;" data-th="Effective Travel Distance">1000 mm</td></tr><tr style="padding-left: 30px;"><th style="text-align: left; padding-left: 30px;">最高速度</th><td style="padding-left: 30px;" data-th="Maximum Speed">150 mm/s</td></tr><tr style="padding-left: 30px;"><th style="text-align: left; padding-left: 30px;">最高加速度</th><td style="padding-left: 30px;" data-th="Maximum Acceleration">150 mm/s&sup2;</td></tr><tr style="padding-left: 30px;"><th style="text-align: left; padding-left: 30px;">繰返し位置決め精度</th><td style="padding-left: 30px;" data-th="Repeat positioning accuracy">0.01mm</td></tr><tr style="padding-left: 30px;"><th style="text-align: left; padding-left: 30px;">絶対位置精度</th><td style="padding-left: 30px;" data-th="Absolute positioning accuracy">0.25mm</td></tr><tr style="padding-left: 30px;"><th style="text-align: left; padding-left: 30px;">重量</th><td style="padding-left: 30px;" data-th="Weight">4.7KG</td></tr><tr style="padding-left: 30px;"><th style="text-align: left; padding-left: 30px;">重量（梱包）</th><td style="padding-left: 30px;" data-th="Weight">7.23KG</td></tr><tr style="padding-left: 30px;"><th style="text-align: left; padding-left: 30px;">サイズ</th><td style="padding-left: 30px;" data-th="Dimension(Lenth &times; Width &times; Height)">L：132mm &times; W:120mm &times; H:55mm</td></tr></tbody></table><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;">&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>198000</dc:format>
                    <dc:date>2026-02-06T15:16:35+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2222">
                    <title>DRV8835</title>
                    <link>https://www.physical-computing.jp/product/2222</link>
                    <description>【第2版】ArduinoとMATLABで制御系設計をはじめよう！実験キット　書籍P.96記載パーツ</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2222" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20260116_ea1a60.jpg" width="250" border="0" alt="DRV8835" hspace="5" align="left"/></a><p>【第2版】ArduinoとMATLABで制御系設計をはじめよう！実験キット　書籍P.96記載パーツ</p></p>]]></content:encoded>
                    <dc:subject>Pololu</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>437</dc:format>
                    <dc:date>2026-02-05T13:55:53+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2204">
                    <title>Tinker System 2/2G/16G</title>
                    <link>https://www.physical-computing.jp/product/2204</link>
                    <description>&amp;nbsp;※人気商品につき在庫と納期ご確認ください&amp;nbsp;Tinker System 2本商品は、Tinker Board ２S(2GB)とTinker 2 Fanless Caseが一体化した…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2204" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20230922_254463.JPG" width="250" border="0" alt="Tinker System 2/2G/16G" hspace="5" align="left"/></a><p><span style="font-size: large; color: #ff6600;">&nbsp;※人気商品につき在庫と納期ご確認ください</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: xx-large;">Tinker System 2<br /><br /><strong><span style="font-size: large;">本商品は、Tinker Board ２S(2GB)とTinker 2 Fanless Caseが一体化した新商品です。</span></strong></span></p><p><span style="font-family: verdana, geneva; font-size: xx-large;"><span style="font-size: large;">低消費電力で手のひらサイズのTinker System 2は、想像以上の高性能な処理能力を備えており、スマートリテールでは対話型タッチスクリーンや顔認識システムの制御など、自動生産ラインでは物体検出や欠陥検出の管理などに対応します。</span></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: xx-large;"><span style="font-size: large;"><img src="https://www.physical-computing.jp/data/pclab/product/20230731_d760ca.jpg" alt="" width="817" height="342" /></span></span></p><p>&nbsp;</p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20230731_d3497a.jpg" alt="" width="772" height="349" /></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: x-large;">❏<span style="color: #0000ff;">豊富な接続機能による優れた拡張性</span></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;">HDMI-CEC、DisplayPort over USB-C、DSIなど、世界標準のディスプレイインターフェイスを備えた幅広い接続性を提供することで、より豊富な接続端子で多様なIoT用途に対応します。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;"><img src="https://www.physical-computing.jp/data/pclab/product/20230731_ebbff0.jpg" alt="" width="853" height="530" /></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: x-large; font-family: verdana, geneva; background-color: #ffffff;">❏<span style="color: #0000ff;">商業用途に対応した耐障害性と信頼性</span></span></p><p>&nbsp;</p><p><span style="font-size: large; font-family: verdana, geneva; background-color: #ffffff;">Tinker System 2では頑丈なアルミ製ケースを採用し、安永下熱性能を確保できるよう工夫して設計されています。</span></p><p><span style="font-size: large; font-family: verdana, geneva; background-color: #ffffff;">ファンレス設計に加え、I/Oポートにはあらかじめダストカバーが装着されており、そのまますぐ業務に使えるようになっています。</span></p><p><span style="font-size: large; font-family: verdana, geneva; background-color: #ffffff;">WiFiモジュールをシステムとして事前にテストすることで、業界標準のEMC/RF認証を提供し、テスト時間の短縮を実現し、迅速に設置することができます。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>❏<span style="color: #0000ff; font-family: verdana, geneva; font-size: x-large;">セキュアで安全、幅広いOSに対応</span></p><p>&nbsp;</p><p><span style="color: #000000; font-family: verdana, geneva; font-size: large;">Linuxベースの幅広い組込OSと互換性があり、スマートオートメーション、スマート輸送、スマートリテール等の特定の用途向けに、</span></p><p><span style="color: #000000; font-family: verdana, geneva; font-size: large;">信頼性の高いプラットフォームを効率的に構築できるよう支援します。<span>また、Debian 10とAndroid 11にも対応しており、<span>最高のセキュリティとプライバシー保護機能を提供します。</span></span></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="color: #000000; font-family: verdana, geneva; font-size: large;">❏</span><span style="font-family: verdana, geneva; font-size: large; color: #0000ff;"><span style="font-size: x-large;">エッジからクラウドまでをサポートするソフトウェア</span></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large; color: #000000;">・AICC（ASUS IoT Cloud Console）は、さまざまなOSを実行するIoTデバイスが収集したビッグデータを管理・分析するための統合プラットフォームです。</span></p><p><span style="color: #000000; font-family: verdana, geneva; font-size: large;">・<span>FOTA（Firmware over-the-air/ファームウェアの無線配信・更新）に対応しており、最新のAndroidファームウェア、OS、ドライバーをリモートで更新することができます。</span></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;">❏仕様</span></p><p><span style="font-family: verdana, geneva; font-size: large;"><img src="data:image/png;base64,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" alt="" width="736" height="568" /></span></p><p>&nbsp;<img src="data:image/png;base64,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" alt="" width="744" height="599" /></p><p>&nbsp;<img src="data:image/png;base64,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" alt="" width="742" height="314" /></p></p>]]></content:encoded>
                    <dc:subject>ASUS</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>36800</dc:format>
                    <dc:date>2026-02-03T15:23:32+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1691">
                    <title>Pololu Balboa 32U4 スタータキット</title>
                    <link>https://www.physical-computing.jp/product/1691</link>
                    <description>&amp;nbsp;&amp;nbsp;こちらの商品は、Balboa 32U4&amp;nbsp;倒立振子ロボットを始めるための便利なスタータキットです。&amp;nbsp;&amp;nbsp;&amp;nbsp;内容物Pololu Balboa …</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1691" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20191002_97f603.jpg" width="250" border="0" alt="Pololu Balboa 32U4 スタータキット" hspace="5" align="left"/></a><p style="text-align: left;" align="center">&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">こちらの商品は、Balboa 32U4&nbsp;倒立振子ロボットを</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">始めるための</span><span style="font-family: verdana, geneva; font-size: medium;">便利なスタータキットです。</span></p><p style="text-align: left;">&nbsp;</p><p style="text-align: left;" align="center">&nbsp;</p><p style="text-align: left;"><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span><strong style="font-family: verdana, geneva; font-size: medium;">内容物</strong></p><ul style="text-align: left;"><li><span style="font-size: medium; font-family: verdana, geneva;"><a href="https://www.physical-computing.jp/product/1678">Pololu Balboa 32U4&nbsp;倒立振子ロボットキット</a>&nbsp;1個</span></li><li><span style="font-size: medium; font-family: verdana, geneva;"><a href="https://www.physical-computing.jp/product/1690">Pololu ホイール 80&times;10mm&nbsp; 2個</a>&nbsp;(色は選べません)<br /></span></li><li><span style="font-size: medium; font-family: verdana, geneva;"><a href="https://www.physical-computing.jp/product/1693">Pololu&nbsp;Extended Shaft付きマイクロメタルギアモーター（50:1）</a>&nbsp;2台</span></li></ul><p style="text-align: left;" align="center">&nbsp;</p><p style="text-align: left;" align="center"><span style="font-family: verdana, geneva; font-size: medium;"><strong>仕様</strong></span></p><ul style="text-align: left;"><li><span style="font-family: verdana, geneva; font-size: medium;">AVRマイコン ATmega32U4</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">Hブリッジモータードライバ（2個）</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">閉回路のモーター制御用の直交エンコーダ</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">IMU（3軸加速度計、ジャイロ、および磁力計）</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">多用途の電源スイッチングと分配回路</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">最大2Aを供給可能な5Vのスイッチイング降圧レギュレータ</span></li><li><span style="font-family: verdana, geneva; font-size: medium;"><span style="font-family: verdana, geneva; font-size: medium;">3つのオンボードプッシュスイッチ<br /></span></span><p align="center">&nbsp;</p><p align="center">&nbsp;</p></li></ul><p style="text-align: left;" align="center"><span style="font-family: verdana, geneva; font-size: medium;"><strong>本キットの注意点</strong></span></p><ul style="text-align: left;"><li><span style="font-family: verdana, geneva; font-size: medium;">組み立て（はんだ付けを含む）が必要です。</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">単3電池 6本は付属していません。</span></li></ul><p align="center">&nbsp;</p><p align="center">&nbsp;</p><p align="center"><span style="font-size: medium;">&nbsp;</span></p><p style="text-align: left;"><span style="font-family: verdana, geneva; font-size: x-large;"><strong><strong>Balboa 32U4&nbsp;倒立振子ロボットの</strong></strong><strong><strong>特徴は</strong></strong></span></p><p align="center">&nbsp;&nbsp;</p><p align="center">&nbsp;</p><p style="text-align: left;"><span style="font-family: verdana, geneva; font-size: medium;">Pololu Balboa 32U4&nbsp;倒立振子ロボットは、プログラミングを自由に行うことができます。</span></p><p style="text-align: left;">&nbsp;</p><p style="text-align: left;" align="center"><span style="font-family: verdana, geneva; font-size: medium;">本製品には、Arduinoと互換性のあるATmega32U4 MCUやモータードライバ、</span></p><p style="text-align: left;" align="center"><span style="font-family: verdana, geneva; font-size: medium;">直交エンコーダ、IMU（3軸加速度計、ジャイロ、および磁力計）が搭載されています。</span></p><p style="text-align: left;"><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p style="text-align: left;" align="center"><span style="font-family: verdana, geneva; font-size: medium;">また、その他必要な基板や部品一式がキットに含まれます。</span></p><p style="text-align: left;"><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p style="text-align: left;" align="center"><span style="font-family: verdana, geneva; font-size: medium;">本製品はRaspberry Piとのインターフェイスも実現することが可能となっています。</span></p><p style="text-align: left;"><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p style="text-align: left;" align="center"><span style="font-family: verdana, geneva; font-size: medium;">また、多用途の電源スイッチングと分配回路とともに最大2Aを供給可能な5Vの&nbsp;</span></p><p style="text-align: left;" align="center"><span style="font-family: verdana, geneva; font-size: medium;">スイッチイング降圧レギュレータ付きです。</span></p><p style="text-align: left;" align="center">&nbsp;</p><p style="text-align: left;" align="center">&nbsp;</p><p style="text-align: left;" align="center">&nbsp;</p><div class="center"><div class="video video_16_9"><div style="text-align: center;"><iframe id="ytplayer" src="https://www.youtube.com/embed/sRtsc3EXL8A?fs-1&amp;rel=0&amp;wmode=transparent" frameborder="0" width="501" height="375"></iframe></div></div></div><p class="note_warning" style="text-align: center;">&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Pololu</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>19800</dc:format>
                    <dc:date>2026-02-03T11:54:40+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1147">
                    <title>Dobot Magician - ベーシックキット</title>
                    <link>https://www.physical-computing.jp/product/1147</link>
                    <description>&amp;nbsp;Dobot Magician Basic　Version2&amp;nbsp;　&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Dobot Magicianは、500gのペイロードと0.2mmの繰…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1147" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20190724_35d410.jpg" width="250" border="0" alt="Dobot Magician - ベーシックキット" hspace="5" align="left"/></a><p>&nbsp;<span style="font-size: x-large;"><strong><span style="font-family: verdana, geneva;">Dobot Magician Basic　Version2</span></strong></span></p><p>&nbsp;</p><p><span style="color: #ff0000; font-family: verdana, geneva; font-size: large;"><strong>　</strong></span>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20180606_10772b.jpg" alt="" width="482" height="447" />&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">Dobot Magicianは、500gのペイロードと0.2mmの繰返し精度を持つ汎用４軸ロボットアームです。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">DOBOT Magicainの特徴は、アーム先端に付ける複数のエフェクターとエフェクターを動かすための</span><span style="font-family: verdana, geneva; font-size: medium;">エアポンプのセット商品となっており、購入後直ぐに様々な用途でロボットアームを利用することが</span><span style="font-family: verdana, geneva; font-size: medium;">できます。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">DOBOT Magicianは、元々教育用ロボットアームとして設計された商品ですが、教育用ロボットアームとしては、高い耐久性とその精度から、教育分野に留まらず、産業分野でも</span><span style="font-family: verdana, geneva; font-size: medium;">利用されている汎用の小型ロボットアームです。</span></p><p>&nbsp;</p><p>&nbsp;<span style="font-family: verdana, geneva; font-size: medium;">＜商品概要＞</span></p><h2><span style="font-family: verdana, geneva; font-size: medium;">❑ 本体・ソフトウエア</span></h2><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">１）Dobot本体</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">２）Dobot Studioソフトウエア（ウェブサイトからのダウンロード）</span></p><h2>&nbsp;</h2><h2><span style="font-family: verdana, geneva; font-size: medium;">❑ 付属アタッチメント他</span></h2><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">１）グリッパー（空気圧可動式）</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">２）サクションカップアタッチメント(エア吸引）</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;"><span>３）</span>エアポンプキット</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;"><span>４）</span>ペンアタッチメント</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;"><span>５）</span>3Dプリンタアタッチメント</span></p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;">&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: medium;">&lt;主な特徴＞</span></strong></p><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: medium;">１）様々な用途に利用できる基本性能と高い耐久性</span></strong></p><p><span style="font-family: verdana, geneva; font-size: medium;">DOBOT Magicianは、500gのペイロード、0.2mmの繰り返し精度があり、教育用にデザインされたロボットアームとしては、非常に高い耐久性があるため、工場内での軽作業などの産業分野でも多く利用されているロボットアームです。</span></p><p>&nbsp;</p><p style="padding-left: 60px;"><strong><span style="font-family: verdana, geneva; font-size: medium;">＜基本性能＞</span></strong></p><p style="padding-left: 60px;"><strong><span style="font-family: verdana, geneva; font-size: medium;">ペイロード　：500g</span></strong></p><p style="padding-left: 60px;"><strong><span style="font-family: verdana, geneva; font-size: medium;">繰り返し精度：0.2mm</span></strong></p><p style="padding-left: 60px;"><strong><span style="font-family: verdana, geneva; font-size: medium;">リーチ　　　：32cm</span></strong></p><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: medium;">２）アーム先端のエフェクタ―が変更できるので、様々な用途で利用可能。</span></strong></p><p><span style="font-family: verdana, geneva; font-size: medium;">アーム先端に電源やセンサーなどが取りつかれれる<span>データIOポートや電源ポート</span>が搭載されており、</span><span style="font-family: verdana, geneva; font-size: medium;">セットに同梱されているグリッパーやサクションカップなどだけでなく、ユーザが独自開発したエフェクターやセンサーなどを</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">アーム先端に取り付けて作業することもできます。エフェクターをユーザが自由に交換することで、様々な用途で利用することができます。</span></p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20181115_5079d7.jpg" alt="" width="377" height="270" /></span></p><p style="padding-left: 30px;">&nbsp;</p><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: medium;">３）ハンドティーチング、ビジュアルプログラミング、Pythonなどが利用でき、操作が簡単。</span></strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">DOBOTの操作は、専用</span><span style="font-family: verdana, geneva; font-size: medium;">ソフトウエア</span><span style="font-family: verdana, geneva; font-size: medium;">Dobot Studioが付属されていますので非常に簡単です。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">WindowsのPCからDobot Studioを利用して、ハンドティーチングや</span><span style="font-family: verdana, geneva; font-size: medium;">ビジュアルプログラミングで</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">簡単に利用することもできます。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">また、</span><span style="font-family: verdana, geneva; font-size: medium;">PythonやCなどの一般のプログラミング言語でも、</span><span style="font-family: verdana, geneva; font-size: medium;">操作できますので、</span><span style="font-family: verdana, geneva; font-size: medium;">子供のSTEM教育から、大学・高専などの</span><span style="font-family: verdana, geneva; font-size: medium;">高等教育、更には企業の実務まで、幅広いユーザ層に利用いただくことができます。</span></p><p>&nbsp;</p><table style="width: 900px; height: 235px;" border="0" cellspacing="1" cellpadding="1"><tbody><tr><td><img src="https://www.physical-computing.jp/data/pclab/product/20161221_ec40ea.jpg" alt="" width="435" height="222" /></td><td><img src="https://www.physical-computing.jp/data/pclab/product/20161221_950d0c.jpg" alt="" width="421" height="219" /></td></tr></tbody></table><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: medium;">４）</span><span style="font-family: verdana, geneva; font-size: medium;">Raspberry Pi、Tinker Board、Jetson Nano、Arduino、PLCなど様々なハードウエアでコントロール可能</span></strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">DOBOT Magicianの</span><span style="font-family: verdana, geneva; font-size: medium;">本体に</span><span style="font-family: verdana, geneva; font-size: medium;">には、データIOポートや電源ポートがあり、たとえば、Raspberry Pi、Tinker Board, Jetson Nano, Arduino,PLC</span><span style="font-family: verdana, geneva; font-size: medium;">などWidows PC以外でも、様々なハードウエアを</span><span style="font-family: verdana, geneva; font-size: medium;">コントローラーとして利用することができます。大学や高専での実験、工場などの現場での利用など様々な環境や用途での利用することが可能です。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20181115_16a7af.jpg" alt="" width="395" height="276" /></span></p><p>&nbsp;</p><h2><span style="font-family: verdana, geneva; font-size: medium;">□ 主な入出力ポート 　</span></h2><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">・I/O ボートｘ13 　</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">・12V 電源出力ｘ4 　</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">・通信Interfaceｘ１ 　</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">・Stepperｘ２</span></p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">＜接続ハードウエアの例＞</span></p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;"><img src="https://www.physical-computing.jp/data/pclab/product/20200128_754d47.jpg" alt="" width="321" height="181" />&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20200128_a7f8c8.jpg" alt="" width="284" height="254" /></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">　　　　Compact FA Controller Base　　　　　　　　Micro Cotrol Box</span></p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;">　　　　　　　　<img src="https://www.physical-computing.jp/data/pclab/product/20200128_63d46f.jpg" alt="" width="158" height="158" />　　　　　<img src="https://www.physical-computing.jp/data/pclab/product/20161221_f1f6b7.jpg" alt="" width="250" height="162" /></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;　　　　　　Industry Shield（PCL）　　　　　　　Arduino/Raspberry Pi</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>5）OpenCVなどのオープンソースを利用した安価なロボットビジョンの導入も可能</strong></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">DOBOT Magicianの多くのユーザは、Raspberry Pi、Tinker Board、Jetson Nanoなどの安価なハードウエアとカメラ、オープンソースのソフトウエアを活用してロボットビジョンと合わせて利用しています。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">TechShareで開発したDoVision１や3Dセンサーを使ったDoVision３も、これらのハードウエアを活用したシステムの一例です。</span></p><p><img src="https://www.physical-computing.jp/data/pclab/product/20200128_203e5f.jpg" alt="" width="202" height="187" />　<img src="https://www.physical-computing.jp/data/pclab/product/20200128_a24157.jpg" alt="" width="330" height="184" /></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p align="left"><strong><span style="font-family: verdana, geneva; font-size: medium;">＜Version２での改良点＞</span></strong></p><p align="left">&nbsp;</p><p align="left"><span style="font-family: verdana, geneva; font-size: medium;">DOBOT MagicianV2(新バージョン)では、基本的なデザインはV1（旧バージョン）から概ね維持されているため、基本的な利用方法の変更等はありませんが、主に下記の３点が改良されています。</span><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p style="padding-left: 60px;" align="left"><span style="font-family: verdana, geneva; font-size: medium;">1） 前腕アームとバックアームの接続機構の改良（ベアリングの追加）</span></p><p style="padding-left: 60px;">&nbsp;<span style="font-family: verdana, geneva; font-size: medium;">2） インターフェースポートのカラー変更</span></p><p style="padding-left: 120px;">&nbsp;<span style="font-family: verdana, geneva; font-size: medium;">2-1）本体インターフェースポートのカラー変更</span></p><p style="padding-left: 120px;">&nbsp;<span style="font-family: verdana, geneva; font-size: medium;">2-2）アームインターフェースポートのカラー変更</span></p><p style="padding-left: 60px;">&nbsp;<span style="font-family: verdana, geneva; font-size: medium;">3） 日本語マニュアル等の大幅リニューアル</span></p><p>&nbsp;</p><p>&nbsp;&nbsp;<span style="font-family: verdana, geneva; font-size: medium;">機構面での改良では、前腕アームとバックアームの接続部分のコネクティングロッドに、ベアリングが追加され、レーザー彫刻、ドローイング、連続動作などで、アーム移動の軌道の正確性が大きく改善しています。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">本商品は、通常、在庫を保有しており、即納が可能ですが、ご注文のタイミングにより</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">納期がかかる場合があります。お急ぎの方は弊社までお問合せください。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;"><strong>DOBOT Magician関連ページ</strong></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>商品情報</strong></span></p><p>&nbsp;</p><p><strong><a href="https://www.physical-computing.jp/page/14" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_410ba9.jpg" alt="" width="210" /></a></strong></p><p><strong><a href="https://www.physical-computing.jp/product/1355" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_e47f12.jpg" alt="" width="210" /></a></strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>Jump Start Support</strong></span></p><p>&nbsp;</p><p><strong><a href="https://www.physical-computing.jp/page/32" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20181112_13cea1.jpg" alt="" width="210" /></a></strong></p><p><strong><a href="https://www.physical-computing.jp/page/58" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_f67425.jpg" alt="" width="210" /></a></strong></p><p><strong><a href="https://www.physical-computing.jp/product/1474" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_c02469.jpg" alt="" width="210" /></a></strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>技術サポート情報</strong></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>　　<a href="https://physical-computing-lab.net/wp-content/uploads/3a7b3fccd6aa4f2c2661a1bef4e4e308.pdf">❑ DOBOT Magician日本語マニュアル</a></strong></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>　　<a href="https://www.dobot.cc/downloadcenter.html">❑ DOBOT Studio ダウンロード</a></strong></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>&nbsp; &nbsp; &nbsp; ❑ <a href="https://physical-computing-lab.net/dobot/dobot-magician%E3%80%80%E3%82%B5%E3%83%B3%E3%83%97%E3%83%AB%E3%83%97%E3%83%AD%E3%82%B0%E3%83%A9%E3%83%A0%E9%9B%86.htm">デモプログラム集</a></strong></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>　　❑ <a href="https://physical-computing-lab.net/tag/dobot">FAQ</a></strong></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>　　❑ <a href="https://physical-computing-lab.net/dobot/dobot_jp_forum.html">DOBOT Forum</a></strong></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>　　❑ テク二カルサポート</strong></span></p><p>&nbsp;</p><p><strong><a href="https://physical-computing-lab.net/wp-content/uploads/3a7b3fccd6aa4f2c2661a1bef4e4e308.pdf"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_66e50b.jpg" alt="" width="210" /></a>　</strong><strong><a href="https://physical-computing-lab.net/dobot/dobot-magician%E3%80%80%E3%82%B5%E3%83%B3%E3%83%97%E3%83%AB%E3%83%97%E3%83%AD%E3%82%B0%E3%83%A9%E3%83%A0%E9%9B%86.html" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_3bdf7d.jpg" alt="" width="210" /></a>　</strong><strong><a href="https://physical-computing-lab.net/tag/dobot" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_ea72b5.jpg" alt="" width="210" /></a></strong></p><p><strong><a href="https://physical-computing-lab.net/dobot/dobot_jp_forum.html" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_304f6d.jpg" alt="" width="210" /></a>　　<a href="https://physical-computing-lab.net/dobot%E8%A3%BD%E5%93%81%E3%80%80%E3%81%8A%E5%95%8F%E5%90%88%E3%81%9B%E3%83%95%E3%82%A9%E3%83%BC%E3%83%A0"><img src="https://www.physical-computing.jp/data/pclab/image/20180904_2eb835.jpg" alt="" width="210" /></a></strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>DOBOTイベント情報</strong></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>＜展示会情報＞</strong></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>　</strong></span><strong style="font-family: verdana, geneva; font-size: medium;">　❑ IREX2019（東京ビッグサイト：2019/12/</strong></p><p><strong style="font-family: verdana, geneva; font-size: medium;">　　❑ SI2019(高松）</strong></p><p><strong style="font-family: verdana, geneva; font-size: medium;">　　</strong><strong style="font-family: verdana, geneva; font-size: medium;">❑ ROBODEX2020（東京ビッグサイト：2020/2/12〜2/14)</strong></p><p><strong style="font-family: verdana, geneva; font-size: medium;">　　❑ ROBOMECH2020（金沢）</strong></p><p><strong style="font-family: verdana, geneva; font-size: medium;">　　❑&nbsp;</strong></p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>　</strong></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>＜過去のConferenece＞</strong></span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;"><strong>❑ DOBOT Confnerence 2019（開催報告準備中）</strong></span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;"><strong>❑ DOBOT Education Conference 2019（開催報告準備中）</strong></span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;"><strong>❑ DOBOT Conference 2018（講演video掲載）</strong></span></p><p style="padding-left: 30px;">&nbsp;</p><p>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20210210_14e2e0.jpg" alt="" /></p><p><span style="font-family: verdana, geneva; font-size: medium;">開催報告は<a href="https://techshare.co.jp/dobot-conference-report/">こちら</a></span></p><p>&nbsp;</p><p><span style="text-decoration: underline;"><span style="font-family: verdana, geneva; font-size: medium;"><strong>&nbsp;<a href="https://www.dobot.cc/downloadcenter.html" target="_blank">【Dobot Studio ダウンロードページ】</a></strong></span></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">その他詳細な資料をご希望の場合には、お気軽に弊社</span><span style="font-family: verdana, geneva; font-size: medium;">までお問合せください。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>---------------------------------------------</p><pre><span style="font-family: verdana, geneva; font-size: medium;">TechShare株式会社 </span></pre><pre><span style="font-family: verdana, geneva; font-size: medium;">Physical Computing事業部 </span></pre><pre><span style="font-family: verdana, geneva; font-size: medium;">Email:store@techshare.co.jp </span></pre><pre><span style="font-family: verdana, geneva; font-size: medium;">TEL:03-5683-7293</span></pre></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>188000</dc:format>
                    <dc:date>2026-01-20T19:44:43+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2223">
                    <title>DRV8833 Dual Motor Driver Carrier</title>
                    <link>https://www.physical-computing.jp/product/2223</link>
                    <description>Texas InstrumentsのDRV8833は、2.7 V〜10.8 Vで2つのブラシ付きDCモーターの双方向制御に使用できるデュアルHブリッジモータードライバーICです。チャネルあたり最大約1…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2223" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20200928_c3a5fd.jpg" width="250" border="0" alt="DRV8833 Dual Motor Driver Carrier" hspace="5" align="left"/></a><p><span style="font-size: medium;">Texas InstrumentsのDRV8833は、2.7 V〜10.8 Vで2つのブラシ付きDCモーターの双方向制御に使用できるデュアルHブリッジモータードライバーICです。チャネルあたり最大約1.2Aを連続的に供給でき、最大電流に耐えることができます。チャンネルあたり2Aで数秒間、比較的低電圧で動作する小型モーターに最適なドライバーです。このボードはDRV8833のキャリアであるため、<a href="https://www.ti.com/lit/ds/symlink/drv8833.pdf" target="_blank">DRV8833のデータシートを</a>よくお読みください。ボードには、DRV8833などのSMDコンポーネントが搭載されて出荷され、逆バッテリ保護用のFETが追加されています。</span></p><p><span style="font-size: medium;">このボードは、動作電圧範囲と連続電流定格が<a href="https://www.pololu.com/product/2135">DRV8835デュアルモータードライバーキャリア</a>と非常に似ていますが、DRV8835の最小動作電圧は低く、追加の制御インターフェイスモードを提供し、各次元で0.1インチ小さくなっています。また、Arduinoで使いやすい<a href="https://www.pololu.com/product/2511">DRV8835デュアルモータードライバーシールド</a>も搭載しています。DRV8833は、より高いピーク電流定格（チャネルあたり2A対1.5A）、オプションの内蔵電流制限を備えており、外部から供給されるロジック電圧は必要ありません。</span></p><p><span style="font-size: medium;">&nbsp;</span></p><h3><span style="font-size: medium;">特徴</span></h3><ul><li><span style="font-size: medium;">デュアルHブリッジモータードライバー：2つのDCモーターまたは1つのバイポーラステッピングモーターを駆動できます</span></li><li><span style="font-size: medium;">動作電圧：2.7&zwnj;&zwnj;V〜10.8 V</span></li><li><span style="font-size: medium;">出力電流：モーターあたり1.2 A連続（2 Aピーク）</span></li><li><span style="font-size: medium;">モーター出力を並列化して、単一のモーターに2.4 Aの連続（4 Aピーク）を供給可能</span></li><li><span style="font-size: medium;">入力は3Vおよび5V互換</span></li><li><span style="font-size: medium;">低電圧ロックアウトと過電流および過熱に対する保護</span></li><li><span style="font-size: medium;">逆電圧保護回路</span></li><li><span style="font-size: medium;">センス抵抗<span>（本製品には含まれていません）</span>を追加することで電流制限を有効にできます</span></li></ul><h2>&nbsp;</h2><h2><span style="font-size: medium;">モータードライバー使用時</span></h2><p><span style="font-size: medium;">&nbsp;</span></p><table class="picture_with_caption center wide"><tbody><tr><td><span style="font-size: medium;"><img class="wide" src="https://a.pololu-files.com/picture/0J3867.600.png?e95f72106f0a07ceaea36a6337a52201" alt="" data-gallery-pictures="[{&quot;id&quot;:&quot;0J3867&quot;,&quot;caption&quot;:&quot;\u003cp\u003eMinimal wiring diagram for connecting a microcontroller to a DRV8833 dual motor driver carrier.\u003c/p\u003e&quot;,&quot;url_tiny&quot;:&quot;https://a.pololu-files.com/picture/0J3867.98x98.jpg?e95f72106f0a07ceaea36a6337a52201&quot;,&quot;url_medium&quot;:&quot;https://a.pololu-files.com/picture/0J3867.600x480.jpg?e95f72106f0a07ceaea36a6337a52201&quot;,&quot;url_full&quot;:&quot;https://a.pololu-files.com/picture/0J3867.1200.png?e95f72106f0a07ceaea36a6337a52201&quot;,&quot;longest_side&quot;:600}]" data-picture-id="0J3867" data-picture-longest_side="600" /></span></td></tr><tr><th><p><span style="font-size: medium;">マイクロコントローラをDRV8833デュアルモータードライバキャリアに接続する最小限の配線図。</span></p></th></tr></tbody></table><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;">一般的なアプリケーションでは、電源接続はボードの片側で行われ、制御接続は反対側で行われます。nSLEEPピンはボード上でハイにプルされており、DRV8833の低電力スリープモードを使用したくない場合は切断したままにしておくことができます。2つのモーターチャネルのそれぞれには、対応する出力xOUT1とxOUT2の状態を設定する1対の制御入力xIN1とxIN2があります。パルス幅変調（PWM）信号は、これらの各入力に適用できます。制御入力は内部でローに引き下げられ、デフォルトでモータードライバー出力を効​​果的に無効にします。入力がドライバ出力にどのように影響するかについての詳細は、DRV8833データシートの真理値表を参照してください。</span></p><p><span style="font-size: medium;">nFAULTピンは、過電流、過熱、または低電圧状態が発生するたびにチップによってローに駆動されるオープンドレイン出力です。それ以外の場合はフローティング状態のままなので、ドライバーの障害状態を監視する場合は、外部プルアップ抵抗を接続する必要があります（または、組み込みのプルアップが有効になっているマイクロコントローラー入力を使用します）。</span></p><h3>&nbsp;</h3><h3><span style="font-size: medium;">ピン配置</span></h3><p><span style="font-size: medium;">&nbsp;</span></p><table class="picture_with_caption center"><tbody><tr><td><span style="font-size: medium;"><a class="noscript-fallback" href="https://a.pololu-files.com/picture/0J3866.1200.png?f2293dc3ada6e4be64c6e7c99b19e087" target="_blank"><img class="zoomable" src="https://a.pololu-files.com/picture/0J3866.300.jpg?f2293dc3ada6e4be64c6e7c99b19e087" alt="" data-gallery-pictures="[{&quot;id&quot;:&quot;0J3866&quot;,&quot;caption&quot;:&quot;\u003cp\u003eDRV8833 dual motor driver carrier, labeled top view.\u003c/p\u003e&quot;,&quot;url_tiny&quot;:&quot;https://a.pololu-files.com/picture/0J3866.98x98.jpg?f2293dc3ada6e4be64c6e7c99b19e087&quot;,&quot;url_medium&quot;:&quot;https://a.pololu-files.com/picture/0J3866.600x480.jpg?f2293dc3ada6e4be64c6e7c99b19e087&quot;,&quot;url_full&quot;:&quot;https://a.pololu-files.com/picture/0J3866.1200.png?f2293dc3ada6e4be64c6e7c99b19e087&quot;,&quot;longest_side&quot;:600}]" data-picture-id="0J3866" data-picture-longest_side="600" /></a></span></td></tr></tbody></table><p><span style="font-size: medium;">&nbsp;</span></p><table class="specifications center" border="1"><tbody><tr><th><span style="font-size: medium;">ピン</span></th><th><span style="font-size: medium;">デフォルト状態</span></th><th><span style="font-size: medium;">説明</span></th></tr><tr class="odd"><td><span style="font-size: medium;">VIN</span></td><td><span style="font-size: medium;">&nbsp;</span></td><td><span style="font-size: medium;">逆保護された2.7&zwnj;V〜10.8Vのモーター電源接続。VINが5V未満で動作すると、最大電流出力がわずかに減少します。</span></td></tr><tr><td><span style="font-size: medium;">VMM</span></td><td><span style="font-size: medium;">&nbsp;</span></td><td><span style="font-size: medium;">このピンは、逆電圧保護MOSFETの後のモーター電源へのアクセスを提供します（以下のボード回路図を参照）。これは、システム内の他のコンポーネントに逆保護された電力を供給するために使用できます。通常は出力として使用しますが、ボード電源の供給にも使用できます。</span></td></tr><tr class="odd"><td><span style="font-size: medium;">GND</span></td><td><span style="font-size: medium;">&nbsp;</span></td><td><span style="font-size: medium;">モーター電源と制御接地基準の接地接続ポイント。&nbsp;<ins>制御源とモータードライバーは共通のアースを共有する必要があります。</ins></span></td></tr><tr><td><span style="font-size: medium;">AOUT1</span></td><td><span style="font-size: medium;">&nbsp;</span></td><td><span style="font-size: medium;">モーターAハーフブリッジ1出力。</span></td></tr><tr class="odd"><td><span style="font-size: medium;">AOUT2</span></td><td><span style="font-size: medium;">&nbsp;</span></td><td><span style="font-size: medium;">モーターAハーフブリッジ2出力。</span></td></tr><tr><td><span style="font-size: medium;">BOUT1</span></td><td><span style="font-size: medium;">&nbsp;</span></td><td><span style="font-size: medium;">モーターBハーフブリッジ1出力。</span></td></tr><tr class="odd"><td><span style="font-size: medium;">BOUT2</span></td><td><span style="font-size: medium;">&nbsp;</span></td><td><span style="font-size: medium;">モーターBハーフブリッジ2出力。</span></td></tr><tr><td><span style="font-size: medium;">AIN1</span></td><td><span style="font-size: medium;">LOW</span></td><td><span style="font-size: medium;">モーターチャネルAの論理入力制御。PWMをこのピンに適用できます。</span></td></tr><tr class="odd"><td><span style="font-size: medium;">AIN2</span></td><td><span style="font-size: medium;">LOW</span></td><td><span style="font-size: medium;">モーターチャネルAの論理入力制御。PWMをこのピンに適用できます。</span></td></tr><tr><td><span style="font-size: medium;">BIN1</span></td><td><span style="font-size: medium;">LOW</span></td><td><span style="font-size: medium;">モーターチャネルBの論理入力制御。PWMをこのピンに適用できます。</span></td></tr><tr class="odd"><td><span style="font-size: medium;">BIN2</span></td><td><span style="font-size: medium;">LOW</span></td><td><span style="font-size: medium;">モーターチャネルBの論理入力制御。PWMをこのピンに適用できます。</span></td></tr><tr><td><span style="font-size: medium;">nSLEEP</span></td><td><span style="font-size: medium;">高い</span></td><td><span style="font-size: medium;">スリープ入力：このピンがローに駆動されると、チップは低電力スリープモードに入ります。（ボードシルクスクリーンにSLPのラベルが付いています。）</span></td></tr><tr class="odd"><td><span style="font-size: medium;">nFAULT</span></td><td><span style="font-size: medium;">浮く</span></td><td><span style="font-size: medium;">障害出力：過電流、過熱、または低電圧状態の場合にローに駆動されます。それ以外の場合はフローティング。（ボードシルクスクリーンにFLTのラベルが付いています。）</span></td></tr><tr><td><span style="font-size: medium;">アイゼン</span></td><td><span style="font-size: medium;">&nbsp;</span></td><td><span style="font-size: medium;">モーターAの電流検出ピン。このピンはアースに接続されており、デフォルトでは機能しませんが、以下に説明する変更を加えることで電流制限を有効にできます。</span></td></tr><tr class="odd"><td><span style="font-size: medium;">BISEN</span></td><td><span style="font-size: medium;">&nbsp;</span></td><td><span style="font-size: medium;">モーターBの電流検出ピン。このピンはアースに接続されており、デフォルトでは機能しませんが、以下に説明する変更を加えることで電流制限を有効にできます。</span></td></tr></tbody></table><h3>&nbsp;</h3><h3><span style="font-size: medium;">電流制限</span></h3><p><span style="font-size: medium;">DRV8833は、固定周波数PWM電流レギュレーション（電流チョッピング）を使用して、モーターを流れる電流をアクティブに制限できます。デフォルトでは、このキャリアボードは電流検出ピンをグランドに接続し、電流制限機能を無効にします。電流制限を有効にするには、下の画像に示すように、ナイフを使用してボードの背面のブレークポイントをカットし、適切な電流検出抵抗を前面の未実装パッドにはんだ付けします。パッドは、1206個の表面実装抵抗器用のサイズになっています。抵抗値がチョッピング電流を決定する方法については、DRV8833のデータシートを参照してください。</span></p><p><span style="font-size: medium;">&nbsp;</span></p><table class="picture_with_caption center"><tbody><tr><td><span style="font-size: medium;"><a class="noscript-fallback" href="https://a.pololu-files.com/picture/0J3868.1200.png?2aaa05c28f561509d51881b3bafaefc0" target="_blank"><img class="zoomable" src="https://a.pololu-files.com/picture/0J3868.400.jpg?2aaa05c28f561509d51881b3bafaefc0" alt="" data-gallery-pictures="[{&quot;id&quot;:&quot;0J3868&quot;,&quot;caption&quot;:&quot;\u003cp\u003eLocations of necessary modifications to enable current limiting on a DRV8833 dual motor driver carrier.\u003c/p\u003e&quot;,&quot;url_tiny&quot;:&quot;https://a.pololu-files.com/picture/0J3868.98x98.jpg?2aaa05c28f561509d51881b3bafaefc0&quot;,&quot;url_medium&quot;:&quot;https://a.pololu-files.com/picture/0J3868.600x480.jpg?2aaa05c28f561509d51881b3bafaefc0&quot;,&quot;url_full&quot;:&quot;https://a.pololu-files.com/picture/0J3868.1200.png?2aaa05c28f561509d51881b3bafaefc0&quot;,&quot;longest_side&quot;:600}]" data-picture-id="0J3868" data-picture-longest_side="600" /></a></span></td></tr></tbody></table><p><span style="font-size: medium;">&nbsp;</span></p><h3><span style="font-size: medium;">実際の消費電力に関する考慮事項</span></h3><p><span style="font-size: medium;">DRV8833のデータシートでは、モーターチャネルあたり最大連続電流1.5Aを推奨しています。ただし、チップ自体は低電流で過熱します。たとえば、強制空気流のない室温でのテストでは、チップの熱保護が作動してモーター出力を無効にする前に、チップはチャネルあたり1.5 Aを約1分間供給できましたが、連続電流は1.2&zwnj;&ndash; 1.3チャネルあたりのAは、サーマルシャットダウンをトリガーすることなく何分間も持続可能でした。供給できる実際の電流は、モータードライバーをどれだけ冷たく保つことができるかによって異なります。キャリアのプリント回路基板は、モータードライバーチップから熱を引き出すように設計されていますが、ヒートシンクを追加することでパフォーマンスを向上させることができます。テストは100％のデューティサイクルで実施されました。モーターをPWMすると、周波数に比例して追加の加熱が発生します。</span></p><p class="note_warning"><span style="font-size: medium;">この製品は、チップが過熱するかなり前から、火傷するほど<strong>熱く</strong>なる可能性があります。この製品および接続されている他のコンポーネントの取り扱いには注意してください。</span></p><h3>&nbsp;</h3><h3><span style="font-size: medium;">付属のハードウェア</span></h3><table class="side_by_side_pics"><tbody><tr><td><table class="picture_with_caption center"><tbody><tr><td><span style="font-size: medium;"><a class="noscript-fallback" href="https://a.pololu-files.com/picture/0J3869.1200.jpg?41e8d6fb88e5efd34799f58a1718f5bb" target="_blank"><img class="zoomable" src="https://a.pololu-files.com/picture/0J3869.300.jpg?41e8d6fb88e5efd34799f58a1718f5bb" alt="" data-gallery-pictures="[{&quot;id&quot;:&quot;0J3869&quot;,&quot;caption&quot;:&quot;\u003cp\u003eDRV8833 dual motor driver carrier with included hardware.\u003c/p\u003e&quot;,&quot;url_tiny&quot;:&quot;https://a.pololu-files.com/picture/0J3869.98x98.jpg?41e8d6fb88e5efd34799f58a1718f5bb&quot;,&quot;url_medium&quot;:&quot;https://a.pololu-files.com/picture/0J3869.600x480.jpg?41e8d6fb88e5efd34799f58a1718f5bb&quot;,&quot;url_full&quot;:&quot;https://a.pololu-files.com/picture/0J3869.1200.jpg?41e8d6fb88e5efd34799f58a1718f5bb&quot;,&quot;longest_side&quot;:800}]" data-picture-id="0J3869" data-picture-longest_side="800" /></a></span></td></tr></tbody></table></td><td><table class="picture_with_caption center"><tbody><tr><td><span style="font-size: medium;"><a class="noscript-fallback" href="https://a.pololu-files.com/picture/0J3870.1200.jpg?3d464512897c0bcaf2ebcb74392b1315" target="_blank"><img class="zoomable" src="https://a.pololu-files.com/picture/0J3870.300.jpg?3d464512897c0bcaf2ebcb74392b1315" alt="" data-gallery-pictures="[{&quot;id&quot;:&quot;0J3870&quot;,&quot;caption&quot;:&quot;\u003cp\u003eTwo DRV8833 dual motor driver carriers plugged into a breadboard.\u003c/p\u003e&quot;,&quot;url_tiny&quot;:&quot;https://a.pololu-files.com/picture/0J3870.98x98.jpg?3d464512897c0bcaf2ebcb74392b1315&quot;,&quot;url_medium&quot;:&quot;https://a.pololu-files.com/picture/0J3870.600x480.jpg?3d464512897c0bcaf2ebcb74392b1315&quot;,&quot;url_full&quot;:&quot;https://a.pololu-files.com/picture/0J3870.1200.jpg?3d464512897c0bcaf2ebcb74392b1315&quot;,&quot;longest_side&quot;:800}]" data-picture-id="0J3870" data-picture-longest_side="800" /></a></span></td></tr></tbody></table></td></tr></tbody></table><p><span style="font-size: medium;">2つの1&times;8ピンブレークアウェイ0.1インチオスヘッダーがDRV8833デュアルモータードライバーキャリアに含まれています。これは、はんだ付けして、パフォーマンスボード、ブレッドボード、または0.1インチメスコネクタでドライバーを使用できます。（ヘッダーは、半分に壊すことができる単一の1&times;16ピースとして出荷される場合があります。）上の右の図は、これらのヘッダーピン（パーツが表示またはシルクスクリーンが表示）と一緒に使用した場合の2つの可能なボードの向きを示しています。モーターリードやその他の接続をボードに直接はんだ付けすることもできます。</span></p><h3>&nbsp;</h3><h3><span style="font-size: medium;">回路図</span></h3><p><span style="font-size: medium;">&nbsp;</span></p><table class="picture_with_caption center wide"><tbody><tr><td><span style="font-size: medium;"><img class="wide" src="https://a.pololu-files.com/picture/0J3872.600.png?be24819cfda62db228f849eec1f49b16" alt="" data-gallery-pictures="[{&quot;id&quot;:&quot;0J3872&quot;,&quot;caption&quot;:&quot;\u003cp\u003eSchematic diagram of the DRV8833 dual motor driver carrier.\u003c/p\u003e&quot;,&quot;url_tiny&quot;:&quot;https://a.pololu-files.com/picture/0J3872.98x98.jpg?be24819cfda62db228f849eec1f49b16&quot;,&quot;url_medium&quot;:&quot;https://a.pololu-files.com/picture/0J3872.600x480.jpg?be24819cfda62db228f849eec1f49b16&quot;,&quot;url_full&quot;:&quot;https://a.pololu-files.com/picture/0J3872.1200.png?be24819cfda62db228f849eec1f49b16&quot;,&quot;longest_side&quot;:707}]" data-picture-id="0J3872" data-picture-longest_side="707" /></span></td></tr><tr><th><p><span style="font-size: medium;">DRV8833デュアルモータードライバーキャリアの概略図</span></p></th></tr></tbody></table></p>]]></content:encoded>
                    <dc:subject>Pololu</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>1980</dc:format>
                    <dc:date>2026-01-19T11:45:01+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/339">
                    <title>【第2版】ArduinoとMATLABで制御系設計をはじめよう！</title>
                    <link>https://www.physical-computing.jp/product/339</link>
                    <description>著者:平田光男 変形B5判 ページ数：234 ISBN978-4-906864-00-3 発売開始日：2022年8月  本書は、制御系設計をこれから学ぶ方のための入門書です。昨今話題のオープンソースハ…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/339" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20220915_a54033.jpg" width="250" border="0" alt="【第2版】ArduinoとMATLABで制御系設計をはじめよう！" hspace="5" align="left"/></a><p><span>著者:平田光男</span><br /> <span>変形B5判</span><br /> <span>ページ数：234</span><br /> <span>ISBN978-4-906864-00-3</span><br /> <span>発売開始日：2022年8月</span><br /> <br /> <span>本書は、制御系設計をこれから学ぶ方のための入門書です。昨今話題のオープンソースハードウェアのArduino を</span><br /> <span>ベースにした安価な制御実験キットを使って、実際に制御系設計を体験しながら学ぶことができる異色の内容となっています。</span><br /> <span>1 万円前後の実験キットを購入すると書籍の内容に基づき、実際に自分で制御対象の回路やメカ機構を作成し、自作のコントローラーで制御することが体験できます。</span><br /> <span>机上での理論解説や組込み実装のプロセスを説明するだけの従来の書籍とは一線を画し、</span><br /> <span>制御理論の基礎の習得とモデルベース開発が体実体験できる異色の書籍です。</span><br /> <br /> <br /> <span>&lt;目次&gt;</span><br /> <span>第１章　はじめに</span><br /> <span>第２章　準備</span><br /> <span>第３章　Arduino IOを使おう</span><br /> <span>第４章　モータの速度制御実験をしよう</span><br /> <span>第５章　モータの角度制御実験をしよう</span><br /> <span>第６章　Ball&amp;Beamの実験をしよう</span><br /> <span>第７章　現代制御に挑戦してみよう</span><br /> <span>第８章　Run on Target Hardwareを試す</span><br /> <br /> <span>&lt;正誤表&gt;</span><br /> <span>「第4章 モータの速度制御実験をしよう」の電子回路図に訂正がありますので、</span><br /> <span>　ご注意ください。詳しくは、</span><a href="http://books.techshare.co.jp/">TechShare Booksサイト</a><span>で正誤表を参照ください。</span><br /> <br /> <span>また、本書の中で、紹介されているSimulinkモデルやM-fileは、</span><a href="http://books.techshare.co.jp/">TechShare Booksサイト</a><span>で</span><br /> <span>ダウンロードが可能です。是非、ご利用ください。</span><br /> <br /> <span>TechShare Booksサイトは、</span><a href="http://books.techshare.co.jp/">http://books.techshare.co.jp/</a><span>となります。</span></p></p>]]></content:encoded>
                    <dc:subject>MATLAB/Simulink</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>2400</dc:format>
                    <dc:date>2026-01-07T08:55:56+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/417">
                    <title>Raspberry Pi&amp;Tinker Board 用カメラモジュール(Standard,Adjustable Focus)</title>
                    <link>https://www.physical-computing.jp/product/417</link>
                    <description>&amp;nbsp;Camera(B)メーカー品番：TSI-RPi Camera (B)  ■商品説明 本製品はどのバージョンのRaspberry Piにも対応しているカメラです。 500万画素のCMOSセン…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/417" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20200109_88f71d.JPG" width="250" border="0" alt="Raspberry Pi&Tinker Board 用カメラモジュール(Standard,Adjustable Focus)" hspace="5" align="left"/></a><h2 style="text-align: left;"><span style="font-size: medium; font-family: verdana, geneva;"><strong style="font-size: 16px;">&nbsp;Camera(B)</strong></span></h2><p><span style="font-size: small; font-family: verdana, geneva;"><strong>メーカー品番：TSI-RPi Camera (B)</strong></span><br /> <br /> <span style="font-family: verdana, geneva; font-size: medium;">■商品説明</span><br /> <span style="font-size: small; font-family: verdana, geneva;">本製品はどのバージョンのRaspberry Piにも対応しているカメラです。</span><br /><span style="font-size: small; font-family: verdana, geneva;"> 500万画素のCMOSセンサーモジュールOV5647が実装されています。</span><br /><span style="font-size: small; font-family: verdana, geneva;"> レンズ部分を回して焦点を変えることができます。</span></p><p style="text-align: left;"><br /> <span style="font-size: medium; font-family: verdana, geneva;">■カメラの特性</span></p><ul><li style="text-align: left;"><span style="font-size: small; font-family: verdana, geneva;">センサー部のサイズ：1/4インチ</span><ul><li style="text-align: left;"><span style="font-size: small; font-family: verdana, geneva;">アパチャ(F値)：2.0</span></li><li style="text-align: left;"><span style="font-size: small; font-family: verdana, geneva;">焦点距離：6mm(調整可)</span></li><li style="text-align: left;"><span style="font-size: small; font-family: verdana, geneva;">解像度：1080P</span></li><li style="text-align: left;"><span style="font-size: small; font-family: verdana, geneva;">モジュールサイズ：32mm&times;32mm</span></li></ul></li></ul><p><span style="font-family: verdana, geneva; font-size: small;">※本製品は、Raspberry Piのコマンド(raspistillなど)やアプリケーションから設定できる機能の一部には</span></p><p><span style="font-family: verdana, geneva; font-size: small;">未対応ですのでご注意ください。</span></p><p><span style="font-family: verdana, geneva; font-size: small;">例えば、シャッタースピードを指定した場合、撮影画像が乱れるなどの現象が発生する場合があります。</span></p><p><span style="font-family: verdana, geneva; font-size: small;">これは、カメラモジュールが不良品のためではなく、未対応のオプション指定によるものですので、</span></p><p><span style="font-family: verdana, geneva; font-size: small;">オプション設定をデフォルトに戻してお使いください。</span></p><p><br /><span style="font-size: medium; font-family: verdana, geneva;">■商品内容</span></p><ul><li style="text-align: left;"><span style="font-family: verdana, geneva; font-size: small;">RPi Camera (B) &times; 1</span></li><li style="text-align: left;"><span style="font-family: verdana, geneva; font-size: small;">15-pin FFC &times; 1</span></li></ul><div>&nbsp;</div><p><br /><br /><span style="font-size: small; font-family: verdana, geneva;">以下の動画はカメラモジュールを実際に使用してストリーミングを行うプロモーションビデオです。</span><br /><br /><iframe src="https://www.youtube.com/embed/NZP97CtaGiI" frameborder="0" width="560" height="315"></iframe></p></p>]]></content:encoded>
                    <dc:subject>Raspberry Pi Kit</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>2700</dc:format>
                    <dc:date>2025-12-23T16:24:10+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1690">
                    <title>Pololu Balboa 32U4 ホイール 80×10mm ホワイト 2個入り</title>
                    <link>https://www.physical-computing.jp/product/1690</link>
                    <description>&amp;nbsp;&amp;nbsp;こちらの商品は、ホイール 80&amp;times;10mm ホワイト 2個入りです。&amp;nbsp;&amp;nbsp;3mm軸Dカットのシャフト用のホイールです。&amp;nbsp;シリコンタイヤが取…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1690" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20190215_d0097a.jpg" width="250" border="0" alt="Pololu Balboa 32U4 ホイール 80×10mm ホワイト 2個入り" hspace="5" align="left"/></a><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">こちらの商品は、<strong>ホイール 80&times;10mm ホワイト 2個入り</strong>です。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">3mm軸Dカットのシャフト用のホイールです。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">シリコンタイヤが取り付けられています。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">ねじ穴#4-40をご利用の場合、</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">3mmもしくは4mm, 5mm, 6mm軸のモータの取り付けが</span><span style="font-family: verdana, geneva; font-size: medium;">可能です。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>サイズ</strong></span></p><ul><li><span style="font-family: verdana, geneva; font-size: medium;">80&times;10mm</span></li></ul><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>カラー</strong></span></p><ul><li><span style="font-family: verdana, geneva; font-size: medium;">ホワイト</span></li></ul><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">その他のカラーに関して、下記の通りです。</span></p><ul><li><span style="text-decoration: underline;"><span style="font-family: verdana, geneva; font-size: medium;"><a href="https://www.physical-computing.jp/product/1687">ホイール 80&times;10mm レッド 2個入り</a></span></span></li><li><span style="text-decoration: underline;"><span style="font-family: verdana, geneva; font-size: medium;"><a href="https://www.physical-computing.jp/product/1689">ホイール 80&times;10mm ブルー 2個入り</a></span></span></li><li><span style="text-decoration: underline;"><span style="font-family: verdana, geneva; font-size: medium;"><a href="https://www.physical-computing.jp/product/1686">ホイール 80&times;10mm ブラック 2個入り</a></span></span></li><li><span style="text-decoration: underline;"><span style="font-family: verdana, geneva; font-size: medium;"><a href="https://www.physical-computing.jp/product/1688">ホイール 80&times;10mm イエロー 2個入り</a></span></span></li></ul><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">商品の詳細に関して、<span style="text-decoration: underline;"><a href="https://www.pololu.com/product/1434">Pololu オリジナルページ</a></span>をご覧ください。</span></p><p>&nbsp;</p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Pololu</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>2480</dc:format>
                    <dc:date>2025-12-12T09:47:17+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1686">
                    <title>Pololu Balboa 32U4 ホイール 80×10mm ブラック 2個入り</title>
                    <link>https://www.physical-computing.jp/product/1686</link>
                    <description>&amp;nbsp;&amp;nbsp;こちらの商品は、ホイール 80&amp;times;10mm ブラック 2個入りです。&amp;nbsp;&amp;nbsp;3mm軸Dカットのシャフト用のホイールです。&amp;nbsp;シリコンタイヤが取…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1686" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20190215_a12f9d.jpg" width="250" border="0" alt="Pololu Balboa 32U4 ホイール 80×10mm ブラック 2個入り" hspace="5" align="left"/></a><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;">こちらの商品は、<strong>ホイール 80&times;10mm ブラック 2個入り</strong>です。<br /></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">3mm軸Dカットのシャフト用のホイールです。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">シリコンタイヤが取り付けられています。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">ねじ穴#4-40をご利用の場合、3mmもしくは4mm, 5mm, 6mm軸のモータの取り付けが</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">可能です。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: medium;">サイズ</span></strong></p><ul><li><span style="font-family: verdana, geneva; font-size: medium;">80&times;10mm</span></li></ul><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: medium;">カラー</span></strong></p><ul><li><span style="font-family: verdana, geneva; font-size: medium;">ブラック</span></li></ul><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">その他のカラーに関して、下記の通りです。</span></p><ul><li><span style="text-decoration: underline;"><span style="font-family: verdana, geneva; font-size: medium;"><a href="https://www.physical-computing.jp/product/1689">ホイール 80&times;10mm ブルー 2個入り</a></span></span></li><li><span style="text-decoration: underline;"><span style="font-size: medium; font-family: verdana, geneva;"><a href="https://www.physical-computing.jp/product/1687">ホイール 80&times;10mm レッド 2個入り</a></span></span></li><li><span style="text-decoration: underline;"><span style="font-family: verdana, geneva; font-size: medium;"><a href="https://www.physical-computing.jp/product/1690">ホイール 80&times;10mm ホワイト 2個入り</a></span></span></li><li><span style="text-decoration: underline;"><span style="font-family: verdana, geneva; font-size: medium;"><a href="https://www.physical-computing.jp/product/1688">ホイール 80&times;10mm イエロー 2個入り</a></span></span></li></ul><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;"><span>商品の詳細に関して、</span><span style="text-decoration: underline;"><a href="https://www.pololu.com/product/1430">Pololu オリジナルページ</a></span><span>をご覧ください。</span></span></p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;"><span>&nbsp;</span></span></p></p>]]></content:encoded>
                    <dc:subject>Pololu</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>2480</dc:format>
                    <dc:date>2025-12-12T09:46:15+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2220">
                    <title>SDSDQAF4-064G-I 64GB</title>
                    <link>https://www.physical-computing.jp/product/2220</link>
                    <description>※数量僅か・在庫限りのお品です

過酷な用途向けの産業用MicroSDカード
保存容量64GBモデル
突然の瞬停や電断からデータ破損を保護！
リードリフレッシュ機能搭載
【特徴】
産業用…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2220" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20251028_278d6d.jpg" width="250" border="0" alt="SDSDQAF4-064G-I 64GB" hspace="5" align="left"/></a>※数量僅か・在庫限りのお品です<br />
<br />
過酷な用途向けの産業用MicroSDカード<br />
保存容量64GBモデル<br />
突然の瞬停や電断からデータ破損を保護！<br />
リードリフレッシュ機能搭載<br />
【特徴】<br />
産業用MicroSDカード<br />
市販のカードより故障率が低く長寿命で過酷な環境下でも耐えられる耐久性<br />
様々な機能で故障予防やデータ破損を防ぎます<br />
耐久性は書き込み最大192テラバイトの高寿命<br />
動作周辺温度 -25〜85℃まで耐えられます。<br />
防犯カメラや録画用にも<br />
<br />
商品名: SDSDQAF4-064G-I 64GB microSDカード<br />
<br />
あなたのデバイスをさらに快適に、さらなる可能性を広げるために設計された「SDSDQAF4-064G-I 64GB microSDカード」は、モバイル機器やカメラ、ドローンなど、さまざまなデバイスで高性能なストレージを提供します。このmicroSDカードは、64GBの大容量を誇り、アプリケーション、写真、動画などのデジタルデータをたっぷり保存することができます。<br />
<br />
このカードはUHS-I Speed Class 1 (U1) に対応しており、データの読み出し速度は最大80MB/s、書き込み速度は最大10MB/sを実現しています。これにより、高解像度の動画や画像をスムーズに録画・再生することが可能です。例えば、4K動画を撮影する際でも、安心して使用することができます。動画の録画中にカクつくことなく、常に安定したパフォーマンスを発揮します。また、アプリケーションのインストールや起動も迅速で、ストレスフリーな操作を提供します。<br />
<br />
耐久性にも優れており、水や温度変化、衝撃からデータを守るための特別な設計が施されています。さらに、X-rayにも耐性があり、旅行先でも安心して各種デバイスに使用できます。このような堅牢な設計は、特にアウトドアや旅行が好きな方にとって、非常に重要です。大切なデータを確実に保護することができるので、安心して使用することができます。<br />
<br />
モバイルデバイスのストレージ容量が不足していると感じている方にとって、「SDSDQAF4-064G-I」マイクロSDカードは理想的なソリューションです。スマートフォンやタブレットにこのカードを追加することで、簡単に写真や音楽、アプリを保存することができます。アプリのデータが増え、ストレージの空きが不足することもありません。また、このカードは、アダプターが付属しているため、通常のSDカードスロットにも使用でき、カメラやゲーム機など多様なデバイスで活躍します。<br />
<br />
さらに、使いやすさも抜群です。カードをデバイスに挿入するだけで、すぐに使い始めることができます。特別な設定やソフトウェアは不要で、初心者の方でも安心して利用できる設計です。<br />
<br />
デジタルライフをより豊かにするために、SDSDQAF4-064G-I 64GB microSDカードは非常に優れた選択肢です。高い性能と耐久性を兼ね備えたこのカードを手に入れることで、あなたのデバイスを最大限に活用し、思い出の瞬間や大切なデータを思う存分楽しむことができるでしょう。もっと自由に、もっと楽しんで、あなたのデジタルライフを充実させる手助けをいたします。この機会にぜひ、SDSDQAF4-064G-I microSDカードをお試しください。あなたの期待を超える使用感を実感できるでしょう。</p>]]></content:encoded>
                    <dc:subject>SanDisk</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>4900</dc:format>
                    <dc:date>2025-12-08T09:45:23+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1259">
                    <title>Pololu Zumo Extended Shaft付マイクロメタルギアモーター（75:1)</title>
                    <link>https://www.physical-computing.jp/product/1259</link>
                    <description>75:1 Micro Metal Gearmotor HP with Extended Motor Shaft


このギアモーターは、コンパクト (0.94インチ×0.39インチ×0.47イン…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1259" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20170509_fe1fb2.jpg" width="250" border="0" alt="Pololu Zumo Extended Shaft付マイクロメタルギアモーター（75:1)" hspace="5" align="left"/></a>75:1 Micro Metal Gearmotor HP with Extended Motor Shaft<br />
<br />
<br />
このギアモーターは、コンパクト (0.94インチ×0.39インチ×0.47インチ)で、高品質、51.45:1のメタルギアボックス付きブラシDCモーターです。Sanyo製のポピュラーな12mmギアモーターに近いものです。<br />
長さ0.365インチ、半径3mmのD型の出力シャフトが備え付けられています。<br />
またこのバージョンでは75:1マイクロメタルギアモータよりさらにシャフト部分が後ろ側に長さ4.5mm直径1mm付け加えてある商品です。<br />
<br />
<br />
主なスペックは、<br />
6V:400RPM<br />
70mAでフリーラン<br />
22オンスインチ(1.6kg-cm)<br />
1.6Aでストール</p>]]></content:encoded>
                    <dc:subject>Pololu</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>3980</dc:format>
                    <dc:date>2025-12-07T13:58:56+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1826">
                    <title>DOBOT ロボットビジョンキット (Robot Vision Kit)</title>
                    <link>https://www.physical-computing.jp/product/1826</link>
                    <description>&amp;nbsp;&amp;nbsp;本製品の情報は、ロボット専用ショップ TechShare Storeのページに移転しました。&amp;nbsp;&amp;nbsp;&amp;nbsp;下記のリンクからTechShare Storeの…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1826" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20190824_a28a7c.jpg" width="250" border="0" alt="DOBOT ロボットビジョンキット (Robot Vision Kit)" hspace="5" align="left"/></a><p align="left">&nbsp;</p><p align="left">&nbsp;</p><h2 class="banner-set-h2-1">本製品の情報は、ロボット専用ショップ TechShare Storeのページに移転しました。</h2><p align="left">&nbsp;</p><p>&nbsp;</p><p align="left">&nbsp;</p><h2 class="banner-set-h2-1">下記のリンクからTechShare Storeの商品情報にアクセスできますので、ご確認ください。</h2><p align="left">&nbsp;</p><p>&nbsp;</p><p align="left">&nbsp;</p><h2 class="banner-set-h2-1"><span style="color: #00ccff;"><a href="https://www.techshare-store.jp/product/31"><span style="color: #00ccff;"><a href="https://www.techshare-store.jp/product/14"><span style="color: #00ccff;">DOBOT Robot Vision Kit (techshare-store.jp)</span></a></span></a></span></h2><p align="left">&nbsp;</p><h2 class="banner-set-h2-1">尚、本ページは、2021年12月末までに削除される予定です。</h2><p align="left">&nbsp;</p><p>&nbsp;</p><p align="left"><span style="font-size: large;"><strong><span style="font-family: verdana, geneva;">&nbsp;</span></strong></span></p><p align="left">&nbsp;</p><p align="left">&nbsp;</p><p align="left"><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p align="left">&nbsp;</p><p align="left"><span>&nbsp;</span></p></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>328000</dc:format>
                    <dc:date>2025-12-05T17:39:34+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2221">
                    <title>ASUS Tinker Board 2 /2G</title>
                    <link>https://www.physical-computing.jp/product/2221</link>
                    <description>ASUS Tinker Board 2&amp;nbsp;&amp;nbsp;Tinker Board 2シリーズは、名刺サイズのパワフルなArmベースのシングルボードコンピューター（SBC）です。 低消費電力であり…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2221" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20210311_b4ccd3.jpg" width="250" border="0" alt="ASUS Tinker Board 2 /2G" hspace="5" align="left"/></a><pre><span style="font-family: verdana, geneva; font-size: x-large; color: #ff0000;"><span style="font-size: x-large;"><strong><span style="color: #333333; font-family: verdana, geneva;">ASUS Tinker Board 2</span></strong></span></span></pre><p><span style="color: #888888; font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p><span style="color: #000000;"><span style="font-family: verdana, geneva; font-size: medium;"><span>Tinker Board 2シリーズは、名刺サイズのパワフルなArmベースのシングルボードコンピューター（SBC）です。 低消費電力でありながら優れたパフォーマンスを提供します。 また、より多くのアプリケーションに対応する豊富なインターフェースを備えています。</span></span></span></p><p>&nbsp;</p><p><span style="color: #000000;"><span style="font-family: verdana, geneva; font-size: medium;"><span><span>Tinker Board 2にはMicroSDカードスロットが搭載されています。</span></span></span></span></p><p>&nbsp;</p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20210107_123fe8.JPG" alt="" /></p><p>&nbsp;</p><p>Tinker Board 2</p><h2>&nbsp;</h2><p>&nbsp;</p><h2><span style="font-family: verdana, geneva; font-size: medium;"><span style="font-size: large;">【主な改良点】</span></span></h2><h3>&nbsp;</h3><h3 class="MsoListParagraph" style="margin-left: 18pt; text-indent: -18pt;" align="left"><span style="font-family: verdana, geneva; font-size: medium;"><!--[if !supportLists]--><strong><span style="color: #1a1a1a;" lang="EN-US">1）強化されたGPUパフォーマンス</span><!--[endif]--></strong></span><strong><span style="font-size: 10.0pt; font-family: メイリオ; color: #1a1a1a; mso-font-kerning: 0pt;"><span style="font-family: verdana, geneva; font-size: medium;"><br /></span></span></strong></h3><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><span style="color: #1a1a1a;">&nbsp;新しい64bitのArmv8アーキテクチャを備えたArm🄬６コアSoC Rockchip RK3399を搭載したTinker Board２は、従来のTinker Boardと比較して約２倍のパフォーマンスを提供します。</span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><span style="color: #1a1a1a;">&nbsp;Mail🄬-T860 MP4にバンドルされたGPUは、ArmのMidgardアーキテクチャに基づいて構築された優れたパフォーマンスモデルです。従来のTinker Boardと比較して、グラフィックパフォーマンスは最大28％向上しています。</span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><span style="color: #1a1a1a;">&nbsp;Mail🄬-T860は、OpenGL ES 3.0/3.1、OpenVG 1.1、OpenCL、および次世代、レガシー2D/3Dグラフィックスアプリケーション向けの他のフレームワークをサポートします。</span></span></p><p>&nbsp;</p><p>&nbsp;</p><p class="MsoListParagraph" style="margin-left: 18pt; text-indent: -18pt;" align="left"><!--[if !supportLists]--><strong><span style="font-family: verdana, geneva; font-size: medium;"><span style="color: #1a1a1a;" lang="EN-US">2）デュアルディスプレイ</span></span></strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;最大4KUHD解像度のデュアルディスプレイをサポートしています。<span style="color: #1a1a1a;"><br /></span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;また、HDMIやDisplayPort&trade;over USB-C、DSIなどの3つの一般的なディスプレイインターフェイスが組み込まれ、柔軟性に優れています。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;MIPI-DSIインターフェイスは4レーンインターフェイスに進化し、2レーンのMIPI-CSIカメラと接続します。</span></p><p>&nbsp;</p><p>&nbsp;&nbsp;</p><p class="MsoNormal" align="left"><strong><span style="font-size: medium; font-family: verdana, geneva; color: #1a1a1a;" lang="EN-US">3</span></strong><span style="font-size: 10.0pt; font-family: メイリオ; color: #1a1a1a; mso-font-kerning: 0pt;"><strong><span style="font-family: verdana, geneva; font-size: medium;">）Wi－Fi/Bluetooth5.0</span></strong></span></p><h3 align="left"><strong>&nbsp;</strong></h3><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;<span>2&times;2デュアルバンド2.4/5GHzアンテナを備えた802.11ac Wi-Fiは、従来のWi-Fi規格よりも最大10倍速い転送速度を実現します。</span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><span>&nbsp;また、最新のBluetooth 5.0が組み込まれているため、最大4倍の範囲で最大2倍の伝送速度が可能になります。スピーカーやヘッドホン、ゲーム制御など、様々なデバイスとのワイヤレス接続ができ、非常に利便性が高くなっています。</span></span></p><p>&nbsp;</p><p>&nbsp;</p><h3 class="MsoNormal" align="left"><strong><span style="font-size: medium; font-family: verdana, geneva; color: #1a1a1a;" lang="EN-US">4</span></strong><span style="font-size: 10.0pt; font-family: メイリオ; color: #1a1a1a; mso-font-kerning: 0pt;"><strong><span style="font-family: verdana, geneva; font-size: medium;">）USB 3.2 Gen 1<br /></span></strong></span></h3><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva; color: #1a1a1a;" lang="EN-US">&nbsp;USB3.2 Gen 1-ポートが4つ備わっており、そのうちの1つのType-Cポートは、USB2.0の最大10倍のデータ転送速度を実現します。</span></p><p><span style="color: #1a1a1a; font-family: verdana, geneva; font-size: medium;">&nbsp;また、Type-Cは、外部ディスプレイを接続するためのOTG機能とDisplayPort Alt Modeをサポートします。</span></p><p><span style="font-size: medium; font-family: verdana, geneva; color: #1a1a1a;" lang="EN-US">&nbsp;Type-Aポートは最大0.9A、Type-Cコネクターは最大1.5Aの電力を供給します。</span></p><p>&nbsp;</p><p>&nbsp;</p><h3><strong><span style="font-family: verdana, geneva; font-size: medium;"><span style="color: #1a1a1a;" lang="EN-US">5</span><span style="color: #1a1a1a;">）組み込みソリューションの拡張性</span></span></strong></h3><p>&nbsp;</p><p><span style="color: #1a1a1a; font-family: verdana, geneva; font-size: medium;">&nbsp;□RTCバッテリーヘッダー</span></p><p><span style="color: #1a1a1a; font-family: verdana, geneva; font-size: medium;">　起動とシャットダウン、タイマー、およびその他の関連する機能のスケジューリングのためのリアルタイムロック（RTC）機能が有効になります。</span></p><p>&nbsp;</p><p><span style="color: #1a1a1a; font-family: verdana, geneva; font-size: medium;">&nbsp;□SDカードスロット（背面）</span></p><p><span style="color: #1a1a1a; font-family: verdana, geneva; font-size: medium;">　シンプルなプッシュプル操作ができます。バネ無し設計のため、誤操作を防ぎます。</span></p><p>&nbsp;</p><p><span style="color: #1a1a1a; font-family: verdana, geneva; font-size: medium;">&nbsp;□ファンコネクター</span></p><p><span style="color: #1a1a1a; font-family: verdana, geneva; font-size: medium;">　2pinヘッダーにより、冷却のためのアップグレードが簡単にできます。</span></p><p>&nbsp;</p><p>&nbsp;<span style="font-family: verdana, geneva; font-size: large;"><strong><br /></strong></span></p><p>&nbsp;</p><p>&nbsp;</p><h3><strong><span style="font-family: verdana, geneva; font-size: large;">【保護機能】</span></strong></h3><p><span style="font-family: verdana, geneva; font-size: large;">&nbsp;□<span style="font-size: medium;">過電圧保護</span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span style="font-size: medium;">　独自の回路設計により、高電圧によって引き起こされる損傷から保護します。</span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span style="font-size: medium;">　（DC入力電源に対する保護）</span></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;"><span style="font-size: medium;">&nbsp;□ショート損傷保護</span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span style="font-size: medium;">　オンボードパワーICとPolySwitchは、過電流と短絡による損傷を防ぎます。</span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span style="font-size: medium;">　（DC IN、USB、HDMI、M.2、GPIO 5V/3Vに対する保護）</span></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;"><span style="font-size: medium;">&nbsp;□静電放電保護</span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span style="font-size: medium;">　ASUS ESDガードは、静電放電による損傷を防ぎ、最大+/-15kVの空気放電と+/-8kVの接触放電を防ぎ、コンポーネントの寿命を延ばします。</span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span style="font-size: medium;">　（USB、HDMI、SD card、40-pin GPIO、MIPI CSI/DSIに対する保護）</span></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><h3><span style="font-family: verdana, geneva; font-size: large;"><strong>【スペックの詳細】</strong></span></h3><p>&nbsp;</p><h4><span style="font-family: verdana, geneva; font-size: medium;">＜</span><span style="font-family: verdana, geneva; font-size: medium;">Tinker Board Sとの比較</span><span style="font-family: verdana, geneva; font-size: medium;">＞</span></h4><p><span style="font-family: verdana, geneva; font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210112_ba9a4e.jpg" alt="" /></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: small; color: #ff6600;">※本商品は、通常、在庫を保有しており、即納が可能ですが、</span></p><p><span style="font-family: verdana, geneva; font-size: small; color: #ff6600;">ご注文のタイミングにより納期がかかる場合があります。お急ぎの方は弊社までお問合せください。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p align="left"><span style="font-family: verdana, geneva; font-size: medium;">Tinker Board 2の詳しい情報は、下記の</span><span style="font-family: verdana, geneva; font-size: medium;">ページを参照ください。</span></p><p align="left">&nbsp;</p><h3 align="left"><strong style="font-size: 1.17em;"><span style="font-family: verdana, geneva; font-size: large;">Tinker Board 2 とは</span></strong></h3><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium; color: #0000ff;"><a href="https://physical-computing-lab.net/tinker-board/tinker-board-2_2s.html"><span style="color: #0000ff;">https://physical-computing-lab.net/tinker-board/tinker-board-2_2s.html</span></a></span></p><p><span style="font-size: medium; font-family: verdana, geneva; color: #0000ff;"><span style="color: #0000ff;"><a href="lhttps://physical-computing-lab.net/tinker-board/tinker-board-2_2s.html">&nbsp;</a></span></span></p><p align="left">&nbsp;</p><h3 align="left"><span style="font-size: large;"><strong><span style="font-family: verdana, geneva;">Tinker Board S とは</span></strong></span></h3><p align="left"><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span><span style="font-family: verdana, geneva; font-size: medium; color: #0000ff;"><a href="https://www.physical-computing.jp/page/21"><span style="color: #0000ff;">http://www.physical-computing.jp/page/21</span></a></span></p><p>&nbsp;</p><h3><span style="font-family: verdana, geneva; font-size: large;"><strong>Tinker Boardの概要</strong></span></h3><p><a title="Tinker Boardとは" href="https://www.physical-computing.jp/page/17"><span style="font-family: verdana, geneva; font-size: medium;"><strong><span><img src="https://www.physical-computing.jp/data/pclab/product/20170907_8d5497.jpg" alt="" /></span></strong></span></a></p><p><a href="https://www.physical-computing.jp/page/17"><strong><span style="font-family: verdana, geneva; color: #0000ff;">&nbsp;<span style="font-size: medium;">http://www.physical-computing.jp/page/17</span></span></strong></a></p><p>&nbsp;</p><h3><span style="font-family: verdana, geneva; font-size: large;"><strong style="font-family: verdana, geneva; font-size: medium;">Tinker Boardテクニカルサポート(FAQ)</strong></span></h3><p><a title="Tinker Boardテクニカルサポート情報(FAQ)" href="http://physical-computing-lab.net/tinker-board"><span style="color: #0000ff;"><span style="font-family: verdana, geneva; font-size: medium; color: #0000ff;"><img src="https://www.physical-computing.jp/data/pclab/product/20170907_d8cef6.jpg" alt="" /></span></span></a></p><p><span style="color: #0000ff;"><a href="http://physical-computing-lab.net/tinker-board"><span style="font-family: verdana, geneva; font-size: medium; color: #0000ff;">http://physical-computing-lab.net/tinker-board</span></a></span></p><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: large;">ASUS Tinker Board公式サイト</span></strong></p><p><span style="color: #0000ff;"><a href="https://tinker-board.asus.com/jp/product/tinker-board-2s.html" target="_blank"><span style="font-family: verdana, geneva; font-size: medium; color: #0000ff;">https://tinker-board.asus.com/jp/product/tinker-board-2s.html</span></a></span></p><p>&nbsp;</p><h3>&nbsp;</h3><p>&nbsp;</p><p class="MsoListParagraph" style="margin-left: 18pt; text-indent: -18pt;" align="left"><!--[if !supportLists]--><span style="font-size: 10.0pt; font-family: メイリオ; color: #1a1a1a; mso-font-kerning: 0pt;" lang="EN-US"><br /></span></p></p>]]></content:encoded>
                    <dc:subject>ASUS</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>18800</dc:format>
                    <dc:date>2025-11-26T14:52:48+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2087">
                    <title>Raspberry Pi 4/Pi 5用電源セット 5V5.0A (フル負荷検証済)－Physical Computing Lab</title>
                    <link>https://www.physical-computing.jp/product/2087</link>
                    <description>&amp;nbsp;Raspberry Pi 4/Pi 5用電源セット 5V 5.0A PD27W式 (Pi5フル負荷検証済)－Physical Computing Lab&amp;nbsp;&amp;nbsp;本電源セット…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2087" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20240709_5c52ff.jpg" width="250" border="0" alt="Raspberry Pi 4/Pi 5用電源セット 5V5.0A (フル負荷検証済)－Physical Computing Lab" hspace="5" align="left"/></a><p>&nbsp;</p><p><span style="font-size: x-large; font-family: verdana, geneva;"><strong style="font-family: verdana, geneva; font-size: medium;">Raspberry Pi 4/Pi 5用電源セット 5V 5.0A PD27W式 (Pi5フル負荷検証済)</strong></span></p><p><span style="font-size: x-large; font-family: verdana, geneva;"><strong style="font-family: verdana, geneva; font-size: medium;"><strong>－Physical Computing Lab</strong></strong></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">本電源セットは、Raspberry Pi用に設計された専用電源セットです。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;"><span>低品質で内部の銅線が細い電源ケーブルの流用による電圧降下、不適切なスイッチの接触抵抗による電圧降下で、</span></span><span style="font-size: medium; font-family: verdana, geneva;">多くのRaspberry Piなどのシングルボードコンピュータのユーザがフル負荷稼働時にシャットダウンやフリーズの現象に悩まされています。</span></p><p><span style="font-size: medium; font-family: verdana, geneva;"> <span>&nbsp;</span><br /> </span></p><p><span style="font-size: medium; font-family: verdana, geneva;"><span>本電源セットは、これらの問題を解決するためにRaspberry Pi専用に設計がされています。</span></span><span style="font-size: medium; font-family: verdana, geneva;">また、Raspberry Pi5をフル負荷で実稼働テストをPhysical Computing Labで実施していますので、</span><span style="font-size: medium; font-family: verdana, geneva;">大容量を必要とするRaspberry Pi5をフル負荷でご利用いただいても電源の問題がありません。</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span></p><p>&nbsp;<span style="font-family: verdana, geneva; font-size: medium;">&nbsp;&nbsp;</span></p><p><strong><span style="font-family: verdana, geneva; font-size: medium;">＜本電源セットの特徴＞</span></strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">1. Raspberry Pi5で要求されるPD 5.1V5Aに対応</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><span>2. Pi5のフル負荷時にも電圧降下によるシャットダウンやフリーズなどの問題が起こらない専用設計された検証済みの安心の電源セット</span></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">3.&nbsp; 日本で使えるPSEマーク付</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;"><strong>＜内容物＞</strong></span></p><div id="myaplus-preview" class="a-section a-spacing-large myaplus-preview-content"><div id="myaplus-preview-content"><div id="pdIframeContent"><div id="productDescription" class="bucket"><div class="content"><div class="productDescriptionWrapper"><div class="aplus aplus-3p"><div class="one-col"><div class="text-block a-spacing-small"><br /><span style="font-family: verdana, geneva; font-size: medium;"><span style="font-family: verdana, geneva;">□ AC電源アダプター(5V 5.0A)</span></span><br /><span style="font-family: verdana, geneva; font-size: medium;">□ Type-C コネクタ</span></div><div class="text-block a-spacing-small"><br /> <br /><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;<span style="font-size: small;">(注）Physical Computing LabのRaspberry Pi用電源セットは、</span></span><span style="font-size: small;"><span style="font-family: verdana, geneva;"><span>TechShareのオリジナルブランドです</span></span><span style="font-family: verdana, geneva;">。</span></span></div><div class="text-block a-spacing-small">&nbsp;</div><div class="text-block a-spacing-small">&nbsp;</div><div class="text-block a-spacing-small">&nbsp;</div><div class="text-block a-spacing-small">&nbsp;</div><p class="text-block a-spacing-small"><span style="font-size: medium;"><span style="font-family: verdana, geneva;"><strong>＜仕様＞</strong></span></span></p><p class="text-block a-spacing-small">&nbsp;</p><div class="text-block a-spacing-small"><span style="font-family: verdana, geneva; font-size: small;"><span style="font-family: verdana, geneva; font-size: small;">&nbsp;</span></span><table style="width: 517px;" border="0" cellspacing="0" cellpadding="0"><colgroup><col width="224" /> <col width="293" /> </colgroup><tbody><tr><td class="xl67" width="224" height="53"><p><span style="font-size: medium;">コネクション</span></p></td><td class="xl63" width="293"><p><span style="font-size: medium;">Plug in</span></p></td></tr><tr><td class="xl68" height="53"><p><span style="font-size: medium;">商品タイプ</span></p></td><td class="xl64"><p><span style="font-size: medium;">Raspberry Pi 5<span class="font7">用電源アダプター</span></span></p></td></tr><tr><td class="xl68" height="53"><p><span style="font-size: medium;">出力</span></p></td><td class="xl64"><p><span style="font-size: medium;">5.1V 5A/9V 3A/12V 2.25A/15V 1.8A</span></p></td></tr><tr><td class="xl68" height="53"><p><span style="font-size: medium;">テスト</span></p></td><td class="xl69"><p><span style="font-size: medium;"><span class="font7">出荷前</span><span class="font5">100% </span><span class="font7">検査</span></span></p></td></tr><tr><td class="xl68" height="53"><p><span style="font-size: medium;">入力</span></p></td><td class="xl64"><p><span style="font-size: medium;">100-240V AC 50-60Hz 0.8A</span></p></td></tr><tr><td class="xl68" height="53"><p><span style="font-size: medium;">色</span></p></td><td class="xl70"><p><span style="font-size: medium;">黒（色カスタマイズ可能、台数要求される）</span></p></td></tr><tr><td class="xl68" height="53"><p><span style="font-size: medium;">バウジング材質</span></p></td><td class="xl70"><p><span style="font-size: medium;">難燃性<span class="font5">PC</span><span class="font8">素材</span></span></p></td></tr><tr><td class="xl65" height="53"><p><span style="font-size: medium;">AC Plug</span></p></td><td class="xl66"><p><span style="font-size: medium;">US EU AU UK EK</span></p></td></tr></tbody></table></div><div class="text-block a-spacing-small">&nbsp;</div><div class="text-block a-spacing-small">&nbsp;</div></div></div></div></div></div></div></div></div></p>]]></content:encoded>
                    <dc:subject>電源</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>2090</dc:format>
                    <dc:date>2025-11-20T08:32:50+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1804">
                    <title>[Raspberry Pi4 対応] 13.3 HDMI LCD(H) (with case) V2, 1920x1080, IPS</title>
                    <link>https://www.physical-computing.jp/product/1804</link>
                    <description>&amp;nbsp;13.3 HDMI LCD(H) (with case) V2, 1920x1080, IPS&amp;nbsp;　　&amp;nbsp;&amp;nbsp;&amp;nbsp;本商品は、13.3インチHDMIタッチスク…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1804" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20190709_91443e.jpg" width="250" border="0" alt="[Raspberry Pi4 対応] 13.3 HDMI LCD(H) (with case) V2, 1920x1080, IPS" hspace="5" align="left"/></a><h1 class="contents">&nbsp;</h1><h1 class="contents"><span style="font-size: large; color: #000000;"><strong><span style="font-family: verdana, geneva;">13.3 HDMI LCD(H) (with case) V2, 1920x1080, IPS</span></strong></span></h1><p class="contents">&nbsp;</p><h2>　　<img src="https://www.physical-computing.jp/data/pclab/product/20190709_944256.jpg" alt="" width="434" height="282" /></h2><p>&nbsp;&nbsp;</p><p>&nbsp;</p><p class="contents"><span style="font-family: verdana, geneva; font-size: medium;">本商品は、13.3インチHDMIタッチスクリーンLCDです。</span></p><p class="contents"><span style="font-family: verdana, geneva; font-size: medium;">Raspberry Pi3/4や<span>Tinker Board、Tinker Board S、</span>Jetson Nanoにも対応しています。</span></p><p>&nbsp;</p><p>&nbsp;</p><h2><span style="font-family: verdana, geneva; font-size: medium;">【仕様】</span></h2><ul><li>&nbsp;<span style="font-family: verdana, geneva; font-size: medium;">ディスプレイサイズ：13.3ンチ</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">解像度：1920x1080</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">LCDパネル：IPS screen</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">タッチ方式：静電容量</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">サポートデバイス：Raspberry Pi 3/4, <span>Tinker Board,&nbsp;<span>Jetson Nano</span></span></span></li><li><span style="font-family: verdana, geneva; font-size: medium;">対応OS：Rasbian、Ubuntuなど</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">インターフェース：HDMI : Display</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">USB：Touch control</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">VESAマウント対応</span></li></ul><p align="left"><span>&nbsp;</span></p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;"><strong>【内容物】</strong></span></p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;">1）13.3インチHDMIタッチディスプレイ</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">2）電源セット 12V</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">3）HDMIケーブル&nbsp;</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">4）HDMI to マイクロHDMI アダプタ</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">5）USBケーブル</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">6）Quick start sheet</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;">　　　　　1　　　　　2　　　　　3　　　　　4　　　　　</span><span style="font-size: medium; font-family: verdana, geneva;">5　　　　　6</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;<img src="https://www.waveshare.com/img/devkit/LCD/13.3inch-HDMI-LCD-H-with-Holder-V2/13.3inch-HDMI-LCD-H-with-Holder-V2-1_93.jpg" alt="" /><img style="font-family: 'ＭＳ Ｐゴシック', sans-serif; font-size: 12px;" src="https://www.waveshare.com/img/devkit/accessories/Power-Adapter-12V-1000mA-DC_93.jpg" alt="" /><img style="font-family: 'ＭＳ Ｐゴシック', sans-serif; font-size: 12px;" src="https://www.waveshare.com/img/devkit/accessories/HDMI-cable_93.jpg" alt="" /><img style="font-family: 'ＭＳ Ｐゴシック', sans-serif; font-size: 12px;" src="https://www.waveshare.com/img/devkit/accessories/HDMI-to-Micro-HDMI-Adapter-1_93.jpg" alt="" /><img style="font-family: 'ＭＳ Ｐゴシック', sans-serif; font-size: 12px;" src="https://www.waveshare.com/img/devkit/accessories/USB-micro-35cm_93.jpg" alt="" /><span style="font-family: 'ＭＳ Ｐゴシック', sans-serif; font-size: 12px;">&nbsp;</span></span><img src="https://www.waveshare.com/img/devkit/accessories/13.3inch-HDMI-LCD-H-V2-Quick-Start_93.jpg" alt="" width="85" height="64" /></p><p>&nbsp;</p><div id="fnb_features" class="featuresList"><p>&nbsp;</p></div></p>]]></content:encoded>
                    <dc:subject>Waveshare</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>25980</dc:format>
                    <dc:date>2025-11-05T12:18:33+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1634">
                    <title>Micron Industry用 microSDカード 64GB  A1対応</title>
                    <link>https://www.physical-computing.jp/product/1634</link>
                    <description>&amp;nbsp;産業用Micro SDカード（64GB)&amp;nbsp;Raspberry Pi・Tinker Board検証済Micro SDカード&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1634" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20190422_b26ee6.jpg" width="250" border="0" alt="Micron Industry用 microSDカード 64GB  A1対応" hspace="5" align="left"/></a><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><h2><span style="font-family: verdana, geneva; font-size: large;">産業用Micro SDカード（64GB)</span></h2><p><span style="font-family: verdana, geneva; font-size: large; color: #888888;">&nbsp;<strong>Raspberry Pi・Tinker Board検証済Micro SDカード</strong></span></p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20190422_35ef3c.jpg" alt="" width="330" /></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">本製品は、産業用に作られた高品質・高耐久性のマイクロSDカードです。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">動画を記録し、ネットワークを通じた集中録画施設の変わりにカメラに保存するエッジストレージテクノロジの採用が急速に進んでおり、ＩＰビデオ監視アプリケーションへの幅広い導入が行われています。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">ＩＰビデオ監視カメラに特化して設計されたmicroSDカードをお選び頂く事によって、録画の冗長性、ネットワーク負荷の削減の最適化、そして全体的なTCOの低減がもたされ、価値を更に高めてシステムパフォーマンスを強化できます。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><h3><strong><span style="font-family: verdana, geneva; font-size: medium;">マイクロン産業用microSDカードを 選ぶ理由</span></strong></h3><h3><br /><strong><span style="font-family: verdana, geneva; font-size: medium;"> 1. 高い耐久性</span></strong></h3><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">高品質、24時間週7日間連続録画を3年間サポート。</span></p><h3><br /><strong><span style="font-family: verdana, geneva; font-size: medium;"> 2. 群を抜いた録画性能 </span></strong></h3><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">最適化されたファームウェアにより、コマ落ちを最小限に抑え、24時間週7日間連続高品質録画による安定したパフォーマンスを提供。</span></p><h3><br /><strong><span style="font-family: verdana, geneva; font-size: medium;"> 3. 産業用途向けの品質 </span></strong></h3><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">平均故障時間（MTTF）200万時間、年間故障率0.44%の高信頼性および高品質。今日NVRで使用されている監視向けHDDの2倍の信頼性。</span></p><h3><br /><strong><span style="font-family: verdana, geneva; font-size: medium;"> 4. ヘルスモニタリング向けのスマートツール</span></strong></h3><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;"> IPカメラインテグレーション向けのヘルスモニタリング機能がカードの使用状況や残り寿命を通知。エンドユーザーに警告するシステムソフトウェアへの組み込みが可能。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><h3><strong><span style="font-family: verdana, geneva; font-size: medium;">5. 大容量なのに低価格</span></strong></h3><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;最新の3D TLC NAND Flashのテクノロジーを利用しているので、大容量でも低価格を実現。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p><span>&nbsp;</span><img src="https://www.physical-computing.jp/data/pclab/product/20180903_797394.jpg" alt="" width="489" height="239" /></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;<strong>【仕様】</strong></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">Micron 3D TLC NAND Flash</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><table border="1" cellspacing="1" cellpadding="1" align="left"><tbody><tr><td><span style="font-family: verdana, geneva; font-size: medium;">動作保証温度範囲</span></td><td><span style="font-family: verdana, geneva; font-size: medium;">－２５〜８５℃</span></td></tr><tr><td><span style="font-family: verdana, geneva; font-size: medium;">Performance</span></td><td><p><span style="font-family: verdana, geneva; font-size: medium;">SD3.0 / 5.1</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">Class10 / UHS-I</span></p></td></tr><tr><td><span style="font-family: verdana, geneva; font-size: medium;">Application Class*</span></td><td><p><span style="font-family: verdana, geneva; font-size: medium;">A1</span></p></td></tr><tr><td><span style="font-family: verdana, geneva; font-size: medium;">MTTF(target)</span></td><td><p><span style="font-family: verdana, geneva; font-size: medium;">200万時間</span></p></td></tr><tr><td><span style="font-family: verdana, geneva; font-size: medium;">Sequential Read</span></td><td><p><span style="font-family: verdana, geneva; font-size: medium;">90MB/S</span></p></td></tr></tbody></table><p>&nbsp;</p><p><span>&nbsp;</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva;"><br /> <span style="font-size: medium;">*&nbsp;Application Class とは、&nbsp;一般的にRandomアクセスが高速であるといわれています。</span></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">監視カメラでの使用可能時間</span></p><table style="width: 359px; height: 84px;" border="1" cellspacing="1" cellpadding="1"><tbody><tr><td style="text-align: center;"><span style="font-family: verdana, geneva; font-size: medium;">容量</span></td><td style="text-align: center;"><span style="font-family: verdana, geneva; font-size: medium;">記録時間</span></td></tr><tr><td style="text-align: center;"><span style="font-family: verdana, geneva; font-size: medium;">256GB</span></td><td style="text-align: center;"><span style="font-family: verdana, geneva; font-size: medium;">24H連続録画＠16Mbpsで3年間</span></td></tr><tr><td style="text-align: center;"><span style="font-family: verdana, geneva; font-size: medium;">128GB</span></td><td style="text-align: center;"><span style="font-family: verdana, geneva; font-size: medium;">24H連続録画＠8Mbpsで3年間</span></td></tr><tr><td style="text-align: center;"><span style="font-family: verdana, geneva; font-size: medium;">64GB</span></td><td style="text-align: center;"><span style="font-family: verdana, geneva; font-size: medium;">24H連続録画＠4Mbpsで3年間</span></td></tr><tr><td style="text-align: center;"><span style="font-family: verdana, geneva; font-size: medium;">32GB</span></td><td style="text-align: center;"><span style="font-family: verdana, geneva; font-size: medium;">24H連続録画＠2Mbpsで3年間</span></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">保証期間　：　２年間</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20180903_badfad.jpg" alt="" width="220" height="220" /></p><p><span style="font-family: verdana, geneva; font-size: medium;">2018年4月11日にラスベガスで開かれた</span></p><p><span style="font-family: verdana, geneva; font-size: medium;"> ISC West2018で SIA(Security Industry Association)のSIA New Product Showcase Awards ProgramのWinnerに選ばれました</span></p><p><span>&nbsp;</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;量産製品での採用をご検討の方には、量産用価格及び納期等を別途ご提示させていだだきますので、お気軽に弊社までお問合せください。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">＜お問合せ先＞</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">TechShare株式会社</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">Physical Computing事業部</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">TEL 03-5683-7293</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">Email:store@techshare.co.jp</span></p><p><span>&nbsp;</span></p></p>]]></content:encoded>
                    <dc:subject>Micron Technology</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>4480</dc:format>
                    <dc:date>2025-11-05T10:16:53+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1640">
                    <title>RPi Relay Board</title>
                    <link>https://www.physical-computing.jp/product/1640</link>
                    <description>RPiリレーボード&amp;nbsp;■概要RPiリレーボードは、Raspberry&amp;nbsp;Piを高電圧/高電流デバイス対応可能にし、一般的な家電製品を簡単にインテリジェント化することができます。&amp;nbs…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1640" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20180907_16590f.jpg" width="250" border="0" alt="RPi Relay Board" hspace="5" align="left"/></a><h2><strong><span style="font-size: large;">RPiリレーボード</span></strong></h2><p>&nbsp;</p><h3><span style="font-size: medium;"><strong>■概要</strong></span></h3><p><span style="font-size: medium;">RPiリレーボードは、Raspberry&nbsp;Piを高電圧/高電流デバイス対応可能にし、一般的な家電製品を簡単にインテリジェント化することができます。</span></p><p><span style="font-size: medium;">&nbsp;</span></p><h3><strong><span style="font-size: medium;">■特徴</span></strong></h3><p><span style="font-size: medium;">・Raspberry Pi A+/B+/2B/3B/3B+ 準拠</span><br /><span style="font-size: medium;"> ・最大250VAC/5A, 30VDC/5Aの負荷まで対応できる高品質のリレー</span><br /><span style="font-size: medium;"> ・高電圧回路からの干渉を防止するフォトカップリング絶縁</span><br /><span style="font-size: medium;"> ・リレーステータスを表示するLED搭載</span><br /><span style="font-size: medium;"> ・デフォルトピン以外のカスタムピンでリレーを制御する、リレー制御ジャンパー</span><br /><span style="font-size: medium;"> ・wiringPi、WebioPi、shell、python、bcm2835などの開発リソースが付属</span></p><p>&nbsp;</p><p><span style="font-size: medium;"><strong>■仕様</strong><strong>&nbsp;</strong></span></p><p><span style="font-size: medium;"><img src="https://www.waveshare.com/img/devkit/accBoard/RPi-Relay-Board/RPi-Relay-Board-intro.jpg" alt="Raspberry Pi Expansion Board on board resource" /></span></p><p>&nbsp;</p><p><span style="font-size: medium;">１．Raspberry Pi&nbsp;GPIOインターフェイス：Raspberry Pi 接続用</span><br /><span style="font-size: medium;">２．リレースクリューターミナル：ターゲットデバイス接続用</span><br /><span style="font-size: medium;">３．リレー</span><br /><span style="font-size: medium;">４．フォトカプラ：PC817</span><br /><span style="font-size: medium;">５．リレーインジケータ</span><br /><span style="font-size: medium;">　　・LED点灯：リレーNCが開き、NOが閉じている</span><br /><span style="font-size: medium;">　　・LED消灯：リレーNCが閉じ、NOが開いている</span><br /><span style="font-size: medium;">６．電源インジケータ</span><br /><span style="font-size: medium;">７．リレー制御ジャンパ</span><br /><span style="font-size: medium;">　　・ショートジャンパー：サンプルコードで使用されるデフォルトのI/Oによってリレーを制御</span><br /><span style="font-size: medium;">　　・ジャンパーを開く：ジャンパー線を介してカスタムI/Oでリレーを制御</span></p><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;"><strong style="font-size: medium;">■寸法</strong></span></p><p><span style="font-size: medium;"><strong><img src="https://www.waveshare.com/img/devkit/accBoard/RPi-Relay-Board/RPi-Relay-Board-size.jpg" alt="RPi Relay Board board dimensions" /></strong></span></p><p>&nbsp;</p><p><span style="font-size: medium;"><strong>■重量</strong></span></p><p><span style="font-size: medium;">0.061 kg</span></p><p>&nbsp;</p><p><strong><span style="font-size: medium;">■内容物</span></strong></p><div class="std"><span style="font-size: medium;">１．RPiリレーボード&nbsp;x 1</span><br /><p>&nbsp;<img src="https://www.waveshare.com/img/devkit/accBoard/RPi-Relay-Board/RPi-Relay-Board-1_93.jpg" alt="" /></p></div><div class="std"><div class="imgTextWrap"><div style="text-align: left;"><span style="font-size: medium;">２．<span>RPiネジ</span>（２個入り）&times;１</span></div><div><span style="font-size: medium;"><a href="https://www.waveshare.com/img/devkit/general/RPi-screws-pack-x2_L.jpg"><img src="https://www.waveshare.com/img/devkit/general/RPi-screws-pack-x2.jpg" alt="" /></a></span></div><div>&nbsp;&nbsp;</div><div>&nbsp;<strong style="font-size: medium;">■開発者向けリソース</strong></div></div></div><p><span style="font-size: medium;"><a href="http://www.waveshare.com/wiki/RPi_Relay_Board" target="_blank">www.waveshare.com/wiki/RPi_Relay_Board</a></span></p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Waveshare</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>7890</dc:format>
                    <dc:date>2025-10-31T14:47:07+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1694">
                    <title>Pololu Balboa 32U4 Extended Shaft付マイクロメタルギアモーター（75:1)</title>
                    <link>https://www.physical-computing.jp/product/1694</link>
                    <description>&amp;nbsp;&amp;nbsp;こちらの商品は、&amp;nbsp;Balboa 32U4 Extended Shaft付マイクロメタルギアモーター（75:1)です。&amp;nbsp;カーボンブラシの搭載により、長寿命を実…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1694" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20190219_b27903.jpg" width="250" border="0" alt="Pololu Balboa 32U4 Extended Shaft付マイクロメタルギアモーター（75:1)" hspace="5" align="left"/></a><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;">こちらの商品は、</span></p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;"><strong>Balboa 32U4 Extended Shaft付マイクロメタルギアモーター（75:1)</strong>です。</span></p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;">カーボンブラシの搭載により、長寿命を実現することができました。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;"><strong>内容物</strong></span></p><ul><li><span style="font-size: medium; font-family: verdana, geneva;">1&times;モーター</span></li></ul><p>&nbsp;</p><p><strong><span style="font-size: medium; font-family: verdana, geneva;">仕様</span></strong></p><ul><li><span style="font-size: medium; font-family: verdana, geneva;">動作電圧: 3~9V</span></li><li><span style="font-size: medium; font-family: verdana, geneva;">ギヤ比: 75.81:1</span></li><li><span style="font-size: medium; font-family: verdana, geneva;">無負荷回転数（6V時）: 400RPM、120mA</span></li><li><span style="font-size: medium; font-family: verdana, geneva;">停動電流（6V時）: 1600mA</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">停動トルク（6V時）: 1.6kgf-cm</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">シャフト : 3mm軸Dカット</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">重さ : 9.5g</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">サイズ : 12&times;10&times;40.3mm</span></li></ul><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">その他のギアモーターに関して、以下の通りです。</span></p><ul><li><span style="text-decoration: underline;"><span style="font-family: verdana, geneva; font-size: medium;"><a href="https://www.physical-computing.jp/product/1692">Balboa 32U4 Extended Shaft付マイクロメタルギアモーター（30:1)</a></span></span></li><li><span style="text-decoration: underline;"><span style="font-family: verdana, geneva; font-size: medium;"><a href="https://www.physical-computing.jp/product/1693">Balboa 32U4 Extended Shaft付マイクロメタルギアモーター（50:1)</a></span></span></li></ul><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;"><span>商品の詳細に関して、</span><span style="text-decoration: underline;"><a href="https://www.pololu.com/product/3072">Pololu オリジナルページ</a></span><span>をご覧ください。</span></span></p><p>&nbsp;</p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Pololu</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>4480</dc:format>
                    <dc:date>2025-10-22T14:14:35+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1273">
                    <title>Dobot Magician - コンベアベルトキット</title>
                    <link>https://www.physical-computing.jp/product/1273</link>
                    <description>&amp;nbsp;Conveyor Belt Kit&amp;nbsp;&amp;nbsp;本キットは、Dobot magician　ロボットアーム用のマイクロ生産ラインのデモなどでも利用されているコンベアベルト(Conv…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1273" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20170707_187bda.png" width="250" border="0" alt="Dobot Magician - コンベアベルトキット" hspace="5" align="left"/></a><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;"><strong>Conveyor Belt Kit</strong></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">本キットは、Dobot magician　ロボットアーム用のマイクロ生産ラインのデモなどでも利用されているコンベアベルト(Conveyer Belt)のキットです。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>　　<iframe src="https://www.youtube.com/embed/AWFFJYYCF44" frameborder="0" width="560" height="315"></iframe></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: large;"><strong>&nbsp;■利用例</strong></span></p><p>&nbsp;&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>　　<iframe src="https://www.youtube.com/embed/hzyQp5xYfKY?rel=0" frameborder="0" width="560" height="315"></iframe></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">コンベアベルトのキットには、下記の内容物が含まれています。</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">※本製品につきまして、<a href="https://www.physical-computing.jp/product/1147">DOBOT Magician</a>と組み合わせての使用を前提としております。</span><br /><span style="font-size: medium; font-family: verdana, geneva;"> 単体では動作できかねますので、ご注意ください。</span></p><p>&nbsp;</p><h2><span style="font-family: verdana, geneva; font-size: medium;">【キット内容物】</span></h2><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">1） コンベアベルト</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">2） 赤外線距離センサー</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">3）&nbsp;</span><span style="font-family: verdana, geneva; font-size: medium;">カラーセンサー</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">4） ツールキット（6角レンチ）</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">5） 付属物</span></p><p style="padding-left: 60px;"><span style="font-family: verdana, geneva; font-size: medium;">　　□　カラーキューブ (スポンジ製)　x　40</span></p><p style="padding-left: 60px;"><span style="font-family: verdana, geneva; font-size: medium;">　　□　デモ用位置補正ボード　x　1</span></p><p style="padding-left: 60px;"><span style="font-family: verdana, geneva; font-size: medium;">　　□　ユーザーマニュアル x　1</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><div class="col-full"><div class="prosection conveyor"><h2 class="prosection-left">【<span style="font-family: verdana, geneva; font-size: medium;">スペック</span>】</h2><h3 class="prosection-left" style="padding-left: 30px;"><span style="text-decoration: underline;"><span style="font-family: verdana, geneva; font-size: medium;">Conveyor Belt</span></span></h3><p>&nbsp;</p><div class="prosection-right"><table style="height: 148px; width: 401px;"><tbody><tr><th style="text-align: left; padding-left: 30px;"><p><span style="font-family: verdana, geneva; font-size: small;">有効荷重</span></p></th><td style="padding-left: 30px;" data-th="Payload"><p><span style="font-family: verdana, geneva; font-size: small;">500 g</span></p></td></tr><tr style="padding-left: 30px;"><th style="text-align: left; padding-left: 30px;"><p><span style="font-family: verdana, geneva; font-size: small;">可搬距離</span></p></th><td style="padding-left: 30px;" data-th="E ective delivering distance"><p><span style="font-family: verdana, geneva; font-size: small;">600 mm</span></p></td></tr><tr style="padding-left: 30px;"><th style="text-align: left; padding-left: 30px;"><p><span style="font-family: verdana, geneva; font-size: small;">最高速度</span></p></th><td style="padding-left: 30px;" data-th="Maximum speed"><p><span style="font-family: verdana, geneva; font-size: small;">120 mm/s</span></p></td></tr><tr style="padding-left: 30px;"><th style="text-align: left; padding-left: 30px;"><p><span style="font-family: verdana, geneva; font-size: small;">最高加速度</span></p></th><td style="padding-left: 30px;" data-th="Maximum acceleration"><p><span style="font-family: verdana, geneva; font-size: small;">1100 mm/s&sup2;</span></p></td></tr><tr style="padding-left: 30px;"><th style="text-align: left; padding-left: 30px;"><p><span style="font-family: verdana, geneva; font-size: small;">重量</span></p></th><td style="padding-left: 30px;" data-th="Weight"><p><span style="font-family: verdana, geneva; font-size: small;">4.2 kg</span></p></td></tr><tr style="padding-left: 30px;"><th style="text-align: left; padding-left: 30px;"><p><span style="font-family: verdana, geneva; font-size: small;">重量（梱包）</span></p></th><td style="padding-left: 30px;" data-th="Weight"><p><span style="font-family: verdana, geneva; font-size: small;">5.34 kg</span></p></td></tr><tr style="padding-left: 30px;"><th style="text-align: left; padding-left: 30px;"><p><span style="font-family: verdana, geneva; font-size: small;">サイズ</span></p></th><td style="padding-left: 30px;" data-th="Dimension"><p><span style="font-family: verdana, geneva; font-size: small;">700 mm &times; 215 mm &times; 60 mm</span></p></td></tr></tbody></table></div><p>&nbsp;</p><p>&nbsp;</p></div><div class="prosection conveyor"><h3 class="prosection-left" style="padding-left: 30px;"><span style="text-decoration: underline;"><span style="font-family: verdana, geneva; font-size: medium;">赤外線距離センサー</span></span></h3><p>&nbsp;</p><div class="prosection-right"><table style="height: 80px; width: 323px;"><tbody><tr><th style="text-align: left; padding-left: 30px;"><p><span style="font-family: verdana, geneva; font-size: small;">測定レンジ</span></p></th><td style="padding-left: 30px;" data-th="Measurable range"><p><span style="font-family: verdana, geneva; font-size: small;">20 ~ 150 mm</span></p></td></tr><tr style="padding-left: 30px;"><th style="text-align: left; padding-left: 30px;"><p><span style="font-family: verdana, geneva; font-size: small;">信号</span></p></th><td style="padding-left: 30px;" data-th="E ective delivering distance"><p><span style="font-family: verdana, geneva; font-size: small;">Analog Output</span></p></td></tr><tr style="padding-left: 30px;"><th style="text-align: left; padding-left: 30px;"><p><span style="font-family: verdana, geneva; font-size: small;">入力</span></p></th><td style="padding-left: 30px;" data-th="Maximum speed"><p><span style="font-family: verdana, geneva; font-size: small;">4.5 &ndash; 5.5 V</span></p></td></tr></tbody></table><span style="font-size: medium;"><strong><br /></strong></span></div><p>&nbsp;</p></div><div class="prosection conveyor"><h3 class="prosection-left" style="padding-left: 30px;"><span style="text-decoration: underline;"><span style="font-family: verdana, geneva; font-size: medium;">カラーセンサー</span></span></h3><p>&nbsp;</p><div class="prosection-right"><table style="height: 70px; width: 320px;"><tbody><tr><th style="text-align: left; padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: small;">識別サイズ</span></th><td style="text-align: left;" data-th="Measurable range"><span style="font-family: verdana, geneva; font-size: small;">20 ~ 150 mm</span></td></tr><tr><th style="text-align: left; padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: small;">識別色</span></th><td style="text-align: left;" data-th="Detectable: non-glowing object"><span style="font-family: verdana, geneva; font-size: small;">非発光色</span></td></tr><tr><th style="text-align: left; padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: small;">白色LED&nbsp;</span></th><td style="text-align: left;" data-th="White LED embedded, on/o  controllable"><span style="font-family: verdana, geneva; font-size: small;">ON/OFF制御可</span></td></tr></tbody></table></div><p>&nbsp;</p><p>&nbsp;</p></div></div><p>&nbsp;</p><div class="prosection last"><div class="col-full"><p><img src="https://www.physical-computing.jp/data/pclab/product/Dobot/conveyor-shpping.png" alt="" /></p></div></div><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>72800</dc:format>
                    <dc:date>2025-10-06T16:32:40+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1996">
                    <title>15.6inch ケース付きタッチモニター, 1920×1080 Full HD, IPS, HDMI/Type-C</title>
                    <link>https://www.physical-computing.jp/product/1996</link>
                    <description>携帯用 折り畳みケース付 15.6インチ　タッチモニター（バッテリー搭載）サイズ：15.6インチ 解像度：1920&amp;times;1080 ディスプレイポート：Type-C / HDMI ディスプレイパ…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1996" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20200716_0dffdc.jpg" width="250" border="0" alt="15.6inch ケース付きタッチモニター, 1920×1080 Full HD, IPS, HDMI/Type-C" hspace="5" align="left"/></a><div><h1 class="richTitle"><span style="font-size: large; font-family: verdana, geneva;">携帯用 折り畳みケース付 15.6インチ　タッチモニター（バッテリー搭載）</span></h1><span style="font-size: medium;"><img src="https://www.waveshare.com/img/devkit/LCD/12.5FK/TOP.jpg" alt="" /></span></div><div><ul><li><span style="font-size: medium;">サイズ：15.6インチ</span></li><li><span style="font-size: medium;"> 解像度：1920&times;1080</span></li><li><span style="font-size: medium;"> ディスプレイポート：Type-C / HDMI</span></li><li><span style="font-size: medium;"> ディスプレイパネル：IPS</span></li><li><span style="font-size: medium;"> 視野角：178&deg;</span></li><li><span style="font-size: medium;"> タッチタイプ：容量性</span></li><li><span style="font-size: medium;"> タッチポイント：10ポイント</span></li><li><span style="font-size: medium;"> タッチポート：Type-C / USB</span></li><li><span style="font-size: medium;"> タッチパネル：強化ガラス</span></li><li><span style="font-size: medium;">表示機能：ハイダイナミックレンジ</span></li><li><span style="font-size: medium;"> OSDメニュー：明るさ/コントラスト</span></li><li><span style="font-size: medium;"> USB拡張：外部デバイス</span></li><li><span style="font-size: medium;"> サウンド：Hi-Fiスピーカー</span></li><li><span style="font-size: medium;"> オーディオ出力：3.5mmジャック</span></li><li><span style="font-size: medium;">大容量：<span>10000mAh</span></span></li><li><span style="font-size: medium;">ゲーム：Xbox360 / PS4 / Switch</span></li><li><span style="font-size: medium;"> スマートフォン：Huawei / Samsung ...</span></li><li><span style="font-size: medium;"> エンクロージャー：ポリカーボネート</span></li><li><span style="font-size: medium;"> 保護ケース：3つの角度オプション</span></li></ul></div><div>&nbsp;</div><div>&nbsp;</div><div>&nbsp;</div><div class="richTitle"><strong><span style="font-size: medium;">デバイスとシステムのサポート</span></strong></div><p><span style="font-size: medium;">・Raspberry Pi</span></p><div class="richGridWrap richGridWrap-img4txt6"><div><div class="largerBlock"><p><span style="font-size: medium;"> Raspbian、10ポイントタッチ、ドライバーフリーをサポート</span><br /><span style="font-size: medium;"> Ubuntu / Kali / WIN10 IoT、シングルポイントタッチ、ドライバーフリーをサポート</span><br /><span style="font-size: medium;"> ドライバーなしでRetropieをサポート</span><br /><span style="font-size: medium;"> <strong>Raspberry Piの全バージョンをサポート</strong></span></p><p>&nbsp;</p><p><span style="font-size: medium;">・Jetson Nano</span><br /><span style="font-size: medium;"> Ubuntu、シングルポイントタッチ、ドライバーフリーをサポート</span></p><p>&nbsp;</p><p><span style="font-size: medium;">・PC</span><br /><span style="font-size: medium;"> Windows 10 / 8.1 / 8/7をサポート、10ポイントタッチ、ドライバーフリー</span></p><p>&nbsp;</p><p><span style="font-size: medium;">・ゲーム機</span><br /><span style="font-size: medium;"> Xbox360、PS4、スイッチ...</span></p><p>&nbsp;</p><p><span style="font-size: medium;">・スマートフォン</span><br /><span style="font-size: medium;"> Huawei、Samsung、OPPO、LG、HTC ...（ミラーキャスト）</span><br /><br /></p></div><div class="subBlock">&nbsp;</div><div class="subBlock">&nbsp;</div><div class="subBlock">&nbsp;</div><div class="subBlock"><strong><span style="font-size: large;">フックアップのサンプル</span></strong></div><div class="subBlock">&nbsp;</div><div class="subBlock"><br /><span style="font-size: medium;"> Raspberry Pi 4</span></div></div></div><div class="mgnTB_p"><span style="font-size: medium;"><img src="https://www.waveshare.com/img/devkit/LCD/12.5FK/Pi-4B.jpg" alt="" /></span><p class="richDesc"><span style="font-size: medium;">Raspberry Pi 3B+</span></p><span style="font-size: medium;"><img src="https://www.waveshare.com/img/devkit/LCD/12.5FK/Pi-3B+.jpg" alt="" /></span><p class="richDesc"><span style="font-size: medium;">Raspberry Pi Zero W</span></p><span style="font-size: medium;"><img src="https://www.waveshare.com/img/devkit/LCD/12.5FK/Pi-Zero.jpg" alt="" /></span><p class="richDesc"><span style="font-size: medium;">AI コンピューターJetson Nano</span></p><span style="font-size: medium;"><img src="https://www.waveshare.com/img/devkit/LCD/12.5FK/Jetson-Nano.jpg" alt="" /></span><p class="richDesc"><span style="font-size: medium;">全機能搭載のType-C Mini PC</span></p><span style="font-size: medium;"><img src="https://www.waveshare.com/img/devkit/LCD/12.5FK/mini-PC.jpg" alt="" /></span><p class="richDesc"><span style="font-size: medium;">全機能搭載の Type-C スマホ</span></p><span style="font-size: medium;"><img src="https://www.waveshare.com/img/devkit/LCD/12.5FK/Phone.jpg" alt="" /></span></div><div><div class="richTitle">&nbsp;</div><div class="richTitle"><span style="font-size: medium;">ディスプレイパネル</span></div><span style="font-size: medium;"><img src="https://www.waveshare.com/img/devkit/LCD/12.5FK/Display.jpg" alt="" /></span></div><div><div class="richTitle"><p>&nbsp;</p><p><strong><span style="font-size: medium;">HDR機能</span></strong><br /><span style="font-size: medium;"> HDR（ハイダイナミックレンジ）テクノロジーにより、よりリアルでカラフルな視覚効果を実現</span></p></div><p class="richDesc"><span style="font-size: medium;"> <img src="https://www.waveshare.com/img/devkit/LCD/common/HDR-Compare.jpg" alt="" /></span></p></div><div><div class="richTitle">&nbsp;</div><div class="richTitle"><strong><span style="font-size: medium;">タッチコントロール</span></strong></div><span style="font-size: medium;"><img src="https://www.waveshare.com/img/devkit/LCD/common/Touch-Screen-Top-C10T.jpg" alt="" />&nbsp;<img src="https://www.waveshare.com/img/devkit/LCD/12.5FK/Touch-Screen.jpg" alt="" /></span><p>&nbsp;</p><p><span style="font-size: medium;">1）オペレーティングシステムに応じて、最大10ポイントのタッチ。 </span></p><p><span style="font-size: medium;">2）硬度6Hまでの強化ガラスパネル。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><strong><span style="font-size: medium;">オーディオ機能</span></strong></p></div><div><span style="font-size: medium;"><img src="https://www.waveshare.com/img/devkit/LCD/common/Audio-Top-Dual-Spk.jpg" alt="" />&nbsp;<img src="https://www.waveshare.com/img/devkit/LCD/12.5FK/Audio.jpg" alt="" /></span></div><div><div class="richTitle">&nbsp;</div><div class="richTitle"><span style="font-size: medium;">ゲームも楽しめます</span></div><span style="font-size: medium;"><img src="https://www.waveshare.com/img/devkit/LCD/common/Game-Player-Top1.jpg" alt="" />&nbsp;<img src="https://www.waveshare.com/img/devkit/LCD/12.5FK/Game-Player.jpg" alt="" /></span></div><div><div class="richTitle">&nbsp;</div><div class="richTitle"><strong><span style="font-size: medium;">全機能搭載の Type-C ポート</span></strong></div><p><span style="font-size: medium;">オーディオとビデオの伝送が、１本の接続で可能</span><br /><span style="font-size: medium;"> 1本のケーブルだけで、コンピューターのデュアルスクリーン、またはスマートフォンのミラーキャストのいずれにも対応可能</span></p><span style="font-size: medium;"><img src="https://www.waveshare.com/img/devkit/LCD/12.5FK/Type-C.jpg" alt="" /></span></div><div><div class="richTitle"><div><div class="richTitle"><p>&nbsp;</p><p><strong><span style="font-size: medium;">大容量バッテリー</span></strong><br /><span style="font-size: medium;"> 内蔵10000mAhバッテリー、3〜4時間のバッテリー寿命を実現、旅行に最適</span></p></div></div><div><div class="richTitle">&nbsp;</div><div class="richTitle"><strong><span style="font-size: medium;">外観と寸法</span></strong></div><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA7sAAAF2CAYAAACvc4+1AAAgAElEQVR4AeydB5xdRdn/g69/BAUElJRNdhNaIKRXUoAIihRBQEmy2fSEogLKKyCidFBQVKyv+Cp2RSkhvZFAOiGh9yJFFBDhRZGQZNt9/p/vnPu7O3s4t+4m2d075/OZ+8w880w5zz1nZn7nmdLJwhU0EDQQNBA0EDQQNBA0EDQQNBA0EDQQNBA00ME00KmD3U+4naCBoIGggaCBoIGggaCBoIGggaCBoIGggaABC2A3PARBA0EDQQNBA0EDQQNBA0EDQQNBA0EDQQMdTgMB7Ha4vzTcUNBA0EDQQNBA0EDQQNBA0EDQQNBA0EDQQAC74RkIGggaCBoIGggaCBoIGggaCBoIGggaCBrocBoIYLfD/aXhhoIGggaCBoIGggaCBoIGggaCBoIGggaCBgLYDc9A0EDQQNBA0EDQQNBA0EDQQNBA0EDQQNBAh9NAALsd7i8NNxQ0EDQQNBA0EDQQNBA0EDQQNBA0EDQQNBDAbngGggaCBoIGggaCBoIGggaCBoIGggaCBoIGOpwGAtjtcH9puKGggaCBoIGggaCBoIGggaCBoIGggaCBoIEAdsMzEDQQNBA0EDQQNBA0EDQQNBA0EDQQNBA00OE0EMBuh/tLww0FDQQNBA0EDQQNBA0EDQQNBA0EDQQNBA0EsBuegaCBoIGggaCBoIGggaCBoIGggaCBoIGggQ6ngQB2O9xfGm4oaCBoIGggaCBoIGggaCBoIGggaCBoIGgggN3wDAQNBA0EDQQNBA0EDQQNBA0EDQQNBA0EDXQ4DQSw2+K/tNHM5JIzS5mZXLJE4Ja3Bnh+whU0EDTQehqI2uTQ7raeRkNOQQNBA0EDQQNBA+1RAwHsFvGvNTY2Wn19rTU01FljY33kGraZWZ2lGmsd6G1MRcC2sdEslUo5kNtgZsTWp0FvBI6LKDiIdmANMCjnyUh/MNHoXDTrnafls8aHiKCBjq8BXpP6hqjRrdtWaw2pRqtrqLf6hq3WaHVWl2qM3i7/fcKv963jq6hV7tD1ZfRnaednWldX54LE+VdDAz2fmWhtLb1g1C/Sl8ofT+ciwk/QQNBA0EDQQNBAK2kggN08ivQ7YjpoAd1UqsH5ASoN9Vutfutmh3Lp7gG8oNxUQ2MzsBt19T64yVN4iC4DDQi0pmn62QlTAcrgrw+32GINNPBRkVxSZo31DbZla63VNzZYymptW+3bVme1DvC6NjktFyVocdFll4GArk+3bdtmgFj1kwBb/HEALMC7detWpzfCklV+ZafQcMNBA0EDQQNBAztEAwHs5lGzOnGowC5AF8suVt76eqxy0WCrvrYuGnmlzBrqmqx1DMYIRd+5+QoeWYObWfQyloYY+Al8zwrT0XST6+FLutdc8u09Lul+A6/JAhl0kaQL920Ii2KqEROvAX5r6xqsrnazmb1r9al3rMG2OCsv7XbmI5I+KrX312YH11/AVFSgVuDVr476RskoTD/q96vKy08b/EEDQQNBA0EDQQOtpYEAdgvUJB1y1KFHU5ix8NbW11ltY8o2M32OKVuA3PSUOmuoN2sE3kaDVHwNzg/YxTWB4QKrEMQ6qgbSA2+Nv5soMwMiFz1HHVUBhd4X7xKXaDoYSJlqoOndqNvyjptSU99gxnfGVGqLNdS9ZY2N71ijMeum1ixFu5s2BfOShatoDQiYAlhxXD7QFaBVxj6ohffuu+9mrL4CvcpTaQINGggaCBoIGggaaE0NBLBboDbpkOnIseZi1QXsbmuot7frG5ydFlACgCU+1choC7CLpTcCtQIw0WArDLgKVHuHF9NzAY0+iESUp0azAeA3G5v7iTq8hsINBg1k1wDtbiNAlg+IqQarT5ltrU9Z3dZ/m6UAwFss1bitqS2mPXZtsv/BMXv+Iaa5BgRMAaqA3FzgVkBXoFiUHP31u8pT8s1LDKGggaCBoIGggaCBlmkggN0C9UdH7INdAG9tY4P9O2X2Zl29bUvVWQODKgd6G80aas3YvCoOdn2gIj91EJoJNPpHykQPegTy0eaPKR9WOpB1M37zSe9DcwW8N1Qmz0toJ9J/ffr/ZkMq2mLa2drarfbWVn18pP19xxpT26J4Fu263QOjj5JuU0E3w6YDvUfvfStanUM/CGiNO/pGH6zKLzlVhDW+XAK7xCMrJ7lAgwaCBoIGggaCBlpLAwHs5tGkOm3Eoi/ZkWWXAda2VMreMrN/mxl7f6as3uoaot2aM1Zdps45wJvGs0kD+zx1CNEdVwPNpylj8W80Y3pgxqVxbfq5gWDpldU3PebvuApqdmcCJqLNIkOgDDWQnknrNqfivXjbzP7PrdbdattSm22L1dmW9C4JWH3V/GoWRRmqrKRbFhiFCsBCuXzgSlh8yapAyckiDEAOYFfaCTRoIGggaCBoYHtpIIDdPJr1wS4dM9OX5d5tNPvE5M/Za2ZuQFVvKQdEIgDS2DSdGQDjGW9VZBNQ0eA90Eg35aMHPpDgIviKhSoNdNlpxzkP7LoPKk1gl1RNz5Ceqo5Ak/5/eNyxT/HLcd/4Ay0fPUTPvzt6iA+OKbOjqz9nr7uPj2abU1tss6Xs3XT7zMRlLQkIYDf9qhRIBHbpA30Hf+DAgZlc1F/605uVdvDgwW52lGTcm5rOTzKZjIInaCBoIGggaCBooJU0EMBugYqkM6YDF9CFcojC0VMusL+lLQpM0GI4XpteksuggHVkOGbQRUP1Bg4ryrhGt21VnQXK9l3lp4doNsBWB3iZLcDOpdu2sJlOGsmmzGq3Ntjdy++xGTNmWPfu3WzYiMF29bVX2D/++YoDeO45y8w84CmLzrI86aSTrKKiIjNFkGcYWaisLEuWLLHOnTvb7NmzHV/WFvJQvkrz+uuv21VXXWUjR460ESNG2De+8Q375z//mZEj36VLl9rMmTOtW7duNnz48IwM+WHR0aXpjPWNdSYXvQMN1pCqde8Duml6L3g24PsUv1x5Pj9N+inP++eutzRscyD2bcDulItce4w1d0tdrWujt6TM6tJW3aaPI7wnUYusZzLQ4jTA+85VWVmZSShehuF5evTokWmLPHbGS1o/PX61PQhpV2f4aksko7DaLD8f0ioeSpyfl+KVl9KK6rgkVVRlKBxo0EDQQNBA0EDb1kAAu0X8P3RyABI5BlRHTfmavWxmr9easU3K1obIesAmKW6JmOvABXYZvgN06zJOA/xAGbaWm6uzunqeonq33nvrVmxQAFWzutpodP7u5lr79re+Z126dLPvf//7tnTpYvvNb2+2Ll33tWHDB9nrr7+WGbxpQMcg7Ve/+pUDsfvtt58Dthrk8QxL7tVXX7WjjjrKunTpkgG7lC+rDANCHPn95z//ceAVILt+/Xq777777OSTTzYAta6rr77agesf/OAHtnz5cvvlL39pH/3oR23IkCEGUOaifA0eoQDduoat0fT/VK3bfVrPgdt8KPNMCNTGabk9M+F+9XxA611L2uDaXQ4bGlNzsf2dpSWNEdhlqQmOtb0R0AXgYuMNG1TpvS2VCgxuT7CrukUfmps+ltGO+ICVMJf/sY4wbZ3iVF/4+NXO4Vec307yQU4y8OUnvfLEH66ggaCBoIGggbatgQB28/w/AgZ0bnR2suyy6/LmlNnHz7zKXkyv293GzFM6WNaIAXqdYTeazkxfzICrIVWfdrVp2nxaGOUEVz46cEB3GyC33urrAL4M4qKNzgCCPDOPP/mEPfroo24DHh7Xbdu22GOPPmyVPSqagVTieF6fe+45Z22ZNm2aA5/wNZjjGdZA7Stf+YoDq4DdO++80/H1vJNGgzt4y5Ytc3m+8sorrgx4b7zxhgPK69atc7KPP/64PfbYY5kBJmU+8cQThkUHy7EuBqmy7EY8bVITDWZJR/6qa3gfyud9KOa/5t3gTF2emrpGs/+rNzvmzGvcx8d/uZk0jbbFnbLbYHUZsEujrB2ZNe1dT2agxWhAbcr2BLu0AzhdPB8CufAUpi6arSK+2i+1J/DhkR/pJKd04vnymzdvdrLKS2l07y6T8BM0EDQQNBA00KY1EMBuEX8PnWEqxTQoOst6e8fMRs76pj1uZq+a2X8AvSlz/LdSxumObi0vEAY/8nEHP7jy1QFT4eXe3hat3t3SEA3OtzZsc9Obt9byhLDbadMgra6uwfbbr4vddNNNGcutrLCzZs2yqVOn2m9+8xvr2rWre8L9AR4DNQAqIHfjxo1uyjFglws5DeTwK3zHHXc4S7EGmgKiWI7nzJmTGUAKxGrgSJ6A3R/96EfNBqOkx8b2ToPZvxvM3m40+0/6nQH6y4V3o3zfjXz/PW3pv9LtLn42pho27Wr7C343w2ab1aZw0dnozrLrg97MGm/36IefIjWgdmJ7gl1VSbNBaDe2bKFHjdqqOAhVmwXVpTZJYbWTgFzlS3ultk5pBYKVJ+n9dk33r3wDDRoIGggaCBpomxoIYLeI/4VOT1OYoezEfOhZP7W1ZvaUmb2Udkxrxv+smVs/xppeeMEFHfjPAM/Ic+lnhdkBTPTFRbt7Rzt8b6sD9tVZXe1mq28AFkcnqDz25PPWuVuVLV681PE0QLv99tudNfdvf/ub4QeMMrjTII0BGgM8Nov55je/6QZ43bt3N8CsLgFZDeZI+/zzz7t8Fy5cmJnaTBkAZqzOXJLX4BBKHOt3Fy9e7GQYQKqu76bMWHXMvf817Xz9BH94X3I9A7w/ANun0+/QC2Z22Kzv2zPpjyW1W/7PrP5ds/qtZvW1IJVoAzhvwUTH3OBNb/L2pXrfWxvskq+cgKnKit8RfNoT2ijJuA9paQuu2hryEbAlD8K64u0jfOVFvmo7lZcfrzwCDRoIGggaCBpouxoIYDfPf+N3enSKTF+We9PMDp71Yzvk/FtswPRrbPS0S+zIGV+3I2ZcaiOmXWZjZl5jY6Ze7tzoqVfb6CnXRA7/1CvT7mob6cKBlp8errHhPDczv2Gjp3zdxk65yE6adYG9ui2y5r2binZqrq3bbA31WyxldW5DqDlzF9qww4+yT57waXtnc2Tl4DllXSzA9X//93/dU33bbbdZz549MxYLZHiGb7zxRjvyyCPdNGTAJ9ZfbVCl10FWDVlRGPAhwxrcCy+80E1Xnjx5sl133XVK4iy3Ghy+9dZbtnLlSrfO94QTTrB3333XWWQEpBl4YtX9+LSL3Xty1MxrbfSM6L04fOoVNmrKFQblvSm/5wI9hPsu5H8fMuVKGzn9GjtqxhU2pOYyG/S5n7qZNmxW5ebVOKDbHOwSpe2pAtjNvL5Fe9Q3bk+wSxk42pWHHnrIbr75Zjv00EPthhtuyFh4VQ/aFtotPuLxMa93797GPgK0Pf6ltg2e8qad+973vmeHHXaYW65x6aWXZgCxD4xJQ11Upp9v8AcNBA0EDQQNtE0NBLBbxP8SDeSbNqhi6tzos26wR9LTmOlSmcqM47xHptjBwx4HzTYtD3niAi0/PehZ4VkCtrJal43OdEzK1lpALps6vWunnHKy242ZweXMWWc6oMsAj4vBF2t0Tz31VAdu4c+dO9eBU+J5drmeeuopZ+1lAyld7MbMNGbSaGAHJU+sGRrYrV692uV3/PHH28EHH+zyefjhh13eSofs+PHj7cMf/rCLZ0o1g00NEEUpm3Xt76QiSzb3zzsjGt6H0B7kaw95RmhX9e681mg28szvuRk1xNXXvdu003cj63SjJx7CJFdcALtqBYqnahe2F9hVm0Xbwv4Au+66q3Xq1Mk5lkXooo2S1XXcuHHWv39/+8Mf/uBmthxwwAFWXV3t2jC1aaQD8PptGzIHHXSQ+6B36623uvaNvHSPyp+0qpeo6hFo0EDQQNBA0EDb1EAAu3n+F3V2UDo8TWNmoyoGWUfOuMpNWWbQpc6vroE9l6NNUxobzOR0dCrHYDg/G1Y1RsdiBFp+etAz0GgpN+hmw50t29ihuMGFocS5cKrBnn/+OVu7drX98pe/sOHDh9pJJ51ob775pnvu7rrrLmehZXMqLp5FpiZj6RUgfueddwygeskll7j46HlubLZmV885VGvdSP/kk0+6KcuAWy6stqeccoqNHj3abYil94RB5NNPP23IsRszRxSxazODVQFiDTJJU9dQ69ZVsnEbayuhvD3stMue5eiEzYUyNLwv7hid0F5EG/6lGuvdeebsYA7AHTb5Sje1mbaZNe61jZHj+QHYxp17mMNPSRrQO7+9wa7aKZX3vve9z66//noHRNXncgPsQwAYZrd4tTEbNmywXXbZxdauZbFR9FGQOBwXbRLy5IkMbR153nvvvS4dH/h0qXylVVjxgQYNBA0EDQQNtE0NBLBbxP9C5yawy0CKwdXIaVcaa8XwuyttKvAHVRl++qxHP05+ZNJJA4002eH1kL7NDOH5ip6xpt13fWuE4hlsvf3223baaafZGWec4dJwpi1n6jLNmA2hsNayVhawy7ra888/320khQw83L777uvk4LG2lzSssWWwR1mUgx86ffp0NyWQMA4gzFRkyr3gggvcPUhW0wTJg+mBTGPmyCLVH2H8urBcO16aoZhAI4UEPSTrIf24ZIhrj6dfY8+nrb163iLaHOhmEgVPURpAl7QHahsI6/xcMpLFVO0ElAt5HxQXVWhMGEDLlGMuytf1ta99zU1xFk8Uiy3ng3Ppgxt+4qkXcViAxRNl9sqVV16ZaQ+dQPqHdOEKGggaCBoIGmgfGghgt4j/ic4xDnYPn3a1A7tYEtxF39vU/3peOv2mQX1MTKkDLWMN8HxFz1gT2EUdsszi1xpaBm1M5QOkcnHkD0f/cNQPa9uwxHIu70c+8hF75JFHjM2k/vGPfzg/YUDts88+6+TIg7zIgynH1IELSjkMWHV8kL/JCzI//vGPHahmkKuBLZS0GhD+9Kc/zewKTRpfzhUUfoIGWqgBnlimPbN+F7CL3z3GHHbeyHuVBHaj9riFRXf45GoPdKOExeMdByjSRqltUhzyaj945+NgV+2A8i2U+mBXaSjz2GOPtfPOO8+VqTpQry984QvuPHHJwqPeap/GjBljX/ziF909kU6AmLyI06V2rdR6K59AgwaCBoIGggZ2rAYC2C1C33SEAewWobAgWpQGeL6iZ6wJ7DIw42gfBpL4uRhsyarKmljSEKdBmvzz5s3LDDCVVjLkIyuM1uzCkxy7Lj/zzDOZQW1NTY1xLi9lKQ8Gi1hsTzrpJFevW265xdiYigs5LsJMZWYzK92biwg/QQOtqIH8YDdaKoBc9GRSeAC7hfwFvLd6n+VXmLaAWSLs1g5PQBC+ZKDsFSCwqzZGsoXUwZfxwS55C7TC5wOf8oePHyvwBz7wgQwIplyc0v7Xf/2XS6d8oDjyYnqz6unfj1+f4A8aCBoIGggaaNsaCGC3iP+Hzs4Hu1hzg2W3CAUG0Zwa4PmKnrEmsPuvf/3LgcWhQ4e6TVcWLFhgbKBy+OGHO2spFlyBTzLXQA8/Rw8xrVmDNH8NruRIyyCUPBnUwWfNLVOgjzjiCJc3PAargGIA75o1a5xlmHVz8LAUv/zyyzZq1CgbOXKk/e53v3NHDQHShwwZ4vKnnrqoj8oXL9CggZZoIBnsRlbdyLIbwG6L9JvQNqm9ov3Yf//97dprr7XNmze7j2hqc1irTzshGb+tkkwh9fJl42CX9LRdWsur/JTmO9/5jr3//e93HwwFXJEB0CLDml6ArR8Hnx2fd9ttN9dWKS/lDU3i+fHBHzQQNBA0EDTQNjQQwG4R/wOdWwC7RSgsiBalAZ6v6BlrArsMyNhY6ve//72deOKJDuCyKdQVV1xhL7zwQmbARkHIcgEkGbhx9FBVVVWmDhqciWptLWt2Aca6XnnlFbf5FINXXaQB1LI+F0CLtfaiiy5yU5+VH+uIse5+4hOfcIPbYcOG2TXXXOOAsvLxB7viBRo0ULoGmpaGvHcacxrspiJQI6tuZNklXbDsFqp33nEc7YrvJ8zxZrQzLHWgbWJnd2RoC2graF8OPPBA1yYIYPrAspA6kJ8uH+yKB+VIom9/+9uZD2mq63e/+12307JkaR91D/CYho2MlmgQjwMks96XS3n59VB+gQYNBA0EDQQNtG0NBLBbxP9DR+eDXTZECZbdIhQYRHNqQAOw6DmLAK8ArNbDkYEGa/hlrSWN/AKxxOMXwGTAhvMHnH5ZxHERr3JJr3TESQZKPRSnPJWOfLlEfT488Z1Q+AkaKFkDEWjlaXNgd8ZV3ppdFuo2OOeeufQU5iawGy0LKLnoMkqod9Z/b/Hz/gN02QSvX79+dtlll7nd2eGzM/w3vvENB0Kx/CKjdgDVIVPKFQe7au/Gjh1r55xzTiZL2ieuz33uc0Yc5dEWqt5qv44++mi3rhdZ4pQfa32Z3cJFWt27fw8uMvwEDQQNBA0EDbRpDQSwW8TfE3WS0Tm72o05gN0iFBhEc2qA50uOwRVOAy/4GpyRiQZckoNySR4rBWm4JINf+YsvntLHgTHxXCofP/VQ+VFsE0AWXzKqA1R5S0ZpAw0aKF0DAeyWrrviUvptBylpM3jPsexyzJl/njbxvO98gMMxMwU5LrUNLlDCTxzsKguAdu/evV3+4lEHzt29/PLLM20WbaTfBn31q191MtwPcWrr2I1Zx7SpHSNf6cHnqbxAgwaCBoIGggbangYC2C3iP6FzC5bdIhQWRIvSgD+I8gGqPzhkkEaYi0GkQCo8+QV4CSOvQZkoaYnzy/MHf0oveYFUwipbMgpLVmXqxpVW+auOqoPkAg0aKE0DAeyWprfiU/ntBe+x3n3W96s90Huu955S1DYBdpUGvmSLrUkc7Krt4Zxd1t9CxeO8XOShqjNnkrMEhIs2dNOmTU6GdFzIceYueSmdi0gDXfzKX/xAgwaCBoIGggbargZ2KNilg6AjkfM7DN+fpC7i1VGq00IOP3FKL7/CSXn5vLgc+XFRlvIirDKx6NbX8/W3wdigauiky920uX+n6LxTlmpodNt9ktbVzXWM/ETT6cgLe5ucC3v1zxWO11X18ynps12S8+OTeH6875esqK978Xz5JL/kkmguecUpncL5qOR96qfJxpdMtnj4rXGhwyQ9+uUW41edSEO+uvLlEa+H0kFzpfXl8vmT8smXpqXxKrOl+Sh9tvzg+zqMyytdnCKntIpT2jhVPDTbFZfRsyV5xSssKr6o+D4lzr/iYeKkg2zlKn/JKZyLqkyVB23KPwK7DalGN415xLQr7EXvnF3X7lr6HaN+OoKI9tiij0bK1y+H/MPVXAPZ/iPW6nIpHhArv/QIj02qFG6ecxQiDfFyhAHRhDkWbcmSJbZ06VJj92SmJi9fvtwWLVqUAc2UAZ+1u+xBgMP/+c9/3hVAn04+pMdqq/KgHD3E+lws1H/+85/tkEMOcccYkSflI4MLV9BA0EDQQNBA+9PADge76jRE+bLKpU4Fv74K08lwCeQqDbJcrdX5kJ+cOjblr7KavlzXMWRyYJc1u2NmfdOeMzOB3Ya6+szZFvSNTd1jNCgj3/TRj466G4n96D7j9+eHJRNL2uGDum/pwg8n+ZMU4sslxe9Inl+XJH9L6kJ+xVwqv5g0LZVVmXGqfOP8eFhyhVCl5R33XZyvMJQrHi6krO0pk6s+8Tg/nOQvpp6kj19JelQ5klU4Kb1kCqFKD6VdjtpqgFWDAXbfNrPRs65x7TF+ZOrrtlmqMf3hkv8y7Zih01AfTfWnf/HvQ3VRm69wOVP/P4z7BWLVb6Mn+dEreiQNm1Tpv4v36fD1H+i/jf7flJsefe655zpLK7sqY6nF7brrrg64cn648mU3aHZWZjoz5XHs0H/+85/MGILN91iHywZ/5M9FXZBhk6o+ffq4tcdsdMWxaaoL+ePCFTQQNBA0EDTQ/jSww8BuvKMgrM4GtamjkwrVWSqdZFkXRAfEpWmcSisZ4pQ/NJfz0yhf8dTRqS50ig0NbHARWXcBu6NnfsP+krYkuHLTll389KXOkuD6yAjsunppk1CEvMG071edI4noF55/JYWT0vlpivUrP59my8OXkT+brM+Pyyosiqz8/n+t/8nPK+4nXdKl/PJR0iITL5ewnzapjB3B8+sQ98frHI8nrCsel40vOcUXS5VedVNYtNj88skX8z8l1QGe6ioqOYXjZfhpJJuNJtVfsso3l0w8Tml9vnhQXfiVv89XPDTOJ+zz5Bdf4Xgevp7icQr7ecT9qkty/oDeegd22aBq0MRL3Ewb2mbabcBuZN01q2uot9q66AiiaCfmaO25gJfqon4gqTzJlBvVf6L/0g+z+ZR0iO6Ic7r3llbAZ7qz+lL9p74eSaf89Wzqv5C8dkwmrP4ff1zOL0dlsMmfL0cZshyrzsqL+/Hrgx8XrqCBoIGggaCB9qeBnQ526XCSOqZ450JYHSpqBvRyxTtH/QXx9OInUTpAvxP0y0FecdGX/siqy2CJwRXTmJk2h5++sLG+IUK46YLiYBc2XaacC+foSHUfoulsiyJKG6dFZbKDhalr/FL9fb54cSoZ/js9I/E842Gl2ZHUr3eucn05358rTa445ZFLppA45SMqXYvm0j/5ky7XpXxFk2QVl0QlT5zq5FM/jc+X30+P7I68/LqV6qe+8bQ+j/uMxytMnH+Jr/TxePElB/UvP4w/KX08j1zpm8maOcsuM22eNbN/qeops7rara4Nb7QI6NIm89Gyob42kz31UTsvmokMHveM8H/FHarhaCHx6cvVn8Pzd5HXBlXoWmDSVy18PRfyC9zqP/HTkj9hlaE0Kp80OMpCVhdymlEmnvKH71v0dV/KW/KBBg0EDQQNBA20Hw3sMLCLSugw1Hmoo1LHpM4HGXVQpJE8fjot4sSDKqzOqFiqMkjHRX3Il4u8VT/8Ea/Oamu3UjO3ZnfY5Csya3adANlo/a4/jdk7AsMNthrNMALrUvmEdQ+K86niRH156UVx0JZefl65/NnKyb/pq6MAACAASURBVJVGcdQbvy7xCWfjx+OU1qd+Wp+fz6/y41Tp/OdOOtc9xNPkCytP0bg8/DjPD/vxyiOJpzSqL8+znmlfXvGiSpeN+mUW48+Wn/hJ5St/yWSjkhNNkvPjfD+y/kU9cqX3ZZP8SWnjPNLB8+9ZPF/Wj4dfyFWoXLa8/PLl92Xz6Sdf+exz4GbAsNUB7WWW2/JlSFNf39RmUEZ9Q8r+nf74yNZD7Kfg9FXfEH2AdC12yrW5FBHVK+o/BG6Q9698dfdlO7ofXej5i1N/zS56ELhU+6IP04DiuE4J+y6et8pVXv5/RTm6/HzlJ43y9uXo0+P5kpfS+feg+vhxyivQoIGggaCBoIH2oYEdDnbpgHB0InQgfhiVEdYloOnz1en4HZZ4ShcPi59EJUt9/E76tddes5dfftn+9re/ufMCCf/1r3+1l156wV588Xl7+uknbePTf7Ujz7ze5j7TYPc+8bI9/fSz9sJfnnfuqaeesWeeec6efgbZZ+2pJx+3J594zB5//HF79LEn7JFHH7eHH3nMHnjgAbcb5MaNGw23YcMGW79+fcaxKyRuzZo1tmrVKrvnnnvs7rvvthUrVjjHJh04dphctmyZ28CDTTzkFi9ebAsXLnQOfzysuGyUTUF8p3yhlKdy8SeV78sn+bPlrfz9NKo/aXQf8+bNM7m5c+cabs6cORl322232a233mp/+tOf7JZbbnHuj3/8o/3hD39w7ne/+53hfvvb3zr3m9/8xn79618796tf/cp+9rOfvcf9z//8j/34xz92Dr/vfvrTn5rvbrrpJos7P/4nP/lJJq8f/ehH9sMf/tC5H/zgB4YjLH8SZX1aNnfjjTeaHGvXWJOG+853vmM33HCDc9dff71dd9119s1vftOdiXnttdfaNddc49zVV19tV111VcYRxikeeuWVV2Z1rIu79NJL7etf/7pzHOPBMR9f+cpX7MILL7QLLrjAbQJz3nnnNaOsz8NxZubZZ5+dcWeddZbhzjzzTOfOOOMMmzlzZsbNmjXL4CkeWTanwXFmJnlS1pe+9CU7//zz7b//+7/d0SJf+9rXTI66UmeOMYFyZImceJIhXjrx9YRffPTjx8X1hY7EUzlKA5WuyU/5+P8B55j6Tv8jPP2X0CSHTFweOeVH3Le+9S1j/SKOZ4bnh2eKZw7K88lzy3Os94Dnm/fm5z//ufEO8U5x9AzvHe8gGwCxedDs2bNtyZJlzi1dSvtFW0bbRhu30rm1a9eb3Pr1G2zjxvud27TpAXvwwYftiSeecJsOPfjQI7buyZdce7zsb2aPvvR/rt197ZVX7fXX/mFvvPGGvfWvt+3fb79r22rr3cwg1vJy8aFV/YBoUl9Rzjz0IuDnU/pMLLb857Sxakd/8Ytf2M033+yeGdpKztw94IADMnmgy7iu42UonvIkrz5asn4YGY0ZlBaexhTkQ7zSuEzNTNZjxUseCo+8/PyULomnuECDBoIGggaCBtqOBnY42KXziDu+DHMwPZ0hm13gpwOFzzqfXr16GeuCCOOQQwbXvXv3DJ+0xTryIw1lkBd+yu7cubMrk/LZ6GLatGnOnXnmLJsxY5rV1FTbuFnn2uCJl9oxX/iufWb6eTZ+fLV99rTP2GmnnGonn3yKffrTp9pJJ5/m/CefdKKd9KkT7FOf+pSdcOJJdvwJn4rc8cfbcccdZ5/85CedO/bYY+3jH/+4HXPMMY4Sxn3iE59w4aOPPto+9rGPZdzYsWPtqKOOsiOPPNJtvDFmzBjDsQkHjjjfHw8rzqfKAzp69OicTrK+3KhRoyzJ+TLyjxw50uSUxg8ffvjhLh46fPhw50aMGGG4YcOG2dChQ9/jhgwZYnKSITx48GDnBg0aZAMHDrQBAwY0c5zHiOvXr5/17dvXOfFEiTvssMPcRiZsZsKunTh2/UxyyMglxasc8lS+yCnfJMrmK7ikcv2y/LTIswMpjl1HcTzXCuPnveI9412QK/Z98uV5t/Qu6x2mDDnKStKJ7l/3GL8P/16Ulyj3gdM9+lRxPlX9eOflqJec9EAcsro/tUW0DzisVr4TP067du1qvuvSpYtLjxx+2h3FE8YPjTvJiKoc1YFwPK0fjqdTOBv189e9Q+FTptphtZ/6v9E//xf/Kc837w/vHe8g7+PQocOdGzaM93mEDR9+uI0YMdK5ww8f5cLwcKNGjbEjj6S9o/07xo499jjXntKmnvzpU+2IkyfYqBnX2oAJF9vHPj3JJk6cZOM+e7prk2mbZ8w8wybWTLWp02bZRRddZHPnzLZ33sEGHAEegRt1zwHMSBMRMEUf8b4bCZ5Z2jH6KPqXE0880Y4//njXn9HO02ddfPHF7jlBXgCyKfcmH2XINXGbQCxpuSTj/2fiEQ8fUAtP8kpLHHxZiQWQiY/np7oqH5dZ+ieJ58cHf9BA0EDQQNBA29DADgO78Y6BcLwjUWeEauh0/EsdlOKQZfBJPr7z08TL9OPklwz5Y41gEEa+DMoYoAFy/EFa//6AoD42ZMgg69l/hB111rdst0GftYMGHeVkB/YfENGBg61//4HW97CB1q/fABvQv69zDkz1H2j9BwyyAQObwJcGfwJkUB+gCbyJAvIAcgKAAnVJfKVBBhcPi59EfTCpdKJ+XUv1C3gCPvErzIAYngbH6E3AUMBTYWRw4gvECtD6/HgZko1TpRH181e5oipfVGmg4kk2TgVy41SgVXyF81HkJSOAEecJTAIikSUsHsDEdwKa4gkcCyznA5OAxjgQVZg4AUyBSlHx89G4PO9uMQ5wJnkBWT+MHz7Azpf1ZcRXXZVG+WWjAo1Khxw8pccvEClZyShMvO98vkCoALAo8vgFYAVYFe/HiYeMwLKoD8wFkpPy8vOTnMB7164VJieeaOfOAH0+AnSz/fbjQwAfCioyvIqKHtFHgG5drVv3Cvtw5aHG0UOden/S9ul5mJNXXvt8eG/bd9997QO77WEf2mMv23PPPW3o0MHO4qwlNOoToOoXfF6h/uYzsQFnzadHF5pPW5NDJ/S7cgrzTE6dOt2+8pWv2le/+jVHL7zwK3bxxZfYlVde7WZG1NTUuPdH/Xpcv4SVXzx/wly+RVZAVvn4+SJPPBd8xQncqiwnkP6RjMoi7Jehcvw0STw/PviDBoIGggaCBtqGBnYY2G2N2/U7F/wMCn1evjKQVUcKJayBztNPP+2+SgMMACiiPjiB74d7DRhlgydfbh8cMs4OGDDa+h3W16U77LBDnRx59O0rkNbHgeS+fbDg9bM+aefnJ78AUhKVTCmU+sgJECmcjVJOtrhi+SrTp8XmEZdvzfrF884W9usvf1xW/FKowKfSKiwqABqnivdpXKbYsEBuqVTW5FKpD6Zb6vctuoX6Bcxbi8piXCgVmG8tKmBdKBWoL5UmAX0Bcmj3HlXORbwKq+wRuR49Khzwr+jR3ZzrXmndKnoYABfXvVtEAbldK7pZt+5dbc8eB9qwKZdYp/3H2ge7H2xdulZY565YzrtY1y77WUW3/Wy//fZzlsjOnT9q/2/XXeyEE46zZ5572hpS9ZbiSLm0a7SGjF+8OM2AWIdu0+erA7AAy84B0gBduDTojSIkkK/LalPx8f4z6kvNunevtF//6vf2p1vusFtvZVnJMrv99gX2pz/PtqXL7rbb77jTZsyYYT17VjZNM04rqZj+u00pI1QmaCBoIGggaKDdaKBswC6dqu8Eevmn8LO2k+nBAAwsl1jlZAVMolgNDxpypI2YcY3tObLG+gwda4MHYpkcYAMG9Y/8A5gqOyg9VZbpe/0My2/EGxRZd2NTaX0LoyyTPq9Uv29t3JH+JMDe2rxcwD8OQlsjLBAqmpSn4kqhAqtKq7CoD1jFy0Z92VL8pYJcpSsV5CpdSwGun75QgOvLtRbIJZ9CAa4v11ogl3wKBbi+XKkgV+nygd0elT0NF8l1t6pKXDerrGRJSbSspEdVpQeKqyIre/doSQtguWsPlrJU2N49e9vIaZdbp4OOsb2q+lq3yiqrrIqWp1R06+LALnkKWO+66/ut34D+tn7DvVbfCLhtwqCCvT4vye96eiLSYBYvOE6A9z1gt90MDZIrqj5UsWwWdsABB9n8eUts+V1rbOXKjbZo0WpbunSNLVu22jbc96DNm7/Qras/8MDoiCL6W7eJY1329bDKP9CggaCBoIGggaCBlmoggN30lDU2KWJ9EaABcMuUXqg/PTc+fbf3sLE2fPrVtsfhEx3YHTRgoA0c2N+BXefvz9q0IW46LnxcJIPcQBswKKL4S3Wlgt9C07UUGPvlxPNqbdCblJ+AaC5AHI9TmnwUMJpNRkC1FCrgqrQKl0JLAbh+GoHWUqlAa6nUB6st8fsAthh/ALvFTQsXyBVNArviybIbgd0I8EZgNwK9ANiMLIC3MgK4jk9c98gy3LUHaXu6qcujpl1jnQ46zj7cc4BVVB5gFd17WY/uvWz/ngc4eeSw+EL32GMv631IH1u5ak1zoJveRd8dG+cB4CSw63CurLbOKtwEmKPOOW3Rzcg0xUdpW9qF77j0AF19JBZlV2ymmQN2581davPnr7DFi9fY4sWrHNhduWq93TlnngO7VVU9XGXdGll3TN97lzLtuLsJJQUNBA0EDQQNlIsGyh7ssjaHTpzdfdkECUAB8GStqgBoPstuLrA7cODgdD79beCgvq0OduMAMl/YB59J/nj6JABZDE9l+Pn66eNAMx72ZfP542lbGs4GZPPxBVJLpQK1pJe/UOoD1dbwlwpyla5UkKt0LQG4ftpiAK4v21Kw61tpS/G3xLLrW2hL9Qu0lkoFVpMpVt39nQN84qp6VDrrbtN05rQFt7JHGuyyGVY369G9i/Xo3s0q3PTmKgdo96nsayOnXm2dDjzO9qkaaN177B+5ip5W1a3SKruy7rqnda/oaZU99rfdd/+QDR481FavWef6e52JLhBKmEvhJNp8anMTkM0kJFGqCfASlOW3yfobldOWfwV06S99R5379Olr8+cttttvm2/z5i23hQtX2YIFd9vChSvsnpXrMtOYe/c+KLN+lpP4UKxAc9xi3JZ1EeoWNBA0EDQQNNC+NFA2YJe/RR12vINlI4pFixa5HY0BFQBdgBUgV4AXKtArXtI0Zll23ZTmAaQZkk43wAYN7pee6pzeiGlwRJVvvDyV0xIqsCkaz0v8QimgtVDZuFw2wJsPxBYS31Jgm5Q+H6jNFl8qyFU6AdudDXYFWFtCBVpLpT5gLcXvA9di/Tsb6AKOSwG7pQLbpHSlglylSwa52jW/p1VWHeBcVVUv61nZy/avrHJOFl4/vaYfR5bdrm59bw/W/HavtMruVfaRyj42ZsqV1unAY23fqgEOAFd272U9K6qsqmuF9aro4UBvVQ9AdU/70O4fdMtKOM7NGqNlLj6ypb/ww65rb4Z4NdmZFb7+1OU0QnZA1/OnvchqJa+ya6vDBoHQJKo6r1t3r91+2xy7c/aijGV30aKVDuyuuHuN3XrbHTZ58mRbty79USE9jbm+Njrah/5Y+SvPQIMGggaCBoIGggZaSwMdHuy6AUtaW/gFdNXBEgV//vz57sgeAAbTlQVABQ4V9ilgt5BpzFGaZLCr/FtK48AyHi4k/3gawj5AbS1/IeC1FJkkwFoKLxuILZQv0FoqbQnYVVrRUq27LQG4ftpSQa7SlQJw/TTFAlzk2wLIlRW4o4NdWXYFQHv1qDRcEtgF+ArwYvkF9EbhHs4i/NGqQ23M1Msd2MXK64Bwtx4RgO7e3Q7g6Lqu3dzmVj2797AP77mX9evbx1auvNuiM3cjC2yjO3+3yRqr9bjJNNrYCvDazFLrA13XyURIF7bAbjP51urRt2M+Sf0nOxw/+ujjdsftc232HQsNkLtgwUoHehctutvWrtvowO6kSVPcefLaEbmhrtGpU/2w309vx1sIWQcNBA0EDQQNlKEGOjzY9f9TOtR4h634ZcuWufNcASiAPH8aM0DRB7nyA3YPn3mt26DqsGEfy2xQNXDwgMwGVaVMY04Cndl4+QBotnTZ+PH8SgGdxaQpBYz6afyyfH6p/kIBbaFypQBeAVXSyl8qDWA3One3GNDbnsFuknW2JTxZaEulvmX2vf6macwCu6zDdVOYoW4Tqmi3Zu3aLAqQFdDlKCXSfKSyt412YPcY27uqjwO7WIxdPl27WGW3rul1u5UOHO++++7Wr99htmHjvZZKpXdfTjW4nZlBYkxRzkUj8NsEdgG8GUtt2igszBtFNOUXTX9W79M+qPrO+DTmTZsesLnzFtlt6WnMy5atd+t2ly9fb3ctX2W3/OlWq6mZbGvXrnXTmAG45MGlPrl9aCDUMmggaCBoIGigPWqgbMCuOlVRWXj50/ADdrVBFZtSAQah2YAugPfgoUdlLLuHDjnKrcdlx+X+A/tFa3P7c1Zs7jW7As6FWF4l4wPVJJ4fn89P+rhMHPBuz7APVlviLxXc+ukKBbDFyO1osFsquI2n862zLfHLQlsq9a20pfiLAbltzapbyjTmlgDbpLSlglyley/A1RTmiDbtxty0XtdZdXswNTlaYxvJRGt7ZQlmza1bf9ujyh1NhJV3nyp2Y77UOh30cbdZFcBYoLhXz0q3xpf6cBYw9dtjjz3s0MP62Mb777OGlKYkA1jxA2W1Q3MUFl80Art1blKyrLUCuwK5TdZbgG4k2zSJGV77utR/Qrmg9957n82Zu9Bmz15kd921zubPv8dZd5ctW+ssu3/68x1WXV1jGzZscGl0Bq7yal8aCLUNGggaCBoIGmhvGigbsMsfo87VpwBdrrvuustNY2bQ74Nc/IA9pjYLBAsgshszRw99cPgE6zv86AzY5eihIYMGu/VgzXZj3g4bVMWBainhJDAr4JkUVwhP6bcX9UFqa/mLAbGSLQXMZktTivXWz6vQ9HFgmyvcEqBL2mwgV/lmixc/H8DNJRcHukl5ZUsfT5sPCGvacWvQUqYukyYJrObjqSxfTkC1NWg+sFvZs8o4Wggrba9eVW76cs+qCgdM2ayK9bj773+gVXTv6Tab6pHeYblXz4PdRlMAWs7aBezu2/MQGzbpq9bp0E/aPvsPsI927Wa99j/Qunbtahw95KY+V1WmN7XqYbvt/iF3/Nt9mzZaXX2jA7wNbnZtyqAAYDapcjA4gRq7LNVvcw5QW5syZ7Gsr9vm+pQtdbWOV0faunfNUtvMUnWRa9gGM31kkRNv0z/0mf5FWH3n/fc/aHfOWWBz5y5Nb0y1yh0/tGTJalu16j67Y/Y8Gz9hoq1eu8b1wconnqf4gQYNBA0EDQQNBA20pgbKHuyqw12xYoXboCob2AXo+iAYwAvYHTr1Stt92Hg7oN9I63dYXzctrk/fQ52/b5/DrF+/AW6zK6bL9et/qPXv2y8d7md9+/fLuyY2H5BrTTCZr6xC4gUCRUkjP9QHZ6X4CwV0pcrlAn5JcQJtrUEFvIqhSQBOvCTAlotX6vTdQgGegNX2oD5Yy+f3y/dl84G7vMCtsrnVslB5TcdtKWU67/Z2FRUVluSwlpbiKiq6WjfOwO3e2bnuFZ1duGtFN+tcUWl7faSbda482PbqvL/t1fUg27eqn+1Vcah9uHufyFUeZnt27217V/a2XSoGWN9p11mnQ06z91UNs48eNNh273KQ7durr3U7sL+TYXrz3r362z49+1mnPbrZAYOOtHseeNY2mzn3nxgVP4m+C8A1s61m9i8z+7eZvZMOv50yIy/cG9tkC66PwHGqnulE0S7NzTFka/btrZ4XfaXvKADAe999mxygnTdvmQFwOXoI6+6cOctsxYp1dtvtcxzYXbNubQbsKp9Wr2TIMGggaCBoIGggaCCmgbIHu9IHO3KOHTvWBHY1vVjWXIFd+AK9rNkdNOky63z0LHfO7vChw2zYsCE2dPgQw48bMgQ3xIYMGWRDhg6woYPxR27w0MharLyTqGRlWU6SaQ2e7jdONU26tWgxlmcsyEnyvmWZeD/c2v7W/JhQSF6FfFDIJ+N/XCjF35ofIZSX//HB/2jg85P8vmwx/nwfH5RXNjl9cPDjxfOpPiz4NNcHhULi/I8Ohcj7Mn7aQvw+8E/yF/ohA7mk9P7HhPf6K23/qm62f1UXO7AX6267OOtuRVVP69art+3Xs4/16DfGxp5+th0346s2dsolduTkS2xUzSU2esplNmbaVXb41CsiN+nrNmTWd6zH5/5o3c74gw2YdaMNm3yFHXXG9TZ6+rU2evIVNnrqlTZmxjds6MTL3BFFR866zoZUX2ofO+vbjofc4VOucvIjJl9pw2oud2F42dwR06+1wZOuskGzvmcDZ91gQydfakefeYWNmnKRjZ11iY2d+RU77owL7Y3aCBi7iczpuc3uRCJ1QO2AAlABtzj8XPWNDbZx0wNuGvOCBcsd2F2yZK2z7LJZ1bJlq+3W2+60CdU1tu7e9c3AsvJoB7ceqhg0EDQQNBA00I41UPZgVx3uqlWr7Oijj3Zg1wd8gEyAngCl4gBZvQaMsiPO/paNOet6O3nCLKseP8HGjfusja8eZxMnVLswa5Wqq6utunq8VU88PeK7cLVNmAi/ODdhwgSTKzZtKfIqK9AmvW9PXYwfP958tz3Lao28/bom+VWGHyce1Oe3ln/cuHFWqIuXWWi6QuXi+cfD+fKJy+cKJ+WVS5442gT//4j/J6effrrlckllwlOaXHmPH3+6VY871SaOP8VqJnzGxp1+ims/Tx83wU6dMMVOnDDdjptwlp0w9b/tqOr/tlHVF9oRUy61UZMvtcMnfd2GT77MRk25wkbUXGpHTLvChs78jh1w7m3WqffZ1qnqU7bLIZ+yThVHuXN3/+vg461Tz2Os00HHR/wDj7NO+wy3Dw463RY/b/aiRe5lM3vBzKAvFUCRfc7MHjazL/zuYfuLmXN/TaeF/j1t9cUKDNh163sbzOrY0aodXQK7UPWbTPXedP+DNm/+YmP3ZSy7gF0ca3YFdqsnTrL1G+5tR3cbqho0EDQQNBA00FE0UPZgV+uOVq9ebcccc4xhyQHQAm59KpArCtit7DvC7cb88S9+38ZNO8emT51mU6ZMsinTJjt/FIY3JeJPnWhTJ+OP3OSpTX7xclHOKkxyudLszDjqur3Lnzp1quFKLUfpReP5iL+jqeqxo8tt7fKmTZvm/h8/X3hyPr8j+nWfO4tOnz7dcjm/Xkn6j6f15fErPs5XWM9xNjp5co1NmzbFpk6Z6NzkSRPT7eg0mzh5hn22ZrpNnHWuVZ9xvp06/Tw7edp59tkzL7BxZ1/k/ONmnGfjp3/BJs4416rPu9oGTLnOOlWdYB88YLSb7tzlwMG2d0Vv27fiEPtojz7GkUSaBr3Lnt3t4MFjbdUDz9nmRjOmJTMl+T9MQa6PpjVvSU9rTqJMWX7bzF5NA9srfrPcXmswe6Mhmr78lpm9CdBNmbFu163xbacjBx/gcgsKs575vo332+w75xuWXXZiXrJ4nS2Yv8rmzbvbVqy4126/Y55VT5xi69ZHG1S1UxWEagcNBA0EDQQNtFMNlD3Y1REIHIvw8Y9/3IFdWXIBtvh9KrALBeyyQdXHzvmunVpzlk2umWSTJk206poJVlM90SZNrDHOF5w0KeJPmjwhLTPJgdZJUyZbTU1NThelJX2yKzR9Prls8dnKLZUfL4d84rxiwn49ikknWT+9/IorhCoNNEnej0/yJ6VpTzzdU7Y66+NMNrlsfOWn+FxUsknUT5cUn4+XL/3EiRMtySnfpLgknuRbg/r558vPvz/8+r9E86XPFx/PPx6eOKnGaAdpK6dMrrHJ1RNsGryaatdWTp8xy06vnmTjaqZYzbRZNm7KdPvspCk2bso0mzB5WpS2ptqm1ky0qWefb0dOv9w6dR1pgNzOnbsaRw9VsFFV+vzeiooe1q2ih9ul+UMf2tP69OlrDzzwgMOhDsA1RECO7ZjZNZg9qNy03QTKJlYYZ1mf+7qZXfnTPzuQzKZWYNu3t9Q68OyOJKrfYta41W1KRTnIkL49XAK2fl3dPTCd2SwDdufPv8ut1120cI0DuwsXrrK7797gwO6E6sm2dl1zyy55hCtoIGggaCBoIGhge2ugrMEuyhXYXb9+vR177LFu91gArqYvY8HFyhsHvfBk2QXsnjbpbDdgw1Lhg92JEyelB8MTbGLNOCejAaIb6GUBsRoU+gPXJL/yilOlj/MLDSt9a9JCy/bluGc/XG7+pP/c57V1ffjPj19X3YPP2x5+lZOPllq2f3+l+P1yS0mfL42ff5Lf10tSfDz/uEw8Pls4nk7hiTWTDVdTPSlqP6snOMAL6AXw4pAFENNeVtdMtElTCEft7ISJ462mptomjP+MVc/6vB058wrr1H2kO3qII4u6duvuNtRiJ+bubIbVvcK69uhu3St72B577Wn9BvS3hx99yPWz2+q2RgDXGq2uri46gghgyhFEiTTldltm86o3zOzyH//Wgd93N//Htr6LLRjAW+emLRu7L6e2mKXq3e7OTGVOL911cm39R4A3ToG7rNllN2bA7qJFq23hgtW2eNFaW758QzOwu2ZttGZX9xrArjQRaNBA0EDQQNDA9tRA2YDdeCetjlbTmO+991775Cc/6cCuD3AFfGXRJYwD7PY6bKiNmXShnfD5q238tM+59bgMvHBu0Be37E6amLHsEl8zOdlam23AmMTXoFG0EBnJZqNJeZTK88soNA8/TT6/8swnt73iVT60pWX4ecm/PfIspq6qRzaar35K58uJB/X5cT9ALM7bEeFC67e965JPP61Rvu41W14trYPyF42XM2nyVOODIDNgmA0zZdJkm1g93llqmdJcM3GCQZkxE7WrE61mUrT/ATNlaiZPND4w8iFxxhe+ZEdO/KJ16jHY9qw4wAC7gFp2udauzxx1BNjt0q2rA7uH9DnUHnvisECL5wAAIABJREFUUautr7OGVL0DuPWNEdAF5OZ2KdvW0Oist1h2r/ifP9pWh2Dro52WG6MjjOobmMe81SLAG+WNGFOb25Ntkz6T/tJZutNWWcDuhvRuzIDdpUvXOaDLNOYky676XQY1vn97DnJC3kEDQQNBA0ED5a2BsgG7/M10rr6DJ8uuD3YBtknWXAFd4vH3Pqy/ffzk8VY98xybMGlqZmDOIL2lg8T4oDCEc0/3DvoJ+gnPQMd5BpjWnP3/jD4oRh8Wa9zMGcDwjDPPskGjPma7f7TCunSvSjyGieORdK7vB/f4kB3Wr6898dSTDnSWCjw5VfefZnbhjb93wDfF3OcGAG8EljP5Og9zl6Ppvxl+OxyDqB+l/9y06QH785/usDtnL7LZs5c4wIuFl82q7rmHNbtzraZmsm3YsCHT/zqFM5c7XE4DGocQYPq8wtu2RWc266O81KV4wvovoH7Y9/sycb9LFMsHGZUJpTz/I4fSwEviq4ykeOVNXLyOCiv/uCx85SlZlSWqtD5NioPnX4SVN1RpROOyCiudwkpLOCmt5PLFk5aL/HgmdBHmUrz4Pk0qVzxRXz6XPy6vMFRXNp7iochQ9yT9KL0v7/uzxTMDR5f0Qlh+nluVq3dGcUoXaHlooKzBrl4C/mrArj+NWYA2TgG54nGsyqc+9Sm3SYs/MAtgN9dANcT5z0rwh+chPAMtewbU3p5xxhl2+OGH2z777OOmLiedOQzY5fxjrL0f+tCH7LC+/e2JJ58uHeymzIAjWHb/+8ZbjMnLgN1UYwR2U1YXTYOG78YUEdjF2zRUbH+DDQ0+GTjef/+Ddvttc2zOnYvtzjuXpo8dWm1Ll66xVavuc2AX6z1LhZQugN3oP0cfugRoNBiPA13i//KXv9jChQtt0aJFtnLlSlu3bp37iMC684cffti5+++/3/HQ93333WebNm2yBx980MU99NBDpnjSslcJYx/kcPjhk/eKFSuMIxnxI8fHio0bNzo58kZuzZo1zsXzUX6SUzx1oa5QZFQHKPmrro888og9/vjj9thjj7m6w1da7uXRRx+1J554wp566ilHCev+SfPkk0/a008/7eLxKy/i8MMj7bPPPmvPPfecPf/88/bCCy84SviZZ55x6eEr7qWXXrIXX3zR/Qekw/F/4OD/7W9/c458yIN4/KR7+eWX7ZVXXrFXX33VOfx///vfHZ90hF977TV7/fXX7Y033rA333zTOclDicP94x//cHG+nOTfeust+/e//23vvPOObd682S3HABDiamtrjWcKh5/niWcNp/dSVM8kcdk+dCAjeZ8qLTQpb2R15SvfL9tPp/Qqw6fcl94lUV9efoFfhQPt2Booe7Crv5dG+ROf+IRxXqYALdOZBWxFFQcNYLdlg9QwyA/6C89AeAZa+gy0BOz27TcggF11gkVQDW4ZMG7ceL/dcftcZ9kF7M6du8IWLFjpLLtr1myyO2bPM47go4/NDFgZ7wbLbkbjDPp1bdmyxQEMDdqh6G3x4sU2YsQI97Fm7733tr322su6dOli+oDDOddVVdGMBng4xfNxh3OukYHqgw98/KTzeRUVFda1a1f30Qg/H46Q8dMjTxzl+PE6b5uzt0lDGTj8nP3NGIuzwYmnLvBx+OERx6kYnLsOlazScs654nWOO+emw5PTOeo6k57z5skPPhR+//79nWOcJwevX79+ziHD3i1Dhw61YcOGOd2jf8LM/MPhxw0fPtx9aONjG7Kkw0mGdCNHjrRRo0Y5hx9Z0ilu9OjRdsQRR9iRRx5pRx11lHMnnniinXzyyXbSSSdlKP5TTjnFhYlTPPxPf/rTduqpp9pnP/tZd/yb37bSTuooOLWZM2bMsJkzZ9qsWbOcw68wHw/POecc584991w777zz7Itf/KJzX/rSl+z888+3L3/5y3bhhRfaxRdfbF/72tfssssusyuvvNKuvfZa++Y3v2nf/va3nbvhhhvsO9/5jn33u9+1G2+80b7//e/bD3/4Q/v5z39uv/jFL+zmm29u5n75y1/ar3/9a/vjH/9ot9xyi91666122223OYdf7vbbb7cFCxY4t2zZMveOLFmyxH2g0TslYK/3K9MGiRFoWWgggN3038yXRXZjFtiNT2MG3MoJ+AawGwbqfmcS/OF5CM/Ajn8GNHDLZ9llwM3gnEE6g3Msu4DdJ596ptUtu40NdW4asyy72qGZKcyR6xiWXQaOgN07Z8+3uXOW2IIFd9v8+fc46+7y5etNYDfRsttk4CmLwVbSTaI/WZhEAbf+9EzSYfljTxHAHM8vAJCxCgAQgCjnA01kiM/l/HSATRzyyt8vg7wlrzwJi08aOeVBvPxKozB5cz9Q1dXPT/IqU3XyZVUeAFhO+ZFO8fDEVz6ESROP8+Pxqx7KK06T4pW3ZFWGT+Nxqr9fJ4AzIBiQDDgGGOPkh+ZypAdQ4wTCBd7Fi8sQlhOYVxpfVvmqTsQJ4OsjgUC/8kFG9QfwKz/xdC/6MEAYPzoYM2ZMRhfoQ3qBzwcCfSggjg8aV199tXu3eK9kYeZdEghOeh8Dr+NqIIDd9H/rg13AbAC7O37QGoBC0Hl4BsIzUOwz0BKw26//wJaB3cZU4jTmcgG7dJ+s2Z1z5wKbP2+ZLVq00ll1WbN7113r3DRmLLus2WWKLODOWVaCZbfZqFKDcaxQXOgIwAtl6uqqVauc5QtwyEcbwINvgcQKSdi3TCpefKyXsmYij7WTMHx9yPeprJ254hknMV6SU9jPR+MpqPIk3ucrPVRp8Qs8ka/ylqx4PhXIAkThiPMBFzx0J57SKp1AmeIBYT4oVDwUPjQO2AT+oAA1HKDN5wsoCtwJ1Plh5FlaJ8stVl6WzUGx4sovPrw4XzyorMA+xUKMNdh3Pk+yfjx+XwY/1mSfR/i0005zTnHE53LI+elIr/BnPvOZTF4+D77SyQ/Fss1HGKy8XHq/XMDbq0fhQDu+Bsoe7LqO18xNsWIaM1/VaExpBNWoqvEVhY8/WHbDwLzYgXmQD89MeAZa9xkoFOzKoiuKZRew+9TTz5Zu2c0DdhtTtdGOzpmdlzumZXf2HfMc2MWyyxTmyLq78j0bVDGkCmC3+cDStzT5YBcp1uYuXbrUfShg3SfggynMgEbAKkAW4IoDuDIuIc7nK05A06cCu+IJDCt9PF5yPlUajY9UB4V92fjYijiVofGWqIBonCoP+IBSxcfT+QBWfoFggV7AqoCtZARgJUs4zlOcQKsPZPGLj5z8vkycFwe5kmW2oUDtCSeckPEDcHHHH3+8wfed4qBxvsCv8vTBMTyBW6hk8ftgNw5YBTahihMgBXQKqAr8EpZTvMKnn366m34N1VRsnyf/uHHjMlOy4dEHkD9+pmqPHz/ePvaxj7n9dJgpgXUXp/G+/841fxtDqKNqoOzBrh56f4MqNaZqrOOUeHgB7LbuoDWAgKDP8AyEZ6DYZ6BYsKvpzIDd/gMGbXewy5FGTGOOlqh2PLD7wAMPOcvuooWs1b3bFi9e4wDv4sWrHNi97fY57ngp+tjMFSy7ThX+dGWNRYhgg6HjjjvOvvCFL7gNmNgkig2NrrnmGrdWV2tQAYqy0kIBqXLEMU4RoBSARU5OQBRZpRMPqrEPfj/e55MW58srXuUrTmMrH6BKVmCVsOSypVO+PlCVn7yVp1+O8ocnYCvQC09l+nFKD0/AVWmgArbiCRQLzPphAVhRZOT3qdKSp8AuoBYHIIXybCSBXwFd5ARo4SksACsqcEs4DmoBuKSTbFwmSR6wK/Ary2wcAANsAbICs/IrLEALFQgW9WUAvIShyrO6utoBX8UxtZnNxnQBdgV4xQu0PDQQwG56Ywh2AtSaGDWKajDjlHh4AeyGgXmxA/MgH56Z8Ay07jOQC+wK2LJGVxZd8QLYLX2Qo0EjYI3dmLHsAnbnzVvuwK5v2QXsTpgw0c2eypQYwG5GFXg0AAfwotPvfe979r73vc9t0MOuwXfddZcDu2zSw6ZTrK1lHCIAKirQKvApUEu8eFDJxfkCl1DJxNP5MhoLiaexEmHlAU+gEb9kxVMeUDniBDqhkhUf6ufrp5Ms6bI5gVDFKwzAxKlMhaGAUCiyxCuNwGkSYFWcqGTi4VyWXcCqwC4AE5BLWMBWVIC2ECrgKrArGge2PqCVjMArYNi35vpAV4BXINW36vrgVvE+T36BXj8MiI074gG5supS1tSpUx2PZ+G3v/1tZl28/9JpjbzPC/6Oq4GyArvZ/kY6GrbUB+yygQCNKA28GlDCvoNPuKVgtz2cxevXkUGlXGsM2MlL+VCOX5b4HZl2hPvVPei/VJj/zfe3xv9IfnLKr5QySkmj8toT1X+yPepcSjtQSppC6q77ZEdRNi1hmieAFoCb5Nikivjdd9/dTWN+/oWXrKEx2jBKoCNbX/Eevnf00Je//yd3zm5j+tih6Dzdjnn0kPQAOGODKsAuRw8tW7bWbU7FVGZZdjlnlw2qOGqGizQpKVwZlTHVM6cpzH/961/dZjwf+MAH3A62HG3Dml2O+UGHbMjD7sUAVcYgjEUAtVABVOJ8PpZgxUtGgDQXRRYnGfKQE2hVWFSycap4jat8Go8TYIX6coQFUEUBnQKg4iVRyfmy4gnEKiwKKI3HCfgKsMapAC0ANh5HWPGiPtCVnzhkWVoHeBXABeTKogtfYd96K7ArEOxTxUF9YJsN/PrTl/EL6CZRAdw4FdAVlRVWQFdhgVqfxoGtwkxTxgFy4UHJR6BXFP0xO0LAlp3Odem9UzjQjq2BAHbTX1U5w21Hg91CBnJtSaa1B6sapHKPcRDTlu471CW7JU7A0f8v27q+VOe2Xs+W1m97/iet3Ra05F51nzsT7P7DO2e3Ib0TczmAXQaM9923KbMbM2frLly4yjk2q1q37gGbfed8d/SQpjGTxoHdcPRQZnSpwTgfAtDT2LFjnWWXgTznyrKBJut3OfP1rLPOsj322MMBXAClb50lLHAKACbO50k2DmIFTMUXFR8qQOpTyWWj2dIpDx/IJvnjYDcu44PiJL9Ar8BrNgqAzQVqk+KUJk4FcAVY/bAArmgS+FU68mUaM2DVB7uy6sJjOjNhgV54uVwc+MbDPhiO++PgOA6Q48BY4TgwFuj1QbF40EJAMIAYSy7yvCP46QfwQwHCrN2ljKOPPtqdmeyDW23+lnkBg6fDayCA3TTY5aB1Gg62g6chppFWw6qGWRQ+/pZadlsywOsIaTVI5V7KBYB0hP/Nvwf+N/5H/7/044M/+4eC7a2b7fmftNZ/3hp1VB4tAbtNRwMV2eenLbuAXSy777qdPqNjh8oJ7Go3Zqy5WHXZjRmwu3bt/XbnnAXOsss5u5mrMQ14M4zy9PgDcG2gw7mhDNaZZcZZt3PnznUWXc7Zxer7s5/9zB2bRTwAj3EIYNMHshqfwJPVNz6lmXA2kBrn+6DX98flWiNMneUKzc+vUza/P37TGC7O05hPNAlA+zyB6TgVqPaBsECvD3DjfoWh5KE1uwK8ogBRH6jij4NTwnGAqqnI/vRkgdIky60PSPH7oLRQYKrpyKIAUp5vUQFTwCkW2VxO/Y4oslOmTHHjx+nTp7t8iaMs4iZPnuyepd///veZpQK8c3xU4vLfv/JsgcrnrgPYTT/wDzzwgPsiJrDrN4Lyi6qhLGewq8amJQN28mhJ+raaVrrpqPcX17vuN84P4R0HdJOetSRea/0nhf7nueqgPJJk+IhS6Acwpd/ZYPeiH93mwG45TWNmqLRhw0abO2ehLZh/lwO4Omd34cJ7bMWKdcbRQ5MmTckcPeSGV6zZxZX5pcE2QJcBOO7JJ5901lusu506dbLrr7/eGJ9oGvM999zjBvCsQWcswjhEoBZwiB8K6APQHnLIIY7H2aNMZ9YuzlAfACtdoQBTZfjgUmMkUeqXCxwC6vI5LJ3+9F6FdayPKOerxp3OZ2XqN44Ni7I5zmr13VFHHeXCUBz/B45dfuWwGuZygFXfMa027jheKMmRDiun2kkfBMIjnK09V/sJ2Is7wKEca1tx06ZNS3QzZsywJDdz5kyLO9pf33HuOWHomWee6Sh+Zibg4Ml/9tlnG+5zn/tcXvf5z3/efMc05XPOOcflx30BdAHSgGcc/9mXvvSlTEujWRTs0sz7p3cwIxA8HVIDAeymwe5DDz3kvpRxQLgaaqiAbRKvFLCrhitbI6WBW7Z4n1+MrJ+uNfz57qOQMlqj/i3No6Xpk+5TuknKO4mXlEd74ul+d2SdCy2zI+o7Sc9J95nES0pbCq819K88WlpPpd+ZYPd1M7vkp3caK8JSqQaztEtZx16zy6iIacwCuwBcgV12Zl6+fG0G7GLZzQwsA9h1A0rpQ2AXJmt3v/3tb7v1kbvssov76APYZSrzwoULjQ2reOY/8pGPNAO1gFWAJ5SxCZZBQBngDrAGZeAPoBNwExV4g/rgLQmEwWPJF47ZcP5UWk2pFfWtj0mWR58Xt0L6Yd8iKatkfHpsUjjJGhm3TuayUPrrSX3LpPz5KFbLQhygTHLykzdAEwAIEBQ4hBIGKAokCjSKip8LPPqAMZ8fQJnPATh9d+6557ow1HfnnXeeffGLXzRoMY40coBX3Pnnn+/ol7/8ZacnADh6Q5e8I4BePgrwTDMrgvdMO6DzYSmA3Q6JaxNvqmzBrv+Q43/44YfdNBCBXYFc0dYAu7x8cecPNHPFZZPz+cX6Ka/YNK0pn6186aGQsoqRTcqvpemT8szGU1nQbDLZ+EqbLX5n8pPqVso9FnMPSWUmpY/LxcNJadobT/cE9eseD/txLfWrzJbm0xrpdZ+lgt0XXvyrOxaoJENjytymVIDdr/9srgO7TF/uiGDX7zM1moDHBlWA3XlzlzrLrqYxA3ZXr96YmcYMWMtcnDvMJlXhykypxNLExYCcKcuAnt12280B2hUrVhjHD7Er80svvWSXXXaZ7bnnnta7d2+3YZOmJAN2sdhizcWiysCffBj0a+AvMAA/n1O6QqkAm6jSEZbfp/DjdfAtmHG/L0uc2qE4jaeLh5VPnJ8rH8XF0+QKkyZXPHHK16fwqSPgDSAKaBWQhQoAC9QK/BLn84rxJwHjpPS+nOLFSwLNcZAsQBzn5wsrHVTgWcAZ4AuPPgDd8YxJt1i5Gb//+c9/du+XZlAQUJsGDVfH1kDZg1097I888ohb3yCwS0fR2pZdvzGTX4M9heNU8T71ZXx+oX4/Pf5i07WWfLayVT/KkT8fLbROcTnlG+cXGlZ6aL40vqz8+dIoXvKFlKM02aifV2vnR5nKP1v5LeUr/0LqLlmVGQ+Lv71oIXVsadm6p9YuS/km1S9XXJJ8KbxC70dyPtjVMUOF7MbcWmD30v+d56YxlxvY3bTpAXfO7tw5S2zJktWZDaqw8q5ZsymzQVUzsBvW7DYbWWpqpcYjjz32mJtW2qtXLwdqb7rpJjcNfPXq1UbcLbfc4o7S4ggixipYczUNGasu4Jdpy1hWGewz+AdYCggApJKAJjzfCRRKXnHiK5yNSi5OJe8DX9+veFE/LskvuWw0W/niK53C2ajkoNRD4bi8+IVQPy3/Dw4eaX3Lrg92AZmFAtt4OgFUqEBqsVSgVukUTgKsAqnE+UBVfAHXOPVl/TjfGgyfMBTAi9Wbadv8N+hQzwozGy666KLMrszMnuCd0/sWwG6z5qhDBsoS7PoPuPyPPvqoO1R7//33d1OB6ED4SrqjLLsaPMZpfJCYLz4unxSO50E4SQ6ev27OT5dNXnxfNlv+ufiKi+eTLaxyi6XKr9h0kld6UfHjVPFxGpdLCpeSJikf8eL5EVZcKdTPj/QKl5JXIWmUfyH1lqzyVbiQtErTEqryWpJHvrQqozXvKV+eis9XNz++mDSSzUdpn5CB7hSwa02W3cv/d469g8USK0FsGnPT6AFrZqNbrtrebAnqK5vuJTpGiHN22aCKo4eWLmXX4NVukyqt2eWcXY4e8ndjLt2U7pfe/v1YmXT5lt3Nmzfbd7/7XTvmmGOMqcwXXnihA7lYeO+++263QzNrUPmYw0d5xioAXFE2TOLDPdOUGfxjzRU4i1t7BQgUnwTQfBn5kZM/G6UslZ1NBr7kRCWrMpRHvG7i+/K+jPhQny+/QKXC0CSe4onzXT6+4n0aT++H8QvsUmc2XQJQ+gBVIFfTmRXng1r5FZeNxsGqQKuo4n2qOGgS3we8yAjkii+QC03i+fFxv0CvAC8A17fuUp7O2NWHA/ogpqrz4eeVV17JgFzeO7Vprs3Wixhoh9RAWYJd/5/Uw87XUl4GNqjSxgs+0MWvsChfUEnDVBN/UKcBGDwN1vz4Uv3KqyW02LLzlRXPL598vvh4fgrH04m/vanKzVZOtvgkvnhQPz+f31K/n2+SP54/Mkk8pVWcwnGqeNF4fDwsudakKkN5KgwVT9SPS/JLLokmycd5udIpLp7GD0smTn0Z/PH4eFjyPl88nyo+iUecz2+JX+XE8/T5ueKyla00UDY/YUOafffd1zhLV1ZdztT1z91VHOeYAhSYFtqSwc42M3vDzK64abbh54pADBsOsQlKg2XAXRrhQtob2E3f2nvIvffeZ3PnLbaFC1c4kLt40VpbumS9LVmy1u6+e4Pdfsc8m1jNBlXRObt+Bi3Ru59Pe/ZLB3HKrsysWwXssj6WEyOYyswRRE8//bRdcMEFttdee7nxiqy6GrtoIyqeb4EnAS4BwDhQFL+tUdUbSt0UzlZPxe9MKgBLHeTPRpHhP+J+oErD/8PGUQA4rdcV0I2DWYV9mg3giu8D1VL91C3uBGCzUR/AAl79cC5/HOj6636JUxhruP579Kk+gndh9uzZrq3Xul3eOb137bkNCXXPr4EAdtMPe6lglzPNALt6oRiUtWWw69cz2wDS5yOfyxUjmysfxfn5ya+4OFX89qQq0y8DnsJJ8cSJ78vG+YrzZVvDr7rFaaF5++kKTePL+el9v2SSeIorhSo/P20ST/GKi1PFZ6O+vGR8Hv44n7Bk4nHiiyq+EKo0oqWkIW2+dMq/pdQvx8/L5+PPFufzfb/SQAV299lnHwd2BWoFehUWBezy4ZKNSzTgEc3fdUYSAFYA7v+Z2VU/nW21zlpQKNhtsuoVWl5bk0Nf69dvsDlzFxlrdOfNu9sWLlhtixZG5+2uXLnRZt+5wCbVTHO7NsfrX6y+4+nbe9i/f6ZVYt2VtZdp35wn+uEPf9h9uLnjjjvcjsxsUvXEE08Yx6nwrB988MHOqgvQBfRq/S4UxyZNvB8AgGwAsS3zBVxUx3hYfFHF70wqYEsd5M9GkWltsCtAm4uWCnD9dHGgSzgbyBU/F6DNFZcL7Mq6C+ClH6CPkL55Lnj+2Zjt61//urPsat0u75//Drb39iTUP7sGAthtBbDLlyR/0FUs2CWtnD+Qi/sl01Lq55svL182nz9fXknxyjMpDh7xueKUPhvNlrZYvvJXungYfhIvLo+MeErjh1vDr3rEyyo075amz1WOn3ep9Yvnrzx9fhJP8YorpXyl9fOSX1Qyyl/heLzCuWg8rWTF96ni8lE/Df588i2JV1l+HuIllZ0tzuf7fvJVPnGwC8gF2CY54pIsu/7Ax/dn60Lzgd2GVC7LbvsHu+iFo4fmzV+SOXZowfxV5tyClXbPPfc5sFszaZrdu2GjU6M/wCxEx9l031H4cX1oOvOrr77qBudMTX7f+95nN9xwg5u+zFRmdrbG8bGG9emy6EKx6sIH6LJulyNsGJMw+MdaCLgSFUBsy1SgVXUkLH8SlfzOogJZhVLq2ZpgNxfA9eN80Fqqv1iwmwvM5ouLg11NZZZFV4CXOmkqM/2DrLvsrM3u3//85z+btUOhDeooLWnu+whgNw12H3/88cw0ZjoXnKYrM/0Bv8KiTGPGsgvY1QvlD740CNNAzx+kya84nyrOp3789vb75ebzt7Qufv6l5OWnl7+UfPKlieetMDRfWuKzyReavpAyWksmV12zxRVTdmvk4Zen/PLx/Pjt6Vd9oJSjsMqMh8VPosojW1wxeWXLI4kPL1fZ2dLE+Ul5qM654uL5qD5+WqUXzQZ2fcuugK/ALuDghRdeeM/XfR+A5OpCA9iNwO78BUubNqdasNpZd9mVmWnMd8yebxNrptr69DRmX7dhoBmtG5Q1l2dN1l0svTfffLM7MojzdgGsTGVmkyqmOLPPCM+8jiAS4MW6y5hFYJczanlHBHZF84HGJCC5s3h+XX0/9SHs8xTeWbRQkCs56tlSsAuI1RRnH9Dm8pcKcP10OwrsCuhCBXJFBXaJww/VrszomL6D54R3gHeBnc65eOf8tihXOx/i2r8GAthNbzkeB7sCuFD5BXJF+YLqT2PWAI2Xyge/Pp84nHhJVDI+TZLbXjy/3Hz+ltZB+ZeaT0vTF1puvByFobnyyCaXjZ8rrx0Vl61uPh9/IfVRmiTZQvNISuvzkspI4vlptqdfZcepyhRf4UJpMekKlUUuW/m54rKlKYSvuhWbf7Z0yicJ7AJqtV5X05dFkyy7fpdeCBArd7CLjpjGjGWXnZjZnMpNYV4QbVKlacw+2C1Wx758R/NrF2buS9OY0Sl+KGt0scLusccezmJ7zz3scL3Ggd2//OUvduONN7o4PrwL7DJeAfBqsyrC5CFABQBgevTOAq6llJsEZpWPQG08LP6OpgKxhVLqp/8GSpi0/GeFrtnNBWqzxfmgtRh/EsD1eZqunETzWW+zxRcKdmXdBfjTL/BM6P8nzK7MTGUO05g7Wkua/34C2G0h2NUGVQzyNOiCJoHdQgaCkiEPOfECbZruvaN1Ef8v4uFs9ckmB58v9dBsaXcWX3Vujbopr+15L0llJPG2Zx38vFV2nPoyxfr9vJQ2VxsjecmWQsmjlHS50rRGveL5q56lgN2hQ4fayy+/nOkpCwG4GeH0JlO51ux29GnMDBpnY9riAAAgAElEQVTXrbvXrdldvHiVLV68xtigSmt2V6++3+6cs9D8aczoT3oW9XVaTn7foqsBOPePdRfdvPjii/bVr37Vunbtau9///vt17/+ta1atcpYt/vggw/anDlzrKqqyjhFQh/hAbd8iIdqWjMf5XlvAFEM/gFSAodtnQqsqJ6FhiW3I2mhANeXo37tBez6oDbJnwRwfV42MJuN74Nc/LLmxqksusiwQzN1mzJlitMrz7rGWp/+9Kfdzsxvvvmma2Z4x8q9DSqX9jaA3TTYZcMH7cbMF1E6CnUeSVOa1aFkA7vxAVmx4e0xKCymDju7/GLquiNkNaBWWXH9KOzL+WBE8fH0vrzidjZVXbdn3VRGa9xrUl5JvNYoq9A8VL5PC03bWnKU3Vp5tUY+uXShuFLK0X1mA7v+NGb8vmWXI+YC2G3ZcMcHu+zAvGTxukSwG6YxJ+sZkOsPuH3Qy3mgv/nNb2z48OHGVGbOCt20aZOz7uoIopNPPtm6dOliHDck664su4QPOeQQZ9Hi3RKoAjjKeigQ2VZpNrCq+io+HhZ/R1IfxKJrP5zNT/30v0AJ679piWUXa202qy78Yqy5kk0CuD7PB7ZJfh/UAkz9cJI/H9hVvD+VGbBLXtpLh1kMgF39H+zYz47mArr+u5f8hgZuR9BAALsJYBcgGwe74vn8+DRmDbp4sehYFC51ANeS9MWUSTnZXDH5lJOs9KV7VhgKj4ZVjrAfLxnxlUdboX5d/Tr5fPn9+EL9SgstNE0uOeXnyyTx/PjW8ue7B9UjSY7nI189lF5yhaSRbLFUZSXVtdi8kuRz5a+4pHT5eKRFL0lgV2t049Rfs4v1LD7g0UAoXydf7tOY0Q9gF+stll2BXXZknj//Hlu1atN7LLu+rn1/Pl13xHj//gVyNbVZdMmSJcbmOv/v//0/t9kU5xWvXbvW2J3573//uwPATHPm4zzrdAG4+AG8+NmtecSIEZl+icG/AFZ7sPDGwapAI3wAruID2D07A24FTssJ7Mq6q7N36Q/oG3he6EPoI9i4ig9H11xzTQC7HbFBzXFPZQV2NYDxOxjp5sknn3Rn2nHOriy7cYArSy8UGX+DKn9ApsGXzwv+nTcFOeg+6D48Ax3/GWBTkiOOOML23nvvzA7M3bp1M5wsurLqQrVmNwnsql/IR5PALmkALmaN1tGnMXOvnJ/L0UOLFq1sNo2ZKc133bXO7cbsr9mNdNM0lTmfjssp3h+j4Gc6M2MTLFgcQdS5c2e77bbb3CZVS5cuNY5M/N3vfuf47LwMwOUjPCCX8YvAL3GnnHKKG/wDDgEAAoc7kwK2fZerLgK1O4sKZO8Iyj2iC8AZllOBVm1CJSp+KVSAOInKWuvHiZeP5rPoJllwxZOlNhuNT18mLHBLHqQjDPClHtOnT88YHQC7jM05iuu0006zd955x71ftC/CBHr/yqnNKZd7LXuwq4ebacxsS37AAQeUBHZ9i0sAux1/YB3AU/iPwzPQtp6BJLAriy6bVAnoCvjuttturq1nN2YBMHX8GvwonI0mgV0mC3VUsJukFzaowrK7cOE9mQ2qOHqIzaqWL1+f1bKblFc2PZcLX+MRn27evNluuukmB2A5gui6665zxw4tX77cTWlmE6thw4a5DzqsQRfQ5YM8fgAwYPe4445zg30BSgEqhXcG9YFuPivzzgK5lJsN4OaKy5amEL7+m50Fdn2QK38+kKv4loBdAdZsYBd+HPD6U5iJJ4wjL8Au/bTG55MnT3ZTmkeOHOk+GNGuaAZFvI3Jxo/LhXD70EAAu+kF6gHstq2BawAS4f8Iz0B4Bop5BpLAriy7ArsCvLLsAgiw7MbBbqHddzmBXR+ACahCkyy7TGMW2J1954JmRw9J18qjUF2Xg1xcxzpzlzWGJ510klu3y3P+wAMPGOftcowKuzIzZRPLL9ZcTV/Gz/Mta++YMWPcoB8gxVRmQNfOALiFlinAhzz+neVygVPqlCu+1DjdO2AX8CjLLRZdwCdhUcUVSwViC6UCs/nojga7cfDrh88880wHbvkfZNllHTTT+q+//nrXpLAuPv7eERHap47V4pY92NXfqWnMuSy7mtacNI1ZX44YnAXLbhikFzNID7LheQnPQMufgVxgF2suwFeWXoFd2vSXXnqp5IFNOYNdBoMAVyy7c+ctdmt2ly5dl9mgimnMK1bc66YxV0+cYuvWb3B6DmBXo4730vigG13hNmzY4I6hYd0u05SXLVtmbFB1++23u+f3Jz/5iZu+z/pcnmlNX8Yv6y5+QC5jFayoAlSFgs8dKbezgG22crOBVuSzxbWEr/8mCewWC2qzyRcKcpHLB3D9+B0NdmXt9S28mt6MdVebU9HH6v9iSj//D1OZudQm4Q8W3fe2Sx2BU5ZgN+mPywV2+TpKRyEXwG7LB6ZhcB90GJ6B8Ay05jOQBHYFbmXZBfT605hpy32wGwcbSX2Fzyt3sMvAUGB36dI1JrCLZXfhwlV2993RFGd/zW6wmPhPUHN/0vOHdZdn9OKLLzb2FNl1113dtGaOIMKyyxFETGkmrmfPnm4DHp5rAC9jFzl2Zeb0CD7GM+gH+O5IAFtMWdSvrTpAkl+3loDabGnJH321lWnMPpjN528LYBcArF2Z0SHPPE7/HccSYd1dvXq1ewHr6uqav4jBsvsefbR3RlmBXf6seEerziXXNGYf7OIPYDcM0ltzkB7yCs9TeAZa/gwkgd1c05hZs8vRQz7YVYce7yfEj9NyB7voacOGjTZ/wVJbtmytLVu23ll2WbML2L3nnvvcml3AbrDsxp+e94Y1HhFFAv/WrVvtRz/6kduNeZdddrELLrjANm7c6M7cBfDysZ4jiDiPlzEKz7XArj7S9+7d28aOHZtZw8gOz8UA0O0hK9CovBVuTzQbYG0JPxvYZVoultr/z96bQFlSVHncgigKo4IsooADqDBz8JyZz9GRfRMQEAEBAQUZx+Nyvu98y8zIMqKyOIozLiwqCoLggmzdXfvatXV1VW8sooAsIiAwAooKSO9dVfGdX7z6v74dZL6X7718r15VRZ2TdSMiIyPzRWZGxC/vjRuNdFBVDm7D/c0Au9LsAr3WlBngFfy+//3vd9/4xje8VpePdmh3rVbXantf+abGlNlWA/MOdsMbxANNZxJht/bBZhywxzqMz0B8BmbqGSgFu6EZMxCMN2ag4Mknnwy7hczx+Q67VJRg12p2e7rHvGdmwS5mzOPLVvgBpQaR9Lvxb8saEORaqRy33367O+mkkxxOqoBWtFIjIyOupaXF4WTt8ssvd29+85sdUIvpsjS6wC5hVo/AkRUmzLyj5RxCCUDrKWuBWq6rluOrOdYCrI63aXmFKZvf12jNbgiu1cQbDbt2jq4Ny1EV14Mml/rEpJk5u5jy8y596lOfci+99JJesS3MmdVOFXfGwKyugXkPu7p7fBlN88ZMR6Gvo4SjZjcO6GdqQB/PG5+9+AwkPwOlYFdmzJg1lzJjVn9QCYitd84975y75NoWR7jgjXlTcemhSTfh3OSUc7Cd4TsT1GmbWloAU5gBocyYtc5ub8+4A3ZZc3fJkjtdW1ufd1C1bMVy/2G5krpt6gqpw8WpXiXRNLFhygzY4ohKpvksOcS83fb2dveb3/zGdXR0uJ133tlrdNHqCnIZswC/2pivSBsioKonzJYrW8BYjaTsao6r9pgkkKWspPRa0yiX3wfsAmuad2sdVCmtWhnO2a0GbJOOaTTsaq6uBV2F2Yd2V16Z8cZM3aLhJYx295e//KVbv56Wu/AX2yfVxNySEXanzYTQ7DKfZe+99/ZfQd/znvcUAdeCLh0H2gDScBTBMXqRNAi1zqqUFmXyADXWS6yX+AzEZyCPZyAJdgEDtLgC3BB2WarlqaeeqqlXZ5j0B+fcxde2utVi2skNbmpyAyvtukk3tZlxZxvhlqmZyclNbmxszHV1Dfr5ugMDK7xGt71zxLV1DLvB4TvdorZ+d/Y557rx5cs2mwlSD3wAiH+Za+CZZ57x2lvmGr7qVa9yl156qV+CSM6qGLTjcZlnnOcaL8xsfJxnvALsMm/3Ax/4gB/oM+iXdldwJTgN40qvh+RczbjVCqx5HA+QAZR5QG4ItzaeBK2VpCUBbpiGsyi7AaGKEy61CV5LSWlybZ5/+7d/80sVUX9oddHw0tco/L73vc9dccUV/h1k3q4+MpEgq88Iv5mbqKbOOO9hVw/yww8/7F37A7t0CnQQ6iToKMIw0MvadRF240A9j4F6LCM+R/EZqO0ZyAq70owxZ7dm2J2c8trcPzrnvnxdu8O3JwgH6Ap2N03DbgHtJr3Gt6lHBZkvjilAE258fNx1dQ172MVBVU/PEgfssg0O3+UWtPS6sz52thtfPuYHk754X0mZTzRvM0qrSwUwVrnppps8rG6zzTZ+0L5ixQrvmRmtLksQoeXbZZdd/Id4xigWdoljynzIIYcUtZGC3XpAbNYymxF0uaY8YLXWMuYy7Ap0kaVAl30WYNPCgl2r6eXYf//3f/fvBVpy7gd1imYX4GX8zjuzdu3aYttkzZcFv+KEedsQzYEfPu9hV19vZMZsYRfIpYMQ7Ap4kaTLu2HU7NY2SI2D/Fh/8RmIz0Ctz0BW2JWWF9jFgqeWObtoJ9HsArtfurbNrZ6HsFvQ7A57jS6my8BuZ/eo6+pZ6oZG7nZ3LOpxZ5z5MbdsxfjmIVOE3c11kSGkQTcmywzQ8cjMuIT1d/v6+vwSRI8++qi7/vrr3U477eTHJhq/MFbROAbzZp75U045xcNyViCtV75mBd2ZhF0sAwXJjYDdSjS4aXlDLW4Yt2CbFM4DdgXBFnop9z/+4z+8Bvlf//Vf/Vxdwa6Al48/999/v38Lec+skyq9dxle0ZilyWtg3sMu9wfgxQTomGOO8WbMglt1EuooSGeTGTNfSaNmNw7Sax2kx+PjMxSfgdqfgVpgt+ov9wZ2v3DNoi1g101t9GbMc1mzOzGx0Zsxd3YObQG7gG5P37gbXnKP1+yeedbHt4RdTJijGXOm4aEdcN9zzz2O53yfffZxr3/9672H5qGhIdfZ2elWrVrllixZ4lhrlw/x+jjP+AVrNcYuSKZfHXfccV6zJdisF8wmlatzNrsUcDZSArqCXeqn3rCbBq/VpIeAa+NJgGvT6gW7gC+mzCxDxHx3aXfR6lK3OKvCuueHP/yhfxc3bNhQ1PDqvau6b8j0dsdMjaqBCLvT5kGCXToR20kIeOkoFI6wW/vANA7uYx3GZyA+A3k+A9XArrwxVz2gmYZd5uxe8J07POwyRxfQneuwiwnz5jm7w94hFZrd7u4Rr9nt7h3zmt2FrTioOueVZswRdsuO82RSiWRjXiFzDA844AA/bxdgWL58uRsYGPBaXizU8DLLPHXGMTzfAC6bxi+AMN6c0WwBckBVEpTmndbscBteXyMhl3MJdBsFu9UAbaljLNwqbIG2VLgW2JXZMmWg3QVs2UhXWKbMWGFSv4Au4MscXhRWeGUGdHEEx58F3ar7hrJvd8zQyBqY97CrB/mBBx7wXztZmF2dAoAr8EUqXWlRsxsH63kO1mNZ8XmKz0D1z0C1sJu0zm7mTtjA7uevvNXD7sTUZAF23aY5qdndPBCc2GLOLqAr2O3oKpgyM2fXwq7grTCxOXMtz+uMGoBTCdT9Lbfc4leOwEkV1mh4acZJVVtbm1+C6Ctf+YrbbrvtvFdmwS5jFwEv4xacXAGzDPzrCbshQM6m+FyG3VLQWu0+Aa6VpQDX7qsH7AK+lAvoot0lLMAFdtm4x8hDDz3Ur1WthkbvnNo6pUc5e2tg3sOuOl9g94Mf/KAT7NIxCGot9NJpCHyjg6rqB6ZxUB/rLj4D8RnI8xmoBXbVD1TclQewu8Y5N99glzm7oRmz5uyOjP7Cwy5mzNFBVcVP1xbzBzma+YQrV670Wtkdd9zR7bnnnt5pFZrdrq4uP/cQ6N1tt928OTNjFcYyMmG2Fmof/vCHI+yW8ATdSNiVVpf2sBGa3WqBttRxFnIVtkBbKlwt7HKcNLvArTVb1hxetLvALhsaXIAXM2Y2we6BBx5YNGXmHRPkIuPf3KiBCLuTeJSccvfee6/3cogZszoEdRQCXNLZZMYcYTcO1vMcrMey4vMUn4Hqn4FqYJc2Hs1urbCLgyo0u8Bu0Yx5Dmp27SAQM2bm7I6Ojrr2dsxol06bMi91mDD39i9zY8vu87BrHVRR11MTaL/nxiCq3r9Cdc55MLVcvXq1u+yyy7yl2VZbbeUuueQSfw/6+/vdsmXL3F133eU1t1pGUR/uBb04qGLswsd92hur2bXhPMyYZ5MmN7zWCLv/p1/2qBTg2n0CXMlScBvuqxV2BbwWdikTrS7nQuKoimvDfJ8Nja6WImIOO/l41+SgyrdTEXbr3bw1rPx5D7uq6V/96lfuqKOOKmp2gVoGQgJfgS7gqzQ6jA996EN+kjudBl/krMwycNWLp7wqQ/E0GR6Xlq/adPulsdoyGnFc1vqq17Xo/LofkpwvrEPtQ+Z1PSozqbw8zqPfl1R+HmlJ1696szKPc1Vbhq6j2uPn03GqK2SW313rM2qPB3YPO+wwt8MOO/g5i1piSN6XmceoNORrXvMa9973vtebftIPMNCp+G/KFb0xy4zZOxqe3LDFnN3Na+3OraWH1q1b45ceQrML7C5evNz19S11mDGzDQzd6VraF7tzPvEvbvnKZZur11fS5mgMla4BmVVKLliwwB155JF+3i4aKubtAruk8/EGLdab3vSm4hiGsQyOqRi74JAHU2a0Wbw/QK1AT4DLkkRZwFfHzWbZSKgNz2XbS4VpNwlTpwAZ6+GyPI62MF4u3e7X2roWUvMKA5LlIDbcr3gS7LJP6dLShhK4Lbdp3i7vBMfjlZk6lnaXOiZ89NFHu8cee8x/+JR2F+AV9FbVP5R+rePeBtZAhN3pygZ2WWz9ne98p+8QBLehlJYXKdhNWnrIDsKyDPrCPGr4JMP9SfG0vEqXTDpWaVnyKG+U5bVQ1Gesp/L1FNaRnkPJcH8j481wDXn83kb8Dp0Dmcc12zJUtk2z4Wpgl4E/Axz+qhrMGG/MFnYnJ9b7dXYnpjY5vDHPVdhdv36t98bc0THourqWTK+1O1Zceggz5rbOQXf2Oedu6Y05wm6mYV74TDLw5m94eNideuqpbtttt/VAizdm5u0uXLjQPfzww+773//+Fuvt6sO9xjOAL88+ZfAOCXgt7CpcSpYC4tkCwCGANjKuNi1JzibYTdPmClaRAtskafMpXA/YBYzpJxifA7iALnWPhhenbz/96U+L7yUfliLoFqtj1gfmPeyqMxHs4rafDgGYFdiqg5Ck42AfX0fR7FrYFeRK2sFYuTDH6Likxo+0UmXomDCP0tWIqxx7Po5RPu0Py5lNcf2WWq+5XDm6X0nnYV+545OOqyTN3quk+1lJWTFvMpTX+x42qt4b8Tt0Dvtc1vL79H7ZclW29ql8BjE4GknT7EqrKw0va5UyJeW3v/2tB131BRX16pNTbt30OrvnXXVb0Yx5PsHu0qVLvRlzZ+dIEXa19NDS8V+59q4h9/GzP+Hn7BbrFtiN3piL1VEqoOdSWibyPvXUU+4LX/iCt1QAeIFbHFV1dHT4Ob3A8L777ust1TRewXyZcQvmzGzvfve7vSkzA300uSHwloLcrPuaDXg1BppJGbZlSXGurxrYleZW2lwrtQ+ZlzZX5dQDdgW9yFCjq3g5rS77rWaX8Gc/+1kPt4Jd+hHG8Ci7+B36i6Crmpgbct7Drm6jYFeaXToFwW0o1Xkkwa4GXuFATOlZZVIDWOrYML/yhumKa7+9Tu1Dan+tsh5lZrmmvM5ba13Y67DhLL8hS55ary/LOZRH1694I6XO3cjfq9+ncys+G6V+g2S9foPKR+Z9DpWdVm4a7ApyJS3s0rY/+uij1cPulCvCrjS7aHGBXZYemi+aXebsSrOLGTOwy5xdC7tjy5aqu/Wg6+ftbk6JoZQakDYXTZPmEyJ/9KMfFZcgYk4ic6d7e3v9EkS//vWv3YknnuhhmA86+nCPZNO83UMOOcQ77AF2rekyoCUAzgq2Sfki7J7pnSAJrtWGlZNpsAuoAatIC7KELcwqbPMoDSlIzUMKdJFJWtssaRZsw7DAVjIL4CblkZMqrhNTZpkx47BKGl6UV3xIkhkzH5r0sSnl9YzJs6QGIuxO3yg7ZzeEWwu+CiNlxszC1AzANMCTTBuUpaXbBjAtT1q6PdaeX+lpx6WlV3tcWJ7KsdcU5qlnXOfP+xwqt9Tv0j6bV+Gs16P8aVLl2P1Ky1vW4xwqs9y1Kh+yXN4s+yspT3mzlFsuT17XX+484X79BivDPHnE8y6/VH1pn84Zwi5zdTVfV6CLtLBLO/6b3/ymJthd75xjnV1g9+Vpb8wedt2meQO7mrPb37/M9faO+vm6PX3jbsnSe4tmzHhjLv6h1Y2a3WJ1pAUYaAt2yWPD7e3tfk1d5p4z3xAz5r6+Pj9vF9N8nFi9+c1v9hpcaXUZ2/CxXvN2mbPOB2/BLRJoVTwJYG1as8FsqesRcM6kVFtVTuYNuxZ084TdPEDXmiuHoBtqdZMgNmuavDKT/zOf+YwHXJ59LBt4bgBePv7cdttt/nXkXdMWoTethZo96RF2p++VhV0BLZ0CnYPiNowZUDnY1WAsyyAybPyyHKM84bGKs59GU9fBix1qclVGKG0Zdl9aus3TyHC56ym3v5prVZmSKiOpfpXHSuXPIu1xSWHKSEvPUn6leey5Kj221vw6d7Xl6PgkWapM5S+VJ8s+lSOZ5Zi88uicaTI8j/KF6eXiOg5ZLm+W/SqPvPb9UrqVWWGXZVkAXsw/acfzgF28MWPGvHoewu74+Ljr6hp2vb1j3kEVsNveOeK1u8NL7nGtHQN+zu4WSw8Bupgyx7+SNRAOshl8Kw2vywzQt99+e6/Bvfnmm72TqkWLFvk1Q5m/y8ceVphgXV2NZxjHoO3df//9/fjmlFNO8e9WNZrdUnDZbPtmEnJ1btte2TDtm42nwa40uFZjq3AItKXieWh0KaPesCttLjIr1Cbls6bMaHi5dnlipl+RlhdTZrw286cPTfadK/myxp1NXQMRdqdvj2BXZsx0CNpC2JUZs2BXc3ZprNRoWagMB3W2UUsKh/nLxZPKsNei/WE5yhOmE086RmmljksqK0yz5ZQLh8dmiaeVmeXYLHls+eXykzctT6l9Osaeq5JwJccrb1ZZyXWUy5t2Tntcljw2fzXhtHOQrvJK5Unax3FKVxl5S5VfTpY7b3i8zR/uKxWv9ri0MlVeuF/pVpaDXWl56wW75199+xZzdt080Oxu2LDOO6jSOruDgyuL3pgxZR4audt7Y9acXQaQ/i/CbuaBoeA2HHw///zzft4uMPvqV7/aXXzxxX7eLuvtsvbxqlWr3BFHHOE/7KDBtbCrMMDLAB9oltkykGq1t6XCFmiVz6Y1U1jAOVPStlU2rLbNps022M1iqlwqT5JGN2+troAXmKVszJcFulhnypSZ9afx48Cfffcyv7AxY1PWQITd6duSNGfXQq7AFynYTZqzK8iVVENmpW3UbDhLHpu/1jDns9dpy7PXorDdT1jplciwjHLxSsomb6nyKi0rLK/c8Tq3zUea4rauVbb2pUmVmSbpFLXPlqG0rNIemyWctdxy+cJzpeXPmi/t+HLpYfk2rmNtWrlweIziecty16H9Wc5bKq/2lZP2POXyVrpfZdvjlIb81Kc+tYWDqtCMWXELu7Tx0uxW20Njxoxm98Krb/Pzd4tzdqdh18elxpxT2sxJt2HjGicHVT3dYw7YXbx4vOiNGc0uSw997OPnOObsoiXxfxF2Mz9u+kBg5+vKvPKmm27ysPqqV73Ka6e4FyxBhKOqxx9/3M/tfMtb3lIcs2hMg2aXDa/MBx98cHHeLsBaCewKcNNkhN3Nc3ZtW2XDas9sGv06dQqAoaGV9rZZNbulQDbLvmpgF3hN0uImpaHNFex+/vOf9w6vBLhWw8sHUz4M3XHHHb6t0ruX+WWNGZu2BuYd7NovNfZBvv/++90xxxzjvRcCtHQEAlsr1Vkggd3jjz/eT3anoaLRkrQQYhsx7VcDJxnmmcm4rqmUnKnrK3VN7Kv3daWdPzxv1nzhcTF+VkPvYVjfafdN6WH+uRTXb7RSv8+mlQorf5oMjyWf0nRMGFd6kiQvbS3y05/+dBF2NUdXgCutruQee+zhXv/613szZpz5CMJsn5C11wZ2n3fOXXJti19zl+MmJzfx38upqYnC/FRA18CuCWY9VVPk29yHTrgNm9a6peNjDs1uX+8yNzCwwq+329E+4uNLltztOjoWu4+d/XG3dHzE1wk/QvUs2RQ/bBZcxOa6LzjOwYQcIGLeLuB66623Fk2Zn3zySe+leccdd/T7NG8XbS5zdtkw42csc9ppp/lykLxnSJk1JwFrCLdJeRqZRhswExt1Zc9r2yjSbbySsMrkAzmAi9mtBd0kAC5ltmz3VWrCLFNlHZcWzwK1aXmqgd0kqA3TMH+WYyqZQuPMDfDldwC6mDBTz2h6AWDmv5933nm+NZCjqrBp0IenMD3Gm7cGIuxO35s02AV0s8KuGjMNwBQPpQZzkuH+mY7rutJks15fo64rqV7Cc2fJEx4T4/UHXdWx7o/ikkpPksozV2WW35yUR2lZ60X5kRyjuI4P40pPkuRlYIhMgl3m5iZtwPDrXvc637Y/+OCDifCVBcQAVmD3z865y37Q4jZ4kJMjoXTYLXDvtJazeccHiVe2Gbgm3Ho0u9Owi2YX4MUrc3vbsOvqHHUjI3e59vb+AHaZd1ooOksdJ17EPE3cXPcF2H3mmWccmqpdd93VAbVXXXWVd1SF8yrGNDis2m+//ZyWVNR4BtDlgz6wy4YXWgb8ADH2uLoAACAASURBVC7vE7ALrIZQq7hANowrvdFScNhoSZtkz2nbKNJtvJKwyoyw+/8Ulx0KQTZrXFpd5RfsypRZ5sx8NGJKIs8u89h///vf+4+geEFXOyU5T5ufWf2z5z3s6uGlY+CLzjve8Y6im37Na0mDXebsWs2uGjMNwBQPpQZzyHDfTMfDawvjM319nN9ekw036tqSzmnTCOtabLrSomwc1KbVtb0v9n6F+W2+cN9cjVfymyvJq/oKj1E83K94KcmxDAyRSbArDa+VwC8a3kbALksPJWl25wrsrtuw2o2OLfWa3e6upQ7gFex2dixxQ0OrXFtbn4fdsWVLpjW7EXarHTWGsItFwne+8x2vpcWUmQH90NCQX36ItXYZ15xwwgkOSwbgFshFw8vYhnV20eoiDz/8cN9n8S4x2Ad2FRbQak4vcfKwX/saDbfh+biWZthsW8X12HglYf2W+Qi7aGCl6SWsTbBaqZT5sqTglzhwi3aXegZ2AV+WJTrggAP8VADe0zTYFTtU+y7H4xpbAxF2pz8x0yngqEGwawFXX0ORMmPma2i1sEujFw7wKmkI65VX14Ss1znmcrmqv7n8G+fab9M9i8/8zH2AqKXuOZaBIbJS2M3DjBloLaXZneuwu2bdX92SpaNbwG5396jX6qLZZQ5va2tvhN2cxnVJsNvZ2emXINp66639GKanp8evt9vS0uLXDP3yl7/sdtppp6LJssYwAK+0u3hrBmYZ9AOwp556ahFoBZYCW8Eu6UpTnpmSgsOZlnn1j/odWWDXmihnCcscOatMM1vmeO1DppkoZ0lPglvSBLrISiHX5gdsLeQSRsNLnwHksmHCDPiyofi66KKLXjG9Re8fr7OmvuT0asdi6lwDEXanYfe+++5zRx11VBF26RCk2VXnMF9gN68Ge76Vw4C7loH7fKuvZvi98Z7NHOTmcf+5f1lhF40uGl6r2eWjZS1zdiPs/tUNLxlxHR2DDs2u37pHvSwFu/JTFbUjlY3wNNhWvTF38KGHHvLrhmLGjDMqnFbhpIoliHC+BvTy3ONjhLEMz7xAV75JGNucdNJJftAv2LVQG0KsIFcy3N/ouOBwpmUebRpl6HeUg90scBvmyQq5yiegDeNKzwt0Q7jNA3SBXKA3CXbxygyIo83VfF0ksEv9n3zyye65557zL6gFW4X1Dlb2BsfcM1UDEXanYRdvzEceeaTT0kNJgJsn7NKgRTCa3QPtvDq2WE58DubrM1BrG1gJ7MqUWbCLZpc2vZ5zdueDZndweMi1tw8UARczZkBXZszS7OKgypt0e8ddhSFPHDBWNvQLYZf4Sy+95C699FJvabbVVls5NLkDAwOOJYhGR0cd6/EeeOCBbu+99y6aMAO5AK8+6APAaLNw1gOoyjlVaLosiBXkSip9pqTgcKZk3u23fkczwa6F2zCcRXublidJq2tBt1atrmAX4NUmzS5xPDADuDJjxqs/9X7ooYf6+e+8odEhVWXtVDPmjrA7Dbv33nuvn7ci2KXxF9wmgS/7MWM+7rjjit6YafBopDQAy7sBjOVFKIrPQHwGGvkM0JbVCqSlrteWXc25OEZtbpoZszwyA7vyxoyMsFvdkGQzcE04zJgHhgZdW9tiP18XzS6wKy3v8PCdfs7uWR//mPHGHOfsVlfzr1z3k3vBnMIf//jH7pBDDnHM22W+bW9vr9/a2trcI4884jVYmDJrLMO8XZZYYYwD8DJv96CDDvLTlyywCmatTNpv02YiLDicKZnUxtm2LWl/qTT9jmaEXUGrBV6lVSPrDbsCXElAVxumzJ/5zGe8Zlewy5xd7h2rs1xyySVuw4YN3mSZd01/Nqy0KJu7BiLsJsAujT8wS8egTeArCA5hl8aJxgupAVipxqxZ9tXSIDfLb2iW61AH1SzXE68jgnGtzwDtg91qLS883rY/Ok8l7xHHqM1Ngl20uEkb4IuDKtrxaMZc2SAlhN3FgwMedvHE3Nsz7piziyQO7KLZPfNjZ7nRseGigyqdMQ4aVRPZ5Oa6Lwy8iaN1Am7xOQLsMn7BdBnN7i233OKeeOIJd91113lvzRrHMK4hH5vm7QK/glqAlTDvluBV+5BhmuIzJdVmzJQM2zXitm1L2l8qTb9jpmHXAq3CAlrFkUqrRjYKdqXhFegCv5gyf/azn/UKK5xVYcaMdQPzd7Fq4D6sWbPGe2PWu8ebiilzbLuytVnNkmvewK4eVMnwBixfvtwvrr7vvvsWv34KetVBSOrrKHNg0OzyktiGSwMwmxbDETziMxCfgfgM5P8MMCChXpNgV6bLaHJ32203P3eRNAB4u+2284N9NF/hX1o/8Yp8CQ6qyFOY1zXp5pIZs+pEknWE8caMGbM0u0BuT89Sb8YM7LLOLt6YgV15Yy6sQVyoSZWFjH+la8DWFWHNHUSzC9CyBBHjF4D36quv9rB72223uV/84hduZGTET9FiCSKgVqBrJev0Mp5Bw5VmvgzMCnZ57+oNt4K+tHPZ/Y0Kqw2vBWZVRprUb2E/MMZ8WebeSobzcLPGNe82i7QwWy5cKeQKcDlO4dB02cZDZ1M2bsP2GGv+nKbVBXY5P30HoCvtLmN6NkyZ8WrOn33niKPxte9k6bc37p3pGpi3sMtDav8Eu3QGoTZXkCspra/MmHkpaJzUcEXYzX9Aq7qNMtZtfAbiM2CfAbW9SbArrS6Ai/MexQFfzJhp6x9++GHbFVQUpheZL96Y7cCuEJ5wa9e/7M2YW1v7/RxdzJeBXebrAr6ss4tm96NnnlGE3cK83UI12zIrqvh5mNnWFWHBrsJXXHGFN0XGKzNwMjg46DW8zNtlXjoOd3j+MWGWYyppdknbf//9vZNOjV8EtRZw6w23Yfm822EaccHgTEi1PRF2/6+iN+ZGwq6F23JhQa6ktLpWsg9TZubtWkdVjOuZGvD1r399C02u3juaIPtOzsMmaVb95HkPuzys/C1btmwLza6AV1pcKyPsxsG2Orwo47MQn4GZfQZKwa40u8hQs6ulh/BmW+3ffIfd1WtfcpgxL1rU69rbhr1GF9j10Ns95jW7gl0cVKENLmyFGo+DxexPnq0rwhp0S8P085//3B177LFu2223dYcddphfa3fBggXu9ttvd48//ri77LLL3Jve9CY/T9cCL+BLnHHN+9///uISRHJSBVzKhFmgmQSgjUqbCcC151R7X0/Y5Rxq1xqh2eXjSKjtLafNtfubDXYFt1ZawFWY/VhEoBkHdjFfZkPDC+wy/537jBM4/TFtIHwXice/5q6BeQ+7uj1odvmKs99++xUdU6HJFdha2FXYmjGrYaKR0pdRNYpRzuxgONZ/rP/4DMzdZ0BtL141MTvbYYcdiubKpWAXM2Yc81hvzOoPssoIuy8VNbvALpDb1zdedFA1OnqP1+yefsZH/ZxdtLrS7DI+jIPErE/allokwa4G3QzAMVdmfdztt9/ef9j54Q9/6Lq7u/28XawXWIpojz328I41pdFlLCPYJcymJYgY6AtgrZZXaTMhLXQ2Iky/EZ6nXn1JGjw3CnYt8FqQzRKuFnYrNWEup8m1+8uBroAX2OU6cEwl2JWWl7TDDz/cjY+P+xd148aNiaAb27Hs7dhM5YywO22KgGY3wu7cHRDXq4OK5cZnJj4DM/sMlIJdmS2nmTFjuomDqnCwEsbTOuj5DrvM2WWd3c7OIQ+43jHVNOyy/FA52E2r15j+yhoQ2Eqi2QVy9bdu3Tq/BBHzdrfZZht3wQUXuKGhIYd2l4/599xzj7de23PPPd0//dM/FeftCnYBYN4H5u0y2C8Hs7x35fLUuj8EzUbH1bbb8yotbwnsJgFvhN3/16+Va0E2a7gU8OKJmQ3oJd/nPvc5b8aMKTNaXbS7LEN01FFHuW984xv+NQN2+dN7p3cxa3+hdzXKxtdAhN1pZyJ8uTn44IO9Zpevm0ka3Thnd2YHtXl3LrG8eD/jMzD7nwEGotzHcnN2MWMW/CIxY8Y6J8JutoGHHdgVwhMOM2a7zi6w29s75s2Z0fIyZ7elpcclaXaznTXmUg2E9Q/sKo3BNxtemOWVWUsQLVy40Dur+u1vf+udHe28884edhnPSMML8LIBu5hAC7qk0eUdE7gmpWlfLVJAactQ2kxJ2z9wDTaed1iwK6nyGwm7WbS4SXkq0exKm2tl6FjKxrOCrfIlOaYCZqXJRQp0kexDcj2ALh960OgigV7M+Ul/+eWX9So6Qa/eP2T8a+4aiLA7DbtjY2PeuYO8MQO7gttQCoSjg6rZP1BWhxJlvJfxGZidz4AGoUmwW86MmTb8/vvvL85/rLS7nu+a3b+ufsH1Dyx2OKhCk9vTPeaXHiIM+LL0ELCLgyrm7Foz5krrer7ntwNrwpqzq4E2A/AVK1b4wTnzdvGujFaXJYgwYWbeLqbNfPRhH6Ar2EVq3i5aX8yhgS4LnvUOC2jteZSWJGmvk9LzTGtknyDItZLzzxTsArBJYJuUVgvshmAbxgWx1UgLuGlhYBevzJxXkCtzZpZ+YkO7i3WE/uy7p/dS+6JszhqIsDttxgzsWs0u2l0gNwl6tS/O2Z2dg+NGdmDxXPEZic9AfZ8BBrfUcRLsSpObZsaMj4Y8YPd559xlP2jxnpn5yF8YDE06ltnxc1QnmaDanIOArFelQd1mudkbc3v7QMEpFcsOdS3x3pjtOrtnnHWmG1u21NeFNJJZzxvzFWpgc71PeY2u6lGSXCxBxMB9r732cq997WvdNddc4zo6OtzNN9/sHnjgAbdkyRK/BNE+++zjnVHJhBnQBXL1Yf/DH/6wX2+UdysJPm1aXmFBalJ52iepNlXxekmdpxHSQq7CnHe+wK5gtlbYBV61pQGu0qXVRbPLeeWVWdpdNLsA8EEHHeSuv/76ovky7xqWFPadjO1Uc9fAvIHdcreBTuDAAw/0ZjyY8tDoq+GXJlfmzUq3sEvjRIOLrEfDmFSuGsSkfWr8s14L+cmrMrMep3w6LulalKfRspmupV6/vdRvLLUvr+spdY5S+yo5f9qznEf5KluykuuKectDLPfIbnnXmX0G5KAKj7PyvAzsArqhZBkiLT0E7PLHwKXSv0k35dY55/7onLv42na31vsaRuu2qRDysAv9quQtvRErdbZIO7gj/NLLL7qe3n4H7OKF2Xti7h51gO7i/hVueHila2ntcqd99HQ3OrbE/0w5pqqmvmdLPTXqOsM6BHxvuOEGd+SRR/r1dvEy29/f7zBl7u3t9drdj3zkI/6dkEdmpDS7hGXKzJxFmSwLQGknSWMjrPR6SrXNMyFrba9s22fDYbl2nw2TDwBDm6q1dPGazPxSxbNKeVtO0szWmhZqdq2JcqmwBduksAC4nBTchlJQW0oKePlIxO+QdhfQlVnzKaec4j86sKa1/uxHJqVZGb6bdl8MN74G5j3s6oFsdtgNG0fiahST9qljSNoX08oP0mdjHdnngfs/G39D0jWnPcv83qT8laTNpXqq5Hc3Om8e9yrpmm25abAr7S5SEIzEGzMfMgW76n7pE9QvKC1NgseC3S9d2+bWJMCum6S8QglTDjyeLGh5K2frtMtoWLrqRvKFl1503T19rqNj0M/V7e0d9Zpd5uuyDQ2tMLC71F+nYNd8AWjY9c/lEzH4xpQZsD3++OPda17zGnfEEUe4zs5OP5f3lltucb/73e/cF7/4Rbfrrrv6j/nAbQi7eCg/4IADPMjyzlmQpb0kHmG3sjGE+mbbXtn2zO63YfI0O+wKdEtBbdq+JMC1aeUgV/tDyFW8FOSyD42uJLDLdQp2AV3CbJgys6zXL3/5S/+OqX8Q8Co+l9uX2f7bIuxOD2xYeB3NLnNZaOyzaHbtnF0aKDqCtMbMNmx5htPOlwYIeZ67GcrS75Rshmtq9DXw2zmnOknCc6k+wt9if2+j6zqer7JBXqn6Smu7Sh1Tal8p2AVutaHpJcwSLbThDGDsXyUDl/kOu3/6y59dZ1eP1+zimEqwy5zdzo4lbnBwuYddHFQtWTrqq1ngH2HXPnW1hxl4o3m66667/BIqu+yyi8MZ1U033eRhF4kztttuu81rdjHhF+zKQRWmzFiwEceUOUm7yzsYanwtEOcZVtvfaFmqnanHPvXdQJXCah/zgF1pdZG1anHt8aVAF2hNg1ylW7BNCgtmS0mBbZLMArscRz7N26W+mbOLKTPPP2G8MsMHN954Y3GuPG9shN3a261GlTDvYVcVjTdm7PIxTRbs0ujLdNmGZcZsYZcGkAZZDVReDaLKU2NPuUordQ6bv1w+uz/rcfYYhWs5VmVUKnVOKystY7bn57fzG3gu2OZaXej36D6FcaVH+UoQ1bMxl+tGz0M52A01u8AuA37WJ5WmUv1BVpkEu6QV1pKddFOYM89hze6fX/iLh922tsXeMVVPz5KCxFFV19JXwG5Bq6vaLdp2KyHKCmsg/DBD/Pnnn3cXX3yxN0feeuut3SWXXOK1uzipWrp0qbvzzjv9WId5vcAtwAvcYspMnDBjoKOPPtoP+PFGyzsm82X6mLkMuzPRVqrvnkuwK6AtJZMAN0yrFnQFseWAV/mk5eWDAHAL5HI/NH/3xBNP9JrgLJ6Yq+1PKnz9Y/YKaiDC7nRl4cUQB1UAbAi7Al2BL7CL+VsS7NJQavCVx0CTRtCWSVhppRplXUOpPCrX5sl6nD1G5VR7bFhWlrjOlSSzHD9b8vD7Sl2rngWbT3VS6rjZtC/8PWG8lt+isiRrKasZj22W36XnlDrK+5pUXinYTZqzixkz8xN/9atfvaLLDCHiFRmmE+ycXcyYmbML7Po5u1MTcx52X/zrS8U5uzim6u4eKZoxo93FjLm1rdt7Y0azG2E37UmqLt0OqhVG24QGChPmrbbayjFHl/m6OKpqa2tzjz32mJ/viSkzYCvg1bzd9773vf69OPTQQ/1gXybLAlzeYYXz1OKGZem9bpScyfab9pGtHrBrtbp5a3bR8lrtrg2XglztC8E2Kd4I2AV4gV3rqArYlYMqwmxMD3jooYf8y1rOQVXWPqS6Nz8eVWkNzHvY5YGkc1i5cqWHXZYeAmRp+IFbaXEFvOxLg10aazuYCxvpWhpTyko7Xuex+5PS7H6Fw3J1XJiu/KG0+RUO8+QVV/mlZF7napZy7G9NuiZBhM2ncFL+2ZgW/p4wzm9SmmTW36n8VmY9djbk0++a6WtNe051XbpOSaVnkTomCXYxV9acXeuoSg6qmLaCGbNAQR1o1oGKhd0v/qDVz9kV7KLVneuaXWCXObtodoFdq9kFdnFQBexixjwyuqQ4d5l6Lmi/VeNRVlsDelYZxzAA5294eNjPreWDDtYLaHVvv/12d+utt3onVd/97ne9iTPjGcGu5u7+8z//sx8Dve9973Os1cs7yDsmwCUcgmlecb3LjZZZ2pl65bGgmzfshqDbKNgFegW0pWQS3IZp9YZdq/kFdjkfHrA1ZxfgZcO8GYXYT37yk+KryjvHFvYfxQwx0DQ1EGF3GnZXrVrlH+R3vetdRdgV2Ap0y2l2y8Fu2ICrEwnTbbxcA5uWV+mljieP9of5w7jyhVL5JMvtV768ZHi+PONZrrGW82Up3+YpdS7yaX/WY5S/ntJeS7lw2nXoOO0P46QrTdLmVThJKj8yaX9Smj0mj3DSObKmVXL+sMxKjq02b6lz2n1h+doXpodx8imtHOxa6AWCAQHa+7vvvttDAoOWSv8Eu39wzl30/Ra3enqFIQ9y80Czi4Oqru7eLWAXj8yssYsZs2AXb8wRdit9uirLr4E38sknn3TnnXeeX4LojW98o7viiiv8vF3m62K2Pzg46D/mA8JodwFdoJcxDrCrj/0nnHCC1zbyjlkNL/G8ANeWo3e5UVLtTCOkoFYf/nROpQO62pRGnlrm7Iawa+fb5hFO0uRmBV0gOATbpHgIu2hhs24WZLOEZcqMh2vrjRmtLv0L7wPnXrcOt4SFObsRditrp2Yq97yHXSqerzI4dTjkkEP84Eea3VphV414rQ23GkWkyiJMg6g4Mi2fTVdYxxFX2JahNOVPk/zGpLxKq7dMuy7Sw06lVN5wX9brDo/LGs9afpgvqXzykK7fS1zPXlL+RqaF118qnnZdOkb70+JKlyQ/YR2Xl1T5ecpqr62Sa7DnqOS4WvPa8xKmPJuWVr7ypu1XOdqfBLsCXGl4kdLwMmf3ne98p4ddacfUEYdxpYdSc3afc8795/cWupcncbuE92U0bHN/zu5fV7/sevsWewdVnZ0j3ow5DXaHl4xEzW74ANUYt8+pwkg0vAAu8PqqV73Kmy0PDAx4zW5fX5978MEHvQMq1tu15stM4UKjCwDjv+SYY47xTnp4x4Bd3knN4SVN/UweUu9xI6Vth+oZFryGknMqTaBrtbvsb3bYLaW5LbcvCW7DtHrCLuBqIRgnVVqCiHm7bMzZZQN+uTcnn3yye/bZZ8uus6v3scZXPB6eUw3MO9jlAbQbX2XwYHjPPfc45qjwpV+aXH3dlNmyTJqBYPJonV2++tAo0eAjG9lY13ourreSrdbzzfTx5X5r0vXpmKR98y1NdZEmK60PytExKtPGFc4idXw5maUs5bHXZ9N0DqVJKj1NKl+tMq38PNLttYXl2X02HOZT3OapZ5jzCXZ32GGHLZYYEtwCvoJdaXYxY0azq79KByiCXdbZ/fyVt265zu4c1OxST7b/BHb7+geKkMuc3b6+cb/GLt6Y+/qWuoWLOrwZ8+hYXHpIz1me0j6zujeU393d7ecY4qTqsMMOc11dXW7BggUeeJ9++ml36aWXelNmxjVoc+WZmXEPwEs6SxABuWeffXZxfCOwJZ1N8Syynm1AubLVJiEFmDatXuHwXMQt0Gp/kuQ30a6hhUVLm3VNXeWTZjcPLW5SGdLsVqLNtQAcgq2NW8jNqskN81mQLRWWRpc8wC7lsJYxpszUP6DLEkSEMWVmSgB/vG+aOmDfaftO2vQYnrkamPewS9XzYDJvC4cOzNkFZAFaQW0a7MpB1WyGXdtBlGvsbd7ZHE77nWm/SfnT9s+3dNVHKGutB5WncogrnFWqjDSZpRx7bFL+SvaXy5tUftY0W3aeYXt+W65Nb7Yw18lXeD5YVgK7tOF4p9XgRDJrlxxh92XXv3jQr7OLZpelh1iCqKe7sC1ePO4WtXRG2M36QFWRjw/2/PHsElYcc2XeiTe84Q2OOerXXXedn7sL8D766KN+7iEfgnDSJtAV5OKkCu0uEk0WS7DonbeAa8PNDrtcv23PGhUWxOp8EXb/7+J8Xgu3SWEBbwixWeOlANfuS4JdmTIDuUCvtLzHHXecu+iii9z69euLb6sFXr2HxZ0x0BQ1MO9hVw/mvffe6w4//PCiGbNAF/CdL7CrziytU7D7Z3NYnU4o036T8qXtn2/pqo9Q1loPKk/lEFc4q1QZaTIsJy2f0sP8xLUPWW5/ubxJx1eSZssPw1nKCY8hbo+z+216s4W5zhB2rSbXmjMzwJdmlzmLEXYrG4vQZ2pDs7t4YKhoxgzcYsbc0T7i5+1qnV3m7Gqd3c1nq3yO9OZjY0g1ILglbmGXJYgYlGOBhnb3i1/8ovfGzLxdnnms2YBZTPkFu5qvK6dVjH2OPfZYD7u8YwCtzJizwG2YpxnaDdum1TMM1FJ+XrALfKFtlNa2lJRGVzJJK5tHmjS7VltbSTgJcG1ao2DXgi+aXeL8NgEuml3CKLbYTjnlFPfcc88VPyxpOSLeQbWNej+jbI4amPewS+fAVxkafubsvuMd7yhqdMuZMc81zW4zdETNeA3qEJvx2ubaNVHXef2mau6bjpFMuhbtQybtb2SavRaFqz1/rb9H55es9jqqOY5z1gK71XbH812z+/Ka1R52OzuH/Pq6FnYxYwZ20ewmwW70xlztU7f5uHBgrbjGNddcc41fLxfYBTxlyoxEu/vpT3/a7b777h56NXcX0JVml4/+jIsEbJSBNpd3NATZLPFq3u16HKM2ql5S9UX5NmzjSi8l+e0yY84KuwJcK/MA26Qy5gLsoiW2sIuWlw3oxiszVg2CXrS8vDMHHXSQX85LkMt7F/+auwbmPezq9qDZxQTOwi5fNeerZrceHcxsLVMd4my9/njdZ+YKpXoekDNdt81wDaoDWy8zcV3VwC7TVvDEX+1gJcLuam/G3NU17M2XmaPLnF28Mbe3DbtSZswRdjX6qF7a51agS2kahLO2Lu8iHpmZn85cQ5YhYgmihx9+2Js2s96uQFemy6F35lNPPbXolRmo5Z2v1IRZx6m9aIRMa4fCtirveBLA6hxJ+9LSqKOssGvhNgwngWqtaQJdZCXaXJvXanGTwo3Q7CbBrrS7wK60uYJe7sfRRx/tLrnkki0sKayFBe+gfTerf8PjkXnVQITd6Zr81a9+tYUZs+btRtjNFxQa0cHlfQ51UnmXG8tLfraavb51fch4D5Pv4UzUSzWwy8fNFStWFM3RKh2gzHfYXb12jffGLM1u6KAqwm5eQ7XkcuzziqNNDbgJ8/fQQw95ENlrr738Ulvf+ta3vCkz0MuYZ2RkxPspwTEn2lw2NLtAr0yaAV/mKeJUiTZPGtzZAru2vW5EOA1cde60/UnptKNZYDeE2zBeK9jqeAu4Clt4rTScBLg2rd6wiwZXsBvO2yWONh1NLqArB1V4x+ZdYHvhhReK75zePd47++Ep+c2NqY2ugXkPuzygPJgWdgFcu83HObszMVht1nOqk2rW65vN16Wv/dSxfkez17euz16zrj3KmYPfamCXpVcs7FbaAc932MWMmaWH2toWOxxU9fQs8XN2cVDV1TnqzZhbWrteYcZcGAyyPFP8q7UGBLxMx1K4UL9T3onO5Zdf7ufkagmi3t5e19ra6liKiHHPaaed5t7+9rd7yMVBlbS6WoII8MWbs4Xdak2ZG90+2ra6UeEkaCVN50/bgoOCIQAAIABJREFUn5ROfZWC3RBq0+KC1VqlANfKSgHX5rdgmxRuJOxKm4tJM2E2zs88abS7wC4bYRxWfeADH3DDw8MedvW+2fev1vc6Hp9vDcx72FV10ujToOOsQdrcaMY8cwPXRneKpc6nTqpUnrivumelWWG31D3XPmS875vvu60XhRtZP6VgV8sPhUsPodlduXJlERLUH2SVwC4+Of/inLvw2z/1Sw9tcgWvuJjpTk5uSv7Kz4Fss/DPDuxeevmvrrdv0LW09HiPzP39yzz0trYMOubsDg+vdK1t3e60089wI6NLtvi10Yx5i+qoOpI2wBb8Xn/99e6EE07w6+1+8IMf9JrdhQsXepNm1tv98pe/7PbYYw/viFOOqcKliFiCSLAL6LLxjkvLm1U2sj3gXAJItUeNkDpnKHXuML1UnN/QLLBrAdeGLbxWGk4CXJvWKNhFixvC7uc//3k/lxfNLn0LkItWV+CLKfM3v/nN4pQBXmDrlbnqFzoeWJcamBWwK5McakAdLQ/V3/7t3xbjldSOyrCdBLB75JFHFtfZFehKw0tcGl7ScNyAg6rjjz/ef+VRI06DRlhS6VFuHhTHuoh1EZ+B+Azk/QyEsGvBFic88sgsud1223kTzmXLliV2H+ofEndOsyq6SWB3jXPui/99tVvHfMmpSbd+AuR1btLhuRiNGzmnvQ8LdGcB7No6ICxLKNXJn/78gusfWuIWtva4zp4R19u/zHV0jfqts3upGxpa4Vpbe91pp5/llo4tc0U/LtP1YctXmVFWXgPUY9qG52Vgd+edd/bbjTfe6Do7O93Pf/5z9+tf/9rhnZn3g/nrMmNGuwvwCn6Z03vSSSd54LXvbTnItXkbFRZUNkKWAtU89lG/gl20tpjVpmlvS6XXQ6ML8FYDtzpGUEucsMBW6cSzLjGUlM86nao0DPwKgLkeAS5emdHqAsAa469Zs8a/e5onL+BVW4lki38zWwOzAnapIn2lJKwHh0GLHqRKOk3bKXA8ZWudXTS7gKzgNsJuHJQ3qpOO54nPWnwGqn8GQtilf9AyQ9LsCnSRecDuhinnNrjCdvm3v+te3rDObXKTbt2mjW7tRkJTbtJNuCm30Tm3qaDNFewKfmd2DFD12fkZL/11resfHHVtnYtdd9/oFrDb0bXEDQ2t8rB76mkRdquu6AwH2jGNDXPo73//e3fxxRcXlyAi3N/f7x1VYdWAgzY+9PPx3sIuwEscyXhI83YFuAz2FU6TM9GeNQJydY48gLZUGRF2/7+qgbdSwLX5LewC3fQtmDADu2zS8B5zzDFudHTUWYWcXlfYgndRjKL0KGemBpoedm3DTRgw1UNk40rLUo22TPITv++++9wRRxzhzZjf/e53bzFn15o1a/3dqNmtflA6Ex1gPGe8X/EZmNvPAAMSpqLsuOOOfh3dLLCLY57x8XHfB4R9B/1CqT/2oq8FY4HeNRunHPrctZvWea2u3z81OSdg19aF+k9Afs3aja5vYInr6B70sNvdO+baO5c4tLqd3aMedjFxFuwW6xPNrtd4l67jYv4YKFsDui9WSsv005/+1L8bzNs9++yz/bIpd9xxhwdetLsM5LGEAGrR6Eqry7xdgJcx0OGHH+7NgmlHs5oxN7rNFYQ2QpaC1Lz2NQPsWpPlMCwtbVaJllR5pcGVlGbXyiSNbdY0C69pYaA23CfQRcqUmXm7gl36GbTtAO9RRx3lTZn1cgK9Fnx5FythE5UTZf41MCtgN/zZepj0xUQPEw9Wlj/bGSg/sMvXTTS7EXbn9qC40R1wPF98nuIzUP9nwMKu1eDKnNmmSbNbK+zi8xbYBXrZXlzzktvokde5TRNTbmJq0k1MgcCzV7Nr+0uFfd875dyLL61xnT0Drr1rwHV0D3vIBXa7e8ddV8/SgoOqCLsaZtRV6t5YqTESjnQ+9KEPude97nUeWjFdBnZvueUW98ADD7grrrjCwy5QC+hKw4sZM8CLGTPpp59+ugdeIIw2LU2jq/RGtnuNAFydIy+YLVfOTMNuCLdhXOCaRQpqlVdxSQu5CmcF26R8IcQmxQW22qe4JLBLmN9tYVfa3VNOOcWbNK9fv774wVTvn6xRFa/ryx8LL1sDTQ+7+gUA7oYNG/xXEptWzYOkY5B0BjJj5sslDksi7NZ/YNrITjCeK97P+AzM/WegEtjFrBkzZj5ujo2N+YEK/UGlfxwB8CLXb/Cuqbwmd+PEJrdpcmLaEkmwO7vnbdl+0/edU8499fSzrq2zz7V29Bdhlzm7IeyedvrH3Nj48mL1Tk1SawUzv2JiDNRUA+H90fPMXMI//vGPjrVy0ezyzF933XVuwYIFfr4upswsQQTQshavPDIDvFqCCOhl/4c//GGvGQb6BLRpst5tLtegcwhCGyXLQWpe++cD7ApsgV6FJZMgNmuaADZJCmbLSZxWkYfrQZsL8CI1b5c4pszMi+c9gyf4490LrVBrernjwTXXQNPDrhps/VKZ5diHKsyjvGmS/HajrHvvvdeb+UTYnfuDYnWQUcZ7HZ+BufMM1AK79AGV9iP0LxOTm6fhTjJ/d9N6v/mZumh1/bQbPDIbB1VpHVMTpts6oY7U7yI3bJxwv7j3ftfe1e/aOge9g6qunjGnjTm7AwPLnF966PSzPOyqvAi79bnZql+Vrjjy6quvdltttZXbfvvt3aWXXuowbUbD29HR4adxnXzyyd7pJ2CLFldLDxFmQ+vLcitaYxRT5iTQrWebGsIs57JpQKaN1yOcF8hmKWe2wy4AG2pybVxQi7Qa3qxAWypfEuSSVg5wk/Zz3Gc/+1k/dxfnVIJezJtRkl1zzTX+lUPDG7aTegf1TkY5MzXQ9LBLtcjLmaQeJh4iu2WtwvAY4jiokmbXzsulgWeTwyq7L3pjnjsD5Xp20LHs+JzEZ6D+zwBf3DVnV/N1kUlmzNLs8nETzS59Cv1ANX+aVoPlUcHj8qRbtw7/zMDuRr+xBFHRG3M1J5mhY6gX/UlTQZzwy6vXusUDI66rd9DDblev5uoudYAuc3YHB5d72D31tDOnvTFP13H0xqxqbYjkGX3sscf8EkNod8855xyHV2YtQYQp8yWXXOI9lmveLtDLhob3/e9/v9fsHnjggR5wAbVmg10Lj/WAXJVpz1Pv8HyE3VIAW8m+JNhNAtlSaYJjNLx4tKaPYQN4kUAv61QD8OITXmi1m5J6yavtY3R8lNXXQNPDbvhwaGChhwjJRr4wb1q1KK8kZd5zzz3u0EMP9WbMAC0NvkA3wm79B6oRBmIdx2cgPgOVPgMMQHXMTMCu+hz1QZs2bXAbN/J1f5PfiAO8BdjdskfSsVumNlfMXqP6XK6QPvOFF//qWlo7XU//EtfaUZiz29Yx4pcdau8ccT39haWH0Ox+5NQz3OhS4wgswm7DbrTuIWvq7rDDDm6bbbbxywjdfPPNThtOqjBrZr1deWUGctHoahkiTJqBXwb3vHczrdXVu58EoUqrh6w34NryZxJ2w/m5SXFpadNkNZrdSoC2VN48YBcQBnSZu8tvxHqIDedU9DcyZ8bigeVLaRf5EKh3zraZvPBKb9jLH09UrIGKYZcbqT+0oeedd557y1ve4g455BD/ZfAvf/mLv6HcZDZuPl8PmcjNV3bmfCxatMgXwT6+hlDmc8895/7rv/7Lm87QwP73f/+3e/rpp30+vpjrqwnH8MBoQvizzz7ry+NLC1/r9WcfMvIzZ+Wyyy5zLI7OV8qrrrrKaX0sjrn77rv9b5CDKhp2q8UlrA0QJhxqdmmYGHhJahCWVVbbedgGvZbzJ12nLduGlZc0hUNZah952V+qrtinc5Jf9aPzlCvfHqNjS0mVG2Vp6NI9yVL/WetSZZbLr/unfMQJJx1f6/XVcnzS9eiaZ0KG1xPWY72vSffJ3qta6je8XsriKztOBhnQo82VdtcuO0Q6G30W5pw4qLJzdum/2travKkm67hr4KL+h37l5Zdfdj/+8Y/diSee6N76lt3chedf4O6/75duw/q13qZ5w7oC7D777O9dW1uL++Qnz/V9k/ok+iP6Mf6URlh96//+7//6a/jEJz7h1z9VPo5TfvWDxBcvXuzLp5/Vn/IpXovkvPrTdZP2wK8fch2dfd4TM2bMfQPj3kFVwYx5qQdg1tlta+/x6+wuX7HKF1Mob9IVTJlVcpS11gD1mrRRLmMoNLnbbrutn7fLs3vTTTd5B1W33nqrfwcYzzFo32uvvRwaXGl1peHFrBl/JsxR5Nm077RtT8K2JnxX84zrXI2QFkIJY84dplUapwxdO2E8ZasMwtQrcAVoso4u2sVK1tqtdn3dJLAN09IAN0yXeXIorQlzUrgUyJbbJ9AtpbXNsg/I5dqQbJgy45yKe8Lau4rz3nz/+9/3rzBtrzb7Ptb6fsfja6uBsrCrDlidJ50+4YGBAf8VENjFuQGe/Q4++GDv8e/FF18s3vSLLrrId9jXXnutwyMgQLvrrrv6/GSirLVr1/qGlcEKGtalS5f6L48AsjpX/Uzy03BzXezjqwtfI9/85jf7QQwPFyDMn/L84Q9/8IDLgwlo8wWTxvwnP/mJPz/H/OIXv/CaXcEuzhgs7KLdFewqvN9++7njjz/ef92hAVfjL1lpo64Ow8pKy5ht+UvVVal9s+13xuvNBtDl6knvRrl87GcQkSXffMijAZV+ayX1qGNqkeH58rw3aics7Ap0kXazsPs3f/M3bu+99/awSH+xbt06d8EFF/j+igE/SxjxR//En/pABlL0dUDm/b+6z13+1a+5XXfZyT304ANu/dp1btOGjX6O7vnnf9699a1vcbvv/la30047+TLQ9CaZM6ufo8+68MILfR+5++67+2snjT6K85NP10GBf/rTn7yZKUAPpOuPPBxT619YhuJcx5133eMWtXQWPTH3D6zwyw7hjRlPzHhnlhnzaaef5YBdji+UEWG31nuTdLzql/vPxrPDH+O2888/33/kYd4u4xbGQbfffruXLS0tfgyExmrPPfcsKh3Q7rIJfBkDaQmiPN/hatsWtWuNkILQPGUlsAvkRtjNtu5uXrALXwDWgl0+OEi7S3/DBlfAKpxT7SNSbbDeyaT3NaY1rgbKwi6XohtYmJNUiAOk7e3tvjGlIWXDyRMNJYMAOkPyL1u2zD388MPFX0RZqP4/8pGPFDvtnp4ef9wzzzzjyyEPX9j5+s6C55RFGufgjzh/ui4GI2hqOTfnDPd/7Wtf8/BsBy3PP/+81+zSGfBQcu2as8vXS2lvQ3NmATB5ysGuBmFZGnINBq3MctxcyqPfbn+TrUN1aNpv9yktytJQGdaP6rycDI/LO57l3tprzPv8eZQ3m55H1WUevztLGfU8n+pdsAukhrArTa+VIezSp2iAgjMfAFJ9nqCBfgIIxYOt74+mnAfc88/7D/fhE09wDi9Vk2huN3jgxXz5yiu/7Y8p9FfMgS1ACCxKGufkj3OpT6Ps73znO/4429cpzDHkQTuBYyE+IAt2dc0qyxde5T+VoWskzvbCCy+43r7FrrtnwHX2DLn2riEPuIAu3pgFu4sXj7uFizocc3aXLV85Xb/Tzrq8KXOVFxYPS6wB7g33iudV4yDiTz75pLdE4N3YeuutvRUblgAsPQTwYqnAB//vfve7XnnAB30++AO5aHQFvaRheYdnZ0Aty7tfzzzqN+ot8wRcW5ZglzTCbAqHmt0Iu9lAFzjNC3ZpXylLpsxoefkgRF+jubvE0fLyAek3v/lN8b3jHVR7iYx/M1sDZWFXnZxuHFJpSZ0qjSmdtP6UV6CKpEHdeeedpzu+Ke8NkM5af4LbXXbZxXfgttG2eQhTPtf0gx/8wJcpoOU8pNMpA8F8xdSDp2uyxzOIOeKII9w+++zjNbhAbtISRJXCrgZ5aZKOIGlfJR2EPZ7jaPgrOb6WvJw77fhS+zjG7re/IUyvtvy045opXb876ZpsPSTtzyNN5y8nqz1Xqd+Qts9ei85r0+xxetaT0nRsM0h7fc1wPVxDva6JcrXpt4Zxpech9TuSYFeaXAu5gDBxYHfffff1H23VJ6jvoY+SNpZ+Q/3ej370I38sU2B8/7Fpwpsur1yxzL11t13dE489XlTcat4uZe22W2GKTeiVWeflHJybOP0qEg+fXKv6P6SslsgDnADkgDf5rBkz15vnn64TybU+8cQTbuGiVte/GAdVS1xbx/C0U6qlftkhnFMxj3fx4qVuwcJ2D7vjy5dN9/kRdvO6N9wL/RFm4x5x//UMYLHQ3d3t4RXnVGxALKCLN2bMmH/+85+7u+66yysqGOPsv//+fq4u+YBbaXeJMzY64YQTvJMr+/6qLVZaGFd6rZJy67FZCCVszxHuyysuuKU8wa5khN3scBuaNQOoWcyUK8mDdpf8fHSwsAv0Arwoy372s5/5907vopV6T6OcmRooC7tcljo6hYlr42auXr3aXz1zmeh0cWnPnzpt8vAnyYOC6p8y6Lx/+9vf+i/Tra2txS/ppPEFHS+B+uN4NeAaAOjavvnNb3pNsM1DXo5HQ8yXTc3z5bpsZ0AZwC7zvTBrozG3sCvAlfmyZLk5uxrgVSor7Qxs+Rxbr04m6bo00Ezbl7Zf16zjFJdUumRauvbPRqnfhEy6/rT0pLzNmKbfl3ZtafuVrt9v4wqrTD3rykt6Upryl5Nh+Yrb8suVof32OlSO9jWLrMd1qUzVWRi3v115bFolYdUxx1jYtXAr4BXkSr7hDW/wS610dnYWLYroa/hQyvwr+g3+1G8pnfLoM+hH3GRBs/uH555xO715Bzc2tsxNTKi/K0Dd9773Pbfzzrv6dJxVcRBlGkfH6uKKEkBBu8y1klfXQAb6LvoywAM/FPSFQC9TdNQfqp8sFlhjQOdX+ThjaWvvdO3t08sOdRe0uayv29m91MOvhd3TP/oxt2zF8unrY70mPhLkC+Q1/sRZe7ieDyT3x26k8SxceeWVfoz16le/2sMu6+kyjYtnhgE62t2+vj6/KgWWAngp17xdYBftLs8bkvEPYyWgzL5/hNn0Ttt9lbzTpfLqHPWQeQFs1nIEtcqvuGSE3eaAXbS6VruLKblMmbFShWUAXvwRAcT80VfwZ99Nn2DSFI+yMTWQCXbDGybQVIfqO33nvMkxGtrR0dHi1atz5Bgcb/CVmw7c5qGcrq4uD7c8LIAnDqe++tWv+oeFYymH61CYE3AcaexjcEK50ugqH/OEmc9L54xrfQYqPJSk648y7rvvPnf00Ud75wyY6ghoAd3ZBrulOotK92mgmnZc2v60dMrRPmQYz7Iv7VpmS7r9jQrPlmvPcp36TVaGx2XdZ/PZcFheHnFbftZwlvPassL82pc1PcyXNa7zSOo4xSWVXq1UOZKUo7CkLVtpSJteKmyPsYPrEHYFuZKCXEk0uwzqpRGlP1F/hXWS+hP6CfVxwAEQ/Lvf/c73P5ObsEV27rePPuLevufurrW13W3aVDAxxpR5/fq13tLpbW/bw3c3oWaXRPos+it7HvokWUCRzn71dYSBl4MOOshPxWE/v5Fr408DLR/J+R/1w/mZxtTd0+e6uga9CTOaXLS7FnZxWjUwMOYWLGxzZ5x5doTdnO+FLU7PBveHjTibxmgM0F/zmtc4PvBgxozVAmMm1thFOYF2F8/MjzzyiPvSl77knyfgFo0ugAvwEkfivJNn7/TTT/cmt3pXBaA2rnAeUuXXSwo66ykFslZyPhu3Ydo6OaiKZszZ4TdPza5gF60uPoowZYZPuC/0Oay1iwR8cfz2+9//3r97arP1Lup9DeNKj7K+NZAJdrkE3SB1dkrjhvJHOh76AEn+6HB1DHne/va3e5hlAIHJDF+m+eMLNg0yX9fpsOW1mQEFAKoyfObgH+Xq/HT++hJPNh2H+TIaYpYVokEHpPnSDpSPj48XS8Qt/3HHHee/9AO6bGh3Bb1Kw7RZADzTml0N+mxHojQk6TaeFLbHJoXDY5LyJJ0nKV9YVhjXMWG64tovSbrCeUmdKy9prytLmTY/4SzHNDJPeH02Xuo6bL7wd5Xal1ZmeIyNc4ziaccrPWu+MH+549L2K12y0nKVP6vkPEl5w/PbPNqXdqzNWy6cVEa58u3+MByez5aPl0w0TkylEeBaSd9DHxHCLs559Ee/wR99BNpSwQJphHF2yOAfj6N4+Ec7i1+Kk0460e2885tdW2uXh99CeYX5uV6rtotWCph0U64wxUZlFvIW/nN+nRPNLh6h6Vv5k8RaiWvDSaT6QPo4+jr9Ka/ieUiVib8L+mtgt69vievsGfFr6i5qHfBaXebstrYX5vFa2F2+csX0b5jW7KIWj3+51YDGPEjuFRth1tdl/WkcU73pTW/yXsgxZcaXCdpczJlxMIqml2eLjyY46kT7ayFXml1peRnYo320H5wI6521YaXVIkPIBRLDtFri9YRclW1BNkuY9i7CbnbIzXu+LoAL7MrcGdi1psyALlpdYBcNL++Z2mE+kOpdROqPsI0rPcr61kAm2BVQcinq8NQhs480Ol4GFnfeeaf/Cs7NVB6OQ7O6fPly/0WafDS0apBpYPGoTB7+VqxY4b+QYEbz6KOP+jQ13D4SfL3mPHyJZwCgh0gS02jm/jK/iT9d/4c+9CHfiCgfE8tJA8oFs9LwWvAV7CJnEnbtoM92IKRrsXfSbb6ksD02KRwek5Qn6TxhvrCcMJ6W3/4WdWT2fOFxYTw8T6Pj9nqynruaY7KWnXe+rNdq8xG212H32fRSYR1DHsI8G0nllipDx4bHJR2j84VSeXlOtSktSaYdT17tSzqu2jTKTDq23LnK7U8qU2k6VlLpkkpHKs1Ku9+GbR6F2a96zwq7AmA0u/hoQLulfkD9A/0J/QZ/shYiTD76KyAAcGYu7oEHHuxWrlzu3va23Vxf32IPu+qvJqYm3VVXf9ftsfteBbPlKczbClpaDX+kNaYf0/kJS7OrNM6NTwr6KQZd5GHjj4+39HX6HZJ+Zw3/bDkaBzBfd9GiVtfds9i1tPQ4NLi9i8cca+vimArQXdQ66AG4ALvt7syzPu4KsMvHcZkx13Bh8dDUGuCe8czo2QBmGV8BuyzLxUb4C1/4gp+jq7m7OKnC4g6noGhuWZaLZRq1zq40vYzLUAR88IMf9PN2aXt5B3kX1Q6HYeK1bur/kYJHm1ZrWGVKAqMK5yGT4JZyk9KVRjsXYbc5YBfopd3F+pRlmKTZBXbZgF3aZiwjZF2jd9G2o4RtPPVFjjtyrYFMsGtvDDeRhlSaW64GSGUAQefMPuWX1I0nLw0wWlS+rvNVkT88mQG/ysdxLF/E8g48YPypLDpcwmrICXPO6667zjuoUj6VhWdozvXnP/+5qAXmWOY60YjreK4Jpwt8SQdu+aoJ7AK+AlxpeZWGN2a0weecc45vyGnwNQibKRl2KDN1HTN5XlsHM3kd8dybHRU1S13YZyMp3CzXOV+vI+me2LRS9QLsst6hlqGTBldwS7wAqIW1djHpRCOKZlf9FpINrSqODfmjv1C/Ikk/hMbsscd/5zZNTHmzZoDzwQd+7efmoowFZjdMOnf1Nde6t+1OWZPOTWLRtNGt37DJgakbN03P/TV9nD+pc/4aKFPXhARoSePa+D2EARl+I04fCQPj5NWHaK5Z162ykUlpdn8hXNBOUx75cTa9ctVdrq2926+f29Mz7AYGlvklhrq6hh1bZ+eI6+5a6rfhwRWuZVGnO+OMs/xH7MI83enKEe2/8qQxpYoa4B7xZ+83aZh08pxst912XrOLxKSZATrTuXBShSkzEq0U6+1iqslYyGp20ejKrJmxE1osABPtLmMfwryfgBphAbB9f7OGawXXrMfnAbG1lCGoTZLSmjM+1jq7LH1jN8zTwzhptW7hmrpJca2nG66fmzXOM1ZqC51OhXGe67RNmthapUyYkQoDu5wX2KXPAXIVxlHVSSed5J566in/LlpOCd/NbO2vLyb+y6EGMsGuOjqdT40q8WeffdabdfHFgz/2cYMxU7bHyXulGmK0sIJjOmqZknGsvnRfccUVvvPmGKXpASGfwJfzfvvb3/bOpQhjGs0f+3noGOBgEq0/rgu45qulynnooYe8NhnNLlAL4M5G2KWzsR1KqcHhXN0333//XL2vef0u+3zYcF7lx3Jq+8hh74kNl6vXamCX9XQx4aQfsP0asAs8Kh2pD7yS9CfA38Sk8/N+6dNW//Vl381gtbZmw4RDj/mNK7/r3sqcXe+UaaOb2LDap6Pj5VhfzjRkE1b/hfkz/RF/6v8wIQZmAZL777/f/frXv/aSPhTTa9LQ/iq/rl/9pi+sgn/hHGPgfGh4qevtG3I9vYOuu3vE9fQscb29I667e8j19S11HR3Drr2tsI0M3elaW3o87OI12gO/1+xCZRVcSMyaWgO6t5LKSByze+bW4pgKje4b3/hGD7xodoFRNLlodIFc5q7fcMMN/iMOaTxTQK3m7DJeIszGvF0kS0jqY78Al/eU91bSvsOlwlkBNc98tYBqHscmQa7SssCuBV3CtUKujk+C2zBtPsMuEK0liABdwszjBXyZSoMPIvoT9SmSejfDuNKjrF8NlIVdOks1ovYGAa9oSzF3Oe2007wmlg5WeTiGTtt6WOZnkAfw5EsjjSv5sXfn4eFc/OmcPDzM4RUoj4yMeLNmBhs6jyTr7AK1/HFuNmCXP0wLcHZFXo6lfNL4OkMa+TBj5lx8MUdzK9NlaXGVhlRaM2p2yw0I4/7aBuKx/mZ//aUNuOK9bY57W+39qQZ20Y4y0Ke/UF9AWKAp3xJI0vlTf0SYlYfWrtvgNWBXX3WFh7lC/+S85nb9pHPfu/b6aZNoyHajc1Mb3er1GzzwDg6NeGD1BU/3XRzPuQBuHAmpjyOP+kjy8Mc+0vgd9LW6Xl0r+9kU13myS44tjAEo59nn/ugWLmp3ff3DHniJOp37AAAgAElEQVSB3Y6OQe+oCi0v6+oCu60tg66tdcgND65yLYu6k2F3GvSzX0vMmVQD3Bf92TD3nA8MaGOZo8vHG8EuceB1cHDQ+1CRk6of/vCHXgPPVDJA9+///u+LgEt+ykLbiwR4sYbDVwvgB4TShkrLm/YeJ6ULYFWO4vWWeQBrLWUIbJNkCLs4qArhNowLVmuVIdiG8VpBF+1vKa0u+0JNbhhP0+qSXqtGV8dLmyvNLukyZabuYRT4BQnwsh177LHuK1/5il5JL3kX7bspNtkiU4zUtQbKwq7Ozs1SJ0zaww8/7BtB5jXhtp55Tyxqj+RL+TPPPOO/ENIo8vWPAUVvb6+79tprPSDj3IAli3gA0KoCmTykNM6YFF966aX+y+I999zjLwEJIAPX6uj5aomZMubQPIB0+JyDNDS6lM1AgC/hlM8aiYD217/+dZ8XwOWPPI8//rj/Ako+tLrArsyWZ5MZcxywN8eAPd6HeB/iM9DYZyAr7NJPoLXCjBlHPDgu5A+HUwz+8T9x/vnne3NovA739PQUfUc899xz7oADDvD9Eyagi1ra3AknnOg+cvIp7uW/vugmNm3wGlzy9fYtdt39g+7fz7/Am0sPDvS6vt5O9+ijj3il5i/uu9/t9ra3+n5U/dBf/vIXfw39/f3uwgsv9P0WYfo05sryJ82vHTDRD9PH8scHZYBc/XUS6JKWlO4L2OJfAXZJop+8/4GH3e13tExrdYe8Vrezc8hrddHs9vePufb2AQ+6mDMPLl7hFi7odB/96JluxYplUbO7Rd3mF9G95B7pjzSmd/G8b7vttv555pnffvvt3TbbbOOVA8Bte3u7X34Ib8zM3+U5Ysx07rnnessCaXaRclIF8AK7rGABlAGwtHeAH2FkJWbM9YbapPJrgdRaj02C2zAtwm7pubqNgF0LvQCvhV2AHchlo+9RmPvGvcQKx76PhPWeSupdjbL+NZAZdrkU3SAgkhvPgAEzK74Y0qDyFZqNNMyp6IwZQODsg7Xb0LwCvjfeeKNjTV5uPh0zG4DLAAPTYTwn81BZ02MGD3xF/J//+R9fK1zD2NiYd0rFPCVAmPlXmJJpHhadPfn4w0EVX2BYR5eXhPlW+uN3sQ4vjTVlCXatFjfU7LLoetTsNnYwG+Eh1nd8BuIzkPYMVAO79Ft8nOUPbRZ9Gv0UHz0Jq28DCDRwwcKI+Y4c+573vNdPx1m75mXnJjc6t4k5uZPe0//ue7zd7fbW3d3ue+7h3rLrzm63t+zk3rrbrv58zPN95tk/eAsj+jT6SvohVgjgvJhXA7CcX30aqxjwR5+mfk19KP0WH511jT6jsXJSXJJzFfpz+sfNmkHtl7RmzJxz+Yq7XG/foIddNLkd3cOuq3eJ98oM7GLS3Na22Jsxd3UtSYddnSDKmmqgcA83O94krmeDDx5omgBdaXRxysYm4GUcxwcenh28MbNhwowy4xvf+IZ/9oBanFKhuLAbmt9DDjmkqMkFboFA3k/gshLYDbW9SXCaZ1qtsJrleIDH5gthtly8EtiVJleaXsWrlaEmN4zPF82uYNdK5uxq3q60uVa7K1NmFG+0x/ajpH3Z9Z7atBiuXw2Uhd3NneLmi9DNA1K5YeSR+RRx5gzxp5sJdKoTpgFWuhpqlSeNrczEOMaaj5FfX7UlycPGPqTKVljn0PWQzh/nYmM/G5pgGukQdqXdtZpewDfCbhx0pw26Y3p8NuIz0PhnoBrYxQmPvBjTd6gPom/Tn+2DbLr6IKSH3alNbnLDWq/d9f2Kx0j6rDUFD8yThWk1zHvFIJr5vvypj5Kkj1L/xX6uS/2ark/p6s/oQ9WPUo6uU8eqbH/CLf6Vhl1AuAC8zr300suup3fADQ4tdZ2dA663d7Tggbl3idfosuYuZs3ALibM7e2hGfNyXw+Ca7MaxxZXFCPZa0D3n/use6xnBWAFRpmfi0aXZYeAXubuEseUmSlofGABcPnog2YXbfDdd9/t5x1ixsxHfawZ0ObaebvyzoxDHml3gdZqIZc2U9CbJ9iGZVkAzTtcDmAr2Z8Gu6E5swVawS7SplcaDuE2jAO7WR1RpeWbDWbMFnIVlkkzknrmwydaXYAX0CV8zDHHuMsvv7z4Ius9JUHvqWQxUwzUtQbKwq49uzpaOlV1pkiBru1sFbY3mTR1vkjKU5lqoFWW4pyfNOJ6OGzZlM8+beRXmbp2BiParzLYR5h0/oBdGunQjDnCbuMHrbWCAvdRW61lxeNn3/2P92x+3rNKYBetLAN/rJDwQqt+gL6APkX9Fv0b++grwr7DdxzFwcukW/3in52b2uQm1q/xedHe8jc5sdFDMA6q1q3f6Ofqso9+TOehbPVrHEMfRpx0QbW9LptffbE/l5m/mXbt/qKK/7LBLud78smn/Xzdzq5+19bW57W4LDXU3Tfqt47uQZ/GHF5gt6VlsdvSQdWWsFu8hBiouga4L/wlScyRsRDAZFmaXS09BOzitIpVJ1gzGVN+pqDx4YfpXsi77rrLW+JRhkBXsIumV46qWIKIebtApWAVGcbtvlLhEE7zjucNuLa8SmC2XN4IuzNvxhzO/7Wgy9RJgB0HVQAuEvBFcm/pj/70pz8V30/1MWrzq37p44FV1UBZ2FUjam9UmMaZtV9SHTc3lvwWQJWH45SuMkkjrIEAeYlbSZhylUYZCqsW6Og5Tg8W+9n407H2GMEugx87RzfC7uwbOAt0kRF8Zt/9i/cs3rNqnoFqYJcpL8BuUj+hPkx9B1L5ZL2keOEjLUvqbPKb+poNG1gZgCWHNrpNG9d7p1V4aUa7qz+dR32g4JUy1D8qTf2X+kSVIalr1PlVpvZLkl7YVxp2C86pCtZQj/32Sdfe0etaW3u9UypMlvsHVrju3jHX2TPi2rsGvDdmlh8Cdhct6neblx46w8/ZncJBVwmzaV1flNXVgO47zyXm8UDutttu63bccUe/9BCwK1Nmlh/aeuutvTO2oaEhD7k/+MEP/PuAbxWmfv3nf/6nn/oF2AK6aHMxX2ZZSM3bxfssg3veWSAW+EMqXgpstS9voC1VnoXTPMPl4LXS/RF2q4NdaWDzkBZ2AV3MlyUvuOAC70QLU2YgF60uy0QR/tznPue9MjM1Ru273k21yZLVvenxqEproCzsVlpgvfKrc9YDwoNj05Rezfk59umnn/YPKvOlAFwLvDasubukYeLTbOvsVjNIjMdEuIjPQHwGZuszwICZD1sMNHCYg98I5t2ivUVq03xc0pkHi1knZsxy7KS+Q32JpNKTZQFa0a958+TJDcV5uxMTTJOZcFOYLzOf10162AUdvUJu2ow5udxGpWaH3Sd/93t32+0t3oQZ0MUBVW//ctfbv8zP3QV4C+vsDrmWRQOutXXAe2e+Y0Gb1/KtWrXCTU5hHr4Z9Bv1K+f6eXhW9bzygQTnnZgXv+51r/Nmy8Du61//+uLyQwJetL6YX+IkFIBlnjiemZkfjlNQnFYxtYt5u8zX1dxdzJrZSAeETz31VO/QyrYhAl6lCWwlAc1SUJrHvjxhtlxZlcJsWn4gVxt1YNfZxRxZpsqVmiZnyS9zZc3J5RilWan9aSbK5dJLmTCHXpfDeCnHVBZO84Rdq9EV7AK+aHe5H1p+SBLgxZT5W9/6lm96+PgUwu5cb5Oa7fc1PezqAaHi9JU7fHBsQ19NBXM8DqpoYBgIWdgFbpNgl/QIuxEQ1JFHGZ+F+AzMzDNQCnYBXLsBvsRlxsy0FZzz2H5G0JCtLylYDDEbdwNr7mKyPLHOTQG90/NdJ4HdKWB306yDXX6Dv37nHLC7YGG7X2YI0GVObv/ASg+7bR3DXrsLBAO8ixYudm1tg254eKVbuKjDa/ss7FZWx9nuxHzMhdbI1iVjIzY0SoxR0Nxqvi5OqdD0EifMxrzdD3zgAw6na4cddphD28tKGKxwgRdyPI6zAgbmzmhyNXeXMBsADOyylCOmzBZwbZi2UZArGWH3414jnga9pDcadgW3glnFLegS1v5yUJu2f67ALuDLbwRyMWWWwyrCfIBlfvVLL720xTtq+5r52GbN1G9uethVxdCgq1HnYRH4Kl37lD+r1PF4Z6ZB5ou/BVwbtibNpP/d3/1d1OyeMTMD3AgWsd7jMxCfAQ2i0zS7AlsBr2CXOIN+tFY45aFPUR8ima0PKTibwlj5pQmPt25qcr3fJifWu4mpSb8JdlHm+k2BbCeZgVzS+G6G3aeefMYtaun0ml3W0gV4O7uXOubttrQNuvauIQ+8bZ2DbuGCfr9/yZI7/TGATQi70UFVPrdVzyuQq3ERDqcw0bewy/OORhe53Xbbecm8XcY8N910kzv88MP9qhaAKx6acVj1y1/+0ptlYgGBGTOAq3m7SIUxZUZZAKCpXQbUFBbgWllv2C2nic1zfylgrWXfTMGugFaQK7gN42kwWy59tsCu1Q5LuytvzIqTB7iV+TKSOGbNWBox993+6X2VtPtiuH410PSwqy+VVEH4RUTzcnloqn1wdByeC/FMyODHAm4YJi7ojbAbB9vqzKOMz0J8BmbmGWAAXQp2AVtBLhKtrjS7tPeYbKofqLSrxUQZs+QXnXPPTzgfXruG2Eav3QV2N3qwLZgxi3Gbx4w57Rdvhl15Y0azi5YWT8wsK9TXN+4WtQ564EWzC+yytbQv9prd3t4xNzKyagvY1Zzdaus77Wrnc7odF1GvODQDJjDTB2oxYZYnZml3JdmPdvfLX/6yO/30033eI444wrG28/e//33vlfnKK6/0jtzQ4gp40eZi0kycdDS+gNk555xT1OACk7ybtItI9rMJeBWvh8wTZLOUVQvQljqWummkGbPV5AK4IdwKeiXLQW3a/tkCuwCtgJewQNfO3cWUmTm6QC6aXaYFEMa8mY9AzIPnD5axf/a9tekxXJ8aaHrY1c/mQVEHyddLtn322cenka59yl+pZF1gYBcHVaUAF5PmCLszM6iNMBHrPT4D8RkIn4FaYBftF3MUNfCovB+ZdGh1wdsvXfkj97J3PLXRbVr/kjdnBnQxby6YApu5qqLeSjuqhuUvwG4BdAvX/bsn/teDK+vpdnePup6epa61fdh19467zu7RaSdVQw7NLg6qgGFgt6W1y2v97rprlQtht/L6blgFzIoTyfkNF6tx0COPPOIAVubj4pAK2LUaXUyZgV3SgGC0v0DOl770Jf8RCA3vDTfc4FpaWrwZc1dXV3HMY82YpdkFdtmYtwvs8n42Gm5DYM4CqHnkKQWqeexLg13uV702C7g2LMCVTAPZLOmzCXYFvBZ2CbMBumzUCaCLObPW3EW7y7uAKTO8oj7GvquzopGZIxfZ9LDLA6IvIoTVoFP/fJVXvNZOE8+DaAci7MbBdDiYjvH4TMRnoHmfgXKwixY3zYxZJpwaiFTej0y69c6555xzF1x1k2NF3YlNa52bAoE3etBd62F3WlMqyJVs2oHE9PV6Z1IF2H3i8adda1u36+srOKfClLmja8x1dI06NLsFj8xD3lkV+4BhYJdjgKC7776zuM6u6jmv/rtpq7FBF8YYSeC7ePFit//++3uIlVZXDqmQwC4S4JVm99BDD/Vemf/xH//Rvetd7/LOppYtW+aXIFq5cqV3doVyQYAL9KLdFfwCu8cff3zRjFnvJLBG2MJvCKZ5x/OA2Kxl5AG0pcqgbs4991yvYUVTCOBKAqL1AF4LuIQFt6HMArVpeWYb7ApuBbyKA7poeXGiBdTaubtALwB8wgknuAcffLDYEqjNKybEQENqoOlhV7WgwYiVDFT04KjzVP5KJMeuWrXKO9EQ7NJZoOHVJm1u1Ow276A3Akm8N/EZmH/PgAbWSd6YBbmSMmeWGTN9COuK2n6lkr6DvILdf7/ix17LW/A4vNZrdkHeNTiumgIYcWPF8kTTE3crPVFD828Ju/SRTzzxpAdXNLvALNrd3v6Vrr1ziYfdnv6lXqu7qI11eAe9qXPRjPnsj7tVdy1P1OyqD2/oz5tjJ9PzC/B++9vfdjheYz4uml3m6Nr5uoCu4oCv5vVeddVVjjVzgVok6+7ijfnuu+92F110kVcEsPQQwIsJs+bvIgFfNMKCWgAO5QHQKOBFKp434NrysoJqHvlKgWo1++SFWZLfZWEX+GwG2E2D2Kzpsw12ZbYsyLUS4MXUmftiHVRhysy8XbwyX3/99b7FqYVT5liT1fCf0/SwaztCaXhp0GncadC1v9qHiOMod/ny5d7UijIB3FKw+w//8A8+T5yzO/8G1hGm4j2Pz0BzPQOlYBe41aa5u4AukIsJJ9ZBN954o+9H6H1tP2LDaT0zeQBaNLufv/LnXrPrYXdyrdfsrp90Ds1uAXYNQAK8Tf1nrnX6On/3u6f8nN22tj6/zu7Q0Ao3OnqP6+kb90sMjSxd5dfavW1Bl1u4sM/DMHnw4HzGWWe6FavGX7H0EPVnt6aukia9OPucsoQi7wNAi9ZWJsuSpLMEkWCXpYkIb7XVVh5o0RTuvPPOHlwBXRxdsQQR7wgQzFJDwC0aXTbAF9DVvF0BLpp8hQE2QfBchl056KoEcgW1aTIJdqXNnUnNblaoTcs3G2FXwAvYCnYJn3/++T7OfWHursyZAV22k08+2XtspvnQR6kw3KRNy5y6rKaHXVvbtlEnjBbWptm8WcN6+DDZoSHea6+9irAL1KLJFdxKy4skfb/99kv1xkxDn2VQTCeQlq/UPo4pt9+Wy/WEm8oIy7H5bBmlwmnHKD3pWM5rz10qb9LxlaaF5+P4tHOmpVd6zrT8Kl8yzJd0rWEe4rb+FA/TbHrSvqRydUzavrzSw+shri2vc8xkObq/Vs7k9YTnVl1Lltof7tNvCtOJa59kmEfpSO3TNSCVVkrqWElpdlkrdNddd/WmywJd4NZqdzdrdoHdH/vuYhK+m/7b3K8I+rRnS8mcVjS7f3TOnX/lLQXNrpsomDI7loVxbnJKEF0oy8+DnRXa3cJvldfkxx97yi1a2O56ugfc4v4R19nR5376k1tdZ1e/u+3Whe7Gm37m5+e2t/e7Ra0DXts7Pv4Ld/sdre60089wK1YtdxOT1Na0dntyM+huWasxllQDPJN2I4+eU8nx8XEPo2h1ZcKMdldzdAXBAC4wrDhOqnBQdckll3gvzkDt1772Ne+oiiWIRkdHvTaXD/wsRSTIFfASR+uLKTOaSN7heoNtOc0s0FkuT177KwHcSvNSn4CUzIsFu3lIW6bCoblyUjwNYsulW8gN18/NGm/UOrsArXVOJcAFerWh1b3ggguKpsyA7ic/+UkPufLKzNxdTJmZS8+fmAOp9znpfY9p+dbAvIdddRI05jTQuNjHZFnmynMFdu2gMWmgafdXG1a5M3V8ufNqMG3zaaAcptX6W2x5SWGVL5mUZz6mJd2j+VgP9fzNSc982vl0P5BpeWx6+DyHceVVuqTSrWSfjSeFdTxSsItmKivs7r77nu6GG9DsAg5JnWs22H3eOXfeFT936HNZjKgAdZsKpAvbTRc+5ffOFlNm1rYveBCdnCiss3vH7S2uv2/ILV92l7v5Z7e5f/qn97n3vOe97h/+4f9wH/rQh911P7zJDQ8vdwtbFvsliQYGVribb17oYffOu1c5QN87qaKuI+wmPXCpaRoYh5ID9HyxXNC+++7rTZPlgRkp2EWi2dV8XcJofdHsojy45pprvMaWj0NHHXWUd1DFOtRodxnI77333h50AV6A2MIu2l2OQUspiLTmxXmHdY40mTfsJkGqzp20L6+0uQi7WcE2KV+9YVdQmwV2yaN5uwAwHyCAW3lnJg70sgTRrbfe6kFXy4PpvdW7m/rixx251MC8h109cENDQ6+AXWlw66nZTRrA5ZmWNmC0g0QbtufOOsC1xyisMhVvdqnrlaz39eo8ktWcL+nYpDTKVnqarOb8eRzD9eRRTizjlabFaXVr0224ljqkHLupLKUpLql0K7VP0u4jrHTbLtk8pWA3dFIlze4ee7zdXXfd9cWv7a/sVbPD7ue/fXPBjNlNTZvrzn7YVf+IfOyxJ9zCBW2uu6vftbd1u0su/i+34447uXe+c1/3z/98gDvzzI+5H17/Yzc2dpfX7AK8eGT+2c8WuNM/eqa7+xesN8mngI3FecsCt1fWe0wJa0B1ZaXNw1KMX/3qVx2WDdtuu21xvi6wiyaXzcIuYfah4X3ta1/rAfnyyy/3cw/RBh933HFuwYIF3pQZB55XXHGFt3x7z3veU5y3C+zaubsHH3ywH0cBvLyneQOuLU+g2QiZBq6cO21fXumf+MQnZr1mNw+NrsC3XrBrIVfhULMrjW6SBHrRggO7bDiowoyZ8Ec+8hF34YUX+n7Gvr8K2/c4hutTAxF2p7+Ksog6DZfV7KLVlWYXWY0ZswZjGqglyTBPGNcxaenaX6lUeVZWWkZS/qzlKV+pMuw+5Ufa9FrDtlyFay1Tx5cqT/uQyp9F2uMU1nGKq0wbx0yNzabZsMqoRJY7nv1p5SUdm5SWdnxMfyXg2jpJq3ubbuvbpttysoTTylF6WIbSy50zKV8tsAvkYtpsYfcHP7iu6PH/lYOP0rALvGGYK83uasyW3dS0I6a5AbvSRDz44MOurbXLLRtf5f7zwi+5Hd60s9fonn76Ge7YY49z5577SXflVdd4b814Z8aUeWholbv11lZ3xpkf87CLZtcvw+RtuwsaSeo8/pWvAT2boZQn5meffdaDF+AKyKKxBXAlCWO2zD5txJm3y4ajKj4YdXd3e3NkBuosy8U61Fi+LVy40OGtGX8mmCzjpMrCrsIM7AE03l0Lp3mGGwG44Tnygtes5UhDLthFS5j3PF2ZLqts4klmy2FaOXPlpP15AW/esCuwzSJDyGW+rtKAXX43cItXZjS6WEPgpZkwc3efeOIJb4UhU2a9y+Xf/pij1hqY97CrjnZ4eNg30MCuINdqdquBXTtQKzWoUz4NCMN4qXTlTZM6Fqk8SWnaJ6k8ipeSyitp8yotlDYPYbvf7lO6TbNh7Q9lrXns8XmFw2skbsvW/qS0MK/NQ9juF9DaNPJUCrv2HLq2UNo8Nqx8SlNcUun2WtmndKTyzoS011HLtYTlhPFyv035y+UL96cdp3SkPcamp4VtfoWVV3FJpSOVZmW5/cpbLh/79Qxl0exKw4tk8I9mt1bYxUEVsMucXcGu97w8tXF6wu7mbnq2mTHryhmcMeds4cIW99BDj7ivfOWr7lWv2tqdecbZ7vzzvuAOO+wI9y//8q/uhh/91Jsx376g13V0LXFjY/e6225r85rdohnz1ETU7KpiK5AaGFuJs07i3B+8JqNZZf4tgCvIBWhDyEWbiwkzYCyPzRz3zne+0w0MDLhbbrnFb5heAryA7ooVK9wpp5zifZWwVBGOqTR/lzm7wK7m7Wq93TwB15YVgmij4llBNY98cw12AcE8gHemYFdQa6VMmJFsXBtwC/AKcgFePDXzzrB2td5XXn29yxU0AzFrlTUQYXf6qzKwy8Ry5q3w5VJwi6zWjNkO1BTWIM7KcF8YJ6/SJHW84mkyLZ/SJdOOz5qucpD2GJueFLZ5k8I6JmkfadovWWk+DZR1vGRaObWmq3zJWstr5PG6Ziuznt8eQzg8Tvttus2n/ZLKp3heUuWmyUrPk1ZONelJ56actPSkffa8pY6z+cKwPU77bBphpSNL7bP5ksK2rLRy9A5XC7u1mDGjx2WeLrB74f/P3n3AaXKU976/vgf7+Pr63GuSDRLBRAP++ADGxhgTTBIGRBBRQonkY+PDsY9tTBAgk0QQSEIIRRQAZW1OszlKu1oJRRAoIDA2tq8BZxsEKNT9fHv3P1vb6vedd2ZnVrszPZ9PzVP1VOh+u6u769fPU9UnXzI+Z3c2wi6rBNjdtm17Oeuss8uDHvSL5aUveUV5y5v/R/mt3/rt8pa3vK2B3S1bri5fumBxWbh4Xdm8+cvloosWlle/5nXlqi9vb9yYHbN8fqkf7I0+csuxqmUsROT555/fwGo+ORT3ZVbcwC7pJQ/YFQCxfOBr3i74Pemkkxrrrva++MUvlrPPPrsJ5u36BJFFPFl1AS64BrniWaTqd3/3d2d8zu7egluAXW9rOiB2lDaA7myE3ekA3umG3barctvCW8NtV1x5Ft6sysw6zpLLM4Jk5QW7FqkyzSDfw+Yxk2t59LtAX3KqR2DOw24OHDdmPvaB3bgs76uwm0Fk1wBxVF09eBy1zijlBrVb6+v4sDZTblCZ5JODykSfskm3ZfJr2S6zp+m6bfHpaK9uI+3XOvHoB8l2+UHpdv1B5aaiH9b2sLypbCt16najm0jWdUaJT9TeZPLb20vdWh9d5KA8emXq/HY8bYwqUz/lk65l8kaRqads4mRdd09gd9cCVTtWus3zYJec2I3Zd3TB7jGfm7dzNeadbswTWXa58u7jf/ncn0HZ1772tbJkyZLmm/Rg17F7zavfUN542FHld37n2eWII44qJ5x4yo45u4tXl0VL1pdNm64uF164oIFdlt0GdHvYndJZz8C4liBX+vvf/34zrxO8mq8biAW2YFY6wBvYlQa5yifOlZlL68aNGxt49skhwOs7oVyZfY6I9deqzCC3HQK9r3nNaxpYq62x0xWv4XNvxkeB1OkqM1thd1+07AZ2I2vY7YLbtk752sLrN4JcAeSy8gJfC43pH9/+9rfHr/9cy+OKPjJjR6CH3Z2uBGvWrBm37AJcKzLXbsyB30hluj49lEFZPRir4/WALfHkD0q3B3cpP4rMQFDZdvuj1J9KmWyna7/rvDretZ2J8if7m9JevS26Ol232VW+XXay6bQZOVF9568+hymf+mR0ZJe+1g2Kp41sLzL6WqaNWjcoPqhs9GRdVzpzMmu9eOq09XuSnmqbqTcVOWx/c9wju8pmm3VedGStFx+U1y5bl2vH220m3W6j1rfbSDplyLStMvwAACAASURBVC5d8pPXJVOGdKxIgwmrXnatxly7L/sEUdyYDzig/vQQsN3xZxCy429i2P3Pu3fA7vtPWzDrYHfnQWjEN7/5zbJ8+fJmZd4/+qN3NJbd1732sAZ2n/nMZ5VDD31jA7tWY563cGW5bP6qsmXLNeXiSxaU173+0J0LVHG7vWvcvbsf7NVHeHg8x6qWaliYiov58573vGbeLbCtPzdUW3DFA7aB31h2QTDrLoAFuyy6vrMb665zv2XLlsaqy/uNVZcrs/LcmQU6C1i94hWvmFWw24bYwGhbP13ptA/m+zm7f1KyOBU5U5bdwG4kiG2DbTsNclOOjHUX3CaAXYFVmyvzpk2byh13mPzSuzEPv+NNb24Pu94133138z05b2JYdgdZcwO/+TSRt5svfvGLm5u6AVkGXfVArI/vvkrrvnY86oH0KPtWlx8Ur9vp+8S+ff7rc9XH979zlfsuaVDofgx2rUgbqAW2gd0sTkVy83zEI365WY25fqzuAl3aiWE3C1Qde8aiBnZ3fFXnx4Ur8z133b3Da3c//fRQLIeOxO23314WL15ctm/fXv7iL95dfvEXH1Je+5pDy1FHvqU897nPa1ZjZtldt+6Kcsm85eOW3QsuvGwcdpuVmB1TVu3qk0z18e/j3Ueghlzx+tysXLly/Pu6oBXsgl5xAdjWAeDWkCuPhRfsunZYdK3EzJJ73nnnNYtUcWt27n1W5XGPe9y4VfdZz3pW48JsVWaw6xNEz33uc8ctWbG+1i7Brlf6yVh7004ksEx8ItmG0MmWb9efznTAlky74uY9Swd2s3gUy/tkQhahGlW2F6Nqp0FbV4jVtisvupQJtNYQO0p8qqALRNsB1LZ1XekacDM3NzrpepGqwK7zY65uAtile9GLXlQ+8YlPNBf4j370o96NuftWNyPaHnZ3vl1ZvXp18/YlsBvLbiy5kUA40Muy28Pu/jdArqGmBtZaPyzeVadLp40edvfv/jGsH/R59/25dd25xsgu2AW8gV6AG9j1HV6wa4GqM844a7eH657CrtWY775ndsBufWBuueWWZoGVG2+8sfzZn72zPOABDyqHHXpkedPRbyssu4cddng55XNnlk2btjeW3cXL1jVuzA3svuH145bdHZTrwbvr+7D1dvp49xEYBLv//u//Xo477rjysIc9rHFLfsADHtAArhWWa8AVD+RGsvTG2ksHeLkyv+c972m+scuqe+aZZzaLVJ1xxhnlhhtuaL7F+/CHP7xZy4RVF+Dm80Osu+IAGFACNjJQm/hUPks0EaBOlB+QHLVcys+0nC2wC2jBbMC2S+7vsBvIjQTHidfSb8+3dll4Y911PdB/73vfGwfd3Z833dd+r93zI9DD7s5jyI1Zh7QaMxedwG1b9rB73w9w90XICOzui/vW71PfZ2drH5gIdsFtgLeGXXGwy435tNPO2O1JuvvgY/KW3dkEu/WxMGfXAlWbN19ePv3pExuruDm7LLsWqDr66Dc339kFuwsWry7LV24aDLvVp4d2O/h9YuAR6IJdi90YOPNKA63m4MaiC17bsBu4JQO86mTublyZfSaFKzM3Zq7Ll112WTnlFFb7dWXRokXNNC8GAQtVBXCBb/05Ip8gMrUA6E4FbgPI5ESAOkp+oHWisim3N2QNul1x++AlnrmfU7HsjmrNrcu1LbntdBfE0gVkI7vKJW8UK25XmfvaslsDbeKANxbfxFmNrcZscSpwiy1co6y7Bx10ULn88sub6zzX9MCLvs+YtiPQw+7OQwl2dcbAbqA2VtxAb/Rkb9ntIWK2QkT/u/q+vb/0gS7LLsstyA3scmMO7B5wwAFNHlfPhzzkgHLqqaePv2W/95N1bsNufTy4MS9cuLhs3XplOffcL5Rf+qWHlpcffEg54vA3lWc845nlrW/9/XLueRc0lt35i1aVZWMbm9WYa8suN2Zzdk3b7d2Y66M7cTwD40huzP6+/OUvN/N1uSADXcGLnDbsBm4DvNLiP/3TP93UiSuzTxAZ74Barszvfve7mwWqFixY0Lg1X3HFFQXIPulJT2rglmXXwlSgN/N3zdv9vd/7vQbUwKWXUmTAV3wyADwRoE5H/t6A2/Y2ugC31u3PsBuwraE3ui6QHUU3XbBbz8vtcl2udYHaWiYf5NJzXxbXbsAX2ILcwC74ZeV9wQte0HhH5Dom+7+ZPwJzHnbT0bgxewtjWX0gK8SVOYBbgy/rbw+7PRDsL0DQ72ffV2drHxgEuwHctmW3Dbuf+9xpPewOGWuAqjvvvLt8/eu3lEsunl++eftfl098/NPlv/yf/7Uc/sY3ld9/29ubObtHHfWmcuZZ5zXf2WXZBbsWqLrwonnldW94fbn2+mvG50A3sNu7MQ856vfOqgfH4s6Lz5eceOKJzUt6sGu+OogFvOA183UDurUEutyWvfTh8ix+//vfv/h0EVdm7ssAF/wyBBgjcWX2PV9uzubt1t/aDexmkar6E0RgN5ZakAviRoHd6YDYUdpoQ+hMpmuYnShu37m+TsWyW1trJxNvW3Lb6Rpe63hAti27yowCtl1l7gvYBbY16Lbj8gO4YBf4vutd72rcuYGuebugF/y6jlwLzqdFqnJN3/tq7zXTfQR62N35VsUCD76zC3YDtW3YBb35Bi/5+Mc/vp+z+7oeImYrRPS/q+/b+0MfmAh2Y92NZTcQHMtuD7vDhxV5IXzrrd8oixYuK1dfdV354//1Z+X//rn/tzzzt59bXvXK15aDXvTS5tNDp572+QZ2Fy5Z08CuTw+df8Gl5bWvf93OObs7rJHNul8N7A7fdp+76whkYBwJdq2QDcxAbsCVS3Lcl7tgV16suvJrF2YALA1wAdLNN9/cgDRwZdEFwFwwLVpl/BNXZpbduDCD3kBwPkEUsAVv+zLsBj5nCnbT/qhyKrA7GbDtKtuG23a6htc63obcOp1y0XWB7Ci66YJdgApMY6GdSLYBt04HdmPdBbq8IegBbmCXDPz65q5pIbmWd13lfWymjkAPuzthd2xsrBx99NHjsAtme9id/YN9A+WE/WFg3+/j7O+T/Tme3DmeKuxy9exyYw7c7Xjo9m7MjsPdd5Vyw/U3lQXzl5Qli1eU8790Sfmjt/9Juf8v/GJ55m8/p/ne7lve8rZy2ulnN27MYNcCVRs3XlW+dP4l5TWve+047DYDPG7MPexOalyXgXEk2F27dm0DmSy5QBW86teAtl6gqrboBnRj2ZVWn7zf/e7XwC4rsRWVb7vttsYSZUGqFStWlIsuuqix8JrP+/znP7888YlPHIfces4u8LVQ1cEHHzy+SFUNuSAult5hUrmZDgHbGkCjm25Zb2NQnCU3eTXsAifgSQ4LXQA7GV0bbtvpgGtbBmS7ZMombxSw7SpzX8NuLLi1BL7tNJC2r84Tqy735cAu4DVv17ercy1P6kbQF57SEZjzsJuj5kZuIYBYdsFu1zzd3rI7uYHovj5wD+iS+/q+9vs3u/pefz6n53xOBLvt1Zi5MbPysuw+9KEH3mvOrgHIrr+5Dbvjh+KeUm7++jfK/HmLy9iKteXaa75STjv18+UZv/XscugbjmwsvW976x+WE088raxfv7UsXrph55zdq8Ytu7vcmHd6M/duzLu62QixDIwjwa4B82Me85jyMz/zM+Muy4CXlbc9bzeQy3ILdAVQTAJjc3dJ5Vh2XTerVq1q5hda4fnTn/50A9esulu3bm2MA6ZycVuOCzPJykv3tKc9rfF8M64Cjdw3QVysvMMgN3kzDbraD9AGMMnoplvW2xCvwTZ5tW6ysDsZqB1Utg237XTAtS0Dsl0yZZPXBbKj6O5L2K2BlhU3gZ4VF+AKjpf5uVyV60WqpLkx0/F48HtzLY9w+fdF9vAIzCnYTceqpePnoWExBm9eLN9fQy7rbnvObtyZ+zm70zNY7Qf9/XHs+0DfB6bSBwyg86Kq/vSQBarirkxm3m5kG3Z3rvXTPE49H3b9TR521Z5Nnx7a8bws5atfubksWTpW1qzdVFau3FwuumhhOf2Mc8rZ53ypfPazZ5VPf/pzZdmyjWXRorVl3ryVTZnLL/9yOf+CS8prX/eGcv2NNzTP2l3Hto+NcgSMT/ylX1qB2d9//Md/NCvgenkDVMFt5uoGYkkBwAZ2A7pkdIHcWIPBM+A95phjyrXXXtsYAUDq+vXrG8C2KNbHP/7xZt7uU57ylAZuWXMTsmiVtGsUNKofkARx9HsTarvAebphtm4v8DpM1mDbLicvMM4aCBhj0QVOiZODwHVUfRtoB6UDrV0yIDuRHAVqUwbc1vFRYXeYW3JckAOpNaimXl0mUBupjN9YH/9YbiNBrVC7MDsXrLx0ylnx3DSEXNu5vl3viTeZ/b9pOQI97O58iCxdurTpgGC3htsedvtB+FQG4X2dvt/0fWDv9IFhsNu26mbeLn0su+bsThfs/qgxWt5T7rl7dnxntx503XLLbeXSyxaVRYtWlhUrNpaxsU1lbOW6snzFmrJs2dqybt22snrVtrJs6aayePG6smbNFWXLlqvLl86/uIHdG75y426DuN3eKUzLcGZ2NpJzEOglAS8X41e/+tUN5AJXi0vFnRnEBnRHgV3W3oCv8izDXJm9QPrOd77TzMHlyszSy7Lr6xXLly8vT33qU5vpXiy6AV3Sd3ZZeIVXvepVjQUT2ILBAG5t4e0C0b2hq+F0uuNteO1KTxV2a9DaV2C3BuBhwBt4JWuYTZ3kJ68NuLGgxlVYvnhANZIOtEqnTsqmfGRckQFtIFhZ0J/9cpyBqoVsgSxgrV2UA7g10CrDkhvA9ZKCTnjhC19YFi9eXH78Y8+KXS+zcr1Hzs672t7/VXMadusOZs6uDuiGHlfl9pzdLFzVW3b3ziC2h4X+OPd9oO8DE/WBycAuiy/gBbvggBvzKaecOsTiODnL7myD3QxJvAy4+eZby/wFS8vY2IYGdJcuXVeWL19XFixc1shVq7aUxYvWl0UL15UVKzaXJUvWNvN3A7s3fvUr47ALdHvYzdEdTRr8ZgAMeAGnT/yw6nJd9vImc28BK12AF8gGZmvLrngNuinHwmtF5ic84Qnl6quvLh/96Eebb+YuWbKkXHLJJc13dzds2FBe/vKXj8/brYE3sGuhKp8gipUS6LLoBmQDvknvLTndYNvVXhfctnX7M+yCwBpwu+IBxciAbCSgTLxdps5LGbo6RF9L+TXwBmjpaqi1kJS0fPXtP+srOMUCAPXNb37zONwGYukDr/ITr/PFBe2wygvSJGgGvVyZrWp+110WMNgFu7kbRJ90L/fsCMwZ2M2DopYOXR4eltX3ZiawC2yf/OQnj6/MXLs2iwPi3o25H4hPNBDv8/s+0veBme0DU4XdWHZPPvmUHnYHjCPyfASmYPeyeYvLqlWbGsvuwoWrGvBdvHhVWbZsfeO+vHzZ5sayu3LsigKGN23aXr74pYsay24bdgdssldXRyDWXCrnIi7M4qeeemqzUjIozaJUADehDbqDYDcuzIFeUvAJInknnXRS2bJlS1m2bFn50pe+VM4///xyzjnnNFZeq876BFGsudyXEydZdutPELHmxq0Z+N0XsNsFpjOha4NtV3qysAvGptuqq81BbsttfYA2YJr0IJlykTWUitNHF4hNOnnRg9J2SF5kwDZQm3m2XVDrOIJPQApEjf9ZbROkY4mN1TZgWwNv6tMB5bRJn7wANDi2EC5vBysyexH0z//8z+Mcsut+W0+lqW4IfXTKR2DOwm6OWDoX2D3qqKPGYZdVdxjssu72sDuzg9geEvrj2/eBvg9M1AeGwS4rbubusubGjZkECCy7J5108vhgI8+FXXJuW3Zr2PKd3Ysunt+4LIPbxYvXNLDLhZkVd/nyTWXF8i2NZXfhgrVlbGzLvdyY016eu7uOcx/rOgL1cRIHuyw+BsgG0g984AObxam8uAGoAJd1F/DGShvZtuhKywO04m1p3i7gNYjfvn17sxLzhRde2ADv6aefXjZt2lTOPffcxrL7G7/xG828XRZdkAt6BSs0k65RsMdyC3hJgDmTsKv92lI8E0A7rM0uuG3r9hR2gep0hDbUdqVroA28TlYGZCMDtNIB1jov7df5beBlsQW1cUGuwdbvcHxAa6yrYNZnRkGnMb84mA3wJq7fx7Irrr4gLrj+SPVitbWd5Ivbhr7/ile8orHk2pbj+MEPfrD5Prb4TTfd1FzTruvcH7vuBb1uz47AnIfdHD6w68bFsgtkwe6g+bpxZ+5htx+ITzQQ7/P7PtL3gZntA6PALtAdBLsnnHDSOOzWcLHj2TC3YdcxcEy4MZuzy405cLto0erGfdkc3uXLN5QlS9aXZUu3lIUL1pdVK7eWNWu2lSuuuKZZoOo1r319MWc3g7l7H+c8iXvZdQQcrxwzx5Br8XOe85zx1ZPBbqA2Fl0yOnIQ7IJkebHoksqTFqnyCSILU5199tmN+zI3ZhZell7zdu2HMRHIjSszGdgFvD5BZP5vgDeQG1lD6Z7E2/CZttr6vZFug21XeiqwC95i3Z0O0NVGF9y2dYHdAOhUZEA2EuAm3pbJCwS3IVdaHfth3wK1tXUVrAZsgac42AWngdIaXIGu/ABvLLN1efHk26bt2Y4+xTWZa/8hhxzSpNXn/XD88cc314y1gUwF+PrXv17+4R/+oaxcubLxkHBtt92Wc6/suh/0uskfgR52dx4z36tz433kIx85vhpzoJZMnPty5vL2sDuzg9geEvrj2/eBvg9M1AeGwS7Anciy+6lPnTAOEgGKXY/SuQ27jkcGXbfe+o0Gdrktc1HeYc1dV6QtVjV//qqydMnmsmjhhmahKvN2t227bjfYvece89P61UZ39a+JY+mTtTzrrLMazzIuzJmrmzm6AdxRYLeGXPVi3Q0Yg90HPehBjesysAW5YHfevHnNQlXGTQb+xkL5zi7IrcGXK/MLXvCCBnYBAQAN5EYGSvdU7g2IHXUbXXDb1u0J7E4X6O4t2G3DrHRAdpBsz71VLnALxmNpra21gdpYZeXVIeAKRGOd7YJcbSefZKmtwZY7PjdkLsn6LWgGtieccML49XLFFVeUr3zlK+XWW28t11xzTTnzzDObMjwj5F111VXNNfXDH/5w/EbAeyP33HFlH9njI9DD7s5DuG7duuYGnO/sBm6zMnOsvD3s9oPviQbffX7fR/o+sPf6wKiwy3U5C1SJZ85uDbv3HmTMbdj1eARZ5uzecMNXmtWYlyxZ3XxWCPCy6jYrMi/fUFatuqKMrbi8Ad6FC9Y26Rp2zdkFuj3sjj5uC+DmPOifVm/lsskLzYrJXJnBaT1XN8AbGXhty1hzQS44tgqzMvTk/e53v8a6++EPf7ix7l522WXl0ksvLdyZrcps3CTv8Y9/fAO7gJcrc23hpXv2s599L7dl4DedsDsqhO6tcm2w7Urv77Aba+8gWVt/u2A3wNu22oJaebFgZ84rUAWx3I95CpDgtg220rHiAtlYYmOVDdwC1OhIUBvIlbYNbvdWPfepIBZb5xFov+9972vms3/hC18oLLbmtd94443llltuKV/72teaOA8MQHvllVeWL37xi811cOCBBxZu/5/85CcbF2Yvj771rW81lt36eh/9LtGXHOUIzBnYHXYwdDCd1QXCslu7MQd6a+tudLHsunl6y5NBl7jBbmQ98FWmDtwekk459RKiGyRTrpaDys60Pvsw09sZtf2cj1HLDyrnd8lrn6e0H33Sg9rp0nfViS7HM7Krfpcu5bPfXWV63d6DsVGPdfrRqOXrcvU53xfOe/an3seu+Cj7Okpbjp2B40te8pLy4Ac/uAmsuvnerm+RAtzoSHMbDzzw4eW44z4+5PEwMezeUUr5finlg2ctKT+wynDTmm+h3umDuzv4bucW7mHVBHwK7SdrkOQFwFe+clO54MLLyooV6xvLLthdvGSsLFy0vFmgyjd2LUzFsrtksRWbtxTf2T3vCxeUNxz6xnLT179W7rrrJzuBd9fikEMOfp+18wjULo4Gxha3MecclIJUfbm25NZxwBvIDcQmXcsafMFvrLyA2mDfvF2QaxVmrpisVNwwzdtlDGAIqOfsBnxZea3KbN4iMHEfALmgYSJLbsB0onLyU3amZGC1bj+6mZYALK66QGtUq25ckbvKpx1AGetuDa2xoNKlHXH6gGsXzEZXl43lNlBrXm3m1sZaax8y5zVAmzm17u0CC608/QiMAtoAb6C27bYcsFVXHSHwG8utPPWcW5Zabvektv2O97///eXTn/50ueCCC4ovt2zdurV89atfbSAV3N5www3Ft6ddI8B22zZTOHx6bUsz5eD6669vtstTwkspK6jzdvDyyKrqyuUaZ9kN9JIJ/c1wz47AnIddHcnD3PeuArtu2oC3DoNglxuDG50BWQarw2TXgG+26EYZlO7N3+o8TOf2cl7T5nS0Px1tZH/2NTmbftve+C22sSfb2Zeuv+ncl1HactymArsHHPCw8tGPfmzIgGJ02P3LMxcXzmgNw97zk1KEWQC7GWJcd90NjWXXp4esxDx//ljzjd2t264uq1dvboB33mWrymWXrm4+QWTBKnN2A7tfu/nrPezmYE5S5oWDagbbT3va05pPA4HahFhxa1nDbDseuG3Lupy2DdBZbm3XolQsWubvAl1GAmMn8A14uTADXlJg0WXl5crsRRR4CLgCi8SnQ9YQOlNxY7267ZmG3LQ/VdhtQ24spZGBWBLUCbUuegAbYAW60oHZxFNfOhZbbsgAN0CrPdvOvFrgCTT1C/dvv5c1FXgaj4uTAp2yQFeoIZY+ZZSTV1tt5SkDbm0zFlv91ksYL3Ns2/E69thjy2c/+9nGEhuwBbOg9vbbb2+stiy2oBbcCuBWAMEJ0ps3b27KsfR6Rln0zcvYHYsjPrR85CMfaUDXtAB/uc7jyhzQJfu/PTsCPezuhN2FCxc2FwvLbmA3Mq7MsehGsuzuKexmIBc5GWDJ4HhPBsiT2d6gstl+/RuiG1RnOvQTbWOi/Mnug/bqNuv4ZNva0/LZl8g9bW+66++r+zXV39l1rrt0U21fvZk4ZtO9j5P5fe4Hkyk/6PfX95VB7anbBbux5tbzdll7Y9m1GvNHPnLctMDusWcsKqy8swl2M/gyzLj66mvKosUrdn5uaE2zKNWmzVvLgoVLy8qVG8uGDdvLgvlrmhWZuTNbsKq27ILdu+9m8fYCobfsTmXoxoX5uOOOK49+9KMbF+Z8cqgG3DoecG3rArjyE481t5byuTIbpHPX5NJpnjBY4J7pM0SrVq1qwMc4CdRasArggt64NLPy+gQRUHSdglvW3alCboAz9ZOeSRnwjLStxGdaThfstkEW3MWyG1idSILZAG2gFtAGbOkCtSy19h14Bk7BaOBWPxIP3NZgm3LJC9AGdunruPwEQGu70tr3fHjZy17WWGzF6QC3VZFPPvnkxmJrTjpQNccW2N52223l2muvLdddd10DtJdffvk4yLLagl0WWXUCvrHqktG5TixIxTrsxZFnEs5wnfn9oBjsfuc732lgNxZesofdqdwlu+vMedjNQ3f+/PkN7D7iEY9oYLe25A6D3Re/+MXNDdyAzEVkMJZBXmQ9QFOmHer81O8a4LXrtdPtdvZW2n60t9Wla5fZk3T92/ekncnUzTYnU2fUsl1tDzuGKR856nb2VrlR92ui37i39nfYdvJb2vsa/bC6E+XVbe5Je6kbme0mTUYX2XV/St5MyHpfsj9tXZ0etA+pW+fTTRZ28+mhPYXdH+10Y37/aQsa2OWo3Fh1Z5lld/v2q8uChcvGF6TauPGq8hfvOqY88pcfXQ568cHl3HMvKuvXX9VYdZct3VTWrjUYvLqce975jRvz12+5eTfY7R6S9NpBR8CLh7/9279tANGA2WA5sAtKAW3tviwe2G3LAC69uLbM120HevkG6RbfsdIs+DU+4n4JgEHCZz7zmcYTjsUZ7GaRKhL4Zg6v6xRogNR8gijAOhkZqE2dpGdSzjTQDmufRRKEglMg2bbYDkp3wW3KytPmoDLRt8uDWWAbN+TALbCNWzC4Fdq/yT26HWrgBbCBWBIg12nxWGnFbS8WXWX1LVMDgS1PAlZbOpZlYKufekHDKwFk3nzzzQ3UklyNY7GNC7IymXMbqAWx8gX50sqkHF3Cxo0bm3Isw7748tjHPra5llxD5to7xua9X3zxxU2dXPuu9Z/85Cc97OaATIPsYXfnQeQ776IJ7GbF5bgy1/BbW3b3FHa75uwaxE0WduuB3yjxelDZNXgcpY2USVuD0tFPJNvtDCufspHDytZ5KR9Z54l36aNry3bdrrQ6Xfq2Lm3X+lHr1nVGjXdtr113lO13lUnbdV50k9lGXb9db6J0thc5Ufmu/Gw/bSStbK2r9V3tRNeuk3Q7P2kyZQbJYWXaeXW74pOF3exDu51R0qk7WdnVtjbaero9hd3u5+nEbsxg93ullPeeclnjxnzXPebkmps6O+bsxoUO7F58yYKycOFYWb368rJmzZbypF/9tfIzP/tfy+Me/6Ty/vd/tAHcxYvXldWrtzZuzSy7YPfQww4vN996S8lqzDnWaTvpXt77CMS6I8eA++lPf3oDseC2/p5u25054BvQDeBGBnSTBraB29Rh0QXAYJe1zMJYvr1rgR2g6/ND3JgXLFjQrMD8lKc8pbHmAl7W3NrCy+oLlsEHKA2oToecSchN221w25vpqcJuYBawxnW5SwZ8Y7WN5bbtuqxcoFZ/cC7BqmPBUu8FRr3omGMnz705UKsOUA3ESkfXtuymDD2YTWCxlWfBKH2KO7IFpGzLPuY7thZ/4nkAYllrzXe3MjKwDZzGDZnlNiEgS7rmEmKxbctAr7a0SwaCAa84V2bXDH5wTfF0YO31WS/A6zrKtU4C3jp97ztDr5nMEZjzsJvO5KJwtc7dGgAAIABJREFUAYHdWHL3hhtzBn/twdugdMq35aDybX27Xp1ul5VOfjuv1tfxdp12Xtpp65OOTLkumTK17CrX1tXlE6/LRFdL+XW6jtd1B8VHLa9cu40uXbvMVNIT7dNE+fU267KjxOu64uq0dUkPy0uZtpxoH9rlu9J1G/LrdPapSzdRW+06Sbe3UbeTMtMh63YnG29vv6t+yrTzop+sbLeTtHYSj6QbBrvcluPSHDfmrMYcy277wenZkNWD23m70neXwO67PnPxLtgFurMEduPKfNVVXy4XXTy/LF26pqxff2UDvS866PfKs57z7HLEkW8uJ570ubJu3bayaNHaJqxcuXncjfmwNx5Rbrnt1vHjuePYZqXnXd+Q3XVc+1iOQI6/tBWQH/OYxzTAaVGquCcD20GfHgq4BmojB8FugFc5FigS7PpSxcc+9rFmfGQfABQ44ILJyutajCuzgXysuebtcmcGuy960Ysa0AUlowBvQHMYEKfMTEv73A622dbtSbq2etbtTBV225ArHbANCEuD24CtOJ2QubWstMbH3Ibto/MRN3T7CWTjUgxclaEna8gN2KZs2qSnC+zS11Zd2wO2LLaCxaP0N7/nAx/4QPnc5z7XLJ5mji3QtHgU1+GbbrqpWRUZgOqrgdfAKQgNmJICsFVOHkgWAsax2KZM6iorKBfYVTblxLVptWaf73LsgS74tZ+un1NOOaXccccd45Dreg+f5H6Ze0IvJ38EetjdudrZRRddNA67INfbl8BuZG3lFZ+OObsZrE1GDho0po06Pzqy1nfF67KJp1zSkbW+jsuv03U8desyyR8k6zqJT6Zs6gza5ij59fbqduq6tb4uX8fb5bvSE5Wv87viXW22dXW9Oq/WJ17nd8VTblTZ1UZ0aSPpycrUn0gOaneieslXP/FattuVF11dblA8Xh6pM2g7XfXrOoPqtcuMku7aVq2r2+jS17rJxOt263jaqHXi9AZW7dWYAW4gN7KG3Yc85IDy4Q9/dHxQUT9CJwu7f3HSRY0b82yy7Gaw5bhce+315bJ5i8vy5esaqF2wYEU55DWvLv/9Kb9W/scfvL186tMnlxUrNjYrNfvmLtjlxnzOuV9qLLs97Na9a/R4BroGwoDE/HOrud7//vcfd12uLbwB4EBuZCC3S8aqy+IksOgK6kbHovuJT3yiHHTQQc0iOyCDRcoKtVw0jznmmPKkJz2psfoC3Lgyi1uRWWDxdb0CIaA4DGKH5QVslUl8pmUNn4lnm0nvqXQPq0PamwrsglUwGMANwNYywMva214JGaTGSstiG6ut3xyIzf7VxyF5gd6ktdcOgV5WWoCrDo8j7seg1po4novq2b+ArRcsLKLAkpUW3JJWRA6YAs0AaCA20GmubebbBmCVTTlgSh9AThlSmTbkqivPNusAlG1HO+b/SttX14upk34Dy++JJ57YpF3j/n7wgx80Mvff3ANGv2v0JdtHYM7Dbg6IG7a3Sr5dF9gN3A6D3T11Y24P2uK+HNnOTzqDvmHSTWIy5bWV8pF1+1266cyv20o826xl8tqyLtMVb5eXrssNyqevQSTlJqqbcrWs64jLq3XtsnV6KvG67WyvbqfOr/WJ1/ld8ZQbVXa1QdeuP6jcIH27/kTprnYmqpP8rv2VV7dZl+3SJ7+WdR9LnTp/WDzlI7vKJm8ysqudWle31aWvdZOJ1+3W8bRR68TpDaomgl2gENgFC7/0Sw8tH/rQR3Z7m55nwo4BxnA3Zm65mbNbw+49pXZj3rWS5v746aEMtG688atl3vzFO76tO7ap+N7uG484vPzG059W/uJd7ymfOfm0snbt5c1KzVZi9mmijRuvLGd9/rzyutcfutONOdbyHUe5HsxlOzn+vdx1jFh3//qv/7qxjJqnC0TzuSGgKwRqA7uB2ugjow/gDpPaBbnqsu6CbXM0bZ9ctGhRY6kyB9KniIyZzNsN3LLuxqU5qzTnWgVKw4B2UF7AipxNsOv+1Q6BSbAbeI0MyA6SytVuyQFb0JhFowKkOaaOZwBXPNvvAlY69ZTJftcwS6f96MTBLbCNe7JtsdKCWmNpkKu8fmZVZBDoc1dr165tYJELsvm1wBHYgkwgWYOrtCAvltxYWAO0AdOkSTpSWfVj3aWvQ2A3uq42QK2FreyjoKx2gbi0l0Q+ZWRlc/OfXTsB3B/9yBNl17Wfe2R0vZzaEZhTsDus05i0bg7Cwx72sMaq66ZdQ289Zzd5+c6ui90NPINV8QzAxOdyqAelc/k45LfXx6PvI3P72kif6OXwfpBrpus41deQwVVg90EPelBj0QW2seiSPvtA0u+A3V9qPv9Qg1bikcMerdDNu3hzdt954g435uZLulYdvueucg95NzfdHa3sb7Cb1ZPB1k03fb1cNm9R853dsbFNjYX3D/7g7c1z8h3v+OPy2ZNPL2vXbClLl6wuS5asbQLL7plnnVte//pDG3e9uOQOexYPO96zOS/HpJb177WuiE8AgdPM163n5dIFaMk6HcAlh8FtXU6cVdc2SKsws9J+8pOfbNLm5J5++umNlcp3d4HvC1/4wgZ4n/vc5zZuzKy7QkDXfGNQA3yATg1Zg+C21qf8TMtAXqR7i3i2G7104m2pjn2vy9ClLeXb6bp9eY6TNmLZBaqssAFeEsQOCtyQjWvBJYi0Te0xpsQY4jzQ23b2V5xeufwull36AKyyQvYzvyVQK82AZLvi6vvEj/m13Nm5JYNfv8kc21NPPbXwsOTSCyiBrXmumV8bi2nAMUAa6ASngdvotCMeIJVOO3Spoy3lQCp90uLgNPWkU0958Cpcc801DdwGwrVDD3iBOPdq36P2qSHH0OJermdt/NVf/dX4y1b3x/q5I21VZotV+Ute7qOR9crNWc059w510m7iqVfr03bqzTY5J2HXSa2Dk8qy66bAspsFqEDtoDgQ7mF3+CDV4DQD1XpQ2jVonUu6/phM3G/mUn/of+vw/pDrpes41fcVA6rAbg21NezGqksHdpUz0MpDf7IP+Bp2//yk2Qe75izvAN4dnx5avGRFsyKzBarM3T3qqDeV3/7t3ylve+sfls+dcmYDu4sWjpXFi9c0Ls2bN19VPn/2F8vhbzy6fOMb3xwfrM32gdVk+5Hy9ZikjsvzySEDZZ4JrKosrjXo1pBbA2v00Q0D3TqvLh/Lrvm75rl//OMfL7/+67/ewLR5lQb13EotsMNiaGzEshtXZrCbOEB+wQte0Az4A1eBplGkOnsjBPDcUxLvkvLrUJexn7Fqpkzy8xv8ZnH5ygYkpZWlU8Zx9XkfUJvFoxInQS9oNIYFkOoGVuOCDFzdQ0nbtC152lc+20xafvY7+5t0ymdb6sizv8q6L4NZUOuezHpLD77f+973NqsiA1vfaQacrLXmrgJbwAgCQaIgXxpkAlVpMCoEXAOtddmUVy51tJO2SBALVPXhenvaDdimjrIgVlDHJ4rUkw+I7bs6rNB+G6s07wcvFbzswRYPeMADihexFnr79re/3Tx3ajit74sB0twbSGXrZ1XKRCqTOCm06yiTP/nte03yZpvsYXcn+HKVcOP2/atYbnvYHT4I7Rp89rr+mPV9oO8D09kHhsFutmNAYbBlYAVoQWwWpQK2CW3YpQe79SAjD/kuXfIi5wLsAl4Dpuuvv7Gx7C5bvrqZj+vbus9+1vPKr/7qr5WXvPQV5aPHHd+s0GyRqoULV5VVq7YUsHv2OV8qbzz86HJbBbsZZOU49rIbdh0nf3/zN3/TwAPIBaJcmcVjvSVr+A2sgt3EyRpoR4lzldYGyy7I5sps3iRLIfh1bfpsyhe/+MWyadOmBoR9yQIMB3DBbj5HFLdm12tADiiNGgJdMy3BXB1sL4BXA1/XftT12r8r7aStwG1dx3ER5LGMygO7wKl2QZZnX2wjllqWU8fWfdG5AbxCez+SbsOu9uxjnU+XfSLz++2fcrbF/ZjFVgC29tmiVn/5l39ZTjjhhGYhphUrVjTQCQx9ikcQD4hu3ry5mb9qDqu+RC8OQsEnqExZMhAaCTQBKSk/bUjbDpk8dbQZYFY+bWZbsc6qW1tsWWsFoKuOubcWyDJn3fHxDNL/Qe1P/dRPjV83PCNcc7wz5PN+cOycV1ZtL4vs39///d83L7dc967/3CvzPAqcuiffeaeFEHeU80JMyD0jkJv6TcGdL9WiS1uRKTMb5ZyB3ZxMsv6T1inArrdUYNebSQstBHalEyeF3rLbD+gz0O5l3xf6PjBzfWAi2DW4GwV2ga7AOgZyd6zG/NBmQNZ+LnhGdOnqZ0dTpnJjnu2WXQtULVy0rLHorl27tZmf+9znvKD8Hz/10+WXH/X4ctpp5zYLV7HqcnM2Z/eKK65pYPfQw44sN99y2/gxdWxHOb7t4z2b0zkmtcxg1kI2IBKwgtoadoFuHdqAuyewayEskCvYLtg1TrKSLNgFtJdeemkz4LfojtVlWXWNkeSB2xp2WbjkH3zwwQ3MgaVhMBbo6oLKmdQFPtvboA/skSk3SNZlEw84gsW0R+e4AlgvEpIHYoGkYyTf8QCo7onAllRGoM+xzH5rP3UCtskjc3zlCXT2RT1pMvsrbjvOHXd1Fnr75neZN/yud72rfPSjHy1nn3128+1l8ApogSJwBJYAlF5/ZgEFs0LgE2gGPOmla13yok+9WG/pA7XyYhmuQVZ+6omnLfBqX1lt47Zsv+litfVNaSuif/jDH25cy4Gtz3D5iotr0PUBcF034l4S5aWSfHHPHZzx5Cc/uQHeuPk7ntpjdPMC9vOf/3zxgsD+/PM///M4xJrTi1nyB1wDuHSBXPH6HlvfV1Kn1tVl0/ZsknMedp1MJ57bgYu5bdkN2JK1S3MPuzM3uO3BoT+2fR/o+0D6wEzBbubsWiQkg4fJPvD3f8vu8AW4WHUtwuW43HDDVxrLrtWYweyaNVc03919x//60/LJ408qa9ZfUZav3FQWL91Qlq3YXJYsX1+2br12HHZvufUbu8ZODtzu75135c3RWHvgKR3YPeOMM5pP/8SFuf7sUFyVA7kZXNeQOxmrrgF6grZAbtoygH/Uox7VDPZBkM+oLFy4sJl/6Fu7rFyuW2Ol5z3veeOwGysvmU8QgaTAViAt6cgazPZm3FhQyDaTrqX9lw7Eitvv+rekfMq0JYClUw9IAlgAacEmQGl+s884WZlYfqy24u6LgVTbrEP0ytHnd9T7R+cc2n72k6RXThustPbh+c9/fmO1pWdl5op8/PHHNxZ9FkkQG5dgcAYmwaoXIObgAlxwK4hv2LChgVqgabEm+pRVHqRqM67FgdaAKXilS5q0zYTo7ROIlRa3bXF1lbWvYFYZwEwHbOlt3ydJLSRlwSzHUf/12S0vm7j3C3kh5BoJ0NK5huJ9QYJcbsxetvqMl3ZcJ84vl2/H2/lyTqTBr+DlQqzkQNvxMc830Itfcu/wHEvI/SP5Adz69pp65Gz/mzOw60TWJzbxnGCTxXVmnRDY1nAby270ZA+7/WA8g/Fe9n1hf+wDGTjt6/s+Eeza/4ksu3FpbrsxG3hwPzMQyDMiz4RR5FyA3czZ/fLVOz49tGjRysZq26y2vGlrufrLN5TLt11bFi1dWy6bv6osWrK+LB/b0qTjxuw7vN+4/Vu7LA1339PDbkcHy7iklhanMcevnq8b9+LadbmGXQPvpAOqgeBBMoBbywzaWXEFaZYr39s1z5Kly8I7XJlJC/F4efS4xz1u3HWZNbcOLLtcOA3sA4ggKpAVaAug3Reyhr8AakAw+5M0qUwsoJGss2BWEFdGXVDjnua+lc/rAFtAKQAcc1194ol0rF7+8pePA2jg1TETpAO3ZI6l/RqUnzLK2w9wBbJZFm3XfrmnWhjL/fGkk05qrPYWIgOMsYIGJIFtoBW4AjKBHjQCSXGBVddcXX0ln+CxuNmqVauafPXArDq2VYNu27IbyGWhBbO1pRa4BmCVA7VckmOl1ZZ5t0mzop511lnNKtDOoXNhnO/Z4SWTfi+4DlxTANa15DpzzeTFkDToNZXG9QlweRKBWwvgkjxHvfRxLXgp9MpXvrI5h84Lyz4LPwsvyI1FXxnnx7mxf9yffQrMFALn4bvf/e5uL229KHPvcC/xR9bgm7zcazpuR7NK1cPuztPp7aQLv4bdwG0Pu1OHGTfMhH19UN3v39TPc3/s9p9jl+uR3B/O2zDYzaDR7zCYNBgwyBAMMMAtOQh2DzzwwGYwVw8IMjAY5Uk/e2B3kIV3h/6uu+4p11/31XL+BZeWsbENZdGiHSsuL12xrly2YGkhl41tLCtXb21Ad8myjU16x3d2zy817DaDq7vu7mG3o4Nl4Jn+qMi3vvWtxrrDmmQgbQAdy25g1+BaaAPunoCuAbz6Bve2I4ibe2hQDhZ8xcLinglA5jOf+Uzz+SFu1yxhAnfmSODLddPgPQAY+CL3ZdgN2NpvIWBLAtoEecq6L7HW+q0ghZUUzLLmmcdcAy7gBbd1AJ6BIe0Zo7rnxbKbuGPm2OX4pVx0ZCDdPrEWalsAufKBrZcqAOqcc85pFh3zSSkACRSBI6AVAClYlS8AVTp5AVygGmsuiz/LP6BkCTbeXrZsWQHPXpioS8/opBw41b/IOgR2gSy4JVM25e1voDZW2oBwPgdkf3klWGzNAl8s2MCTZ6drSB8P3HrBk+B6cJ2Rrg/xXIPgNwtQeeZYkApPPPrRjy5PeMITmgVtuS4LQFdwTTjvtu+Fg/MIdH1zWB8CuxYdA76R8vQ351Of0pfMlabnSu5FFAB2XP7lX/6l/PCHP2wguL6nuK+A4dxvOm5Fs041J2G3PotxX3PRuYHo7OC2Btw6XgNwvxrzxAP8/W1gvT8M/vt9nLjf9cdo8DHa367JqcBu+9NDmacb+DUYiUvZu9/97vE34rHw1s+IYfG5ALs/+cmO7z5u23p1mb9gafPJoVWrrmisu4uWri7LxtY37stjq7c07susu0uXbyorVm0uV155fTnvCxeUw494U7n1ttt3HUoHbofBYZeuj91r8GkwCh6e+MQnNi6TgDcDbIPyOtSwG+vtnsAuaxa41VYG99Gx3IIc07+sd8KyS4IYEOGlE9hllQR1WZgKUEiTBugG7SAuMEYGdukDaHtb2nZCti3dhlpwS2+f3afcW4Gt3wZagWodYrkN2AY4a8BNXJ44mNFmtgNkA7ekdB1yLJUHUazC3KK1Z7+Mc4Gt77sCI3NsjX+BKmA0TxUoAVBQCGqFwCyd4MUGd2SWW3FlACx4ZanVJ8TlgVh54vLoWXW9LDHnO9uxH/oQa6527Q/IFsTBbQ249hPccjsGtqAc2CqrDduz37bJHfk973lPcxy9cDB+51rMFZl7PsCNa7J+LoBc15hrK9eda4HONBjhgQ98YDnggAMadgC3j33sYxu4Bbh44SlPeUrjrmxur4WprEjuE1xe+ugP+kLmXzufzo8+B3ZJ8BsAZvV17sAvi684yM0q3PpgXqroM/qrVby9gHIMwP73vve98ekRPezuow+d+s2EuEnhtW5PdtvFpmN501/PzQ3c1jpxAGxVNTcQ9XKj6wfZgwfZ/bHpj03fB/o+MBN9wCDT4CCW3cBurLqBXDJxAxX3e/PP8lc/T+p48tsysPv/lVLe87n55T92GizNc90/vrMbi25k+xfu0m+94qoGdpcsWV2WLt3QfF6IRXf5yg3N/NzFy9Y1lt2Fi9c1Lsxr1huYXlfOOXfHasz9nN32sd2V1tfq4KVLXsR/9rOfbQbTBuKsSFmcSjwDcTJgGxlIlQ78DpO1+3LiBvzipLqxeNkXrq0sdbHumt/IIghWWKSMnViuDO5ZcoEvcIuVVxqQCQCNNJYCbgE2aSHlkpZf14m+LdNmrU9bZCyw8tOmOD1Q6HJDBiPuN0DS/Ya1FpQCKGCb3xmrbYAm8BrgTVo9cQH4ANPoMl/WtuyXe6expn2toZdOHtDRjn2wb8oApcyxNfcbXHqBAgaBLckKC1aNg1ljSUDK3RiASgc+nXOQqzyAYrV1zr34ALhegtCDWW3Qs9Zqh8XRS5FYeJUL4AaI9SNtA1lga9/Aa1yUuewGbMXtv3J+k6C+1ZGtGu4cAnyQCUj1ZRZb/RjgepmTvp1+TgZoAS6LrWvO88JzhZcQd2Rg66WPgAW8kNLnveSJBRfg/uZv/mYDtyy5roW6/ztXzrHzxrLrHKb/64Ppf5FgF9wmBIKlA8WxAgNgOv3cMdDvvPjQrv7gWnWObrzxxt0WwHLvibtz7lB1Ovcl96vo63tXu468/InX9et6iafsdMs5b9l1QB1kF6i3KjXstgFXR46Vt4fdftDuxtSH/hj0feC+7wN7Arve9ufPsyB/dTy6try73FPuKKV8t5RyzGkLy3/unIrawK7Fne6+s5S7gcyOmvfQlRBxu7X7Ih2YjWzvww49N+btV15TLrjwsmLOrk8LLV++obHesu4uXLKmAd4Fi9YWLswWp5q/aKxwYz77nC82bsy7WXYdE67M/d/44M+h0OcyGJTmgmilW2ALNrkv1/FRYHcY4CbPAH9QAANt6AUMvpkKQLgwx7oLZsDLscce2xgNDPBZcoWsOktKs2wBR4NvY68Ap3gNnvSDQsrKryE2bbX1ytRt1VALJATWWnpl3duzaBQgAaLAFjgAd3BLBnClgaoyykqLB2SjD8SCW3nKiisvLj8gTQ+E8pvAkLRytm173JLdA0EPV9ZPfvKTzfxTIGpsCxxBY1yLQWEWhQKW4FO5ACoJaKNXBiSDUxZacVIa6CbEigo4tWf7+oc+oY5+Ig5sQTCdsvT55m4st6y5YDwuycDWfge6SRCuz3G99lkmx4DVlOswQAWzgVtxL2kCtyTLrX7vOgC44NY1Bmx5/ngxCm5xAbdknp/aBrix3OICrABwn/rUpzYu/IFc0v4EcvV9L4CcN33IeXYenb/Armsi10Pdf/VJfVMfDdh2wW5AmAwckyDYNasNVt9Y/Lmxa8dnoiyA5bh+5zvfGb8XuSfVUGuub/7oE9y3Ui75pPpcpuv7Gn0+k5T67Trt8nX+VOJzHnadCMHF7CbijY3Omw7cjvewe98PbHu46M9B3wf6PlD3gVFhl6W3tux628+NOX+eBZP5C+x+r5TyvtMXlR/s9M7d/2B30K++u9x554+bzC2bt5V587kZjjWgu2zZ+sa6u3r15saN+dL5K8oY9+blm8qCxavLkuVrm08PcWM+6ui39m7MAw5xVlzW9wz8MsiTvu2225rBMUtULExg10A9i1QB3kGW3cBslxwEt7VePdtKkAcIWMUM4o2bwAzrLmAhgQzXWDDbdmU20AeGsfgacBt8Z3DfhlwD/IBnDbPRJy8gmPqRaVc5Vr461FCrnPsJCAjUglAgCUDtc4AWpAgBWzAKYuuQegFXbclXVt0AcWTyA0DK0Uk7VmTqg2BAxHoObH2m5swzz2ysqiAVrABFYCgNOmNJBaOg0vxY0Clw9eXCTCqbfFZan5ICo2AWmJLKzZs3b7ws6620864/KKMN247lVhssicBUuczhta8gFuACW3GfKyKBuf3Ob7KP2jn55JObdRasCg0Wa6utfimAWHCrv4rrv/qyNKh1DcUt2XWVlZI9GzwTgC3PUWDLLZnLM8ttxv/6NfdkcGv7T3va05pPELWtuLHm5kVP+n8Nu84n4PRSpQZdfTYvZvR9aX22BlxAC2IF8XZewBfssg7XZQO/6rheeA+kD7serEDNq8S5dW7+9V//tbk/uY25R7lvdcFtbnO5n7XT9O08Zehm8m9Owm4Odn1gXeRcQXTyNuDW4JvO3lt2+8F2Pdju431/6PvAfdcHpgq75vIaMOZBG1k/G4bFa9h9/xmLyw9nIez6/JC/K67YVi6+ZH5ZsWJ9M193yZK1TXzlyo0F+PrskFWYm88PLVtXVq3dUrZcvr2ce9755aij31y4MY8fX+OamR3bDDtt+2Re28Ihzf2TuyTYBbeCwXlt0e2C3S64rXU10E4UBwoAgQQQ2rE/5irGagd0E+yzAbLxFGsXSMyiVAFGg37unKDOAN5g24CejDWrBliD73ZQNrrUC9RqU4j7J8jVPoOG+zSwYEmL9RR0AhAWZ/tmfwOZoFYAnAFbUog+ZbQDUkEYKZ0yseIFbKWBNakt0j6wAoIpwf4AEL/TQkq+Y8sVGYgCS7AIPrnysnIGVFldxcGsOGgkgWMAGPjSO1/OHQh1PgFlIBWU0iujrDhQlhanCyDbH3m2K9hHgEwPiFmSQW1ckllsQRSXZDr7o13lbR8Y+61gHtg6b84J+HQdgFpW2wCuvpn+mb6q38ZiC3AFdWO5ZbX1DGDkCtxySWa1FTLe148Dt7X1NhZcL34SArjmpevjseY6l+n/+pK+of/pA4Fd14xzre/ry+nPeUmjP9dAC1i5K2fxqsBspBciNQQrRycoE6nNOm37rg/7nH7KKuxZ6aWFc37TTTeNW2xz74qsGQsYC/Lylzjrbl7uyVNP3vhzIhWmQc5p2K0PqAvMgEmH72H3vhu09sDQH/u+D/R9YLJ9YDKwy7orGPAY7FiBNA/f+pkwyvN1EOw2n+vxfdp93o15+K+MhVqpbdu2l0suXVCWLVvbWHR9a3fl2IayfIWFbDYVFt7Vqy8vIBj8LliwoqxZu6mcceY55Ygjjy63fuO24Rubw7npd+mHDoW4wSV3SkBqkB6LVIB3pkEX2AZ27QOYkGYt4xLqM0MGvkAKzLDssgaCFgNpVq+4LWfQD1gEA3+D6Qzswai4IN6VpgMAyQ8EtMFWG6DBgJ21lpsosIi11LbtQwAEkIKPwKxyQqA2Fi9p5cBKrK0pmzKkMsAVKMS6m7bp5ANqsJQFjECS/XDv45L7/ve/v5kXDUQdW5ZagYXT8QaWYJMlFdTGWgssBcDp3IBIgCsfyAJYIPn5z3++qQtwvZwI+AJNabBmyxhfAAAgAElEQVTqPNq+etoEuOqnPXWklbcPZPpC3KbtM8hlrc03eNXTnjrq6zfm2XJ/B/WOgePDUgpE9bdALcCt3ZHBrH7qmiBzjZBcmV0/5trGJZnltobbtuU2Lxq4JgdwWW5jvW0Dbg23XlTUkJuXJvqZ/pB+ps/oF0BX3wS7LKtZqCrzdtPf2/0cnNbQW1t4A7okfQA5QNwuC2IF5bUZeGYNNoVCXxR3jdlPwX47R6y/xx13XNNXvLz4+7//+3LHHXeMP0/r+1ltDa4B173O/U/ZNhRP5yNhzsCugzksuPjcGPnkB3Z1+sQzfzdvenrLbj8gn+yAvC/f95m+D8xMHxgFdoFtQFe8C3Yn+3AN7JqzW1t2ZwvssuruAN5S1q3bUOYvWFKWLltVVq7cXLZuvbasX7elXLX9urJp0/ZmlWaQaz4v+AXBGzZeUc486+xy+BFHjcNu/Rye7PGebeUdC38ZFEob8JH/9E//1ABXXJQDu/WAfrKwO5EVt50fiy7ATZ7ti4MPC99Y4ObDH/5w+dCHPtQAlu/tAqsTTjhhHBYM8sGlwb8QyGT5MsCP5bUNuDX8xtLVhl1luH9qx0DcPgVUbSfbreE2oB1Lm/2rAzCp8wK3IFUIuAZg1FWGPoALZqTpbRssZW4nQLJvxpxeClgwiMuoFwWOHbgFi0AVPMaSSson4y4cHXAM6MrLfFhgK4Ba82QDs+opY/XslFUmVl3ticeaq00wC07FAbB9Uy6u0+Zwc6E2R9g3bFluWZ7tc6DYPvie7ac+9akGpryUAHwgMVZbMKt/8SAQz0sW/THXg34o5BoAtlyTY7UFuLHaxi3ZN26zmJRzYRyfcwJs45LsXCUObgO4bTflGm5jxY3Lct3P00/qPhKrLlf+GnZrV+Z4POTljr6fFzsANO7JgFa8BmDwGsDVx1jHpcGuVZwzf1dafsqmHl0AWDxtk9Ig2L7YX79BsJ/vfOc7m77sPLPaA+Dc33L/zjd+pd3r5OdemDJtII5+qrKH3Z0H2k3CG8B8egjk9rA7MwPTfsDfH9e+D/R9YDr7wFRg1xv/tmU3D9L2gzf6tgzsmrP7gTOXNG7MdA3s7hcLVLV/0e7p/A7zs7ZuvbIsWLi0XHTx/PK///cx5cgjf7+89jWHld/8jWeWX3n8fy8f+fDxZf3abWX50vXlkksWlxVja8u2K68pZ59zXjn88CPLLbfc0jTeNbDZfatzK1X3tXrgB3bMFWTVMohnuSIz4DfIT5ouoYbSAEFk8iYj1a3nPdqO+ixsFur56le/2rhrghJAI7AGsgyCQEARuAR4sXYBQIBj0A92QavBcwb2pEE8XWDY4N/gOqsPA0qWVNsJ1AaopWuABRoBVRAaYCXp5ScEagfJun6sdCBXfdADlri+GkcCJPtov8EDGPAigDUzVlBQG7ANzMadGGwCU1ApiNMBTmltMNY45qDWfGkSbGgr1ty4FQNqVl35AsCVB2x5ODp/6mhbm4Jt2SZrMXgVWGzziR9QA2yBrjbAs3raBrYstj51BKyAnePn2HCFB7Sx2ooL4Fb/1u/S3/VD/U46VltzbcGtdtzLBWDL9f9Rj3pUAbeuIS7J5twC20Cu8X0AN0BLxh2ZDOSKe0ERK24bcgO6+pw+nlBDbt3/0mfaVl3PxFh1452QFz6ka8K1EODNtUHXBl59LcAaMJYGuUAV/MbKGwgGsoI0INa+IB192gwIy6utw/bTiyfw68WTfeY95dNP+pE52QDYX+53wDZhpp4Pcx5281h1swC7LpJYb3vY7Qfk0zkg79vq+1PfB2amD+wLsHvsGbMPdvN8NCi5/PKtZf2GLeXCi+aVl7701eW//T8PLP/t5+9fHvqQh5f7/8Ivlhcf9IqyfduNjRvzZZctb+bzbt325XLW588rb3zjEc1iS3V7ic91Gdj1QiFxA77TTjtt/JNDQNcAHwCIG/Ab/M807AY2yABv3JiTBkYGvICFdRJ80bHwGiCDvgAo6AUG0kBAHPgYUBskK2/gHuut+2UstqAYfGpDfXVruAhYBHClE+gCssknu/JrwA3UkrWbsrRy9gMI+Y0CsKUH42CAxdbKyI4FSDXO5FrMuBJrJ7gEhWBSyAsDcRDKmgoSAKQAQtWNHqQ65gCXLlALNoEm+GW9PeWUU8bbALkBUttRxiJX9lGe8xc3aPsLbL18AbPckQWuybYL2m1Le7ZhZWQr3GeerRcSjlFWSNZvAreg1kuT9C99Wh8HtYlLp98D21huuSVzR7ZScubb1i7JADdW23hogtsELySEWGvJwG2gNpDbhlvW23bQF2tvAP1LmtQn9BmQ66WIvgwEMQfrvudXxgZeiuSFDqt35qOTsfS6PgK4ZOK1dVf/c12B1tqq61pNAK6B14Cta1DdWHyTTweogXJdRjzQrIy2be+P/uiPmrLq+B2x/vqt6vAG0T/1oa997Wvl3/7t33a7//WW3Z1PRg8FHTwPh1EemMrW5eu4C9sbpxp2c4HUMiBM9t/ZnZmBay76XvbHt+8Ds7sPGBTGSrMn51ob3iAbQHBVzpv+2m3ZW39p0kDJoEmcpQVcTPXvR6WU75dSjj1zYfMZIo6pO9rb+ekhc3d3uquOr8s0HpnqVqernt89+LfXC2Sy7C5fsbJcetnC8qpDXlcOONBnOB5bPvCBvyyvPuQN5fnPf2nZuvX6Mm/hymY15kVL15bLL/9yOf2Mc8qRRx5dbr/tG8VnmHZsb/h2p+vX7evtjPeL1tjEQM8gk+uyQT+4jWXXwB/kkrF6BX5jsU2d6KWF5NcSvCbUevHMjUw7ygEUcCIftJhjCd4M2lkMQQ8AAk4+ZwI4wIKBf6ytpABY485rQGzwDwSAARDNPF/lAAi4BA/ANTChfqCCXj26bEtavry0Kz/wmzrKyc+cW4CSuDLaAEQBKCBEb66lwf6f//mfl49//OPNAj4AFCQKLJ3gFFQ6NmAUHIJKcBq9PGnHDfBKC9qiEwe9gWRAKk8wfnUOvCCxWrGFnQA0yCW1p55tW2AoIKy8z81oG0Tb31htSe7I1157bdm+fXvjWm37oFob2v3MZz7TzC1+xzve0QAakHPOgL97bb2AVNyRSf0nfSp9mcwLHX2b1VZwL+eSbK6tYIzOA5PlFtBmQSljcuFJT3pSI+1DzhXA7Vo5ma625gZyyUBwQJcXQkL6ZV666E/6I5m4/hTQDezGxV0fN+8VAOIO/R4Esuq6DgK5nmmCF0EB3UAp4AWS+h7AJGPBjZQfGKVLmk48cJwyYDUArE3xwDKZdHQsusA2eakbqT15ypn/q6z7hXy/0T3DMfDbbO/4449v7h2umW9/+9vN54nqe2Se0/UK9vJTZtj9fs5Ydh2E9kGpD1APu7N7UL0nA+m+bt83+j6wb/eBfQV2gS+e2/EN2QlgdwhkDntoT2/exNAJeH1nd9OmLWXpshXlkkvnlUNe/drysIc/sjzsgAPL29/+P8szfutZ5aUve1W56pqvNqA7f+GaMrZ6yzjsHnXEm3vYHeHEGZMYyN1+++0NeBn0B24DBdGBhTrUQJt4Ldsgm3RAl4yuSwKUGnRtG7iAPosmWbQINAEsMATCWHoBAtgIDAAEIAoKQIA0kJQGtdKBhoBrAEJ5ZdWXJ10H26ghA4zKj14c0NLTaUuaxU0At+rbD5DD0BGLLT0oAQZcci0gVa+MnNWQY10Fs4FaUgCoQqyvjlcd1AWmJH0Nv4C3Bt/kRQJR8Ko+gLU9ksUWAHsR4bwIythf50xguc1ngFhtre7M4pby2rCAFCu13w6+HAsvF4Ehqy1QrS223JH1o7r/pr+mD3uBo9+ZbwtsyQc/+MHNy0hgm+/bMmyx2grckQVQC2ZjjOKJKThf5tvqlzXg1pZcIJtg/+vgvCfou/pCrLj6Zt1/02/T50g6UtDf6r5Vwy4X5gAv0BWALwCMdZcM/JKOOysu4I0M/AZeQa8+GuCVrkE4YJt86VhkAad4wiCIVS4wHLAlo0+e+uKswQLgDfwC3z/+4z8uf/Inf9IE9cG+l0fCn/7pn5YPfOADzSJ4t956a3P3rCGXIkxXs9yg22wPuzuPTGC3nrObi6iWvWV33x709lDSn5++D8y9PtDD7qBH/J7pa4M3N+ZFi5eW8y+4qIHdX3nCk8oDfuH+5fWvP7Q863d+txz88leXL1/3tbJwyZpy2YKxsmxs4zjsHnn4m3rY7TgVGay1XfZY6QzsASaIAAUAASxEAonAQw21iXcBa5duVNht11UP3Ng/IGUMBa5Y/gAvoJPmhgxKDP4DC0ATsILOWMkArfwAhLg6ypDK1yARWI0uQCtd6wK72qfXHqgFHtqlBzsgqQZbIAIkDMZ98gfs+W2xkgJP4MrC6XcKsaSybCsLeB0HQdlYcaOr9fIE8CokDXrVtd24MANb2we0IBiYOv7OAwC3r1yKuU+rpw1lsqpzFpSygm4++2MuL3dmbZAWkLIaODgBIeDWsTQett4BmGW59QIkL0oS1wf1TQDLO0EAsebTGmOz+tKx2pJZTEo+iy3rreAaMC9cCOQGcDPNUDqWW3Cb0F5gigW3tuKC3VhqA7eR9Pol0A3sBnL1wwT9J0H/c3zyIoX0IkU/E+LCLM6yy6IZ2I13EwAGeo53xjE18LKAxoUZ7MbdP1beAGxkwJasoVhaUI4MnJLS4Fg8sApEwSkLLV0AN5bbzAGWTl1lWfzJ5JPyA7qsvACYy7Oy8lMHCIN758nLmgAtd2cW3tw7Iztur7upetjdeTh62J17A+TcTHrZn/u+D+x7fcCb7lHPSw+7uz3Xpz3Bugt2ly0fKxdceHF5xSsPKY9+zOPKww98WGMFePazn9tYdrduv75ceMmSsmLV5rJ0xYYGdk87/ewCdr9x6+07zN6NRXtii/K0/4h9uMEadg3ezHsEBGAX6AoBW7ALJsAnXeA2gJF0G04HpYfBbp1Xt09v32wf8HDhBVKBPeAE/oCgwSswAQ/AMpALPKXpAwzS4gHWOi+wCyoCtgGL1JcOcCRPWgAe6gVs7ZO4uqDDwNrAmzXppJNOaqyaYDXQCWDBo98FZAW/z2+ll1aGLgGM1hbeWHUDwdJANNuoYRekCsA2rs2kNL2yyQe+QJhOm6y2FrwyR5g7srj5tlZLFlfGftvn008/vfm9mWcLtLygAGcg0rxY5zlwG9d2/QHc8jgQ9FGWWf3WNBErIbPMgtYsEmXBKEAbqAWVoM95ALm1ezLATT2gGzdlcOvc2TcyrshAlvUW5NLJF6ePFZe0rYRY8KWBbuC3hl1x5WrYFW+/jNGPaq8Bcf3Oi5VYd81fFsAuK27cmB1vzzoycOuZljjIFfTRuDaTAV/QCiKBaqy+LL3RyQ8cyw/k1sCbsrEQx7qrjHhgl4x1FqRKg9/oArYBZNe/MvQCwFWPBLR0gFh5ZQWgDfwdN+fUsbj55pt3u4O7ZwZ0yYn+5jTsxv/bQephd98b7I460O3L9eeu7wOzrw/0sDvR43vv5XtWNq6NK5aXL11wfnnJSw8uD3/EL5eH/tJDmgHZ05/+jPKqQ15frrjyurJ0xboyf9Gqccsu2D3ijUfvgN3xuco97Dp79RhEXLBSqUEveAAULKdgAnDE/TOg24bdgC45CG7b+hpo23lpB9gmKJ9ymYdp0M5ayCIogF7gx0JpIZq4lRr8BxrAaOAXKCRey0At+A3kyhe0Ra9u8gK4dPKADugBSqR6BtFAwQAb2HqxwBoKQMEk+ASBoDaWTtZOi+kIsXzKA7lCwFGc66/6rLaB30i6wK+4bSW0gTdAa5/MtyXjsiwNcAO+JJ02vHQAuLHYgmDQnXPDSuac+EYq8AFezgnYA5csrZlr61znHOe864P6pn4JboEtq20WigKtgVnwygWZ1DaoZNkM1IE5cdbilMnCUqC2dldmdXcO46YMXGO9rSG3Blx67syB2y6o9bvpA7ix6Eo7LtKkvpOXMOJevuh3gVp9Ly9UAr7SYDfA61gL3L9dM3HZjfuyFw2OifGMuJD5u0C3hl1x0ApOA6SgtAbYAGtknQduU54+QXsB3liD5dXW34BswDewmzTwDeDyjPASCcQCXO7JYNf1F+ilty3HgweBuGuUHgw7/vp7PlnUBt0edltjgbwFiLp+0Lgh6HAuuLgq1+7LiSeP7Beomn0D7B6a+nO6L/WByQDfvrTfe3tfestunmrTK2uLo8HzipVj5YKLLiwHv/yV5TGPe2x51KMe2Qxanvk7zy6vfd1h5cqrbyzzFq4oi5eta6D38iuuKqeedlY5vIfdzhOTQZrjbDwi7Tgb6IPLWM0CuYFeEDoMdAOpgdJhchjsqlfnJ572bIcrM7gBZ6AK6LFsZnVflkODfb8p8Bp4COQGTuWDWDAR0AAV0soEZgMZgV35gCUurACHNQ5YgAKDZnNsueYCW/sIOkEoQLWP3H65/wqnnnpqs//0ygNF8CtkHmvS6osDfCGgTBfLrm2xpsbyKj0R7ILbwLe6QLe25IoDAC7v4NbLKBZdbQNy83ftv0++HHPMMQ08OB6OnWMDKrkj62fOYVyS44oMaMX1M/EsFlVbbc3VFeJyzO1YHPAaI9sO65yxteBFg31wLp0jY+hALkgVjLXtG6hluY31Nuc2aSALfulr6I0lV/ux5AZoA73SAqCtQ8A2wKvv6Ye1V4E+p7+R6a/6LLAV9FEhgBurLsgHuQlgNysx5/h4jtEBPpAr3Qbe2rILWIEpOAS+NZAGcOmAZwATmMpLWel2HNzW0CsdOK7r0kWfduSLx5Jr24JyJBAGviDYfhsrOCZeevjNsRBrx3Eh9ePvfve7zeeJ3Eh/9KMfjd8v21zXeaMtpcxZy64DlIeLgzMbYddAeSYHyzPd/t4eMO9v2+uP//4N5jl/o8j9rW/a3/yuvbHvPewOesRPjx6M+fTI6rVryvyFC8ohr3l1efRjH1N+/ud/rhlEP+e5zysvfdkrG9hdtHR1Wbhk1W6w+8bDjiq33XZ7tTO9Zbc6GOPz0YxLWA9ZwwAluG2DLvgYBLo1hALROiSvLQOwZDsPCEVft0Unz76BJMFKxOArbrkADXgBQANn8AMigABQEAcL4mBCWhw4gCFBPmgAEdIgQ7lY9cAOqKEHFe45Btrvfve7y0c+8pFmtWCgCmrBJwAHssBWEE+Qp6zjD3ClDbLJWHPrPGWBb2A3rtuBfTAbAAb/0jXsOj4BXnrwmrm6JGutcSm9wHILbLkhWxDMirW2ZZ8C5/Y1ljOQ5Pg5PhZzsuBTXk5wSRbPOXQenXtWXWCblywAl9XWqvUst8BUALMstVycwS1oBaEA0rkEdqx0YAXcAkb7oF+nHS7N+oR2gK18llwQG0stCWYBbCy2ygZ8A7vyA7Ti6pGB21oGdB2XuCfbv0Bv4LYt9c30wcBu+qk+rY/quzX4BngzT5e7fGDXsQnsko6X/gv6pJ0/Vl4ybsyRsfDGjZmLsmsMlIJDYBlXZXEAGXdhYBsgFZeXAEbjUpy2aohNveiUVw60BmazHXnZFtBm3dW23+A3gn1B2v77rY4PCYZzP/m7v/u75lbpGZQFqsJuAV1yor8edncepNkGuxloRk73gDPtRk53+317w0Euxz2yP17Dj9e+dnxy3kaV+9r+T7Q/7d81qDxIHZQ3GX0PuxM96qeWH+8ngwluqsvHVpQLL76ovOzlB5dH/PKOhWYMan7rGc8sB7/8kLLtqhvKsrH1ZcHilT3sjnDIM1hLUYuvGOiBDEAJQoAtl1EBoEjTy68BtAbVlGtDcV0mce0kRBepHfE6P9ukFwdMXF0NhH2mxgCchQb4xr2XyywAARc1KCQOysTBQ2BYHHCAEoATsA1MuccYTGv7Qx/6UAO2wA+EglUwazVobrsnnnhiE8TpBIAYSy4ZsGURrdMAUnvaBregGeDaDpnfCGzjrgxuxVl2EwK20smLxRfMxiU54Ov4+RQQuGWxpY9VmbT/WUQK2IAnoAUEQaj+AmpZZ+OKTOoTArDVj8Btvl0LYutP/IDTWG9JgBq3ZHAKEJ0781CdN9sHhfQs+cDY3F37w1oLiAGueMDW/sZaC1ADsNoApjW0etGhP4BXUt2UDxjbLuuwNtNGYFdaG/ohnbh+p08FlmsdfaC3C3bTVx2D2qrrONCRgDdWXZZtsAvq4sIc4PUMA3quHUEcCAJb1xSLbvQB4Dz34s4MGhPUAaGx+ro+hUAwYBWnC5TSAVL3dHoQLE4PZmudOkJAGuQqp4y469K9DAz7LZ7n4NZ1m9+pz/pNuY5dY+aVf//7PubnKwB3NbJ+DokHenP/7GE3T5BK1genPkBuLN5AuZBdjIILph13gUdvAr23iTphPTBzMqUj67zE5Q3LT7lBMvUjB5UbRZ82IkepM0qZtFfLdr3ktfV7Iz3KQDv7R3btU53fFa/r1Pm1PvGufPs4bD/VSf3Irnbqcmmv1qVuLbvaqfOHxVN3WJk6L78z+5a89j6m3UEy9QbJQfVG0Xe1qV70aaNOJz5Mpl5kyraPRfS1bNdJXlvfdXyVSfm2bNdv5081nXYjp9LOoN9iUOAezhJhdc98V9eCKQZcSZP1d3Z9SmNP/u7Y+Z3dvzxrUfOd3R2fkvWmeX/49NCgX35vy6tB99jK1c0CVQe9+CXlUY95dHOsDY5+8+nPKK945WvG3ZiXLF9bhC2Xby9nnnFOqS27nrt3l7uaMGjrc0mfAZ3jwoXZIJ17aQ2soIS1DVgGYOkEOuBJ1m7O8ugDNykDXMXrEIBty2wr+5JtRq8NsMSyy9p63XXXNRABqmLZZX30yRqDf0ACEAKydAKQABnaAC8CSx7QAAvuFwbbBtC+3cs1F5AGaH3v1aJSJLA94YQTGklXB5CbesoCRm0EgqVBb4A3Ft7M2ZUX0AW3wFcQB7Eg1+9NGswK9CRgZfkWj6WXjiXXYlI+AQRsldGG7QfC/SZzjLl/gh0ABcZAo5cjzkE+/QNya8AVTz9x7jLf1mrI7o3c0MnacgtuM/8W5OqXzo/zBdgArnMGOJ0r1l1W3szdjeVWPQGECsrrB+rEWps2IoGoPBLsBnD1B8AKVgOsyhmT29d8wsh+eRaoB2JTntRGgnLaE6JLWekAbh2vAdfxTx/OyxrQiwucH7ArnkWpHDeAl7mpQNfzTP8mY9EFgJ5nzrO44FmJNcAsfQBYuTooI0+5WGdJYBtgDeDSAU1WYbrALinU1tnoSDCrHwJdae1qx4JTrLgg3e8B946X/bUtv4Ee9IJw1lvrJf3t3/7tbrf8ms12y9iDxJyy7DpODmI70Ad2XeyB2cgafGcb7GbQWcupDEDbddLeIH3yI9vl9pV09o/s2qc6vyte10l+ravjySdrfeJ1fjueMmSdF/2gNpPflnUbk61b70O73VHT9fbrOrW+K16X7Yp31RlVN6i96NNOO00fXVsOyktbXbJuI/m1TnyQPuUmyk+56ZbZbuR0ta+9YbALcNuwCyjouP3tyV8X7O4/39kd9Mt3wK636HmrbjC+YmxVuejiS8sLXnhQeezjfqU89KEHlkMPO7y86KCXNp8euu7GW8r8RWPNvF0W3k0bt47D7i233Lbr2Vvu7mG3WqDKMTYu4aoKFrysAZiZKwlUBIN5wAlYgCZwjS7wmrKBm+i7rLPaEQKxXbIuE/fW7EMkyPICCbRxIVaH1VGfAW4A1EAfzBj8ggQgA4LoQBTgAAdcHA2eWYU++MEPluOOO66BV0AqgD7w/LGPfawcf/zxzXbIxG1XvqBsDcH2A+QCXkCbNunEo2fNZWUCm8oJcWcGs+A3gZWVdZe1FqCKB3Zj9Y0bcyDXXFwuyT4HZOypfA3efovPHTkGQAccODbAjuWVtdYxd05ry23OcaQ+lH4SHUnnHLkH6mvadP7AqsCSDhLBIJgLuAFBevthfm6swMCWtdZYOVBr/Cw4x7HMq+dcA1jnHfSKk4FOcWUCuPYBSOovdPK9DAH5tmlMrl3HB1zFesh6Gquw/dZOgDaQq83AsDzbAbhCLL5JB3K9qKFzXMRtV5Am43Yfiy7ozssBcftnTq4Aej0DPb9AoL4PDAXACFoT4u4LTD3r6GvIFQe6tU461l3wK167O4NgIRbalHH9KRvgBbD6YlyRgTF4lc4iUrbl9/h94F7wu/Ob9WPlXWMbNmwo//AP/9Dc8zyB3Pu89BPEZ+Kvh92dB9YNx4lxobtAXUCx6u7rsDtdA8a0k4EoGd1kZdpo14u+lu0yM5Xek98zaJ/q3zEsPqh+ra/r1/rE6/x2fFiZ5E1W2kbq1NuLbphM+WFlBuWlrht/vQ/KJ2+QHNTmKHUHtRl9V9vyom+XS3qQzD6lfi3Vye8fVJ++rjMsPqyNOm9YG9ORV29rMvufbQ+qT+9h68Fq0Na27Nawm09jGOiJ97BbDy1i0d0hM/C48867y5o168qmzVvLueedXw568cvKQx768PLTP/Oz5f/6uZ8v/+V+P1ve/La3lw2bt5cly9c339pdsWpj2bD+8gZ2jzj8TQXsBurYdll3+79SfvzjH48fhm9/+9vNQJqLKZgJiILMGloBrjzgwgUV8MiPZVZ51jsyQFq3lTxyWAjcDpJgXH3btr8+X2MsZZsG1WAO8HH5NYAGQuAHnAAo9zjlWIne9773NQAbICUBH9gFtgnS0YsHbK2qDHRZfcEivTZqyy6gjWszwBVn2TUAB5uglpSmB7Igl3U1rswsuXFhZuWNKzNgBbVCXJfBP9h3TMAtV2VQrC37ZXu25bexWsf6xRoIyHgP6gsstQmOM0utc8KaK64f1GArLj/n3PnIeXbOtBkrqDx9iN79kJXXtkELKyUYdM7sSzxkjJNZckGn8bJ5t8bMQl5gkLHQA1TnPJZbECoENMFtXnjYtiBPvdTRd8AtyKYDnKykoNG+Gr+DT3WUs78AOpbayAAvGTfl6KTrAHgDwGBWOdsN5NKBYFJwvHhqfCYAACAASURBVBLAbm3VDfQCcvudkOc82PWcA7rcfKUTjwSMYJYMDAPUOoBgz0JBOdcXOAW14ikrDmb1OddmQiy36tDFrVl5ZVl1Be3Zd8fei4W8DHAeWKiBr331rWb9nNfHHXfc0cAsN2TPFqsr52Xq+E1w50vALn1dZrLxOQ27DlYe5m5Cbdh1EQd4E3cxJ74nbswZvHXJQQO6umzK1LrpiqftUWTXNofV6yq/N3T1Pk1le3X9qcYn2m7d7kRlk1/XGRZvl0+6S9btJL/WiUc/SKb8oPyJ9Knfta06ryve1XZXucnqBrUbfdprp6MfJFM+clC5Lv2gOtFHDqurTJ2fOrWs88XrvMnEJ9tOu3xX2vbpPdzdw9uwKx3YFW/DrkHmVP88P+6o3Jh/6EF9TymNZfeeu8o9d98pMf6c8c66eW/d/AOU+9rf7rBr7/KMXL16bVkxtqaB3f/5jj8tb3nrH5a3vPUPyqGHHVkOee1h5cyzzy9rN1zZrMS8YPGORao2b9pezjrz3AJ2b731G01b2mscme+5c1/78Xt9f3JsbZhV4wc/+EFjHQ3EcDMFsmCEqyqAASlgRRyoiIMb+bHyAhfxBGW6gnLDgm0Ekrqk/GwLhBnAb9u2rYEfMAP2WEK57JouABwMxn2X1zxbYApISbAKXgOzPo+TYLEpgAsKuT4qC2bpxAV5dIBXALzaTgjcAlxxVt+4QQeCgSewrQPYBbfAl7U3Vt+4M8eNOfNwuSVncSk65QG0AHDtK7AHDKAG/IA7wOj+BFABLLjVDwR9IBb7QC2dsgHa9Ad9IufNOdcHYsF173MvZJHlQUCa9gFilVFee9LcmO2PcrHcGv+y0gqxrBoPC6yugFaIVVZ5kAp6AaoARuWDWUGfAJF0gn4DlAGrurZjHK4eeNTH4h4LZrXp2PHK9Nvst/LaDDgD3ViO6QCt7Ypnm6y8gWN1k6+uNKstyAW1JOgFtiBPOgAc2PUyRx7oBbqAEBgGcsWBemDXc6wGXHGwCGpjrfWMi/WVpA/YkinnGks5wBpwraEXvKpTl+WGzILL0hs4VodlV38Fz86BEFfsQK7jw5qrPdcl74W/+qu/aubXAtfAa6Zt5GZLT0c2z4besrvroesgOSjm19YPixy8qUgnRod0wQRwXWiJB3BnEna7BnLR1QPK6Mha3xWvy3bFp1Knbmey9bvKT0ZXb3uUuLa7ymWbXXkzpcs2I9vbiZ5MXltXp+tyKT9Ipl6dP6x+ykfW9cQH6VNuovx2uZQfVaZ+l2y30VVmKrp2u0mnra508gZJdbry0taost1Gu95k85VPG+26SSd/mEzZyHbZ6PdEalN9D+5BsJtBXht2pacLdo89c2EJ7O4k3v0Ydnc8RT1fMzhZt3ZTWbJ0ZVm6bFVZsmR12bR5W9l+1XVl85Yry9bt15Y1669oLLrzF65pgLeZs7v5qsay69NDWY35HvDfW3bHhyk5vrHwsnr4VAzrmUE/CAEgYFYAncCSNRWsBGLlBYpjqUteoJccBrfyuqB2mC5wZZ8AijmnXCABG4sO4AV94NbAnycF8AOndEKgtpYAV5kALsgVpAPE4qAWQNKRgV0AHUtvgJcEnIDXPsR9uW3djSU35VhiQWtC4DfzcC0wBeizcJR6ABpQH3vssc1cRvcnMACigBsocw5Bbay1iZOstQDXuQevykqDXcc88eQ7d/pAwJZ3i/secAWsFolitc0CU8a65rnaD1Zaxhs6+eCWBdX5TFAGVBoTGw+DUHUCtMAV1Errt7HexiVZPpgkAWb0YFWb2tae7dEBUlAFGgXHDZAalytnP/O71I+bs3q2A1CzzVh1A79kvS/21f4on7LisdbGJbmGWvDqfNpHoBcXZmVTXl7ceWPRBYkBxRp0PceycBOoFGfRbQd5oJYEwgFWMrALdFlhEwCoIA1eE5QTN/c2ddJeLLr0oNzvwEh+h+BZK+23AGrXpkUM//Ef/3F8AakAbGDWTY81N5ZdafG2hXcmoHfOWXbHnzCtiJuVk9mGXRduLm5yqrCbwVx7sJd08ofJrrLRdclhbSVvonpd+cN0aTeyXTb6yHb+sHTqTJe0relqa5R26t/WVX6i/K46o+rSdl1+2O9P+ci63ijxqdar2263kTRZl+uKp2xX3lR1abPefjveTk+0rbp8ytIJcWtKukumziCpTp3X1UZ0dblR44PqTqQflD/qduty2pL2kB4Gu7HoAlyB1YxVgwvlVF+aqvejnZbdD5yxoPzgntJw7myB3Twm77qzlDWrN5TL5i0uCxeZa7i2LFpkpdgtZfmKNWX5yg1l2djGcum8lWXegtVl+cpNDfyy7J5+2ufLYYceWW677bamuR52c1TvLbn5xQJigSfz4VhYDOCNPQAGy5FBtME+CAU+6c9gFuCCHlI+CBJPXoCWbIdhUNuVp91YEeNKDSZBIVh75zvf2Vh4uPgCQdenATcLKpgFt4FdaaEG4LqM+bvyWI0MrFlxwW1cloFv0oFcZeTHgmzfYuG1D/U83bgUA19xgCuw5pqfa//jnsxVmQ7MBqDF7S+rNasZkHGeQBVQdE5irQ3UAlgvBRw7x0savOZYO7d08mpdzqmXGu5jwFbIZ4KAbcCV9OJECNyCWSFwCTQDrxnvxsBDH4AFmoFf+Sy80sBYHtgVwDyAzJxY4Agm5aV9dUGxtlmDHSdACxrTx+mUcfyAOrgV7JP2gKltaV+orcry1A+8kjXsSruu4oLMUitI02vfb8hv1Lb9c05ZM+2nOBAnBQwh0JGgEBTr90Ksu5mvq48InmGkZ36AN7ALaIFt4Dbuy553QDTuxSSgjbVXnrT7BxiVH52XUfSC8mmDCzOrrm3ZH+fB74g1GsTTyffSyrVx4403NrBaAy2A9fIuL/Lc6cTrNMDteu66/+UeeO875NQ1PezutBKDXW8p3BBcxC5AFy+Zi3M6YNegLAO9ejBbD94GxVOvzo+uLesyk42325pMur2tdt2J8tvl63S77p6mtT1RGy74icoMy5/M/k+mrG2Osv/tfcs22vp2ul2unW6Xb6cnW159x7p9vLVTt5122/q6jHjKtfV7ku5qs96Pdn7SXTL7UdevdV11oku5tpwoX/mUiWy3Mdn0oHYm0g/Kn+z285vILtjl1ha4nQnY9eitYfc/755dsMuj7Cc/uavxvV45trZceNG8Mja2ocyfP1aWLl1TFixYUVav3txYdBctXVvWrNteYtkdW72pbNp4ZTnj9LN3rsa8A3abVap7y24zaqsHdQaI/jIAJOV/85vfbFY2fu9739tYjAy0WWMMeg3ejUtADugEP+LAB1wJgVwy8cASWBUGQS89yNJ2oDa6wBe9dqVZKA2krdxtoA1QY9nlzmwA79oHo0AXuAqBXCstCwFbZeS1gzq1dRfoCrH+BoZtB+yS/z979wFt2VHd+V9jgyIgqXO3BPYwtv/j5fnba2zPODEGA4MRwdiAQDkLSSYKJJQBIVAORpYZgwgSQercr3NWKwM2tqxowPhvWDaYYeGAAaUO9V+fuu/3unR0bweppU73rVVvV+3aVafOuSfs79l1zgGl4FYCvcoisEmJ7orqcuJFb0VrRaXBb/rRl/aWAeZFxawXkBH54zfa/gA205HBbQu14DXTkAO4IDfAK3orcmtby9PnhgUdwHVesxyR20Rs3QCRAG4gN4ArggtwE6FNJBU4JsXfBbCxC/QqS4FfNuosx/ItRxl8iszKpw9t7KdZTiK/9mVACi5FYgGmtiDcudu+rH/blJ6tfR6oBpC1ESkGu+mHnbI+pbQh2bQJ4BpHpif7DUGtdpZpzNbNMvgnjjvQZwyAN5HnwC6OSAropgx4E+EFvJ5tlRwTIqS5Lorm4gMJjAZ85YFmgDZRWMeavLElBWITxQW2bjQB3rSz7waCLdv4wK31t02sG52xWsb5559fp+ibntyeu5yrgGx77qons9HILdvYO8/FLvrUpU17Hmx1Tye/28OujS6BXT9qDlgHvYM1B7/89obdfo5gDo5W9rPbGl3b19bmN7ecre2vtd9c389EfQCsC2FbuqytGf+W2m6pXTvGjD9t27p++a5dymQ/+64u9l19t7w5u+7yYt/Vd/tV3hKbfu0G6fr11+rk+5Wj7yczzm7doDEM0g9qn/13ULvsF6lPPylvTrIfZNOvLv1HDmobfewio2+lOmUXY+fwOIGcpThMdJuD3VyAt/aCCna/X0o5///MLj9qYXf000M1ktnvOaRn5qWTWzv8jn2e2X2iev26UpYvW11unj6njIwsK3PmLC2LF6+p4Lto0aoa1V287LYa2V2w6NYiv2DxLRV2r//kZ8vRRx1fpzH3tnFvGes9zzz8e8IWSOSDQ8gBtL1ESEi6r33ta/UFSCKWnq8zK8EbTjmonHuOOQACnpnOCoADui38BnS7EkwlqesHu+rpyUAwW7ALQubPnz/2XVgwKdILdj0ywPE/88wzK+T6lE6glwzkiuCa/qvc6uiBL9AFm5FtRLeN+AJTUV1RV0leAqvgNtOYTWkGtyLQnsVVp0+JrX7cbLCtwQYwAUdAC0BadzBr/YEtUAWv3TKduoBuAJe0PUnRXL+T301y7gJ9OX85pwUwE8HltyaBWnmBG2MTdZXkJSAZcE1EF7jS83eT+LzxgdXTg85AK0lvKr19zfobP/imF8XVXp4tWLTNgCJIBJVswLnxGre2+SYv0NQmUWIyZTLP2AJYcCsKC0DZ2QfbenAL4BK9VdaOznEjaatfIG5cdMaaayjpOVsQyBbcqg/IKoPDlMlWl6iuKKl+JKCrX1ArnwCYfQzgKruuyUtANnk2UqY5ywNcMAtqRXM9ZyuvH3aitp6/BcCA1zKNw3axvWwP66AMcO3vbgrdfvvt5V//9V/HzlUtnLZTkHMNJaXYyefcxt5fbMY6bW70tbptld/lYdcG3dwfmzyz68DLAR3QjQzwBnqdMOzMdjDOVus4xgFrnbJhvvdt4eF2GG6Hrd0HAjtdubX9PNP23fF1y8/08rdX/zvCenIEOBicQZEPzmEcxDbPeZQ4aOxc/LfkOjHoOgJ2/28p5X3X3Fx+3Pu67tizuoCud1FP6/4wmdodTWa7gF3P7E6fMbeMzF9S5s5dUqcyL126pk5nnjt/9DndxbeW+YtvLfPmr65TmW+/7Svl05+6sRz2liPL3z74tRr2zmeZNm6bzV+jd7Tt8myNJ8Cb5eX3AMD/+I//WJYuXVq/vQp8fROTD8IZ56gDIuAExOz/ifoCEjplsCoPrhwPwFWZVEcPwhIRDuCSgVw2lsMeyLEFh6b6glwgSXqRk+ioG1KmZ8uDXS9rEs0Ft0CWVBa9DegGhJUDx3leN3BLSonwgluwSgdwjckywavpyeBWArbq9AugjcEz0xx90zoBAUgDOHxD4Gk9+708CsSqE4mVRGW7yfZPardzzkcB2+6ztm301m+backt5HbhtgXbFnABaJIbJAFcvm0gN36uMgC07qmTl/QBmC3X9GLnU/uPfcD+BYTVa8cWhJKJQDsPGz+d/lqwtQ8DXhAGZCU6ZYmtMkA11Tj6SODmNwvUppxorxsVlmkZ+lZWB/YyzVgUFviptwzbk52pvOz4/645bjbRgV/7N7BVT0r6AZWJ5oYVXDdzzQaxAVjXMlwBdCVlcApY6QO4AWCzKTxjC3ClRHm1bacru0ljfGA/0Wzr7HdR1ocbSm763HfffRVWcw7KuSfnop1NDmF39DXX3qBnp82UiRzorXTAKkdnxx/C7hDccrIayuG+YB/ogl/Ku/r+sb3Xc3vB7iOjsHv6ANhdX9zljmuwc8FuRr1hfQ92Z8ycV5/ZNX1ZRBfselmVKcyAd+6C1WVk0ZoKuyK7ntm98YYvliMPP+ZJsJu3VO/sTlS20TMtOZ2PPvroWLQkERXfq7znnnsqtJlWyxGOs8uRBTLAKcCaGz+BVZFggBIwDvSCWFAG1tRLgeNWBnzBjT7Zg2/Tl/N2Y9OCRXaBpfOg8YFRgOnTJKZHBmwTvQXBYBj80mXqsmguINUW2EYPbEGrfkllcCsyBbhNRRbJpdNOn/qwHBFnYABGgK3tBqJsN9tFhFYCs1KmJQNb05CtM5mUcqBWHwHbgKDt3AVcN+oAYl4m1Q9qEwXNtOQAbgu2AFPKNGIw2SaAqxzQjV9LBmTJlAO7qVNOootvrD/jAOLg3D5kv7DO1t++R29c2oHIRHBBJKAEsGBM/4FdOgngRqet5fqtAC2wZQNqRY1Fe+VTB4JFbPVrOaS2/H4QSAJb9gFh29Dxw15/7AEtkJUCuDhAAr1gMgngAt3Abp59jWxhV14EVgr4BnoDwdEnimsKsgR2HVOkshtfbtQ41owJyIqm20a5GWAb2dfZOmaWLFlSvvOd79QZJInCOucMYfeZPrP36b+9KMq7O9Tq+jR5gopta5+8H9aLB+ygTi4OoERzA7ZkDujohrA7hJtdHWCG67f1+3igryuH23Lrt+XWbLMh7D7hcrfNCvU6uaGUlSvW1BdUzZm7sEZ26/TlRcvrs7vAdmThqgq6C5feXqcwe2GVZ3ZvvmlWOfboE8pDD/xt8eKuRHbrs7uda/I2G/Qu1BH/hMPZ/WtfAOM3YiPa67uuYNOxI8pjGiPnmhPPZwEdgC2RQ7AKZEXZQBlQC8yK1MlLieoCGPbKIIaU6ElQyPE3Ww7c5kVPiaSKHgEL0ApIQa5Iqm/0gltJZDfQC0jl6ST2YFcUNsALbhPV5biDbMumsxx2oNkybBvbRHQNuAAikS2ABj4BbOA2n4BKpDbR2sBrQNc264Itm2w728v2sT1t50AtsJXyVmE+bQu4LdCC2qR2anIgN4BLBmRBZfJANHDLv02ePxuflgShAVk+b/JkW6cceKQHhEDUtpTXlrSsJG3oMtUYVIJW5SR9yAdW9acdSAOzZMAWFLspERjWBrBGp39jND5JGfTx9QOr2rAxXtvOtjVe4wKDgJYEjPL27cCj/Sc6UCkFfPWvDHQzXRlUA+CkFnYz1RjIumGlLA9wk1zjUq8tO5Fbz9461sGuZVgmmLV9rG/Gbj1Emt/xjnfUY+TLX/5y+f73v1+5qD3P5HzSgm54qXse2lnKu3xkt/0h/FjtD5a8Z2FMsbGDOOHZ6e3s3ZMAfasbwu4z67xujaM7tN31f4shPO76v/HTOY6HsNte7bZdvl4nN5SybOmqMmv2/DJvZHF9btcLqnyKaOGi5TXKC3ZNX563sAe+Pj205pa7y8wZc8vxx55UHrjvwSHsPoWfJX6KphzSPM8bAH744YfH/Br17Nl89atfrS9a8nZgz+qJ4HhWjxPOuQdWgCzwJcILXiVglkgkqRywDcCRIC4gB3TpgKLoI7g1fVlENdLzsKATJBgXMAWtoquSKC2wTTQ305bBqgRywavEFiybluylUqK27PUjUixizKkHA8ABYAdsAY31Bv0t2CZyG9lCbIA30W42LeBaf9si2882s00lyxLVzA2GTEkGtkmZltwF3IBtK/meSYneBnIDt3zY5FvQbX3YQGikOn5u4DASbA5KsYnsQi+9tqAVbAZqA8XANHXgLHAL0NyUAI/aGyMQBrpATgrUupEDTu3XAVzrQQdm9RUQBcOAWV+2qe1ovbXTJ3hlnwixvDbq5O27UvqTN0Zlx1ZbzhRmbJEEdAGpmy1gFcjybejMLKCnM11ZlDazNOgl4Ax4zUTwfK5rpmXaBraH9ZU3XqALcLVzo8insh588MH69mTnk5xbnEucO/JHn5kj8kmp3xnlEHZHLyCm2dgJh7A7dKifjsM9bPvM7T9D2H3mtu2usN8OYfeZcUGqo7O+lCWLV1TY9Z1doOtFVYsWLq+fHvIpInBrKvOckd605gWLV1XYnT1rpJxw3Mnl/nsfeJLTtCs4Uc/MVn9yr7YViO06pSw5q4HfvAAm5e9+97vl7rvvrpFOz6eb3ii6ygEGDkDIVFOglinOAA240pMATn3yyhIQpo+dyKhoJwgEnZxrUVawK9IKgE0j5mtx5DOdGJwGcrUDrcqivAFecCtSmxdGKZ911ln1EyimIeczTQAC2Ir2cf7BFqA0TpFacAtcjdF0ZAm4AlupC7XWh07El3SDIGCf7QBsrbvnbQO2oreJ2PaDW2MCtlKmJrdTkgOzJKBtUwu2gDZQCwgDs5F0LeyCwARuNgW5LdwC2EEJYAJU8Cgfu+gDr/pjo95vkjZ0ADhleeNzMwZc2k/ctHB+B8O2g+0JVNlaju1hffWrf4AH9MBmC9C2Ex/fdmarTgKHjgXTlEGi9m0KwJISqAW40adMihrbv82msB+CYNJY8iwwCX5J8Mq3AbDg1foCWWXrrM7NGvk8j6udbWOsoDyQTWe9lUV53UxatWpV+ad/+qd6fnDu8HmznCOcU+ik5J1j5P2RSU8+I+1cmiHsjl4o3Bm0AzkBOWjak0byOUGk3knIDj98QdXQCd8VYGG4DsP9eGfeB4aw+8w5H15Q5dNDvrMb2BXVnTtnQRmZt6i+tArwZjozuXDJ6nLLmjtLF3YzyjhRcayiH8qNW6DdRt3tFIeVdQC4faa31QPfH//4x/XZ3rlz59Yoj4hR3szKOQYbfBoACwRNuQ0Eg7l+sEsXPRAGfEAQVIJOU5nBbqYVi+zKWzZ/S7RWZBfYJlornwgusJVEcEHwe9/73rE3UJu6mWOewy+iJZLHXwPtABbYektwYNW48rZkugBuAJ0uCdTSZzpyotvW13qC2qREbdspyV3ATeQW2MpLgd02mptoYwu5YK5NLeC2IMs3jZ9qOwA6Zfn4sXTAM3Xq5UFiF1YDrqlT36YALp28fagFV+1ETOn9Nm4+pJxnR9lnerJ+2Bif/c/v5QaCMlj0m5udABTts/rUnh+uDCpJfVsvUJvtbfuxB7f2l1aK3AJFgBu9PJ26TAUGl1KWZ1ng1nIDvsYJdkl26oEvqBW9lTKt2fXWcQJs5dmpB7j02EKdsmUkKg3Mk7ff68+xYJq+59NNTw7AtjfIcp7IuaF7TskNMvWB3pyD6Hbmv90Wdv2A+WHlTbWxk7mb5ITRppwkchIZwu4QCnZmKBiOfbj/PhP7QKZZPRN9b0mfcXyf7bcx7w4vqAK7ntn1NmbTmOfNW1ojuosWLiuLFy0fm9psKvP8Rd7EbCrzirLm1rvKzFnzygnHv6088MBDY1ECcYPei7ue+GjRzuxMPRNjb51Rec4qJzS+i3LygV86qW2bsQFefz/4wQ/KXXfdVb8hKyrq2BE1IoEA6AByIpcgTz7P7yaqSR8AjC7wCyj1AW4T1QW5n/70p+szvCLLgIVzLloregt2TUX25mRgm2ittyKbhs3pBw7GB2aAC1/My5wAaaYjJ0rbRm5FZTMlma0EatlIybOxLlKg1jZI3nZwfjEdOWDbRm8BbiA3kBWwVZYCuHn+NtHcdppygLedotzCrnyANxL0tlArH5BtfdfALoBsU4A1EqDKB3TBbBduUw4Usw/w+n2AbX4refYB1NTTSyA3tsYViAe7flO/oW1vXUCo/RWQKgNQ0Gccto3fh7Q80VpgmMitvH1INFcbcCvJs9GX/ukCvJnaDGjVkZm2bJ+UgG3gNuU2egtkATCd6xmQBbHygd8ArkguYDaGjNd62Ga2E52+zNJw7MybN6888MAD9dzgPJBjP+eGAK+y5KaYvxZo5aX8sdNP+op+Z5W7JezmB8yP6cdzN2QIu0MI2BKnemizffYTF4ZuGv4W2+e36G73gG5kt/7ZKA9h95lzQ7yNec0td9Tv7M6es6DMmrWwLF22utx370Plq1/967Ji5a0VeE1h9mKqZSu9pGrVGOyeeMIp5aGHvlYdp3rdHcLuVv1Yra+iYRzQVsavUR9nVjt/bXt20XNufbvX1yjApu/2ip6J+DrXAgLQAPJEbkGfKc4gVwQYNLbRXzbKoqkg0VTjG264oVx//fX1uVoz6ECv5ejfMevZXd/dlUxXBcJ5gZTImTGAKPAGFC1fxDVRW3mQSoJWUNROOW6jt/TsjDvwG7g13kSnrUP7rG0LtvL5vq3giGRGIKglJVAbiCUDuGQLsone2sYSuG11AdlBUht1AcMWdkFgP+ClD/CCwwBvoLYf7KoDjoHb1kZkFYRJQJdNgBfEph6kWS67QG0gNzYivOkHfGaZdNbFjQQ3Xex7fi+/kbLfxPa3PaxPYFZ/ADagCx7pJCDLjo4EkFIAUzRXnl1sRVfppeQBLvCVQC5IldQDW0nZTAaMQdIFkgGuqcue0wXRgXBjTt52MhbtzG5w02jNmjXlRz/6UT2+25teAVbHuHzOEQzZ+cuNMXl2OR90y+05pTbcif/tVrC7qd/pYx/7WN0JnbgckA4sMhFeJwhJOdKJyc7phO3EHYeuzUc3lDuGUz78HYa/w3Af2LX2gZxvnYc5FRxzTpCphflmpYiAsrpINpIX9zzVP85AG9n9ySjE+axO723D62oEc2P/4KMHIBt1O35u7eO9Tw95QZVpzD45tPqWO8p5536wvPOd7y4rV91WpyxPn7Wofl93+ao76jRmkd0ZM+eWk086rUZ2rWmFLZ9j2vFXe5cfYRxhUtRXdEgk1vOvoJf0/CA/B6AAN6BoGi/YcFw5xoAjXaK9YFF0Vx8333xz/fyP6co+jXTaaadV556Tr1/Ov6gtEODQ87tADoBzfFoeeNZfpiD3A9tMP1YnBYCT1w9ICrQbP1BKsh6J2ooMttHbfAqojdyCWtujjeAGZgO4bTQ3kBsZsA2wglb5lK3/IJCNXxpfNeUWbulAKpv4r/JtUp8UOzIR2kBtIDcgm6gv2U3ANSkwC1YlwCtFnzJp/0pd6kl9kVKWZRzGbb3k1WkPYkFykmioBBoDvYFIepArydv3RG2BbCK64LeN6iYPcJNPpBe85vlc+7XIK1+DFNVl5/okiityqy4RYGPye5HWw/rYXvrxHK+3tZj5fgAAIABJREFUlXv+/R/+4R+eAK+7/AlqG67gEHZHL75g1w7pBOZgz0kjJ5GcLJRb2LXTm46QnTeO9PaMcGQMQ7lrOfXD33P4ew73gSfvA1sCuwFcMnlO7raC3e+VUnxnF+yuEwbdRWAXBNVowIZSVq+6rT6zu2TpqnLnnV8tJ550Wtlrz/3KT/2nPctL/tfLy623frlOYTaNec7I0jqN2TO702fMKSedeGq5//4Hq+uiT6A7hN1t6Mk9za5EdhLtEQ36+te/XlasWFGfpwWifBzRXhGoAKkbR4BRtFdkLdFekdLALl/JdNOALZjhX4FBAOkY5HMBP5E5fWTKqsgtUA3oJlobmE0Z5EaXKK6pyeDWWFq4NS5QnmM/54NAbiK4XbjN1GRjTTJe6xGwBbopA9pAbfLWEcgGckVwB0VxgS4fNBHbVtIn2ZZdH5VOdNO2b+ujJ5MCumQb4Q3UBnoBZ0CT7JZTF8hNmQzoBlqV5QO/wK6FXuXoYptyty6QHMgFtYnWtoAr36bALVvTlgEuCTbVKQNNMEqqA7cSAE69mQfyAVo3bOTZAVt1orGOHzdj1esP0No2oNw2th+Q1kO96clmm37pS1+qjxx0D2/n0ERk6/l044fcu6bD8ugWGMLuKOx6VsRO6QTmRODkkpNIC7ht3klrU7A7dEyf7JgOt8lwmwz3geE+sC33gU3BbiK5AVySY0ufiI7okz9Ow9b+aSOyG9j1ROSuBLvZHuvW9l5Q5aVUYPe2275SXvQzP1dBd489nlMOHDe5vp151Zov9763u3BVWbxsTY32zpg+p5x84qnlwfsfqt09le2ccQzltt0CrcOcnv0+bnBIpkPfeeed9RNGIrL5hBFp2iXw5QcBSsAJJkVEQSudSKxjDSwCSTeXAGigVBtgClxBrRcSkfSZchz4pQvY5lnbQG2iti3cGkPA1rEucmssLdgGbhOxBbmSGX58wTZqm3KmJKsLyIIV+cBuC7GBW6AbaM20ZHWJ5PaL4sa+lUA3vimgTZnfqhxoTTnQC2gBVcBWfQu76toEeKWAKRmIHaSjb+3YB1AjAWwguBvJbcvs2QaKAWIbvZVPBBckSmDVPikFbluwTSQ3U5ZJdoFetqK6/HqASw8+lUnwKkILcjNtOdOR9aWN9oDXdckxIk+vb0mf1ik3JNi7HoremgXxrW99q74x2fHo+PQ9bcdhzptuRuXGlGOUTepyDJP9dG397pYfwm4Du3ZaJzA74SDYdWLJCcYJzQEwaBpznLBt6dgN+xqCwnAfGO4Dw31g4z6Q82y/acyBXTL5wC5HWAK7HIOn4hxoE9g949qZBex68VKN7G7wkqCdexozR4pjBXZvXXNn76VUi1fUKO5LX/r7ZY89nlv2+E97lpe//DVl1Zq769uY5y1YOfbc7m23frnMmjmvnHLyHz8Bdp/q9t7dHLRnY33b/T7wa7nyrTP97W9/u6xcubI+Y8vRF631CIBplpx58AH2RHvBLNgEmYFWQApY8wIpNoFXkBs7wBo7+RZs6bXrTke2LAlst2DbL3LbjdoGbMFsG7UN1EYGZAO4ZKAWtAZqow/Epq6F2RZe23wittGl3EqgC1Ql+viq/NJAsLrYDYJdfm5gF+QGbgPE6lq4bSEWrIFR9QHfgGmAN/pEbdkHZtW15RZoYx8ZOzDbhV119KBXXQAYwAYuIwPBkS3gAlUQS5d8ZKYr28f5+4JikrzncjN12TXZMSGiSw+8rZftaVzWxzb2u2hjpoQZpbfffvvYs7ft8Q5wHX/5cx7Os/g5PnO8tsdw7IfyiVtgCLuj20Nk1w7oxOZEkROIHdMJJScR+S7smuZjRzd1eVs7oRy57Zm29foM+9vopA+3xXBbDPeBp78PPF3YNWXsqcKXdnlm9+yPz62wW6forl9bgXdnh924C48/tqF48/KMmfPqM7u33HJ3mTlzQTnl1HeWY487ucyfv7wsX3VXGVlwS5m7YPXYG5lvXfOlMnPG3PK2k07rwa6Ns96Nhd4zzel/KLfPFhAl4jD7sy9zqOM4B3TVsUk0ybO9Pm1y44031md6TVP2Uing61gEHpx8gQPg6yaTiK7pzkAVsALfQGsivaAW/AJZdfStnUhxkn4l/UqJ2oLb7rO2gdv2RVKJ0oJb4+T3BWYjE6kNvCZ6m3IgdpAM7JLJA9623EJsN88H5Wu2EMsPDbwGduOTxi9NObbpgz3AJZMCvInodoEXlLbA63cNxALNwK68pD5JGeAF9JSTZ5MyGdsALbuk9NHWJa/O/pYoLsBsQRewAlgJ5CZPLwHY1MkD3kjRXBFcUCuJ6qqTALDgmGnJHn8EuGyyHraR39p+ZRupwwnenLxgwYL63VvHnr8cVzkOU84xKbIb2xyLjk26XLdyzNYOh//6boHdHnazk4BdO7ed08khJ5p+sBtdN7LbPqfb5ocO7dN3aIfbcLgNh/vAcB/otw9sCez2m8a8LSO7/7eUcu6fjzwBdjes54zs3JFdXkN1vkaf2f3iTbNqdHfx4tVlzZovla/8xT3l/vv/rqy85Utl9rxlZcacZWXBktsq+Hp295bVd5XpN88uJ51wSnngvgd7D+qur8RbY+B9vZKh8lndAnygRJDiPBtAm089B1sK/P7Lv/xLufXWW+t3cEWzRNE813v88cdXIAiIAMpAKTAFqqA2UdtEagEuKI5kp5wocfpIxDYvkvL5n/YTQAHbNlIbwA3c8vXaPMgNyPLtJDoyQBu9csA1dS3Epi66FnbVSXxMKZDLr+ymQCmftFvXlmOXvlIm+8EuyG2TKG4b3Q30gtLAbgA1MAs0A77yUguuYNXvLwVyQarEth/Mso1N245tAJeMHRnADeSCV/shu0BtC7lgNS+gip6kA6WAV7uArzzQFQwDtQAX6AJhy7EdbSPb2vbXl3FZjjeMe+Hb3XffXV8AlwM7x1N7jOWYa23YBYLp5dM2dpH6Gv4N3gJD2B3dQUwnsKM7+QV27bxOKHbgnFiSJ534AHL7gqpEYeOUpbylMu12FDlo3DvK+IbjGALQcB/YvfcB5yj7QL9pzBzrOMbtVGb6bfnMLtg97xPziw9BJLK7q8Au98E0Zt/TnTtvUfHc7owZ88uCBSvK8uW3lblzlxRTl6WRRWvK4uV3lnnzV5e581eU1avuLDffNKvC7v33PjCE3cG+2HapSXQoC+dMJ4koxYGOjsxf25btfffdVz71qU+V888/f+yFPD4h5OWdpn3ylQCVSGuOPc/KJp9obTsNGcw6fvOcbaK2gVntkwezSfy4fgngJiWC28rALoAFqAHdQGsLtl2g7UKscmvfgm3rR/ItA6TxM1NuZepaqT7t46/SATDlSPlMWY70W7T5RHcDvUBWAr5gLiAbfRduA7yBWDIwGjgFpslHBl7VpT4AuynATd8gN+0CvKS2YFQ++kR3WwgGtYngAlQ26sEvwLXvCl4BXDp92Sa2s9/RPmgfMoZjjjmmfPjDHy7Tp0+vb04OmGb6cco5riLp5XN8yafc79hzDOb4i22Oy6HsvwWGsNvArqkJTpBOHk5MOXnkxESfPOlE6CA58sgj64PoTuoeSG8T3VNJgcyn0nZbtsk4BskhaOzeoDH8/Ye//9PfB/7oSY9/vPFNh5Y/fPNbyxvefFh53aFHldceekw55C3H1vTqtxxfkg459PjymrecUMg3HHlKecUbjizPm/JzZd9JLy7Pn/rzZb/J/6XKF0z7hapXJ9HvM/E/13TUH59Z36IMVL1N2XO3Wyr/o5TyL6WUb5dS3v/JFfVFVXTp6+FS6jRnE9Y2Pn3lbc2jVNz/urzDaDlS/tat21CWLF5Rv607Z+7CsmjRqrJw4coyb97SsmTJLTWqO7JwVZkzf1Wdxrxg0a1l8bLbyuo+kd0N6/L5pY3gtMOs8G46kDjMke1miINOp76fQ546UrRXJOvP//zP61tlRbpExEx3Bg0AQqQMaAFfN55EYEVm8zx9IrZeICXPDtSSySsnWtsCq/ymgDa2wDYwypdrQTeR10Du5mQXdBO1JVPHZwycyseXpONrdv3N2Hbhlj5Jm7YvtnQgNzYkXcA2MlALZMFbC7/KoFYdfWBXVDfwm+hsoDflAGrgF5S2Sb06UmqhFUgGdIGqukR15dOGTdqykwK8ZHT2vRZwwWybQG0XhEGt/TTP5eoP6NuG9hH7nf0SKwBln+cyM/S2226rz9Q6PgKvG8+fG8/+OZ76HWs57vSRttF1y/T66merrp99+tod5W4Lu9nR3B3xd/XVV49Fdp0onBCcpNoTTfJOLjmZuVsJbh0cTui+odUm+k2lQOQghzH1T1VuS/BNXy3MP9N5D/xvKm1u+W3b2LY6z1FI0aUcKVokcp+krI5sU+wj27puPn2RqWt1W5P3DUQ3W9rUtm/1/fLaP9vJC02S3AlNiu7ZkFu6zv22Gd2Wtt+c3eb6GrT8baVv9xX5bdVv+rH+yfeTRxxxWDniyLeUo448vJeOOLIcceTR5bCjjy9vPuaUcsiRp5VXHfu+8ooTzy0vPeED5SUnfrj81kkfKb910sU1vfTky8pvHH1h+d2TLi2/d8oV5VcOPafs8eJXlT2m/W7Z42dfWfY4+GVljxe9vJdXlqd74e/18lNeUl7x9qvLt0op/18pVf59KUX6h9HyIMnm66WUr5VS7iulvOOGe2rZB3a00d8/l1K+U0r511EAdrXpBcc80/vYTjOVd+3a9WXp0uVl7pwF9dnd+SNLysi8xXVK85w5i8vSFXfU53RrRHdkVS2D3ZUr7yg33TyrfmfXp4c2OmbrSy/y/dReDLY7Oms7wzrHr4rDf//995dZs2aV008/vQYGAIRrnnM+CSxAC4gAtUBUPtOPRc3owas6QAxwYxNw5avRSQA2sBtdZOyVE7VlH5gN/La6wGpXtiCrvfr4hZHR8R1BJ9+x1QV441tGBmD1E3+TTB/0bKMDYkmB3JTjz/JpgWsgN0DblgO2oJZ92gZwE9UFv4FkukxtJlvoDdS2oBpgJYEskAxwsguoJt9CLLtEXdWnLm30CWaVE6FVzvTkvE1ZWwkMqzM1md/uzcnK2lv//B5usNj3jNV3oc8+++wye/bsJzx7G7iM3BmO191pjLs97Pqx7ZxXXnllfYOak6ATiJ3cSSM7e8pdnZOOg95JwcnFyUJ+S5KDKWmQfeoHyUHtoh/ULnrj3VSKXSsH2bc2O0reSVrqjjn6nLQHyfYkLp+TfWTqU46MPlN/nqrM3dFBsnvhaKcQtfkttWvbbEm+7Vf+qbTp9tGWc1EaJF3stja1fbl4Dkq5YLpoDkoult2UKVK5KJv6tLnkDvG2SC7mSWaqbC65sHdT26Zb5+be1iQzXwYlEZ7fP+RV5dWHvLIc8upXlte86hXlNa/639X+Fa96bfndV/9ReeVbTiovO/yd5X8dfUb5zaPPLv/z6PPLrx3zodF0YfntEz5afvOYD9f0O8d/tLzkhIvLrx52fi3Lq/utYy8aS7GN/K3jP1J+7cgPlN849sPlN4+7qPz6UR+s+d858eLyq0dcUPPq+qX/cdxF5X+edGn5teMuKb967GXl14+/vPz3Yz5YXvr2S8tvHPeh8pJjLyivOP688sqjTy8/2NCL9vZurZqD9uhOA7uujy3sLpjfA915cxfVac2Ll6wsi5beUmbOWVIWLr6tLFl2Z1m09NYyb8HyOs35izfNLCeffEp54IHep4d6Dtb6sn5d72VIQ+dw13E5/ZYS2JUSTPjBD35QVq9eXb8d6u3nAgNe7OP5XjfZwIZzpHO5iJnn6QEr6OSPyQMOdYFevpp8QDgywAoqE7EN7AZyW7ht82kb3SAZYCUldtEFdFtpHaTo+JP8xfiTqY+/mTIZXXzQ1KUtKQVuW8kP5It1/R/l+EXx1VqfiB+TMjnIP6Ln68S/Sb6fv8I3cG0PoMZfCBCrd21W39opu0aTbC2LHV2mFdO7RgPbXI9dB+Vdx+OXaKfsumYfBLduwLCznn5/+xGwFcH1m3oW3ae2Lr/88vrd2//4j/8Ye272kUe8nrD3Z39v/4bntXZrbP/8EHZHH/q+7LLLqpPl5JgTkhNITiztCUc+egeHE512OeHlhNlK9UmD9N0TMvtBtumrbdMv72LQT0+XC4WDe1Bycemm1rZbp5znZra1zN3eSCej5AdJNknuEidFl2lRWyqdBLcmme6yqZTpWq1s7Vt9v7xpX92UZxRb2dq0+s3l85zjIJn2g+o3p8/zWoNkXiI0SA5qF33e1hkZ/SCZ5Qyqp09fg6RpeUmb6mdL+hq0jEH6LHdLZdvP5sa6ufq2ry3Jj584oRwoTRpXJkw8oEyccECZPO4FZfK4/cvEA3vfyHzBuInl+ROmledN+tk6NXmfyT9X9pn0C2Xf0fSccT9T9pr44kI+d/zP1vzzD/qvRaJ/3rT/p+w39RfKvlN+vib5lPW196T/XI5++/vLD0spmX5sGrNkKvLm0r9v6Nmy/+GGUvv5/rqe/De6TIneUEqdypwZvBuUHt+BI7sZaO9mMNhdtmxFmTd3YZk/srhGdcHuyPzFZWT+kvo2Zs/weimVZ3UXLlxdpzqvWnVnjeyeeOLJxTOdmXbnA031I01P8ZNP2991Go6guwUCuq1snysMDHzzm98sM2bMqC+1MttDRM2zvYn0AhA31IATP8e1mS8h7zrPJ4rPFR8p/hDfhA3fJjoyPlDs46sFVONn0Q9KrU3AlmxTfMfI+IldyYccBLuB2PiZgdnI6NM+ejKgm2CHcgu8AVuSHqyCPPArH8hVT5+b913YbfUB3ABvKwOndPKB1BZo5ekBKRANnHZvMLt5nKitNurZujkLetUFcAO9xinvRnKev3Xzlc462WZ+Vz4Xn5CP5bcy4+CMM84on//858s3vvGNsV09+7b92nPq+dt4XutphqCbLbPjyCHsjkZ2L7nkknrAOEnmJOKE5cSS1J6wcjJzsORkJ58TUfIpt23lu32mv1Z22/QrZ9lPVQ46sW+tPheCrZHtxWhL87loPRXpt+2mzfXTtU+5Bf7kN1UXm67sd7NgkO6p3Dxw4e+2G3RjoJ8+NwXauui2VuZGQyv79bG5+rRhl/wguaU3Mdh1b2LQtTcenkq+3w2KrdG1Nyn65dNXW5cbEJuS3ZsQm7JV19r3A+m2Xj79RZ82LQT3YHdSOXDipCI/ccK4MmX8AWXauP3LtHEH1Pz4cb1vdY6fMKmMnzClTBjfSxPHTynSpElTypSpB5VJk6eWiZOmlAkTJ4/lDxw3YSyvTmIXW8t8wQH7lyOPPqqs27C+fh/XE6ryjz7+WJXyg9J6nxeCsOvWlsceEaUs5fF1j5WfPPZoeWx9KWs3lPLo2lJ+8ti6snb9urIB4OVZ3Q1ry/rHPNH7xGjAjuMaPBl2TWMembdoFHhHo7sjorsLa4S3PsPrJVULV5UlS26tL7C6Zc1G2L333nuHsLvj/MDbdCSBgK60kDj+YDd5ep8w+qu/+qtyzTXXVLDw+ArIME3UI1OgF8iAHGCSaxlfh3/iesvfkHdd5UOkjq8UX2SQL8OWv5U27OQHpfST+rRNmWz9t+Rbf6/rD/Yr8x2T1McfpZOP7xg9KYHXNg9Yu+XAbmwDrYn0KqddF3aVpUAx2+QBb1JgF9wC2AAvmYhtYLctt5Hd5MFsorokSJWALoC1b7AJMAeU2dh3gK3IrMitcVk3v4ffkp/lu8yu+9r77q3HGb/0pS+Vf//3f6/HR/sZIICb521z8GR/7+7b7X4e26HcvltgCLuj219k1wHipJkTgYOiPenkJEPfJidVJ7YcRPJso2ttu/mcELdUtifWLcl3T9BpE/22lrnAbKncUsgdZLc5WN1cOxfMLoC25acCsG37zeUHgW303fbR95NdqFXeUrt+bTela+F3S/P9gHRzMNqCb7/85tpvrr4LuC3Qqku5azeoHPvIrl30z5Tswm/K/SRA7qdvdRlndC1Ud/OxaaX2Kcc+IDy5gufBZdLkg8vkSQeVqZOnlYMnTSkHT5pU00GTR6F5ag9oJ06dViZP0d9BZdqUnj2YnjBpYpk0ZXKZOHlSlcryk6dOqRCdcqS6Ctrjx9Xpkn/8x6eWtWt7z88+9tgjZd26XsQVzPp00KbS2scf7r2qGMSu31AeffThCrWKjzz6OFXl20cfE/v1nO56bxUpZf3jvbQTwK5L5OOPryuLFy+toOu53YULlhWR3SVLV5bbbr+7rFx1WwVe3971zV0vsBLpXbX69mIa80knva08+ODf1qttdQRtl3U9+Bk6htvXCdwWS4/T35UgIMAAFryVNsCQaJgI2T//8z+XlStXluuuu27ss0XeU3LiiSeOvQ/F1FNw45rvWhJ/i6/Fr+HLuN6rV+aD0MnH7+JnKbf+VtqSbV2bb+3Tx6bqW3vLHuQ7pi5+Jsm2Lbc6vmlbZgtouxDLLtCafDuVOfbRxQbMqlMGrwHcSHAbwG1hVz6wSyaS24Vd5TYFgMEo4FQHaiV5PnmmIqtXFsUVCZYsx3joQK0bJblJAnyzj/it+EK56Wr9vMPlwgsvLDfddFP51re8tcH7FDbekLG/+st+Wgujn2JLHft+f8NzWr+tsn11Q9gd3f6XXnppPWDARU5UTiI5SbYyJ65I9myVHVSkExJ9bAbJLKvtv82nvistJ6lbtzXlpwq7Wwqzm7IbBKJbo98c7AZWB8nNtR9UP6i/rr4Lq91yPxhtda19q09+S0Gza9cPPDen08embPrB6OZ0m+pPXdt+c+Dar75t3y/fbdPCqbpuuWvftQkcbkoG/p4t2Y6lu8wAaORGEJ08Fp195nSisQeVSRMPKlMmSVPLtEmTx9KUSQ3ATplaxk/uRWdB8uSJU2oybqBrHcFtypyaCrcTeyAcvXWpYDz66SHT1o8++siybq3PrKxDYGOyTrNd75uia+vLlLrSC5YyHXf92nXVqQ8YP/ywqG3PUQLA69Y+UsqGx3tg7Ds+pjHXtH0dgMFL3zjNmM1jj60tCxb0orq9l1T1XlZ1w42fL1dedU35xCc/0/ss0fzlZfbsRfVzRD5RBHa/8MUZxTTmLuy6ExA4GjyOYc3OsAXyO3ZlO/YAAAmAA8FgIvDAXrTXt0m9R8WbbkV5Qa9nfb0AUvTXNGeQ4/zsWshn4A/xZ/gc8Y2Sb30idW15U/n007XJsrr6tsyPYxd/LnXKgdn4ionA0sc+ddEpg7T4mumDLtAaUKXrB7uB1ta+BV/1qQOtyaddYLcFXqDbhd0Ab6K8gd82ygtmA7uBWpFeUVs3NQK9ymCWvXHoG/iK2nre1r4gD36N1/bhh7k2O++bTaSsP8+Ii97ecccd9caL/c2+1+5/3f1R2b66ObDN/q1P+UH27TExzD97W2AIu6MOiW9juYPkoMhJykGTE097oorOySe2OSE5udF37VPuypxMybau1bf5LYXTtNmcfewiB9mnnoyNC0nyWyM3BcCbqusHwYNgNPp+behSH9mF1G450Bl9yoFOMpHQVhe7Vrb12yOfcXYBuF85tl3Zz7ar64Jst165H4BuTtcCZ2vb6pNvYbVfnp0+ttS+20dAsguRKaf+qcj0sSnpYi5tyqZf3aB20W+J1O/m7AaBctpVcJ08tQDbmiZPLFNG0+TJvQjthCmTy4QKu9PKxEnTahQYHE+eOK0C74QJk8qkCZMLOWHcxBr5Bc4HHfTCMnH8pN5U50lTqwTJpj6zH3/guDJ54qRy8oknlbIW6PJ8RuWGUtY9Dkh5LoMTpyaO0o8f/kmdrmzasybK/nrfWOxFANab29z2/exd67dyST3YjcMGdufPX1gju57bXbJ4ZZk9a6S86dA315sKL33Zy8t1f/aJ+mkikV1R3SVLV5XVt9xRPv+F6eXY404o9973wJOcQNuvdRK3cpBD8x1sC+T3tN9I+W3l891eEkD4IxPtZZt29N/5znfKmjVryvXXX1/e+973VlDJW5y90EpkTiQPxPCdXEtdz+OjxJ9KmY8SP6atk49PF9nWd9uo6+q0S5vI+IZkfEV1yvxF/mVk8spsk5SjIwO78toEVCPBXvJs20SvvgXaLsSmffSDZAu9Ad+ALRjtwu8g2AWwkt8wz+0maksHdNWDX8/jeu7WzY7AcODWb8t35FN4t4TpyfYFX9kQvV2xYkX57ne/+yQA7b5gyv7X/mU/pbN/OtfHJvs2nXxSbFPf9jfMb78tMITd0Ts7F1xwQb1bBIQc4O0JJiceJ6l+yYGWk1lOZE5qra5fO7r2xNi1SV0/mZPt5mR7gu/aqtuapH3sNwWl27KuC6tdOE15kAycpj5lEoC25X557frpW3iV70Jr6rv6bV3uB6Gtrh9g0gVEB9VvTp/2LWxuTf6ptg+UPhMSyHahtAu3/cpb06Zru7lyP1B9urqAJtnCaKtPvl1WdINk21fybJPflAzgRgJdadKUXmS2RmNB6sRpNQo8beJBZeoEeaDcSwdP68GtKc7jDhhfp0WDW9Oj2SQarCwPjA94wYHliMMOrwAqOjsGu5l/bKqt78IOkhx2z/s2jn2N5I468wHhn/ykB75A97HHN1QYtogd968Hu3H2TGMGu57ZlZYtXV1mzZxX3n36e8p/++VfKn/4R28qH/8/11fA9Smi+jmipWvKipW3lhs/d1OF3ftH38YcZ9G6tw7ijrsthiPb0i2Q39NvnGMi+1C3jzZaxqaN9LJNH/IPPvhgWbhwYQXfd7/73TXSJ8rr272mO2f6qgggAMo1LgELfgu/hA/T+l3K8dVaf42OXXwm7WPb9cfit/XTa6PfwGxs6SR+ZnzNtsxeanXsWtgFr3xVMlBr3QOsdMlHzx6cBmIDxoHXth/LT9S2bZO2dOlXPkBLAt420YFWkdsALqgFtKK0LeiK9moLdEVtSc/nCkYZjzH6PWwbfgB/54ADDqgSEHv21g2Se+65ZwxMA6T2pexifdfFAAAgAElEQVSPgVEy5+nsg3Tssj+3+2502b/TtmvTlof57b8FdlvY7W76iy++uB54wMbB5EDKyUu+W3biyYkrJ6uUI7XXri3TpUy25W7eyZkuJ1n2Ofmmbcr9ZNu2W5+Tv2XkRN7Phi62Ac+2jbq2PnXRRWqbOlIZSKbPlLtQqn1r09rJg8r0k7atjH2ANXUpa5986lqZusgWbDcHtNo4EQPcbjt1aZ+6blnbtk4/INGFXB2ZvrOc1Lc26mJPn5Q2yoHP1KWc/hL9TDmybdttk760bfPKbF2ouoDc9pG6gG2/sroAaOyU23xbbu2jJwOd8knRkdH1k+mztUs+Mu2Uu0kdXcAy9crqWn0/W/WByi6Ipi565bZ/5bxQKragdFB/6SdSW/lu25RjFxl9wHfixPEVaqdMEYGdUCZPmlCmTplUpkydUCZPGV+lvDR1yoTiOV7P9L5wwsRy0ETR4Kk10uvFVVMmH1wmTpg6JoFxyuo8F0yXNHHi5LL//geWE044aeN7onJjPyC6RbIHhpnS3Hvvcqt7YnBYTCsp3XevR9u/nPH3oOORRx4rixYtqYALdkV2Z86YW9wkft3rXlOOP/7E8plPf64sW35LmT5jbn1u1wurbr/jyzWye9zxJ45FdnvrJurXcya3/7oOR7Ajb4EWet00+ou/+Ivymc98pn4K5pRTThmb1gx6fc4oLyUyNRawOd/xI/gyfCI+AckPiU6ZT9X6efHrSImNpE9l/cS/a9vHXp3UlpOPTF8pR9IDSb5obEjlwC3b9E+f1NrFNlDblgOtAWJ1gVd5/QSC6QGoNpYT0KULEANaKWV1ymxBrbIEXvNiKvosA/S6WSF6G8i1PNuZv+T3sr7KroN8H/W+5W5m5uLFi8v3vve9McAFrgFTcvi3e2+B3R52cxA4WNxdAjoOqJzU5J0Ek3LCi1Qfm/aElz4GtYu+lemTLv0GNlPnpJ0Td/Ips03q1ik7WUhtnX7bNlle7Mm2vm1L78STfpOPDT1dv5Q2kV2b6NOH36WfjZNg6lpITV6b5LtS200loKlNaxP4DGSm/4yjtZePnXaBTjpJue0vtm192qR/9knAMG3SVyS9NukrMv0FPvUhT9/a0LV16mNHBlhbOE2bVqdd+lEfCKULvLYy9ZHps12evPpIF76UW1306Yuka1PqWt2gfGxbyZFiH4DMMkBddK3s9t3aybflQGRXr5y69N21iT4gG/u0VQacyoHbti715KZS2rKxrCyP9Nxs+kldK9WnPZl8b3mTysTJE8rkqV46Nb5MmjyupsmTxpWpEyeUqePHl8njx5VJE/TRm6LsxVUA1jTlceMm1KSOzhRncsqUadV+/PiJ5YADxpXnPe95xVtgu3fnc13YcvcgcNjKjc/06oe7lRTY3fL+n23LrEdvuY8++niZM2dehd0li1eUlStuLZ//3M3l/e9/f3nlK19ejj762HLtxz5eI7mz5/ReUrV06Zo6jfmGG79Yjjv+5JLIbq/HIew+27/ozro8sJu/HKekb/d+5StfKTfccEM57bTTxqa4mursU0agV6TPtFe+HV/CtZMEc/GxSL4MPX8I5NEpu4arowOX8mzatq0PN0g/yCb2+g6kZllkNwVoydRFZ52SWmjt1qfcQq52aQMgkweiyupbfZ69ZccG1EYXyBXBzZuSgax6IExK7PwufiO/legtO33axvxIPonfwHXdNc06+z6u847PAv393/998X6E7j6S8hB2c+QM5W4Pu3YBB8ZFF11UD0zw4gTkoHKCipTPnTQHYk54OYkpOxEqa0/SpT7ltI2+tUkf0emnq7OMnHCT31IZCG3b65/eiV1q+6K3PejTNnaR6lPXlbFp9V2d9pITWvKtpN/alP4CiG17ujalrmur7MKoPvbJBzZj0y07QQcq07Zrqw27tI3s2gcyQV8SnbaBSnoXg4ClOrp+belb0ARngdHYt/X6zXLbPumz/LSPXds+y4ttQDFl/XT7avtr+4pt+ghYugiCyPRDxqZfm+hI7WKb/lp4DTRGtrAaHQkUSfWBxti2dtGRbbuuTer01fbd6uWBYWz6yW59DyQ3PufbQmbyrWzt23xssszUtWU20ce+1ambOrn3oimACkxFYCdNPqh+JsgLqSZNm1omTptUxk+ZUNOEqRvfvOwFVKY6iwqLECclSpzyhAnjiiRy3E0Txh9YTjzhuLEXTY1FZ72savRbsINlD15ZBmKf6FIEGDc660+s35FLGXvv+uiZ3YULF9do7vSbZ9e3Mc+ZPb9Gdn/nd36rHH74keX6T362LFq4vNx809wya9bCsmzZrfUtzWD3+BPeVh4YfRtzb62HsLsj//o7ytjam06mlbZTUJMnQY9pzt7mfO655xbf7xVB9A1fL7fyIiNQ5XM0QCvXH/4OkONrub7zVeJz0cUH46/x/wKlZOunsYtPF5n23XL08SdT5msGYlMXXavPGKJj0+oCvJGB25RbqU45cBsJbFu4pQeqwDZ59YnKJh+YzVRlQBu4BbKSaG5+C1OT2dgG8ftsV7+FF0vxSQCz39Bv6+bGv/2bL5j3/rJ/kPx4KTdEWAxhN1tqKHd72HUwODjArrtMnDFOpAPPCTHgEEc/QKDcAkcc6JxE+8nYRLLhYKdMto63vOW09ZzktEl9gCJt2Wf53Xz6Sj1Jlz67+rYsn2WlH+VW19rrM21ik/p2mfLRR6a+2059lt1tF33bR5tPfbudWl3yJJsWTLLd07ato9Mmy0pb+1HbLm369cE29rEjrX87HjZZnvqMWd7y1WmTZUTGLuVWpk4f/cYQW/XyZJYXXWwiY0MCoPRLZh2S7yfTPnWBqMjoyVanXerkA1uRsSUrbHUisKlv66Ij9Z1lpEymf/XJt3bRtbILfqnL8pRj09VFH9mOITrtsy3SVyKv7I1POcvVrm2bNnRtRDb5fMYhMvr0k75T7ienTem9nAroisxOnfaiMnnKwTX5fq6XU42fPKmMmzy+JvlemlLlhEnj63O9FXA93wtoR2WtGy2nHgCPm3BgGT++l/bee89y1FFHjIFtfSPzKOS2+f7AuxFyx2BXpv6BxSayO2Ywqh8rx35Hkxth18hEdkdGFpSbb5pVgRfUeivz+973vurMHnroW8sn/vzTZfGiFWXO7EVlZGRZ/fyQF1R97vM3lxNOPKVGduN8ZnsqD/+GW2DQFsj+sXG/6d18ybOVARuQw8bLrr7xjW+U+fPnVzh6xzveUZ/n9UIrMzhAr0/T+IyRSCLwAlYSYAONfL/c9Adh8oFg4BoAVTcIeNWxI9sUiCUDqK1Om24KrNLHVr6F3bQJvALYfvnALNlCrnWX2nrl9Ms29Wmn/4AsYA34BojV5xndAK5tTqcPgY/c9HetALfK2r/pTW8qH/jAB8r06dPri8rsH7m5IR+wzX6ROmV1sUk9OfzbvbfAbg+7+fkvueSSeoB55sMJkXRCNAXG97vaRNdNTqBS7FPv+YO0lTddQ4qebBPb1o6tceT16vIpu0vpGQcnENIb6iTPqiS5cxYdqZzkzqe7Zk5EZMruvgF/KSerPI/h5OauHZnnM3Jyc6J0QuzeAUx9Tpjq2TkZtifQnETbE273hK0s5STcltsLSOrJ6NuLTvJtfdsm+tiR6aetc7F7OikX1VxQ2yi4vIuwi688G3kXCVIUOBdqFwl5OnWJFLsh0yY3ayS6XGjk6QLrsQHNknLyZOBbPm0CzJGtHlSB4NRFBhwDhcqBusjAWrcu+rQN7AWoAnoBMDJ18gDNxbULailHerOj5BM1ZNqQEr3k7Y8knbwXZuStkMpJ9Pvvv3+tl48t3Qte8IKxFJvItOvapMwufTz/+c8vkjrSVN02pZ7cZ599at2+++5b82Ty++2331g7+Ta1dvpoy3vvvXeR6PsldXvttVfZc8/nlL32/umy514/VfPAs6ffu+y5pz72LfvuvU/Zd5+9atpn7z1rv7X/ffYr++z7vLLXPnuXPffdp+y97z7lOXvvVfbce68qlffab9+qJ/fZb99a3u/5zyv77f+Csu/z9qu2ym9+y6H1JVPhz0jvVE6+n6zXjlrBuXp846eE6Cro+l4v4G3e6vykcq5AO5rswW4cR7DrBVUzps8p80cW1xdUkcccdXR5+ct+r05j/rPrPlGWLllVI7szZy6qb2Rec+tdFXZFdu+7/8HRSMvGqPnQCd3RfvcdbzzZR8i80dkolcFuwCcjpwc/prfedddd9VMzbsqY2sxn4mO98Y1vrNNh44fxjVzfXRNda3Otd82V55u47uc6LM/3cO1vfYP4C9qwUU5kN322NvFlUheprWXGv4kdfVLq4lfxpdoUoFWfFB8tflfs43Ol3Na3bej5b/EHs2w+ngR6+YeJ4PIr+ZDsrVtm9vEdcjOVf8HO89ef+tSnyn333VfyQj+/o5SbGn7jNp/9IPsIWzdC7BPy9Ent/hH76IZy198Cuz3sOiAcGF5PfvLJJ5ePfOQj5bzzzquvuneCNCVGOuecc8rZZ59dk3z0559/fp3K5S7UBz/4wZqni15fKcunXfTRpc/o0+ass86qzyekvh3HmWeeWceTPjM+Ujv11oH0jIMkf8YZZ1S9utNPP70mr/aP/j3veU/xxkOSTp18kjbJv+td76rfwnMHVVLWVvKNvEhvyDv11FPL29/+9mqjTp7e8zZOdL6jx4ZOnf7Y6TPLacvRW4Z8xtC1UW7rUrYMv3mS5Sf106kzzoz1pJNOGsuzN9VGko/d8ccfXy+yLrSS77x5pihJudW5+yylnlSvH0leP+k3tl7SwJZkE336o5dM72rTEUccMVZOPm3YHX744YU+dfqg80p/Mn2qV459lqG+bRs9nU9HkN3ERruMg0w/6b9t462c3aQ+Y2v7avvRxhjaZL2S6H3jMam1S95LUeS10Z/lktpEn7r0m3K2lzJ7fSWlbSszjvStjn30aeuuuKRsGh/HTj7LzfJioz0btvL08tqIiHjTaZJyV5c60vNUufFHcizd+JN3E1G91IuwHFJe+7rfL6993avKa197SE2HHPLa8upXv6a89pDXlde/9g/KG//gDeWPXv+6mt7wB68rf/C6XvvXv/4N5fV/8IflzYe+tb4J2NuA3/Tmt5QjjzpmLB1+xFHlrYcdUdNb3np4OfQth9V02OFHVpujjzmuvOEP31je9e7TffK1JpyaFzFH9gPdyrP8gw3re5ALdivwjs5prtHhUdCt+TgTXfiNfkeTT4TdfGfX1OW8oEr+9a99Xf1804tf/HPl4o9eUeaPLCvz5i4pM2YsLAsWrCqrV99VbrjR25hPKvc9cP/oSqbv3ic7drQ1H45nx9kCfLNBYNKt48uJ7AaG1PtT/ru/+7v6AqOPf/zjY9/udQ5yznKuc34SUADDbvKDXBAGKMFqoLYFW/q2DOZakA2URpdygLYLsCmrZxtADdRGdvVd4AyoBnYDsl1obcux0TbgSiagERnYVRfbwC/ABa2kYAi99QC2uWHu5q4br7aJ699HP/rRsnr16vr8daL1frMAavtb9j7h1qtj6/f253cO2FZF8y/9tPtQdI3ZMLsbbIHdHnbzG4Nc8AI2wZAEGkFdQCtwRQIs0AcEA4pAMoBJByYjk2/hMrBpGekrdmmXZWd5gUzSGLVLGzp2sdG2BdD0lfVTlzbaWabU6vTflvXRJn0pa59lt21a2wBndO04AK7Ujld/6V+b2Lfts0xjVK89Gb2xpJ/olfXBNmANfAPfGUvGk3G3AC4PzIF6UgA35cjoW0gGxfa3QDWpnBS9ZQSyyYC0sek/Nwe6Ul3Gm/VKOeutjTFlG0RmfZXZZD20tw2jJ5UlbbKc9JPlRbKTT9JvlkWq97v4Lf1uOQYG7d/ZL7M/aMO2TW7WuMnj5k9uHOU4jcxNHpKuvTGkjfNAe7MpeecKeW+kdbOLdMPrQx/60FiZvptiw657gyw3udJX2iqnjk47Uh/ph66b1LmR5zENjoW3zkvy0qWXXlqT8x/9FVdcUcvJX3755fWtp5dddlmVV155ZUliS58+ks8yzJbRb5bLLv1FXnPNVaWXPlauuuqactWV15arr/rT8idXXVc+ds115ZorrixXXXZ5ufyyS8oVl19arrjisnL5lZeVy664vFx6+WXl4osvrenqq/+kXHvtdeW66z5errzy6nLFFVdV+Sd/cm255pqPlcjLL7+yXHLJZbWObbaf60Acosg4y7lG9JUh4TzfO1qO+smSAw54d/S/HpBmlGB3+vSZ9Tu7ixctL8uX3VI+d+NN5dd/9X+UPZ/z3PIrv/Lfy+c/N70sXrSqLF54S5k9e0kZGVlRVq68o3z2hi8OYTcbcii3agvkWAQzLdyI8ObPcRooio6kS5sAjmjvAw88UObMmVPPRa6nbvDlJqqbcwDYjUQz6EQlQa1ZUySwBJ2AdFOwGwiOLfvAaqBXX/KB2269ulaXfBd26ekCrGTGSYJSKfVtni71kYFdsKpe/3Tpl13GbVYguJVsKza2lZlcZl+Z2WO2k4i4KLpr+s0331yfsQ7c+p3yO8vTp0y25fb3Vee3j626gG/gt58NXdum7XOY33W3wBB2Rw8QDhnHP4DL8eWAc6Dj0McBB0vyHGN2cZK1lRJBbetjF0c8bVJmG2dcHT1pOZYnxbknA6Vp346ztTX2thwwSJ/ap9+sn3Jrpxwb/bVgEuBJf2lHslUvnz4DN4BHXTcFjFKfZZGxDSzFNr+PMoBil3bGlbbq2RoPHVu/eQt0AdIAZpbJJkk79YCVpI+duvTrQiqvXr/pG9AGdlvgDehGp+/WVn+pk/eNQeXYZUzqJMvLWDLObDtj0lYfsU07tpJyxh4b/anLcrNOsae3bt2kPZvou+XoSX2oj036jk3qMwZSyvoas7bt9qHLurCT95t1fx862yh16pXtL1K2n7x9Sdk+Zp+SJx1HUo4Zuuyj8m3ST/adVnaXmfGQ2YfJLHtQ/+2xm2PU2HK+cfw7lxgTaZaI85BzD5iXT3JuU0+fRJd64B997PQjWZ7UvfHQK59T3v/+s8sZ7zu7nHnGueXssy4o5539wXLeOR8o55x1bnn/GWeWM9+nj/f1bjycd24565yzyxnvd/59fzn/3AvKRy+6uNqecvKp5a2HHlZOPvFt5Zyzzq66s848e8yG3QXnfaCWP/yhi8qpbzulvPud7yrrHt841bh+bxelbi60y2b078lQ2/u8EH37AqueXS/ilLY7ptwIu5xNsDt79tyyaOGy4gVVPj00Mm9xufgjl5Qz3ntmufGGL5YVy9eU2bMWlpu/OFKjunPnLhuL7D7xbcy99R86nTvmL7+jjaoFk0CMMbb7Tws9bJTzl/atPRvA7DNGM2bMqDcqzYwyw8XMFbNbzNDxOJvHxDziBezAo0eFTMcFdoA30JsILngNwILC6OUDiYHftpz6Vnb7CvBGBlwDuwHVVi+fSGzsyORTH5uUTUlmYwzpjwS1EsA1DvUenTItOY+6iOSazmyW2TXXXFPuvvvuOq3cb/LII4/Un8bv0f2t2t9Nnb/IgGx09Plt6dp8+qGTb+vk23JdyPDfLr8FdivYzY5v50/yC7ubdPXVV9cpiJw3Th9nk+QYxqnkLHLcOJAkRy2wGUeOLg4gG/WxjT4Opv7lLaN1RNMmy4rTrG9tpIyBs6xtyunHmOniWEcf55pe/9G3dsaTRN/2lW0RXRz09JP+jVGeXYCA7JZbG2CR/sj0FZuMkdQXewm8sM9YAzZZlvYSfeAlMm1TBkl0AEufyVueuoyLfWujPmMiLdt4LJed7aON9qCNLtBG76JAJ2lDx64FNHVZT9J4LItNlmO8WafAoHK2RcagraScdSQBIhm9vGUFiumzXHnLtxySrTx7Y6Vjm3HQG6s6sk1ZXvpJX20/bLTJMrLOyvLGaJs7fujs/+z1Jckbg2XYHlJ0fh917NTL61NKnp69dvrO+qe/7H/KUn5/Uv+pJ5PXvzz7bJe0t9yMk84y2dMpp8+ApLqcr2Kn75wv2Ofcog0wdU5xHgiwpl5ZncQOvLJT7zwmykyXfoBuYFe9OjbaK0vy7LMs5bPOOqeceSag1v68ci7APfuCcvZZ51dd9Bdc8MHaZ09adq8eJF900UfrNjQ92jRE/RrncccdU6XorbGJbrMV3f3whRfXvN/QmPIXJ0n56TpEYeHILGPHloHcnvSSLk7lj3/8cJk7d6SYuuy5XFOVvaTqltW3ly9/6atVzp41v8yauaDMm7OspvnzVpTbbv1y+exnvlBOPOGUcu+9mca8Y2+B4eh2vS3QBZz4gtbUMe8Nv0uWLCl/+qd/Ws/3YNe5XoTXYximPIv0erbXOcY03bwbQwTUtGfQGzgFiUCQHrwGjOXBr3KANbCsLnl1gd4AZ+zpowOflh8YTTQ2keWAavTayaec6cmkPvSd5bAFtWyttynKsQH8pid7V8Oee+5ZnvOc59R3YjgHO+8vWrSofPe73x2D2e723/X2sOEa7ehbYLeD3ZzkcvCZ1uLPdDuOD0csDiYnUT7OKWeTwyhxKjlJHMDWgYtjSXK41JHKAUj9yNPpK7b0lpX6tqwPY0m7gKq2cZbbtmw5y5zirE8cYP1abrtu8qnPOtJZjn7l05cxKCfRS9rHlk0LCepiF9vAi4tKCyPRa5910D590LHRBiDI0+lHShuSTcqp0492QEx9uzx6OnXyxhpbdvL6CRSCKjakZNvpvx2T+gCiZ231kbHR0+lT+yw7z+Uqu+NMame5GQcYzjpoz0bS1m+Tsjq22e6WE3v9GYukXZZjWewsKzLwzU5em4w5MttFnXHT2x70lq+dZZDq6C0r/VkfY6NXL5+x6tN42GiTMWYc1lmdvhx3aRvJzhjST7t96FNOfWR+T8u2DGX27XFCr2z/Tz0pqctxQaYdqZ/Y6185SbukLC99aaO9cs4v8o47KctxfpByniLBYAumtlUPPHsR3ZzPYgtUnRdTBrIBXXX6IkExR4dtyuyU9Z9+sjxlsFqjumcAa32ZGn5eOftsyzi/yvPOu6BIqaM//3xTuS+s+tNOe/vYc8RLly6t5/Mbb/xs+aVf+sXymte8urz5zW+s2wjsmvYMeC/80EfLRz5ycY0MG1+iBxrn2lA72u3+PRF2e29NLuXhhx8tIyMLyhc+P6PMmjlSRuYtLfNHlpQF85dUAJ47Z2GN9M6ZtaTMnrm4AF1TmpctXVOnN4Pd++57oG7NtWs3Rt12u807XOHtsgVyTHcl0BXs8JdnQn3GyFuAP/axj9X3PnjPg2uBd0d4vjfvJsjLRoGvabpAUcQXYCoDTtFR5QCu6GlAll4e+ErKErjULsDKJrZpyx6Mpn3yYDQpAKuOffpNBFeZrbJlAXPLDeCK3AJcy7Ze4NZLHj1z+1M/9VM1iuv5ZtdN3zr+m7/5mxotty1t027kdbv88MOFDrfA6BbYLWE3J7zsBU541157bXWwOT6cRo5nnMlIkBiHUr6FWY6gFOeS5HSSgUv9yLdlOv1oSx8nlT6OMn3gkV6+hV9jioOsPo51nHV1+pLUZTnqlaVuffpJXylblqStlDGSKaffjIlMXRx6ZRACWABKIIdt9GTs6eUDLq1M/0669Blj2luWtlmGMlvLjk3axoYEW2Sbp8sYs1z9BN4yXv1ZTrYVGzoQl/5Arv4k+oCfbRn4ozNG7SX96yfjMgZJX+rYKMdGP2lnOWyMSyRZWR0b/dG7sMc+y1Bmr2x95PN7a5v92bQv+4tlG499xvK8tEkf2lof9fRZpnLW09jlMybSuLTnbJB02tgu1oHMsiy/XQ/9ZbuwtUx9aJ+knG1Mp702Er1Er2wdorfeypahTY6FlEmJXkreGJO0y/JINulfG3akurTJsUiqC9waizE5N6iTVyefc5Wycw1Ada4jwWcANKCrjh1IbRN9oFV98vSJAKdfEuxqzzbLkN9YBtLnlPe9z01BL9w7tyY6gAuA6YCueuX3vlck2rPSH6ywesIJJ9V98t57780pvVx00YXll3/5v5VDD31TednLfrfuU8YCkD3Te9b7zysXXnhRjSobt7/W8VVuAXis410+80TYtU38gd2ZM3vf150xfW6N7M6cMa8sWry8jMxfXEbmLynzRhbXZ3XnzFlaFsxfXhYu6EV2TXc+7K1Hla9//e9qX4GL3XP77vI70A69gvH9Ig3WPi5lei1d9s3777+/gu9VV11Vz82e7xXZNb3ZtdJLrXwJw3djwS94BI2eWwW/LaR6yVVgGGAGfNmAzUR1A6YB2q4EuAHawGps0q+yOqALeiU6bWNjfIHwfKED7GpnTNbBlxo8c/vc5z63Rm9Fs0W93TgUCf/e9743dpMgcJvtaTtmO5Pdv366rs2wPNwC22oL7Jaw62BsD0IHqZeuiERxCjmEcRw5inEqOZtxHFuYZZ9EH2eOsxkHlVRO0g+ddtoEilsHleOb5RsP27ShV+YEc3i1IyWOeXQc59ikr9jpKzr5pOgss9uWLg65Onnt9GlZJDgg1UWy1ZZN+mWnbLyAI8uiByUBDHqJbVLKGQt9lmeZ6vUTO/lADdssT56NZVkmIMp45IFVdABOWdKevWWSeWOwbeG5H8BmHO4EB/xcKNnp3wXDxVJf3o7rBRn07honMsvePmmM9CCTjWeKEu0FmPrUDz2p7E268uzkrb+yPo2H3nKNk73xWCfL8DZk66CNttoYQ/JZR+tmX9EW0Dp2tLMutovpX5Zl+6o3JcwYyIxZn7GXNy7jkNfWtpDXjt460tl21t245I3FfmU5Er3fxfr5/bS17SR6/emfXjlSvbbWXbIe+f39nnRsrJM6KfbRkcnHJlIfkjIbedvT2FOnPyl1XVvHenuMKrPRh76cS0hJHZnzDOn8BEQDsTlftdCrTtlvuhFMe7pAa0AZ8Ca6qx2o9EItecsJEHeXo2/wahqzZ29JZSCbFND9wBilp+gAACAASURBVAc+VOtIsMs+4AuC582bV6MJni+VXv7yl5Vf//VfLa985cvLq1/9qvpbG/eHPvThGjH+yEW9F1udfnrvhWZ54U0ctd3XEevBrunLve8M91wN05h/8b/+v+WmL86qEdwZ00dqfu68hWXJ0pUVdmfMnFfmzFlcX0zlrcyLFq4svrv72c98vvziL/5ScTPC9vW3+27fbeW6DfvZki3Q3c+U4/9pH0CTz77pZkzakWxEfb/61a+W66+/vp4PXTtcl1yXvck5n3XMdGfP+QJM4AtyE5EFn0AyU56VQScJQgFp4Jdeu9Ym+cBtoBagJq8f0Gr5orf0+pHk6TxPK2pLKlsmkA3c/vRP/3SN3vqkXx4N+dznPlceeuihGr3Ntmp/g5x7ydTbdvJStmnbZpgfboFnawvsdrDroGsPwExd8XZQTi/njIPIEeXUchTjRHI+1UmcRg5ndBw5OrbqOZzq43S2ebo4q+mvlbEl6Un9Zhl0+uAscoo5ulm2PMfduLRTjiOcflNOP/RZhnZpQ8YmOvXGIqUfOuOwvaKnAwbpT726OPG2b8beAkTa+S3ou0kbbSV1xmC51plO+9SlX3Xy9OzlAYy+5CPpAj7pkw4w6YOOfabxppz1yG+tjeXQ66/dBiDLOGwL7ZXZ0WUc2mhvuXSSPtknn9/YRVfyOwHVjLcFOQCprC0ZaLZsy7BO9MnTA159gVJ6+4d+gKT1VK9suaSy/dO20b91DuDaT4E1G/b6B6j01lV79toBZzbWL/1oJ9km9JZhDPrIuhijvHrjVq8sn8Qm62m5tmfqjIkuST/qs0zbSJ4uedsz+1v2LTb0knx+++SV0yY2xmp/yD5AbxnZT7RN/2ylHLPJ61OetP30p+y8YDuT9IDPOS4Qqi4QKt8mtrkR19qx115ENPkArTa9COoHKwADXiAsyQeAtWcLcN/zHjcIe8/vJnoLcuUDtZnanGjuu97lHP2O+vyt6cg//OEP6zVTdMa2+vmf/y/lJS/pTcPzhlU3WEyxtiwR3Ys+fEmNHCvbVu1fHLVEINu6XT//RNjloEo/+tFPysEH/WwRzf3iF2YWsAtoZ84aKYB39pwFZc5cnxtaUebOXVJmz15Uliy5pdyy5s76nd1p0w6ub8HtbT/Or6mjPfDd9bfpcA231xboAlb251bveM+0W+PM8c9PlGKb8wHdX/7lX9YXLzmvObe61gBfN13Br8ivSK/nfEVNAeiLXvSiCr+ANXAqshqojVTfTUBVG6ltT69vU6kBrrrAMqCOPRvTk71kCwSzEWX2XWHj8k14gOvZW2XXYW/bv/POO+uzt/n9sm2Uc1Mg2yk2rWSfbd7qh/nhFni2t8BuC7sO0By47kR5exwHl/MWJ5MTlOSE1jqWHEe6OJeJzMbBVE5bjil7SZ6NOm27NspZftuHttqR2sXZZc8ZTmKjPg6y+iyPTjnjyLLYt+3Y0UWvLrr0m2UoRxfnndQ3aV3I1HHiU049nW0fBz9l9fISyAho0MsDk+QDJ+kjy40dyVZiC27Y0EtZZuzZSADJckCR9VSfOn3ph050kg1b8EbqnwRnJDgDW+zk9S0FKNkEulw81ZGWm7Jlpz+29H4L/SpL+k/kNOug3jpm/dnQJelHv8aVPpTlsw7Wy5i0oZOUSf0lQmvZbACSZQJdYGOcorH2DfsvO9DDTp60z6cte+MXJdSPZbFXrw/gZLna+AyPPOdDP2y1ZUvf/sbK7bZKmb2kTOa3breZ3zT7DalOkm+PAzrjj33qYxN97LJvWc8kdbFPX9Zb3jHZpujUR28bK9s+dGxsG79FpHNYYJedRBd9bOnZ9QD1iW+hz++WOhLwSvLp3++lzD7LF6UFroHcSLCb6coBXVOQwa7oLrt3vvPd5dJLLy+f/OSnyne+853yjW98o/bv5Sm//ds+g/HL1bEzxdA+6IYmuLa8yy+7uoKycfhERv5y8zPl3U9yTntR3UR2H3308fL4YxvKtKkvKgsXjH5H9+YF9WVUCxYuK3PmLqhTmBcuWl7mzVtaZs1aWKXy8hVryg03fr4cfPCLiimhAHftWp+N6UH17rd9h2u8PbdAwCsyPmDGRA/i6AO36ujp+IqBPHo32e66667y2c9+tn72zXXUjdk2wgt2vbgJDDsXgVCQCVQTfQ3cirICU5AqD2DJRGTl2SpHgmTwKtFpI2JLeu4WCLMBt86Norcitvvvv3+N3noO11Rs1wfP3n7zm98c842zXbINWvi3PbL9yGwjtsqxpe/+0fXTd+2G5eEW2FZbYLeE3RykZKavvfCFL6xOO+eHYxiQJcFhHED5OJTyEnuOZeziNMbBJFOX/tq6tI8ujqs28ilzkC2bAxxby1XmIJMZmzxnWVnSR9plzPqLs93apQ996zd1ltkuSz5OO5vUAYWMT70+six59ZYrKZPAQoquzbMJeLQQAkrSPv2mXZaX/tSDsrSXZ8NePstgr9/YytOBI23BU0DJhU0728mUXXdDOfPu6Krj3MubBmy/YgPqLNcdXzBpO8kDRb+Lb9EBTv26O+zC6bfTj7bGxcY4AJ0LqPGJoppC7DcAlJapHTt549FW35YbvXVRF1iXV0cap7w28qJjlqNfecsxTv3T2w7y+rKfm+ZlmwBU62gKsuiadUkE18XfOgIieW1tE+uYbcVRoM+6G7MxsbF8y3Y3XR+Wz9GwP7LTJslvmUTn94xka1+Q2CSv3jLYZl+wvdXb1tmf2NhG6uTJHB/y/ZJ6Kcdmm2/b69f6kGzVkXS2uXwSnTy9lLbR27b2M0k9GcDt5gOkJBvSNk6ZfWBWXp19Pna5kZFzXpbTLldk1VRiYNtOTzZFOVHdRH3zBmYStIrs3nDD58oXvnBT3bdMHeTUeWmK6YP2G5EW0RNjMNX5mGOOq8vzrV3wbJtzAtubn3HCIrfVxXZn6SeOaE9y9Ev58Y8eLT//c79Y36zsjcsjc5eX6TfPq5AroiuaawrzrFmLi2d2589fXuYvWDoGuz/zsy8u9z1wf+H2Pr6u90Kg3XX77iz7wa48zuzj1lG+C7H0zgmRADdlfqO/yNR9//vfL8uWLSuf/vSn6/nSNco1UDT1ZS972VjU1/UpnzMKpCbCC3JBsPMY6A380gVwtVFudWwBrugtqU4AB1SDW/7tgQceWOHWG5T16/rq2+f5LFDWx7rZHllfsgV/dpLtljbZnm1ZP9EPknVDDv8Nt8CzsAV2a9h1APpzgPoINseeQxbHkPPGmeMocSDjtKXMjpMXqS1Hji2nMvZ0yuyiZxvnTx/0bbu2H+04rWw4Z61tHGQOMLs4wnFy9RkbfaZfOilj0qd8N6UtBz55MmPIMi3PstlJ1omObdqmHkDIp9y2jQ5MpK9IYBG4UC+fura/1KUP/dsOsTWm9KVdgCdgE0hioy19IpjsEzVUz5aOk2+d6ewzwEgdhz9tTPukYyMSSdrn7GeWIYlM2qbs7D/WwfL0z54NmNBOv/IuWtbNb5vlyrM3fm31Yb3l9c1eXj/aGINlBWaNA8xqbx0CoZYpwmtsxmk89gX9g2h6y4lNfgNjCSySGbP+OAXZTzJd2RjZ+N2MSX9s9WMspOVZrjGoJy1PO+O2jvpJslw2knzaKstrK7HXv2SZ6vVljFkf48oy1LFTJtMPfY4/damnl+/2EZ32WWb6tY3VZwyk9jnOshx26ki/Dz2Z8w29NvYbefuJsrwUUGVvn1DvN0375NXZf+wbiaZrq0yvXqKTtNeXJE/X66v3simgK+IKciWRW8/tJsLr7cugVzny1FP/uFx77XXlgQceqk6lb2FyKj2LJpri5gng5SSaHeB5O7CrLxFiz+/a1gcddNCYYxenLk7bs3AN3uEW8UTHtDe8h3/yeJk65YVl+s1zypzZi8pNX5hXX1I1a/b8CrWB3QULVpV585aXmTMXVQBefcsd5bM3fKFMNY35oQfLug3rK/DucCs9HNAuvQWyT2clU3acxw9Ul3yO/9ipy7khEKguOvZpQ37ta18rc+bMqS9ycn1zE9a1DYg6T4mkermV85ObwOAX8IJTL4byNmcR4MCucxigleRFbUVsA8Aiup4NBrjAVvLdWy+W2meffeo5zrnRuXlkZKR8+9vfHjvnWZ+sZ9Y/sl3X6NrtlO0Zu5RtF/a2Bdm2jc1QDrfAs7kFnnXYzY4faWUdKDlRKCfv7lLqa2b0hJN608/afmKztQeW5TtJcBI5hpw/TiI4iXNI0pFxNNmmnuOmXZzDOJCxiaPHni7Oqb66/cWWZCulX+3j9NLJxyFOnylr1zri/ZalPTv9ai8pk+knesujU85y2dJZDscxgGBZWXbr/EenXrtABb2UcvpMf+kjbcCAPoCJdqmnl4yPBDUZi77YpU592pHq00Y7qdWpa1PG5rcXZXRB8+yiixhQ5OzTu8jZH7zowYXPeOX1b31c6ECnMXDQA7JsRFjZee4wY6IHesbiYskGrLljrK1liPgCQNuHjWVqL9LFBhCyoTPFUz59ihCLvFo/ddr7nV2U5W1PABobenewbVd5fRmPfmwH+wud7aBPtoFT9sZiO6jXLss1NuNPBNm46SzfOmfbaGM8tp++9G2ZbPWlXj/pmz6/M6ld+la2rSKNS32S/tSR0aXMVkqd7ZF9j408nWMtdlmWsrw+Uxdb60JH5tykLse/fv0+OW7ZScqWBS7lcw6xX8ZeXp/gk20gVD7nNPWScqsLAANcN3iUSccAp0qSzw1DbQPA8j0ItnxvrN8Y4QW6SSK4EgDOS6uUAa908smnlK997RtlxYoV1fHjSDqGOHYcQ1Fbx6Vv6wLqY489vkZ0TYUW2fVbeUYt15TIXEt2R9nv+vkfP3y4PrPrW7qA9+abem9k9qxufRNznb4ssru0zJ27rCaRXlOZv/DFGaPTmB+sm9Onh9at4wBvjPzsjtt5uM67zhaIH0o6hyR5h8Bf//Vfl0984hP1/Oh65zonmeklEuua6lrpJVciu6DXecvsFH4p8DX9WFldXm5FJw9qRW89d7vXXnuVPfbYozz/+c+vQOz89md/9mflnnvuGZvFaKsPz3O7zr43XJMt2wLbHXYzjdizUrk7ROaOWVZDOQeoE4p2DnC6wHJ7wpFv/1KXk1DKWY7ILmdYBIAjyLkjOWUcRw4lySGVp1cfR5NzKHEo4wTK08WxJGPX9tk6pqmP1H9SaycfBzlOdcZiueqd6Eh6tpI8nWQ8ycfOcq07GYc6dnRpry79ZRy2TZs47spx/rt29MAjUMIeFJD6l7SPbEEAvGif5cnrP33Kp2zM7LRP38mzT7JsKWOSt09I7RjZt3a2D8gCf5x5kUfwZTu6qCkbgzwQMxYOOLi0bgFQelAI4uhdANlb9v/P3n0H/3bUhf//z7GLBWS+3/n6cxzHP3R07A7yh3WkiIAICIoQmnSQIiAq1dBMaNKkJhJKQggkJIRQQu8dC0VABJUmSLdzfvPY3OeH5e1NvNHcy/3cuzuz79197avta/ec83qdPee84acXeLuaAkFjoRO6dCOrAI5uwcHUjangli3JURpXASN5cJKrXrCO3rjoSZY+dXriZQ22I+tYMS66uoHkIo8P+7j4Gw+7CdYF19YZGBzrUp1O9PC4cvrgZyzw8ESnDj8cesnNY+NWwjFmJbsYu2welNlM2boxj62r8PWBoZPV2UKpLzhavILrMz6lvjIYHBms4w9cHQz/jnPwsn52kDv/dC7TB1YbjkBUu/PZfO5SB5fVzVHBanja7eSCCWDxLOsDI0OOJz3wFbgKQueAd7feLq/Hl3uUuSD49re/49jt/dCHPrSde+65Y30Icj3KzJF0bPkP9Yc97BHbb/yG99FvOd7zJcNfG7HlFa5whb1rj2vG7rVhvo4cL/Vs4DIqMP3cZ/95++7/73u355x5ztZfD3l/186uvxx63vNeOP526PTTL/r7oec970XjUWYfqHrW6c/ZC3Z3Lst7tj5e7LrGeWxa4MvHy1cGu/m0/NWPfexj23nnnTceHXb+ll0r7fJ6d9furOBWUOtpE+/UCmTV/f3P5S9/+XGuAvOftzZ7PJLsP28vd7nLjXd2XT89mvzSl750yGNtPi8/Nz/52JyBNaplgUu2wFc92C1YpaYThrZUOcPmj4c4cB3w8MqXPNQv84ffyQkNvoLdnMmcu5xGTi3njWPEScuJzHHkxO3C0Iafs5qzCVe9fu05Jzce0XN+6Rh9TnZ64+cECj8e0eqDF1w9hxk/cLhybTic0+DK8CpzymcnX51undC11dNPHV3BhGBjDi4aV3yUBRzotOdAIz7o8BLIqMv6yAtHf3h4JKP++GoHQzPrWJ9SsCTAIsM6EJSxGxnqlfDIEhjipS3AEojBF6jiY3zq0aqHX8CGLlr0dNYXzwK5cNCDwcvu9DIf+INHW2CIRh3cXNMNDXp80bhQ09PxAlbdeIwTfzSCXjh4CVD14y1YpheeSvBsCzcd8CGLDHU4aNKf7dkWjT5tGQ2+8cpOYHJ2wVeuDU/Wxm+uG498MHgw5VynG33SXZv+6QlXn+MrPGV44Gwz91WvD70MD6w8n1fArFHzCW5OlDPcea7dXf3wZfUCWQFuQWu7uugKhJXgPdIczzkwjpeg1Tu7d7qToNojzxft6tq1nXdz7er6UFUfq+pxZzytKQGtD6s8//nPHx+i8qjy/e9/UZD7wAc+eLvqVa++/fqv33B8idmj0OTqZ3s7JFJPEqm7PhzPab4+ssOnP/3ZEbA+58yzt6efdvoIeH2Z2c6uLzL7KNXIp5+7nXXm+eOdXo87n/v8C7ZTnnraoH3ve983dnOHXb/kGv/lGwvHs63X2Pe/BTpeKvNJO4/UbnPFuco3BJwb3SD22oV3cfmhdni9cyvYtVsr2AX3USk7th5NBuf/ukHsQ4DnnHPO9pGPfGQEtWSVkl9bmY4H65vxVn1Z4FiywBENdjvIdoNNcCeBDtLuhl3cwfjFL35xzIETABr48sHwk9mkac804GjtEucwcuRyGsFyPDmF6kpOYjja5RxJpf5y/bslvGBw04Gc5AbjZHO8lRxhdU5zTrE6542Trk5HtOoyftrkzLzTGRwvGR698IDbOOBqK+X4xT/ecGb52nCV1dGQRefGVAlHX+3K6BtTtPobe7jsoA5XKbMZvko5Oerw5foqBUsFTeq7wRM8sguatOFrF4wWTAkaoydLv6BsxhMc4gcmGEWLBm304AVz6uTBhws+04PHP73YgHwBanTK5MFLL7Kro0NDjqwuo5PjJdgND63ANh3Qqct4wwVDb+xKMBkOehmOR6DZQB88c+pu9jwW8PQHl9GaF/KU6TDD2Awd/NZLawceuBJe/ergytaztsxWwZTWmrJjpjZeHW/hdbx1btAfnT519PV3DDvmBKfKYMoCV8HhHLjqm/vtxBa4Kgt2nRPRgoWjLqAtiK0O7j1e2WPM82PN7fTiB6+d3T5SJdi106vUZ/dVYAsmAO49XjBtMsg3n+bW32X4P8iTT374CGxvc5vbbde97vXHu7oeXRYEyw94wInjvV32cx052DUnWNeO46nsupkNPvGJT25XvOL/2c7zxeWznr8Jes85+wXbueddMP56yKPM5573ou3557xoO+/cl2znv+DC7Zyzz98ufOkrt6c97enbd3/392yCXX64neJ//zdO95cd7+PJtmusx54FOl52S8dPfq1R5+fmg4K9853v3E499dTxVKGPUnoqRTArqPVXQP4S6Bu+4RvGjq8nm5xDvXf713/913uPJnejLv9W2dOSyacLeAH3sTcLa0TLAhdvga96sOvA6+DrQE3dua0u9dizusfPwnFAhxO9chc2488nHI+EcBB9ZZbzqe6kwimrbjdCHYxjx9GCo36wrI8jps/dt/BzEsHgyBc5fl/+mw508uxkanNU6SBzROkER8YDL/Wc1HiHhwdYTqg2/XJItYOlM745rnDxjwd9tNMp2dr41A6PXnNdGy5YOiqjRa8tw4k2XO1skQ71ceKTpwRX4olutx69Ei1HuKBj5lU/GJ71hYsOXCl4YT/ytNNfnR5o0M/jEMgkg45wZcGNDB9dsNYrOLrww1HiL+OdvIIlsJkGPhjdZYEcvvDBy2jgkq8U4AlOBXmywDAZApHgBYMCyzlYhCOoLXCsrRTAghekRocHHcmFU1AKLqMlD50SDE589IPhBx6dMclowNXTXz18/XjAyV7hsonxo9MXfXbUbg7BsrvSvLcGtOXsHX344M09Orn5joe1Jjt+HVvWZMdJJVx1tPo71sGi6bh3bvBIutc+Ku9zn/uMr2374vZ973vfkX2IDVwJjg5v/Jxzeg/Xbuu8c6su0BWgKmUflfIfuXZklT4wRVfnJpndfaHZh6tucQuP9buBctPxmDNcAbCvMMsnnfSwEUxbB250lgruDnbtCOdYKnevj40NvAzmL1bsJD372c/ZzjzzrJGf+9yzR3nGGWduZ53lf3fP27zTKwt0tS+44MXj67Tf9V3fNZz67T9FuNv2JR+6XTu7mXuV+9wCHSsHKw1NMFpAWnsu1Z177M6+/vWvH39l5GkV50s38OwCf+ADH9jzlfmu/Gbyop3LATzwhGTntILe+qKtvcplgWPZAl/1YJdxHXQFvBm7A7QSPJwOdHfk0WrvHsjxmcsZV13GHy2H54wzzhhOLOe1HSU7TXaSOOEel+Mcqdup4lzrL+u3yyRg9miK7E6ddwiDeYfM+4vB0JTxlOOn1NavbBcNnJzk2eWiU/1KMP1K+tcHT6a7MYK3UwZXOxxlOsCRkx3fXX3Dp58MD2ym145PY4iPsnrjhosPeH95E1993pW146dPbg6yUTLgmhNwZXTq0UWLnzmKNl71o4GDR3LjY6xoZ530mfdkWwfqcPSpg6GT1WW8ld5tJat6OL3zCo6XEi+ytGVtY0/P7JDcxp7+xgxWW4lGJk9/dgHD33zEr34wfOCoO3Zad2ACy2DmVrCiH0wQKagLJrBzXM4wuAJGfAoAlQWd8AWltZUFoujCVRYUdiNBW+5GQAFkQaMgCwytYHOmV9cPt8BOkKgNLhdsCiTxSU78CzqTAw5GP7hk1Faf5Rf4Rqud3HSYZdYHD5yt40mWdoF17TnAhotOji6ec1845Mh0ud3tBOqCc3Zw08z/mePDvl/+cJX+cMDt9F70KPNFX0FPnnd49Qt6BcyCaTvAdoq97wumxP+EEy76qJv/mZyvL+qzYzpfQ46XetfHrpGf/exnx+OUbO4GhBsO3chwE+Oi+kX/g+zDXw+4/4PG7rn3B93scDPZ/+x+6T9EuC762/af//7lr8AeL3Zd4zx2LTAfM9UbbX6mNn9z9mvB4Jfyc7V94MoGD5iMbsaNBiy+6uGCyVJ0ldGuclngeLDAVz3Y7WCcD+J599YkdBBX7+B1AY2+A1hZnicQLFxlOEonBp9qd2LxB+EPfehDhxPNIRe4FBByroMVEBbEXVzJideHFo06x19Ze6adg82ZBlwQwIEvQNB/MHh4cMkQ1AoItOWCjOBKvGS0Mhjaxq5MnlL/TDe3gxtnPJTRGy9++uWCIfUC3d2+8AVS6PHKboIscHzQywV46MBl9TmwKxgsqNNXkKdPcClo9LVEjw/5CJLsy8iyuq8ty3B8AVapz3/J6ken7gvNvrpc3f/OogP3dWVfkFV6Xweeug9XwMNXHY6yDB6+j/H4Em2lP5P3FyxK7wOpezwKjja4en/TAqZfG199eKvrk+nlPwPBZbB4BKOvOjj8eIHjHy84+huXusxmcLKtUoanZC83kNiVrc1dH7Zi924yFPSbw+ZXvdxct96sJWvEOrX2WltgrVF1cDitd8dSu78dW0o7vfNuryBR4F3WFnwrBYTqAkpBW8Gg4FB7DhgLNgsc9YXfzi8+6uWCVW3BOXz1Av7kKAugydWmFxpylWVw9MbeLnfjdkNhvqmg3u44+nhepIMdbcGvGweeEvAkgVcb8Pa4uBsUF2UwH5iSwdBlT7zI6N1fgTEcjzELqO9wBzcg7jp2hD3CjJcvOb/sZS8bO5ZdK3JKu8YEP97Kro+Nm13s7DqWzLm5v2iNu564Flz0mkFr4JY3/+3tpjc5YbvZCTfdbnmLm23f9f/+7/bhD31w+/d/+5ftS//pf3YvCnp35SRvlcsC+80CrWVlSZ1/WeLbdm7JD9UfjTL/N1i0ymBKxyRc5ZziG672LCM+u3Qzj1VfFjjWLPBVC3Y7IL1X4AMhXsJ3MbVba5dVu/8LA5M9CgXui3X11wdXvzKYtnp99c98g5EJlw7xiF75qle9arvwwgu3F7/4xeNjAN6Z8D9qHi9Rnnnmmduzn/3svXz66advz3rWs7bTTjtte/rTnz7yM57xjO2Zz3zmyGD6wC4uw9UHd6YFx9tONLnq+pXkRhesNnnlXX7xxEPWlvEnB368jddYtRt7JVw2YR/1s87yyNuZexmdNjiaSjTZEswHF+R4+fDM2WefPWiUvrxKhrrSVw7DUYLJ8MJRx7s+vPXVr49u6ZVs+HDwxUMpp2M8/KF8dXjo5Re84AVDP7Dzzz9/Tyf0YOHCQw9uPPHPHvSgGxx8q9OluQBTR2Outdm8+TSP87p72tOeNtYX2FOe8pTx7hCYOlx1/0/61Kc+dWTt6t4zgvfkJz950D3pSU/aZDDvTT7+8Y/fHve4xw38hz/84aMP7AlPeML22Mc+dnvUox61PeIRj9j+5E/+ZNQf+chHjr9JADv55JMHHN1JJ5002vrtFLkZ5dGuhzzkIaP0uNf97ne/gffABz5wk/XjASfY/e9//1E/8cQTtwc96EHjo0bo5B7BfcADHjDq2sHsXMk9rusRXTRKj/HqU8JXevQMDA4aj9iC2d1VgsFVgiUfP/LxsFM2660PDTgcY9A2dlkbvnHJ0aqzWXbTZnc2Z1s2NRePfvSjB8xfZJijU045ZWRzb37Nufk2/rx1oAAAIABJREFU/9aK+YWjbW05R4F1nrAGO/6tP3A44cbn1FPRwz1zlOo9Knv66c/envWsMzalR2c9NnvOOY6/87Zzz3VMnT+OJ8ed7Nx84YUv31760pdtL3/5K7dXv/q1I7/mNa/bXve6N4ysD73+z33uC+N67nyfQ5qDqGOuH2sX/oONx3jL9btOSxxjdnKzrps/F90YuuF24xu7AeTJn4tuKOq/wfV/fbv+da+3XeOXr7Zd+1q/sv3f/3PF7fOf+8yBIPc/LnqO+UtrZzc7r3L/W2D32JlH5DgquISnnQ8c3vw0Cdza6uGi1Y5XtMGVncvQVA8PTIK30rLA8WSBIxrsHq2GdeC7kK+0LPDVsoA1OGcXpfmCN1+cuvNL1y5elWi6wKEBr692cuBVn8cNdnGpC3BfRg+XDPV4Jjf4zK8LdXrNfau+LHCkLNDanc/9wY6UDke7nI5RdnEz+O1vf/v2jne8Y/xvpw/reDT5L//yL0f+q7/6q9EH57Wvfe32ile8YtwUdKPYl2Sl7DvzBSvP9gDrXAGOpnObdudBOPriPffFD04ylJ3HgqVPcsDju8s7nqtcFlgWWBZYFtgfFljB7oEL8Ozw7I+pW1oeSxaYnS7OlZyjxzHTL+Xgcfpy0MILp74cwxy9+Ga38KMHh5Mu2uEEU3rcX8I/fbSDp9dAOvCDbhc+y51xV31Z4EhYoLU9n/uDHQn5+02Gp6mk+TiezzFzANnYHONwvud7vmeA5mN+ruvsHIG/rB/MOUaA7ekCr1l4GiEdOud8/OMfHx+sJEdg7WkxT2t5Kgs9PvPcok+eG3d4egXEfzR7SsI7ylK6zLSjY/0sCywLLAssC+wbC6xgdwW7+2axHsuK5njl5OVk5UByGHP+4M6OYnUlxw2tNAej+oKr57zNcmf71g+mnh7h9PdfB+vPAa1sF/hg8uO3ymWBI22B1vgKdi/e8o7Zzi+CR+cUMDn7dZyHBw6vc4a272tIM79dqfXhU4bz0Y9+dASu5OPzmMc8ZnP+ST5Zdpi/7/u+bwStXgvxyodXUrzuIYVLV3U5fb17LIiGi873BryXTP/GGf2uzqu9LLAssCywLHD0W2AFuyvYPfpX6XGiYQ4YJywny9A5cyVwqQAyR3MXJ2cRfn05d+gLVvEhF068wwObnbxocmLhy/PuLnw5XuHu8kpG41rlssCRtkBrewW7h2Z5//1ZcvwWDAarnI95eI59u8LBK/U1B2idM8A6ryjRSskyV97pl77whS8MfDw8Su0xa0Evmuj0JSe5+sAkf/PiOx0ete6c9brXvW4E1x7FBsNj1nMQrp9lgWWBZYFlgX1jgRXsrmB33yzWY11RDlWOXs5VzpaP7/ggzBWveMXtJ3/yJ8cHhz72sY8Nk8Dx/tzlL3/50e8xPn+norQTIvsgkQTXR7J8ERfcXwn5mFUph7B2enAOP/nJT46dD7se3/Zt3xbKKPEtAMfvB3/wBwd/H4XCM745nl9BvBrLAl8FC7S2V7B78cbvnATje7/3e8eHz9797ncPAsey415Wd+OtILNHh52XfFBOQCll8/BqK3cznvDwD0/Q/LCHPWwPdzDdtnFOI8M5yrkGfrpFm8yZnw+5eXx5vmFH7k/91E9tzl3hxiN5q1wWWBZYFlgW2D8WWMHuCnb3z2o9xjXlUM3ZcDlhvrbLyfMV3Ze85CXjC7jf8R3fsf34j//45l01zpnA15eXy30V2l+ycObf9KY3DTzOnR0Qwa8vPisFyejmRA+OnpSj529urnCFK2xkexdOP8cyPLgeA7QD5Gu8vpDLkfQ3UTmNydilC77KZYEjZYHW9Qp2/3uLs5Vg0rmDvfylmB3W97///XsBblz+5m/+ZpxXfLnZDTXnij5QBWf3XBBd8xGO4BQMvrpgmg6+Ft45x/lR3V9I0e3Tn/507EZZgOt8I8db6UkVf0F2t7vdbciBG19/weVGoDYdZt0Gk/WzLLAssCywLLBvLLCC3RXs7pvFeiwrmkO1Wxrzu971rrFzq57D5oun3mHzVy4Sp0zQO9fttHLY/MVM6c1vfvP2nve8Z8+p4yz6r1L/W0t2zt7s3OXwxUPQLfgOl1z4Hiu0IyKgxhfMzo5dZo8LSmgaQ/xWuSzw1bBAa3wFu4dmfcex495f/wksnX/U/e+19129K+u/r8OB74NR7Ct3fkpa54/a5qOsr/PKfL7Axw26+tDqd5NN3z3ucY8RXLsRaGfWTm9yBbPV40lHf49W0u+86e+4BOnp01oJb5XLAssCywLLAvvHAivYXcHu/lmtx6ims0OVU6XMGezx4Ppy1L71W79187+onLj6cuaYyv+bXulKV9o+9alPDcuFAx8PbZljZ8e2FF7yg+eA+k9Wu7fRK/XZPfaYtS+nSgJe+njs2u70rBsdVloW+GpaoHUuSCoFq328l7M9BH+CXKWvHV/nOtcZu6zek5WcA9yYc066wQ1uMB57Ztt2d+HgN/PcreMhz3jOG2CS84svJ0tgnVPo4DWPCy+8cNxg8wSMj0796q/+6viycjxnOjIE7G4GquOVPnatV7A7zLx+lgWWBZYF9r0FjqtgtwvoXJpBjr/Ho7rQdWHd97O7BrDvLFDgqiwgrDSY6u2YvvSlLx3rNniB8Gc+85mxy3rqqacOG7Smc/qU0fzWb/3WdqMb3WjP4Zvl5Ew6Ngq6OZsefY5nfDwK7XHFf/zHfxwyo73jHe+4XeMa19iTF3667B6Pg3j9LAtcBhbonH4wVq07O5G7qbW9Cz8e29nQLq5Hfp1z5seF9bPXbDPHuPPFy1/+8u3ud7/73ju77BdefMGaC33Vlc4hM347u+HN/NTnc8tb3vKWERzTAX7nxhnPaxZu3nWuqg/MjcLSrOslwepb5bLAssCywLLA0WOB4yrYZfb5QjpfTF1E3bXuf/pc2MFWXjY4nGvAmrPzweG2y2DnonWqzAnL2fI3HBdccMH20z/909vVr371TVAr5RDmHHqk0G7tP/zDP4z++Gj0VWUOq/+utIPh8WY45HAYZ/zei0uOXQ86l8iGz0H0Pm9OZY6nxw6Ns+MtPujAy4fTzov3Oo6tAWuttaDuPG+XsrXamu54q308l51bOuY73h3z6mwlV2erjvXsyuZS54b5/BL+zCOe9aHDy3nSkyj6JbDqeMra1c1vO8Hw01EpeQTb+7mS81w39MD0xXsgrJ9lgWWBZYFlgX1pgeMq2HXhcpFzIVR2wdPm+EhdjNXBV1oWOFIWaH2SV0BqjXLolN6HE5h6z+yEE04Y78hGM69bTtud73zn7eY3v/lXrPMZR6AsMMXr5JNP/gqnjjy5vzVq/HTAQ/AqKNd2jOQQ4kM/tCX4HhNs96yxdGyhnXN0q1wWuCws0NrES92abb2pW4+tzeSBr3SRBbKf43j3GukYzp6wZ/tmv2CCzt0U72i1w6+ur/MJmBuCgleyZ3j4nVfQff7znx87yk960pP2zlWdA+kN1+sVvjOQDs09mL55fAPpwDirr3JZYFlgWWBZ4Oi3wDEf7LoIltS7yHWhFhjIdnTrhw8mdRFd5VcGJcsel609rLUcMbaVrFXrUNt6/cAHPjDei33iE584HDTBr68xS3CitzvhsfxTTjllr6/AtXX/wQ9+cHvjG9+4nXbaaeOrzh41lNAmH646PeSSnZX5PzfDsbMrCM4J5WxKJ5100tiJBsezRN94K/FZedngcK0Ba283kyWIm2W21itbr8d7WbDLhp1r2K2k3vEc3PkLrBsK4J0fZvuCl+NRSRaZ+p1ffFAqPnCcZ84555zUGDfp9Ptolptvb3vb20afc5uvNr/3ve/dw/VEi3Ol/9SV0L3mNa8ZMH34g620LLAssCywLLB/LXDMB7u7U+PC1UV0voi54IFLLqwrLQscCQu0Bq09Th1HUL2bLXSYnUN91icH71rXutbmP29zBOGi+4u/+IvNx6s4dmhnx5S8+HUs+LIzJ9JHXfAHl6PreAjma8zezdWOF9lnnHHGgH/kIx/Z4wN+l7vcZexKq0v4lZN1oGsVywKHzQLW9m62/jzGrFzpv1pgPr5dIzsnwBQ8smepY1mZnevzGPNMG3wuo4823s5P/mdc9ii1R4y9h/uiF71oyPFRLMH0zW52s/FRvle84hXjS8x2k30ZPn7w0PcurrE5X97znvccNw990VmA7IN6YAXq6NNt1nfVlwWWBZYFlgX2hwWOq2B3vgh3AeN0q3ucU3+pi3wXuVV++c77ssVlZ4vWYetOmX05h9bnvBbrV3o82Hu5eLRzC+5DUXY0+koqfnCkeM11fYJdjyFL5IbPoY0mPuRyGuHI+jmG7373u4fTmdz6f+RHfmQ78cQTB97s8KKD03hXedmtq2XL/2rLbrC0LrXZydpXL831YMdzmb2cU6TZPtlwXm9wtPXVL1Cuni3xnVM8kgff+ede97rXmCPXaAGs7Pxjp/kTn/jEYPHhD394/O+v/82lp8BXcIyn5Lzjb4h8KE8AHFyf7x54KuXKV77yeAJFvQ9wpYtyphlM18+ywLLAssCywL6wwDEf7HYBrZwvXuoSR927QFKOvbqL7UrLAkfCAnNQ2fu6yRW8fu5znxvNgkVt75Xd8pa33AtM6/OYs8eMOWyt8RxNvD772c/uwTH1V0F2aj0KmGy7Jv0fr2MHn44N78xxXuHmAHZc/fAP//AIbLX1eYTQro7HBMPFJ16NcZXLAofbAq1R67BsHfY+qf5Sx1Lt47XMTsb/Az/wA3vnjW6udV4Jby6zp/L7v//790yoDW83Ratf7vrbDit88xK8NlwpOJz5/NJcznhg2vDSZZZZH57qcnhD2PpZFlgWWBZYFtg3Fjjmg93/biZcwFzQutCGvy5sWWKVh9MCnKiSeg6b4Ffy9WV/j+HROn8j5G8//H+uQNdOh0f8rFUOYakPSMUjZw8vfNB6n9djy095ylPG/1Fe5SpXGR+8wsO7ah4LJBdvetlB8R+WL3zhC8djyf56yGPSguL3ve99QzS8s88+e/wt0dOe9rTR56vR/v+y46vxcTLTL71XuSxwOC1gfcqd2yvBWoutd3qAr/RlO3QeUXY8zzbKdpX6HOeV2XSmme0783Se6FwBP5rK+rXRhds81sZfvwSmXoDbObNx6YtffWiC6S/Peq/6ssCywLLAssDRbYHjPtg9uqdnaXe8WYAzlYNl7Bwtj9n92Z/92XgEzyN6Atb73ve+2/vf//5hnhy7Su/I9kEYCDlz6naEBbge5/MYoNJje+0ck++jV9e+9rXHe285eq9+9avHo4RoBLoeI1QKuL3rhk7iSArGvRen3xdNeySQfuFVDqL1syywLLAssCywLLAssCywLLAscBgssILdw2DUxXJZ4NJaYA7+BJgFmQWwgkipwFV/CW27FWBotKPRhm+3Yg4466/EJz3CnWXOdXh4osWTXsqSvrndjkv9ynkMM3zVlwWWBZYFlgWWBZYFlgWWBZYFLgsLrGD3srDi4rEs8L+wwBxkYlMgKVicA0p93pUrINUnR6+MJnUEoQWzYILOgsw5QMU3eO/joSu4FvymFz765Ghm2WAFunB2dYa70rLAssCywLLAssCywLLAssCywOG2wAp2D7eFF/9lgUOwgABwzgLGAknkgsY51V9QOQe59aEpCC1oxQMsfuDwwaTwBMXxjiZ95g9ToUOTrBk3noPxxFt75l3/KpcFlgWWBZYFlgWWBZYFlgWWBS5LC6xg97K05uK1LPC/sIDgsEC1ALSgULuAVllQWn/BK/Hz7m0BKnj0Mwy8Np7t4DaMAtnwtMNP5hzoqs/y58eh47nKZYFlgWWBZYFlgWWBZYFlgWWBI2GBFeweCSsvGcsCh2ABQWQBqcC3ndGC4IOx0Ce4lNQLPPEpCzhLZBSkgkerfw6g1ZOPpgA3PtEFV86PQqdL+HQBU5bSo/YqlwWWBZYFlgWWBZYFlgWWBZYFLksLrGD3srTm4rUscCktUECJrKBSCV4gKUCsT4AqaxfM1rcruiC3IDZZBcQFmxdHX2Dabu4sb5YVfzA84xs9eLLDmftmXqu+LLAssCywLLAssCywLLAssCxwWVlgBbuXlSUXn2WB/4EFCgILbpXVCxoPxnYOUOELHpWSvurtwILHL/wZhqYAdA5eq+tXRxv/8JOFn3rt6smtRL/SssCywLLAssCywLLAssCywLLA4bbACnYPt4UX/2WBZYFlgWWBZYFlgWWBZYFlgWWBZYFlgSNugRXsHnGTL4HLAssCywLLAssCywLLAssCywLLAssCywKH2wIr2D3cFl78lwWWBZYFlgWWBZYFlgWWBZYFlgWWBZYFjrgFVrB7xE2+BC4LLAssCywLLAssCywLLAssCywLLAssCxxuC6xg93BbePFfFlgWWBZYFlgWWBZYFlgWWBZYFlgWWBY44hZYwe4RN/kSuCywLLAssCywLLAssCywLLAssCywLLAscLgtsILdw23hxX9ZYFlgWWBZYFlgWWBZYFlgWWBZYFlgWeCIW2AFu0fc5EvgssCywLLAssCywLLAssCywLLAssCywLLA4bbACnYPt4UX/2WBZYFlgWWBZYFlgWWBZYFlgWWBZYFlgSNugRXsHnGTL4HLAssCywLLAssCywLLAssCywLLAssCywKH2wIr2D3cFl78lwWWBZYFlgWWBZYFlgWWBZYFlgWWBZYFjrgFVrB7xE2+BC4LLAssCywLLAssCywLLAssCywLLAssCxxuC6xg93BbePFfFlgWWBZYFlgWWBZYFlgWWBZYFlgWWBY44hZYwe4RN/kSuCywLLAssCywLLAssCywLLAssCywLLAscLgtsILdw23hxX9ZYFlgWWBZYFlgWWBZYFlgWWBZYFlgWeCIW2AFu0fc5EvgssCywLLAssCywLLAssCywLLAssCywLLA4bbACnYPt4UX/2WBZYFlgSNggS996Uvbf/7nf25K+T/+4z9GmWh9//7v/74H+9d//dc9PLgleP/2b/82cMHQ1K9Mxuc///lBUp+G+kybHvrU5xKeFM/q5FXXF11ytNOhPm1p1nUALuYnuovp3jfgxmH82WdX+eDh/su//MtAyYbZLlvXjmd0wRG3dnZlaYdXOc+n/uY9+EyTrHSc++Z6eGCN72D9uzLoHV506TmPn47JAIejPfMbjA6suerxght9NPGAm6zodnWJT2V4tS+uhJdcOLNsfdGFk9zaydEOls2aN+VMh6ccbNYhHnNZHV681aPXXz19Z/7BjC14PMGqxyMbpJd+dDNcXyn+6THLiPc///M/h76pzzThgMUj5PqU1fVFXwlW/6zn3H+w8YHN8Orx+uIXvzhUCd6cHky/5MKd9Q2unOG7OqdrsmvDq54ewcDhJyO4csZNNvzWUHLSN9pkaUva8aoMPpfqc3/15OivXgmnenrNMLIbW2V8Dyb7UHDQJSse6aAd/2B40kNbnu0z11sbcHZ5xDf8eO3qEg/wUrK10c3JOPQnL/61D0Yz019SfQW7l2Sd1bcssCywLLBPLNCFq9IF4tu+7du2P/7jP967uIG5gMiPfvSjt2/5lm/Zu+Doy4nrIvuFL3xhb/RduPD/rd/6re2HfuiHtr/7u7/b63/Tm940ZAFEXx1vdJVdxMBkaa7XD57cmZc6XlKBEZp4qdcGy8lTj3flYLJPf2abGUJ2NzaOQ/ZQZsfs1pD15Syh159ttNXRwtPO3ujhxq9++MlPBpx0A5txkj3jqMMJppzl6pvl65dmGc05GP2j+fCHP7zd4ha3GPjg0dJfyk7Xuta1tne96117dPrwwC/dogGLT3jxCkcpw0Nv3LP8eb7QNpZPf/rTezqFHy848zjjP9NnN33xVGqH1xx87nOfG7Dgldlu5pWdog1XOeunbczZh+xd+XiBKdMrHvjPdo8+fvhL6aE/fdUlfDu3zXTwZDZMLnx0cxusNnp158bZBtXRJkOdXvDTT/n3f//32+1vf/uvoE+XzrnxSze2jwd94IMppfBrK8mVjV0Jn26NIT7ZSTvdZ57xBsMnGeGil2eZ6vrprC7f/OY33z70oQ+NejJbU/Gq1D+Plw6z7OjmcaWfsvlWl9DTQfrrv/7r7Vd/9VdH3U1bssiNBk8pOFnq0avPusDVlhvvYHBgnsDjFa4yfkr9kvnPBkq0kjq8cJX6wm1uwx1EB37igaa5rIQCnq2db97+9rcPSnTl8OBKwfGZbUOft771rRs+Uvrhnwy0wRtHJZo///M/3z7zmc/sjT15yY52CDjEnxXsHqKhFtqywLLAssDRbAEXkC4YSvmbvumbtj/5kz/ZU3u+ED/sYQ/bvvEbv3H07V58XMDk+MW7C/Jd7nKX7apXveq4MGMAfuaZZ26Xv/zl9y5i0eMRTvyUXbCU4YSnBOviOOOr5+hEV0nPS+obikxORu39XBpzqfnJHuagBCbnmDTnYO9///uH83fjG994u851rrNd97rX3W5zm9tsp5122tYO/hwINXd4/9M//dNwSnLSk6MveelgPqNtbrULHODXry5pc3wkOueQzmODY1z6Z7poWhNw3ve+922/8iu/sre2sll2wQuPG9zgBtu73/3ugQdG30996lN7eqgkly7Ng+AEPbspy3DhpLc6mbX1S+w8wwfwgLOePDD8tV/4whcOlPgr6YpHOtGBDZRgwckGK4GjBzvvvPMGj9ne97rXvcZxHj5cyfyQJ8W79ZDt2Q6+DIfs+tJv1id9k6Gc+6uDo5cL/OlRkAgeDzAZLX2Dw49P44ADFz19s006w2Pn1jEe97nPfbZTTjllb3xwXvKSl+zhZBPr6prXvOZX8GVnvMkhs0QPyY2Xk08+eaxdx+jDH/7wceyhSefGgEcwY5DwaRza55xzzvbZz352wOuPBjxdK/WlHznGjWe6pide2Wq3fvWrX30EmvqTOSoHfshITvDaaJKxKzN+aOhIv7K+bMDG9Ha+Y0Op+VUnS+pcl7x5nOHAyw5g6RA/feC/8zu/M3hql+DujkFfx5p6/dEoW4/qMz/6ugFtXCWy4eBTbjzkV5/5sI25f+hDHxqbvbULkN7ZAN/q+uL1mMc8ZvvkJz+5RwtHvwQn3HmM1elgbRvTBz7wge3UU08ddPXHYwAvxc8Kdi+FsRbqssCywLLA0WoBFxDZRaH8Hd/xHdtJJ500VO6i5GKj/qhHPWr75m/+5nFB6iLlQqMeDkIX4C5UXbRq60/Wc57znO1bv/Vbx0W0/i5Q2vFU70KrP9zk4qk+l+GARUuXxpSToI02HHQ5PzP+YH4M/GTfeSjGz1HIZmwha2cv+OwSPafi+te//nB04vXGN75xrJ173vOee/Dsis5ayd5o4j07x/DImfvhhQMOJ/208Q2OFj6c3XUI3hiMLYcWPH762UM/enVj/fVf//UhY5aXTCW8613veiMwRhu/+ugIJpfQ0DMcdAW86QRHyibq8OofnQd+wOTGTmb8wdG9853vHE6uvniGo4SXzHjTOd7pHA4e+gRj1gMZ9ZFx73vfe3vmM585xp0O4CXjnWng0AMOuIRfNGByulaf5zodrZnGNveDBYerL1uo68P34uTWZ/3QV6pUR49fO1Xw4x8e3sb+h3/4h9vZZ5/9FeP7tV/7te0v//Ivx5oPX+DqZgreaGUpvkqZLNl83PGOd9xe/OIXj2PbDSY3Me9xj3uMuUCPF/6tyWSBy2gkuGxJr7/5m78Z+K0J/dHHT5l++rXjU52OyWPH8BsPnubczbS/+Iu/GPRo4oM2mgE8oGey6zMHMx14cgVp6YMHOJlgaOY+O7uCXfThtCYbvz4BG9rkN550nEt48xrC5zWvec32hje8YdDHYx5Tus98wksufLr94z/+4yaIlNDtjossCf08Vu3GFm1jrK1sbB/72MfG2iJfUtY348+6h5vsBz3oQcN20Q9GB9ZO44pGHzrteLoR//GPf3zABN6d28OL36UpV7B7aay1cJcFlgWWBY5SC7hYyC50ZY8pP+IRjxhwanfR0O+CYue3BOaO6u/+7u+OHSyOm/4f/dEf3S688MLQBi8BdLvC6K5ylatsl7vc5bZv+IZv2ATY3/7t376dfvrpe45Tu1DpKMh+7Wtfu73sZS/bPC5Kz/vf//7DYeSUqYNd4xrX2M4///xxsXahkzl5dpY9DvdHf/RH29d//ddvP/ETP7G94AUvGLp5hArd133d143+7tIbAPlS9tkb1D6tNJ7GNLcLPIyV3cLhuIDNDtNf/dVfbb/xG78x7CNA4BzhxYFky5e//OWjjQ9aCX1OrHUFnhOljkdy4eKbMzMYTI/swY9emXMVHB/0dCJDf2OFkzMHR4IDLhlDMOV73vOevUcY60OHZ8cH3te+9rU3dlEnH0/1ZIXLAZ/top7+2SNbZLP0gjvzz44FVo1nDOCAQxoM7Tve8Y4RlDe+XT3AwdKVHuSVshE94UlggrMb3ehGY76aO31ka8czedHWjn9jq13ABZ491cnsOMWj/uj0k5vtwdFn59aD/viqN77Z7vinb7jsQ6aULDvR9YNHkw6Or1LriJx0Qiu5afDe97431DEOTxc470nkpad2ctR7okE9XdKTrF/6pV/aPvKRj4w+dPjAU4dHF3gzf3VjsBMoEJPCiQ4O+t1266h+JXnRZxs8W6f60kOA2e4jXvokfOKpne0a62xrfXBLeJPbDTQ6t5bAtdOluRHkO74lMtIjfDTkzHrMdfhyOPGdeeHtOoWXNNsmXsk3nng2thkfnmDXtZyscOY6HLKSp8x++tBkB+10V5/xBPjkxCe+8djVK91nfPT01ZdNlOkNt75K/CV9Xr0yn+quPc9//vNHX/Qas86j87/5WcHuf2Og1b0ssCywLHC0W6ATfxcUFwVZACo4VHeRUnbBE9h67Bisi+8jH/nI7Yd/+IfH+7j3u9/9xiOL3m/8mq/5mhFcuvi4KD/ucY8bAW0X+Ve/+tUYOOBWAAAgAElEQVTjwi449lilzKGQ/uAP/mD75V/+5e2jH/3oaLuIeZfYI21XutKVtqc+9akDRwD8+7//+9uP/MiPbB6XtFPMmcPTu8HGJgvSBeA//uM/vj3gAQ/YzjjjjMH/Cle4wuijP/3cXRaQ/9mf/dmgM05JWX0A9vnPPBZ1NuJomEt3xTkeMqeheW7I2uaU891OXvw4o/pveMMbjkcx8ZXsjHpc086UR/S834XG+uJ4u1HBuSefQ3nrW996zL3+Jz3pSePxdztSgs70pQPHXvB2t7vdbfvN3/zN8U6j98CtN+vsxBNPHLtmdMjhQs8RMk486PjSl7506CdIp6PHSgUu6U+usdoVvfOd7zz0cfPmzW9+81esi5vc5CZDH/JLaBw3HoO2442m4wkeHUreO3Mz5i1vecvQx27ygx/84M2OuRQuPm7ceNJCMEB/6ROf+MR4hO9Wt7rVuOGAl/eNJbI8hmpuvHvoRoVHz3ukmU7PetazthNOOGHAzZf5l5LrvVE3pDyubp6sEcEovuzzsz/7sxsbsKGbUo5bO3P0woO+jj2p4EL9la985djhLDCyi/aQhzxkPLZrbtlMMh/NSfOpfNvb3jbsZTzk282Ml6DSuIz3Zje72Tj+BU+tY3pZYx4RhsNpLqArcHReuu997ztsd4c73GHog95aai4FV4997GO3Zz/72XvnTTo7pzgvpr/SzTjnIbYzj+zJVuQJaGVjYWPfSZDcTBBsupliXunrmLCDK5nfbEMn/GpnK2vBcaKke+tUXf7gBz849DJ/v/3bvz3GA+Zcai1aN+xLN2NFTw77grOftWmnL9l0u+1tbzvOAXb4b3e72421ae2YI3hdE6yJpz3taWMH+U53utNYa+Ta1W69pKt5U3/Ri140rgWeqrDWXBvg0o0d/vZv/3asJaWbsa4rv/d7vzfOX3h004EOzvvsw+5u3PziL/7idstb3nLYxXnGzrZkzBK7emTW8ea4wr+1qh9/dqKbbJfV+U6in2z88JT09o5ytrOWXvGKV2x3v/vdh/2tC9dNdCVPBbAR/vDMF72sK3DnByXbs5ekNN4nPvGJe69ZWIvPeMYztj/90z8dc2+OzVEJDf0cj8aKp5vFdEfrPCXRHV/XE32lJz/5yeM8kO4e1U83Y7aWe+XDsYWn48aagmcNxJ8M56aOEWvV9Z9tyaQrWzTe6NLlUMsV7B6qpRbessCywLLAUWqBLqhKF4Xy137t144LdGqDu4DIgmC7ojlPSgGKHVVBhosUfpxVO7Uu1ujB5vd98QLj/PYYc/Lw/LEf+7ERdL/+9a/fC7YEtt75dRHMkeX8kcMBKLnIw33e8543ZIALNug486Mj2M///M/v8SP7pje96ZDTRTO+SrBjITXXxqIueQSMkyvg4zipc/6aq9kenD0Os9158yibe4mzdbWrXW0EhtoCuB6nxEPwJ6Bq58o8cJw4xK973evG2hIMkM8J4sxJHDGOZ0EGmKCGoynYAr/ggguGM916AOcImdfWMTp8vF8K5gYJR43zJQnMBbICXolTKNjlJHOgBOrGgZ7eAqHGzx4CQv0yG9mpESBKjhHBEhvk4Atw1OFz1tifM+4pBo6hoJFzKciRjIXTy17eeZeNHa6bBoI1jj1+jgEBAP214Zgf9AVpbAAuSHGM0lkSBAsO6SrBF2SxlQDLMfiUpzxlBCf6BWMCHscnfvEXPJhr8p/73OeO+YAPB4wDLQDqxso//MM/jI+BtTNj3I5J68Q4W2/Zz/ogw1qQ3CjgJHO24QtA6Gl92/1++tOfPhxr46YjewlYrGk83TgQGAiC6CgwZmtPqmhbzwKhdhvRGYfEybdGtOkpAOaQywJ+MH0PfOADx7GFxlwJrugaH859xwe45FFea8P66fFTa9T6lrILHY1NYlt1OtJbQIHGOGd8uGS7yeQYkoxfgNITOvgKdgUddGrdsC97CYjBBL7kWKetAUGiOcIPjD5uZhRM0cfcuDHgXM225JsXtrFm05cMuhrbWWedNdajObMerXM3B1ynJLjsyJ5uwPY4tBsuzgHkNg50xgFGd3UBlHEbr+uK82Jjop8brWTRTzr33HPHOPtYk+NJ8O2YMD797NtNFHYgy9gkx3znIXDXR8FlaxmOcbROnLucF9HDd3PYHNaPjo21jUNOFl6u3d2YcO5xw8qNIzaRHa/OWRIezgeOTzzwSldj69UntjKH7CNpw3WcBXODgm0kfWzqZpJzZ/o5byYLnpuk6OmBnoySuXfzyDFWcrNkTsZzadMKdi+txRb+ssCywLLAUWaBLipKFwIXEeV3fud3Dgeii4OLqKTfxdfOr1S/i5YdUhcsvODJAk4XJDDZhdWuafzAXIg9OhydC6MkgHDXOBlo7Ox24YYDN57hVQqgyUYHhk5Q3MUeTBbscnLoWwDtgy5w6SRVxnsA9/EPG+wmY+SQcUo55krZLovU2NlJne0FIW425DiD24XgpHA8tK0JTg7nRJsc+IIwgbT56fFMzqt+WcAlIBa4kClxDDmbOZKcM06sIAeNpBQkeU+UPDgCUo+p01k/583YjFe7jJ4+2oJuzhLnCh+BHD6cutYQvYzNekEDT2CZQ22cdo8L2qLjRBv7bsKDTTmcaFuPbCgIeMITnrA3BjcCBFYSuXRph6kAp8c4OdccZokMwYoAQp1NJfMh+GgOyJcE0namJEGSHcgcSjLxMC51Nwnc5KCPpGRzO5ACBXicfIFiO9VggjBBlPHix+kV4McbDqdboASWXPzNL+eejbXT2zzKEh3QREcHNi6AsqbMt4S/ZG2UPB3Q7jdeknMTfbTJpaNSoOD4oZe24MWNHseEoJFOdLT+7BSit16MX0JjvvHAS4KDppsUzRF76bMu2ZAOjVEdH0kwJNB0s8YTM8HhyHQiFw/rV/Aj4VWq7nh380ObbKmyut0567MAkL5sbB2iI4udX/WqV42bI+qyD9vN6yu93OhhK4m+cJVSvOgQ3Fy6IUCu5CYJHtkNjSAQTB87ChLdAEomOuOwVt2MkATSns6QjMN8uvGTbLSSG7yPf/zjh47orYFo4KKlq0QXKR5u3Bhr/fi3FuHCs+7ops2uJXwlNwDcOLJm4HV+0hdf9kMvQGULcOe2rtf6wNx0cK7SdkNBsJ7+8cJXkOo62jhcl3sqKzx6OHekt3LWqfMP3Zwf4JMVnmsIm2tbz/rIk9DAzy7aziNS+o7GpfxZwe6lNNhCXxZYFlgWOBot4ELUxUjpwiBIdeGQ6lN3kRHsChBr6/doliDWBSYe+vFx17sLlovhLq2LYu8A5yxwPrrAoZUl7/bCl8DIamc4fDBZQA43enUBcAl+eAJhKR7adJfip96FdXTs4x9jkuaxaXvvipMtEOBEcf7s0oQfTXbi/Nlp4gDD5+Cq25W1FiTBFGccb3TNpQA3B5+zT2bzH62ArN3MZJPHAaMThwhOc9z8kEUfMvRxouzsxdcuqyCUPHzoVZ3DLxi1gymQ1ifbyZy/hDsGd2D3086yBI8+9BNQkc0pE+hlazBBobF3vOhLNzd58JDAG5Pgihz0dGUHfLSTfde73nXsIDt+JH3oOfnw2UXi4OckJ9tOo0eJtUto7YrZrZXw52gbp0QPepMDJohmM0524wE3t80jGvMhMIdDhoDafEgce+ulnekBPPBVYXwKzsmUBRKCOHC6g1WizRZg7ODGiJsGZJgnyRq3s2yXzM0NuPFAIzAtIDAeMtz8oI9kTFKy8S44tpYEcYL1drIEsdkJP+vffMQHL4GY40uiCzwym7fGpd+6tBYkOrAr/NpgbnwYr7ELwKyz+pXwZTvibox4akEiGz+lxBbtsGvPc812jn07mfDMeXpY7+TTRZYcF9ZlbTcFHJvZfiAdGJ/AuTWVPeKNXt36E2j2ugQ8+pHrXAYPj/hkN2vQ8W1O3AjQjw5POG5coDUfcNRlgaiAXTJ3Ml7kCdrxsoNsbQnU6CPDq94Ym3s3z7qhpk/wae1JZErWkaAOfwEdXnRVwmEH1zswtK5n9Q0GB36ME6+eOIBLXnLQOGegx4tPYO7rbxzYFVTHH1/jkMJ33DsvWotuhkrNhbJgFdxrBT0OTg/Jucj6sPadn0vZrmA5fIF81x36y5c2rWD30lps4S8LLAssCxyFFnBhKLsYuDB5t5XTE1zZBcVFxiPG8GQXdxfIdntdtIKDuehF66Jpx5QjgU5ygSsIJQetpA5H2QVRQI2HBE8f/gXLYHBlMIF2Fzl1sHglR/CNxywHLjhc8OQpaw/gMfBjPNmC82lnhwPKYecg2j3MZu0Isam54SB6n8p84mFHweOmHBoJnHPEYeT8cniVeJMBl5NkF7fANyeTTEEMx7H1ow8vji+HR+Bip4XscJTaAkY7UMbnkU9BvMAFDwGoIKmxg3Oi4HBgPZpnNyOdjIXjLpg3drqRI9uBzAGGJxgp8BDUsCG+xq1PnW5KiQ54VueotmsxgAccabsq7SqBs41H/OiCHh88e+S7YKgxkslZN28CenMgoZWNVYBlLHSld219bET/3uHN3u0eWxvWA77q8YWHjkzzQr4AAc90bKdXv/kWRLKBXWLzjSce2dmYy3YLjU0bb3IbV/zNh51VQZxATFBvjNmDXOsBjjnmJAu28VP6TgCdyLHe6QSP3q11PGTJrp4swfP+rzUIn552ocnIhh0j5ko/PuaXPeOpdHyCS9lXSS/HBH3jUZkM9HhrdzNH2/HQfKHBzy6/Gyv42s2feZg3erBtujl+4XsM3k0Mxw/7utmUHtamYwhNc2Stm1d608V66ymNdDNWeqDFi76NRR/d3Uwgzw68m0JunmQnOOxLPp4S+XhY44J+cLw9sux8R4bkJoj/NZbgmw/66odPpoyPeZbndRIfx661Z/32lAT67Gr8Ephgt5tS9HR9LPjVll2vBKjmwE0qdI0NH2shuBsQ3UiCt5vJa+d4DljTTQBMnuSmtnmQ2F3KlvRxbW4NzkF643Nj2m4veXimc/1gxk5H+jvW2JfNlexnfaTTvA7QCPB7ooJedCjgpmvyhuKH+LOC3UM01EJbFlgWWBY4mi3gItFFtFIQ8nM/93NDbReI+SLBAeW0udi52EjuqHoUuXbjFewWnOIhiBSwljgDLkjeAaYH+jJdJKWLIXiPJtenH3+PN6MvqQuqOZSNidMAJoHRB1866iuR46JrF7kU71luffuxNMZ5TtmhsbVDZlw5Iepo2AEdXHXBwhy0CYg4dXZR4cucGw5gzlHBEZ6cK8mjyvFJltIucbuXeOHhfTWBE/keR+YQxZNe8AQgHFAOmMS58q6ZnWA0diqNA65kvr3HabzZRaCMdzCP6eFZyl6CAY9Mcg7pxDE3HnTGxwFmF3yTSW52zhmDj97YOHcS/JxO+nlvVHLc4EtHeshw7bz2/i5+kj7y5/+3FoRwHMmjC1zvLwoCtWV9krK5886c3U/4MjwpHuaKjbTpSCfy6WpXRlsyP3h5JJGt3GDhwEpKQX1zSn67uTOs8QkiBZ/a2SI8/Dj7AhYBR2MSJFgDdlTjQ2cZrfOUnTljsJtqHRSANB9wg9EPLphkVxd/jreSDHwdB+bXMWIHlL6SIIozn53xEVQKtMMhly4CQuNIb/3sZ07ZNx3UG+8QcmCe1I2bzST0M402PdCaJ+/jOr+X3KQSpKKR6eE47dWC4OZ81snYtSU45Dh/WOvqMj5umKmTb57U3ezoBlL808fTQoJSuCUBWTdz4DtOnF/Uswl81zm2l9jL+/3OL44N9HZkBcNo2J/+bsKkm8fn7T6ae4muzYtzDnn4Nh5Bt+uVXc3Ghg4Nm8P1mDBbts6cm/DCQwIX1HW8ON+gK+FlrXfTyw0xPEp0kuLn2meejcn5yvVYvUxOMLvmbmTMdoRHvmMBXrzNiXWiP3x6O99pWw8lOPRpV5s93Xx0vp7HBj9ejpdS9jXO7KLPDftd+mgOtVzB7qFaauEtCywLLAscxRboQuOCUXZRs7OZA0N9Dp0dGXDvgEkuJC6+7lYXcOJRatc0mAu9vxiaL0AuUIJQTim89OFk2EWKFtyjxQJYyUXdhQ99AXQXQv1kz0GsOthuEuy6SEdLjl0Zu8BgpVmPYPu9zN7GYdwccjBz2ng5Hhwz/dJMMz/Kma28b8Yhbu0ItDiN7sjH0/zjl4PKKeLEx19pfjmoHMR4oxFMcTrxEky48eIRQTzhcRrt9nm8D39j0efdY4/gcmjt3sw8OdztOpENn3NtHCXj4Vjm2NJPMC0A5dg1NoEHJ56uYIJsO3vqMn0k8sOJFszYjGl2hjmhycl2sxz8jFvg7UvRvXNJFhl2u3zwSh29nTl2LNA2R4JYDqbxZRt6cbRn/vSwTvCCyw7NI90L2sDhSFe+8pXHLjS+aOjAZr5+bhex3S7yjFUg7FwTXzyyW3MajDMvQMHHOaTEgSevnWLwxk83u7U9yksnsvWns4DbGtD27nhfZ8anYDA7GY/UPLKvoMgNCu/IwqO/jxn1GLGbJ/EScAmo8YHnXGt+20WDR+duLuGXbH0CV8eiBJ7trU83mxoTvekooPTIcPOPjl3D087egjlBoX60gpT5xoVdRDAyrQtJ3Rfx4aGRHTsFyfrBBN3GrS5ZBx5Bjg8YPawptqBfesExx44vNxDiIdhxrDqG4JJlPswnnDJbZLfGbZxuhrE/mHUhoTE31sMv/MIvjLZ+x4vHbfHSTxb7xy9asPSzjnxQDI2UjtW9b+z8JeFTADfzdQ10nJDpfOZR6cblePBRP6m1IMicx6MOX+mazGbqeLrRg66kr+uouht7fUSKfNdo8yDYdVMELbuxoycY4mUdWQPONWTZJZ5vrjmXW0c+Ikc3a7NvJsCXW8v62d3NMjpIbgy5QWEM4TuvV4eDjj5gh5pWsHuollp4ywLLAssCR7EFnPhdBObsYsURsJPqzj7HVPDgw1WcRBfoHAEXGxdfQSweUhcTAaOLaUlQCZbDwjnwdWR/ZcQp9EionR7JXwTB5eTkRAh2PQrVRQtejxyDdeFzQaO7i7y6rA6mLjVuAbC+Et089gXeOCrD2e9lNjEOY8tu87jYU1/20pezbD4kwQ0nMn6cRMnNArtXnCB8OESca7tZeHJUBWDm2joSkHBU1NMHTw7z7PBzuAXFweBy9uyweAzVOLT7Wu08LoGCAM/ukeACL8lYrG2Pt5IpYKKbryq3w8pB86imtoDSV2fBrG1OtXFK7AMHf7yMx4ex7JrSS+KMsQNnEA+JY9fxxKH+mZ/5mRF8qgs2ObwCOrStc49pGlNy8CHfo7jWs5sEkhsBAgry0MqcVnbkgHIu0ZkDeG4EcGbxFSwJgn10TGJPjjR9OJcSW3l81Jziyx6cUHNDf8lNi2yi7RjTZ/dSsCLomRN5bpBwls0P29jxstODL30l+mgLKo27d46NyZw6t3DCyXCzxZjA/Ce4dWDHT6BkF9ecFNAJYjyWy95S+uBBHp3snAlc6KY9rwE4HsO0uzm/++o4sGtovbKBuZAcR863nRfBvC4iMMbL3JDDZvBa1+RKYHhIrWtryyPFgke738auz86cY63H+PHvhoY+N0U8fk8eO7tBhIcEZu6tEXSCV7a2vo1NYlM3KwQu1qcxyY6LdMQXvbYbSs0jXm4SOH+wjXG7ZrBZN71mu+FBX3YyNny8G20dC6xa7+bYmHcTnIJo9B5j9oi31FxkBzD6Om6aN+tDgMwezg+tSzfWHFts4aYFu+LnGHH9sjbMR3zwbt7gsF197O84bM7RCfTMWTBPc6Cx3pxnBbxsEw83wByDvtQ+w9XxZ3d1a5gtS/g7NznnqbOFGwfO7W5AmFPHinXo3E8+/SX8+AVszPbw/KVRN+LguLlBb/PleHXd7ZqB3nmI7ujJctzSx7jYge7onUe8ftJNALzp6qN+Etw54S0fSlrB7qFYaeEsCywLLAsc5RZw0nfxmLMLm4sWR8P/zwr8BDWce05UF1lDcxF3gbRDGjwnrGDXxUYf+oLinAk8ODc/8RM/Md4V5qDpE/yCuTjGzw6uR53ojB++nC9BcBevLvBkd0eaDHWwEnxyBNp9RTL9OSQCeyl+6ukRj/1cZq/G0Ni1jTnnS5sjw3kooWULDp550l+giw+HhBMo+NBmZ84fJ4/jykGxttypJ4sTyWHO1vHiNHN4yUtfu2zWBL7BOeccMA6dmzOCE/rBmZ1VzpT+5lFJpl0xOw0cM3p4X9eulCAouQJcDhnHVeApcOYYFyiQZT26MdTHadDiL+D16CL9OMuOg/6mhW3gKfEo6BRYeQSWo+dJip58IIN9Ofnsj7+Mhz628w6jAI88uy3+hgmO8RZomBs7TOxJlqTf8WfuOLMCTsd2j9OSgb+Awjyi5XgLwtJDoIuvoNc8sD8+7JkMpfEKkgV1xq2Nh1ISlHJgjYEza37sxLYO6TInAR1e5pDDLwiX4Ak6/B2QPucBu2d0F0TgZ/7tMhuzeTX/bJsMdkVjDnO83VBAry88pczGgnM3BgQHEtuaW2MRxEvOsbJdLbhwmiPyBV8CAXPCRubB2MjULrCYjxN8ye/4FcQLEsyX8VnDdj7xaE2gye508yVzQZqx2gVuxxyNuRaA6LfWjdf6drOBDOcD9nQMFNwaE73d8EgOmZ4CoZtrCj74WyeODzdzHNPWkPMGe0QLL50cR87Xrk+OS8eK+aYPHOvVDQ/z3dqJ1pqgU8kNKXitA+N3rhJMsil7GZ/gVhKY4elGmfMGfPTa7Wq7kYPGsWwtC/iaNzxa+8YvkeEcwWaSscrVK8PXRqMdDE+pNrvVjxf8EtzwklkfvPSbYeHrTzf92VcdTn3NW3rN8uHt8ok/Pnigi1d6KOMbXm30jldrX0oeHsaof5YxkC7mZwW7F2OYBV4WWBZYFthPFujEr9y96BhHF0AXki5W4F1YXEDQ7l4UwerLHvjjp6x/V0YXI3A4nIxSF1NwuYtYuOkUf3A6yOGkQ7DdceWIzHLDxWO2wWC6D3+ymzKbGYZxZtuGFa62Pk40GFylXQFJne3glDiazRlYc6bM7snPruY/PTip0elH13o0P9X1kSWB0SV+YOrg6Gc4vHjQXXtOYHQhSyYDj5KdnegbBx52ONEZ+ywPbnjpU5kudpo42+TI8Dnn+MBJRwFSazRY7fSmJ53TER6edJMKiNIJDG796tEGU8LHq3pylOGRE056gQls6KSvoAM8O6nL5IKpwy3hn0765wwHfiX7wweDp052OuKDtz5wSRs8mzRW8OhmGemiv/UavZsS6R8eGbvrAi05+NNF0k7XYHiZWyldzCH7wsFH7phTn8cFhx6V+My6NGbwjvNkzbolTwmOJ92U2urGHv9ZJ7LxbhzZCF3yg6FHG09tOOiTNYTsBDRg+MMpVa+ku5ttEv4CV7v57WqDG4ebFYJUQbWUPmjCsabBJXC5+QBTlxsf2eHSB62+dHPzSQangxyNcpZVHQ4Z6aUOpq2U5jK86Hf5op9Ta4qe9e3ySF/98Z3L9MEXTvTJScZMk83gyvVlK2V88NevdBMlHLDqZOmXDyWtYPdQrLRwlgWWBZYFjmILdNKvdFGYL2RdRFwIqyurz0MLNtPrjzd4F5jkKMNRl+Eko344LoT6whmEk9MXbvJrx18505IRTnrFM9xLas99+7He2One+IPlWAWHw+nYtV/zwZHIUWHXgpjsoj/cGa85MGd4xx88Jx1djkq06QIf3qxnfMhuHNHFh37qcGc8dbJzsOILF1xC0xrTL+e4Jw9s5jHTo9UukBlMDwQX6LwDaZdKXUouB18KjkcJTjrNQQp9wgdPv+wX78aUzuDZDF/tMpnqycN/1iV88BmPfG1ppgFjPzqQn774gGmnn7KU/LlPPRx81dOj8QRXxkMdXrKTIQCS9MtS/PGb9U22Ut/cZh+8Wyf4NL5kNzfwqs94+GVndbLTqXlLPzxmGH1k9PNY4GnHO52j1YdOSieBKDz6oy+lyywbTmOH1xqOpmMcvLGpN77wkgUuJTd+4PQEV6cLGslYoh+Aaf3Clcm2625nVh3MeNHR0c2nAtrsQB687Iq3Nh3Ix2e2XTqnV3LR6as/2/u4UjzDycbBo4ln7crB4MAPWnByS9kcbIaHF199s2z0jU09ndElu3KmTcbcpz7zhgM248x6gKd3dEo4+tDbVfdkRzwq9e3yzxYXV65g9+Iss+DLAssCywLLAssC+8ACOQFU5SzktGjnSKhzLmaHY7c/BzBHQn/1+FSSqZ5s5eyEoE0PeOXo6FKdI4qW/PiAqcsSvfGILviMEwz+LA9cmwxJiY8yeqX2DENDLph6fEflgIyZTzjwPVY5P8aIP1wpOewDLlVPH7BZJ3poV0aXvvDnPnVJf3VldlDGvzp89caENh7JDidZ4WjPsuCXwecMXpr1AasvnaKLV2V66I+ueqVxxC8b6Iv3zCt+ysYWbKZNVnhz2xziLc/98SsoHJ0HbJ1+4dfe1Q1vWdLXGMlSl423sSUzPv9dmU6HUsYruXNZ3255SXzTPZ0b4y7NxfFklwJmPLwa4BHl3uP1eLbXHrwW0DkOTXrv8q1d/8WV4SlXOrotsILdo3t+lnbLAssCywLLAssCB7VATlZOV0icM6kyeGV0Oc/wOImyekGZdnzQhB8fuAfLOfzoc/yjUeKlL+dffeYdvHHhAUee6eu/uHKWWR3uoab4wjdOKVi6zLaC0zi8m+j9vlJ2mAN6sOgbc3jB8SMTbzKV2nZkgqdXOmrjE442PumsTx19tPWDleMXXrqBp8fB+vCc++N3sDK8eMcPPN0ORlcfOrjzeNTjB6+6Mv7sq5589frRxzM5+psTsOYZrkArvsmbecejsicmosE33uRW159O6uHDkZqz0Thg88YaLLr/rgz/UMpL4jXTz3gzfLcOj96NSz/YwdLMc7aVerayk+/jUj5e5ukK70L7G592MQt40cz8/jf1g+m6YEePBVr2G2UAAB1qSURBVFawe/TMxdJkWWBZYFlgWWBZ4JAtcEnOob76Oc8cPI55OSHa+nKwcwDBJQ5iDrS+eEWv3HVMtaPJwUyfcHMs45OuBRF9MAo8mDq6dKMLObtZf3Jmuer60g1O/fGeYfDik8z0zV7x0g6XvuACWOPXFz76aGY945uO2W2mnXXEQ06msjpe4SrjBa4+t9HAKdGJ/jM8XuldH3h98dAnp5t6qb7oKvVHr4RXW188oq8dbviVrRe2a97CBVOfM121pXmM7RbOtAPpgB2DpxdZ8Q1vfv8XLN1bD81v8F367Bg/eLOO6aB/rod/SWV6J/uScOe+6GbYwerhXRz/GR5ufOa+YBdXzuNmGzYtoG1O0OIJt5TMuazvUMr/Kd2h8F44l60FVrB72dpzcVsWWBZYFlgWWBY4IhbgbJV265w6Tr+yDBceZ5ATWD0HUBC06yQWLICHh088OZdwlMG0c+bTQVtd34ynLesrCKsMTymRUW4so2PnZ9cWtZXxjF47nurhBFOC019fvMBK9C/5qNU8xgImMLyk+MQzG2V7OPh771fynqE+9OkXzUCYgqhw4OEfz2wPvzGkzwxTB28M6UqfmXdtZTpdHO4Mh1+OjkywyhkebWXyZhx02hK9jVWK5y6uvplfYwWPVr91qNQvGX88Zxp94LM9ta2F6MJRtr7TlYzw4l9Zn3Yw5QxPr2B4zfXB/CA/h4JzELL/AsLnYLwOBpuJL6n/kvpmHupw5WzUPGRnfR1rcPTXjlZ5aVO0l5Zu4R95C6xg98jbfElcFlgWWBZYFlgWuEwsMDtc6jnCOW85dzl4OYL6C4Q4fr4KHI1SDrf/e5wDJsqH10Cirx39Lrx+Jf1ySuH7mxN/iWJXtMADnroMX4IrWJDprwymrZ5+lYPwgN7xAbukfnj6w8c3mHqJTH9Pco973CPQXpBEt5Kxplt89JFRaV78H6m//umR1+jTY8YHC85G+ujjL2X85Y3/QPU3Mu2W45W91NFms+QETw4c9bk9w8B32+GDzzkeM43+WWY2mnHmenqCzbprz2PTbh2pt9aSt4uvXx8e4TTPM9/6lNVn/dXNny8FW8toJfI67sjSRp+M9Jnh1ZOjLaVP7QGc1lLtw1mSvZv/J/LicWloG3d2QQvGluacndlotn12Dvd/Ijcd/ze08VjlkbHACnaPjJ2XlGWBZYFlgWWBZYHL3AIcvZw+ZW11Tt5ugMjZg5NTTyEfU/IXD5xD/TmHcPR5501fctDL8OCXtYPp7z1UtAUk4OEXhNBBHe273vWu8R+pYOTBRYNeUm9s2vXXp79UH1h0+uKrlOufS7TJUZbm8cWr0tdDBZZSeMYVPTuU0i352Uc/mP+i9R+l8KTGr0/GX9JfBk+er+0KdP3lCri5UErNpTZavOpTT5Y+NkkOnPCylT518PiEE3644Q2GB36CkTXz0kYf7cwr/vEJN3xl9mmNvehFLxrB/kwbPvp47JZwytmF3GDK9KYruXgo/RevjySVfDjJf/+imccNVzs+c1s9GfrVwcJFl84DeGA+qu+XcrbJoeqMZrZN55vsg49+86ZsXsB37XqoMme8WfYMX/WjzwIr2D365mRptCywLLAssCywLHBIFpgdLvVyDl7tnOLZMQ7H33Vc5SpXGfL0y/BlO63Xvva1Rx9eaMCleCtL6slSasdvxot+5gUmYPTXIZxRdMrZMYWvne4CcngSmCzNfA8mNxy05WTNJX71o1HHuzyPlx0FOOilAq2CXLQl9HMbPN3Rszte0ix/Hot6+qCd2x/4wAcGvUegS/p7rFo9/ZKRzfCks358wemEZsaBl0zljKM9Z3Rzm0zt+M3lDJ9pgs+8GpuS/NmG9DMG8Otc5zrbO9/5zoEOzg5KvGR1WZrlsEPjUkqVo3FgrXUDIXp2v8UtbrG9/e1vH/yt04c//OHji8Domy/6Nfb0mWXUlx200weedvOU7MahvZ9SY1RKtS9pDMZvvNFoy5I5Vte3W14Sz9V37FlgBbvH3pyuES0LLAssCywLHIcWyMlT2uXI8c/ZYxJ9Oes5gH/3d3+3XfOa19yD5zwqC+DiPdPGLz7aZMHh/IO329J0pMvMj7NOlv8vtaPZ7mj/j4o2nupw+7/MghZwAQVeUjqhk8mV2UR7N816oS2TpT7zmPmr4wlPgCpQl+Cjk+glwQMjC0xZsNNcpZ/Hjguc4z/rgA69HO/qdBFk3ehGNxp95iDHHwBe46KPugxeGx4dyQbPZskIV4lWqsSjrH837/ahBYtHvAfggL7qweGqzzDt7ARuzOGpX+961xuPhltjbCHNehhf86Ss7jHy1lTy+5/d6NNDmZ3Ur3a1q43jR13CKxvB08ZD0p7nIN1H5/QYf22lcbReZj6zDjP+4ayzzW7+n8iLB9rqc7nLU1+4ByvZJbvWn60G4SH+zDpUP0TShXYUWGAFu0fBJCwVlgWWBZYFlgWWBf6nFuDczg6c9wQf/ehHbw972MO2hz70odtDHvKQ7bWvfe1gn7OtlDnLAqvrXve6ox8fsJJ3R+2KRaffI6H3u9/9RlB6gxvcYHvmM585PsYTnV3FBz3oQeOR5BNPPHEEbR6T9kitFJ4v1T7nOc/ZbnzjGw/5D37wg7czzjhj+7Vf+7URbDzqUY/aTj/99L1gIyf+vPPOG2PqfdbgghrvzBrPqaeeOnbWBJ/skGzj4Kx+7GMfGziCoBNOOGF7yUteMoLt9MPjpJNOGo9xP/CBD9yM0+PcPhqFPvupS9puDLhp4G+H/uAP/mAEWHe7292G7IJ/+N6dNS47fwJac2RHuySI+cQnPrEX7IJH9+QnP3nY/Ta3uc12/vnnDzs19+n04he/ePzH79WvfvVR3uxmNxus9eN9yimnbLe+9a233/zN39we97jHjRsMeMTHO9PG+ZjHPGbM/YUXXrgXjGVrDP/2b/92M0fWB370aW7djHjVq1417OBxbOvLO8ToCx4/9alPbU95ylNGn6cH6OKjTve///23Cy644Csetza3L3zhC7cHPOABwxaC0XQxLjcarHPzbT6f9KQnjXGZdzC2uP71rz/W2hOe8IShAz2e8YxnDN3Nm3m2diXjENT+/u///uZmkPV029vedqxNelq7jRX+m970ps1a9+g4+ebA396wET3p6x3e3o0n+773ve9YG/4m56Y3vemwgzVnrRiTZNyveMUrtnvd617Dzo4N+VrXutZ2l7vcZWNDqXWo3jyOjvWzLLAssK1gdy2CZYFlgWWBZYFlgX1oAQ5uTjH127ESMNzwhjccgZfdPU4+h3p2iBsuh917uZzteScVrj5Bn0BP4rCfc845I+AQjJAtELjnPe85glROvSxwEwDd4Q532N7xjncMvZ761Kdut7vd7QYNPvgLCNH++Z//+Wi/7W1vG7CCawEDGg49WXiju/3tbz8CbuNNJgefvoIq+j7/+c8f4xFYGjtYAa9A44/+6I9GMCewcHNAW1BBDhhcj3YLKAQy5Ap46COQg1ewoy6xo6BNcOndY+/NCt7ZVqIjnQVV9773vUcghNY4jZmtjUdii+xANjr2EhySawdcUIhWotOc3vOe94xgOR3xNS40j3jEI0ZQB/bYxz52u/nNbz4CO/rRRwBunG5iCFiti/qy98c//vHxP6ZuPNBPcOydVP9nCsc6EaAJlNEK8uhvLiRy3BDxDqs5cuNCMIzuZS972fiPYoEePFm6053uNIJTdWtIwtt8umFi/oyXfHzdlElv829Osgca8yDw9wE2MgS+bmh0HOEvYPV/rebRfAqA3ZxwMym93EhyjJEnGSsbC7DZJV0FqObFuCT9AnHHRjvOjge6o6E7e97nPvcZPLX//u//fgT1gnltc1pqbLVXuSywLHCRBVawu1bCssCywLLAssCywD62AOee4yspBSKcb8614E/wwqEOhyPNMc5ZtxN55StfebvVrW41Popk50hwgE6wzCmPVomuNpm+QiwgEPSA22XTtqslFawJBAXCcAQPdhDtYM5JkEd3OBx7O2VvfOMbB4qATnB9k5vcZG8nFG+pku6C08aGj/ojH/nIEdgZu6DGriV+bCe95jWvGTtv2ngJjARQbCmxl4CEbnZw4eBdQtd7svPjqegFrWyCpl08tGU8Xv7yl293vOMdBzuy8DJ34QhyBWaCNHzgsJXAunaBD10E3nSFL+Nz2mmnfcUXngvC7M7aMcZTQifgmu2jDw+JPe1A0rmkj90F9vP6AC+487GmAn905urNb37zHl8yjIXNrLvXv/71gxd+1qhdeGuiOTMuYzBX1pu1UUpmupDFJtolwSt5Ej3Nm/Um+NXG21rz9EE3E9DTWZAq0VWALEhHk73xxUtwq46XG1B0lYzVMWY3vPGg9/h5NznIIh8MD7zB3vCGN4wbPvBlsOYOHphypWWBZYGLLLCC3bUSlgWWBZYFlgWWBfahBTi1B0uceIFBWdAqwMsRjoaTLHlUWXCRg8xx5lgLnuw2CvrAcvjRcNDtyHLy7djl/MMDJ1MSQBRU2SXL2b/73e8+dinh0CNdBAecffKNTyDm8dDS2WefvXk0uMAOHl1y9gX4BZZo6jvrrLPGbqUxnnzyyUPveCrxEeQJ0OnCJoJN9Nrtenuf2Bjim63wYCs0Un/zYwz4uiEg3fWud92e+9znDrvgq59sQZPgSPAPbmeZrGxXcKlPlvQJmIy31JowBwKlEn3tjD796U8f88wOdMfr1a9+9djBhqttDO22J0sf3mjwgkNHbVmyPqwV9sGffugF5XYoyZ9t+oIXvGAEvwI+tPFGY4580Kk16eZINwPoUdav7pFgj8rjyZ6NL7yrXvWqI1AmA39wyTzZyRW4P/GJTxxPQ/RIuTVmHRdEG7ckaLfe8RH4egTa0weNGQ455q95J89j426USI4L69x600cW/tad9SJpq5OBd3p7WsLxmt2NV8Kn+gCsn2WBZYFhgRXsroWwLLAssCywLLAssE8twAHmCEsFFxxoQUePSXLG7dRxjnOG1TnT6DnPggHtXYeZ4y+A7NFOTrndSbu0HtX06Cbegq5wPLrJSce7oNROW7u98AQ93pMlj1xjoJsdzQJnfT0S3buJdtEEixL+per44hG/+r3vKfg3bvwFgj4gBCYoEYgIPt7ylrcMEjzsBtrNlehIP7QCkhK4RFcBot07damx4yuIpyO7eAQcDh2bO3zg9Z/GAkY2hYfOHOBNVzy8B2sn3g0EXxlOP/jq1oB5LyCiC1qBbfoqBZlszA7GRxZbCNzTEb/q+FkvdIWHjhy60tG6EHy74WJHVLD4x3/8x2PMz3ve88a8N2YBn93gW97yloOXR3PbkTV+vL0bK7lJ4EYHWvpY63SJF9090i0IpJt3os1d66Ix4cUW4HZ6PWrtkW28zYuxsId+ma3NK1nZkm2sDf0CdWvOeOlFH5m90JoHCS774J09raXmTj8awfAv/dIvDRptNyfc7OkvjLxr7n15x5xkLPhJlc3VAK6fZYFlgfXO7loDywLLAssCywLLAvvRApzai0sFDfpzwtUFCQUI6OEJ7ATHBcvRoBOkcdrRcPZ93MfjtCU0HHRBDYed880x59iXkicoeOtb3zr4ePzWe7U5+TnqAkkBEzjedBTo2LGzw0YXgYXgRtIPV4IvCBEoSXQhW78AHR/43lGdH3UeyAfoqwuEBE1SPNDGvzHNtm03GA04fHgCUn3qdic9MiwVyIH3iLR3cSXyycouPo7kUWsJvjF517h2eNrmyWO/7CjV5+Nd3otFzzbdnHjlK185Pr4EF4zcbhgYg5SN1c23Gxfzu9QFgkryfMTJOMmyxpTWhQBWvZsI8fV48h/+4R+Ox83ByLUT7CaFd9CtLzcC8G48+KQbGm2ld2a9P+w9bKl5E6SX8HDDo11T40ZvXMZnHNr0nW9ugLON4B4P7xcLWuEaJ1luICjNu0AZnj43K7rpQQ83H8y3dSvB0+8DV8HaAbbrzwayd4Z70oBcyfFAptRcjMb6WRZYFljB7loDywLLAssCywLLAvvVAjm79Ffn6MocZ4mzLGkLcKoXZHCQBYd2tGZnuWCkHcKCSwGr3Si4wbxTyPnHE0ygpl0AQCY4R13ACi7oEnyhwYvOgljBcIGyPnoLKASqdusEMAVp8Z1LgYegqvHhywaCTI9cgwvE7DqW6Ba+IEPd7p1AZ+atLoAUmNEhmkpBkQCHztmffAG63W7j9tEn760KiCQwyWPWPoYlsYeAir3wxssHkby3q0/gVNJPRnTV2cCcSgVOxizQFwyWrAmPinvMPZ3ItQMZLzJkulbajRUkswM8ekn66WcntXUCDsc7uOASXmjasVe3brI5Hh4t9l63HWEf1sqm6M0ZHkq846ePDta0nW/jQ+fJBeO2ruG7GSCoJxe+xE7t7GrDM5/mon6lY+IXfuEXBp01a73aVYafjh7xdgxEi87YBLPNh2PJ8YBOUlpD8OglW2v4dDy2gwwfH3O2ux70oV1pWWBZ4CILrMeY10pYFlgWWBZYFlgW2IcW4OCXcm7Bct7r2w0EouMkq3PIPRYrcdbjhY8+TrnEufZupMdNOdkCDTuuAgQOf068QMMuVo4/GfoEigIgye6ZwEugVUBg59IOJme/wFwA4D1Wj6cKEvvCLh0LEtKXDLTe3fQVYfoJsATIvnLbuAUr/gbGo6DJ8U6px6Ph4CfoEAxlS7YCx1/gKoWrDk8g025qsvSh8WgvejrZwfRoqp1ZfD0+6wvTdIaDlgyBVklbwO6L0BL705n925VMJrsLHM0Bm4DTT2DlkWKBs7rdwcc//vHD5j0+TT872s1Jc0gvCS/Ze7jm/dxzzx0y9LuZIDCV2FtwToabDXS1O2k3E65gXDAKTub/397d7chtJEEYff9rXekd9I5rnF59RpqQVhIWHsjuKIBTVfkTmRXkAJVks5uNb4b2M1FydSjs3Lzg10feX+DnDzuFpm/+9hF02LCsUYFMr/n2674JWmzvSLue5M/HE1g/54Sz3vm2djcqmls3mfMsJw2/biL4pAJOxHMe8exa6MaLGK4n154xHPPe6Y1XNxn8vzV37Tsfnkp3k8c1i1c2Wtdw/w+t+aXcnzEwBvZkd9fAGBgDY2AMjIF3ZUCxZePvd1J7eoQLG3LNkyVFiY20TbQnVt7V9bTJRz49bbVBVyhUDHiC5jdk23TXK24VWQoEzfuHil0FDTyFl4JF4acpCGDKRfFi0y/H8MJhm0wBoejyLqYi07o8teQHz6EpOj59+vSKq9BXfIpdAeHjpXxr4fuIqaeC8VOhwU4BL/fiwOKnqLLu1qNXtOLP4Sd4PCUNk14x43eHP3/+/Kdc4aRA966xYsuNB8VSccqRv/Mkf4Uk3PKE6z1QH+H1lBWvzlexYfCrOIftoM/GWsnEcCNB0Yt3haqikZ31+pIp58yNBV/+5DpxLclPHN8qbI2KO4frqnxhOL8KYOfR+aOroNOXk16B6TdxFaeuM+fcWjV6sd0EkY9rlsxHmPl4t73z71y5NvIzV/jHrbjW7fru+qNzw8LHrl3LsJxP59VNhHK2dlhi4w9GH1u3Njj+F11jbMzJ4bpO3CiAj2+vHfippbD0jts6d1e28Rh4Rwb2ZPcdz/rWPAbGwBgYA2/PgKJDuxvlO7ZZZlNxEmEVTuY25Pmwb653aM9Nd3K4+TxtzDWbfc1TwvtR1hvnZfD1fVNP5hSF/OUlRkUJO/PajWkcZnpzcj6wahUv9eRPDrJ9+srl5gAjXz5xY3zzNi+XsIvPJ57YfMuWrDW4wVFLxu/ihVFfjuwc5tcnvPKn0+RVDPjps3/Kws7Xx74V9TX61koW9sWNN7LyyDa71nNxr20x7rlqzTCKy59fR/MnfjkV7+aRDEbXC3tzvwXc7wfn4/9Poa4Q73+RbXqcliv52hh4dwZW7L77FbD1j4ExMAbGwFsycDfyxm20kdFmvs2yvqNC4G60+WSbvnkbb5vxfJ6El4uNeu+OKsr4eNrlybGnd9otkMLsI56eAnp6Jofi1stHHD2MGr1D08Ms99ZCVwz6GrzWFAYd/zDYp2udZBeHrTk9244wzOnNG+vNb46XG3m0TnaNyz09HO1iGTuSGxevMV3rSJZPubIpp3T33Fx9eHo2PlXgvCv2bivfuDRPlt1zzlZOWhzL5+YZTrjf46sY8V4sfvEAN7zWfXXGjhuj/JLx95S3d5/Ny83Hur3jzYe94jj/8ilG+a4fA+/KwIrddz3zW/cYGANjYAy8PQMVcDbGtTbLzdt8VyQkr7+bdhvuNt30d15RSK5QKGYb+OvHpjz8xqqne97FzJae//WRp3eHva+ajr1xfTH5a/yTGV/8ipl8s9fLLe5eQI98FB8Xi725XrwOMTvCuX0cXFk5l7c+fDqtOMadP2Nryjb/l8NXLujY68Mo12efX32xzdne9cdlNnQ3Lz7ZkLvh4Wd9vGvruinXfMqNH8zmcNmap7tzsjDCJLu5mudPbpze+HlusymP4orDnpxNa6cXO0w3dW4u7OLiy5cvr4/ke5ILi51vqPZR877ZXBw++mKKsTYGxsB/GVixuythDIyBMTAGxsAbMmDzrLXRvh9vtXm+G/I26vnYjGcTdW3em9Nn3ybcXLGghWlcDsZsNe+1ej/Ru5897WUndrnp4YitKPK0yxPBZ24VD+I3Li4M8vIxL0fjp/6V3PnzLH7CuZhk5poeZuPX4Osfdg4cZJOMXxiXz2TlGu6NQxZe8ZrjLk6vLrxv9ezkpX3rvF/s8mNHnt+N1VgevqnbF5J5H9g8f2vGdf7h5asv12TlASM+suEfNszGXX/FCSu5+bVPn1xf3CtLbg30xUt+43UjxTXtKW7vG3tX2086+cIy/vR6ePIL4+YKf20MvDMDK3bf+exv7WNgDIyBMfD2DNyN97cKiDbQNtV3g36Ja3PNFsYtKMmS53MLjTDr2VTcstPoYHi62/w1+FpsFd8XGd0ngWFWfJjfMYy7fnNx6p/+FYUXJww4+bZ+dmQ3RhyTObQKldZb/PDCKdbL6fGn+OWsvzzDIiu3h/trCgN/tZtjYxjGz2YN2Vwd+zggv77G5cWuRnZvvsCm7zxnV2+dfDR2YemLp09u3BFGvuWarfnl7OKwoe+81YeZH5ts6djBqSeLv/R6HFyMiuDrR/89XmCsjYF3Z2DF7rtfAVv/GBgDY2AMvCUDbbZbvM04We3OjdvI27g72N5Ntjk7LV8929rd0JNdDJv2/Mk9AetJnr5WTH1xFAH8+VUcNA6znOHcnIyz4VusZPnB0+KhnpxN86c/fb7prgzmc15s8tbzCv71D72juGIXI7zyYXd14SS/fGaXzDxZuPkVP7ybA51G1ji7PrYrhvxv65xW1Jm3/vpwOy/5P+fk4ZczvLueu4bwL2839/CzgxN+OejJi5e8uf5ilks4YstRwwFbc/o4Kb4bO9rFvHy9lPszBsbAfnpo18AYGANjYAyMgXdkoE13m+s23vo27Hhp82/MNn2cmVcIPHVt4p845OKz175l1xNGm3t6m/3sitPGP4zm4SfP/s6N4yC5XrNmPukb69O/Bt/BKE/+rTPf5vzJsk1vbty8HNg3ri+H+vDyDTt9fXpz4/Cuf/KnbfN89F1D8Lpennati02+5VcscjJH43C6DvIt9zCah88v33Kiq4WTTXHpw6S7vq2z/PLV32uvGBeHTMwwr4483Y0P8+bZzZLiy40+bsqn+OvHwBj4z4rdXQRjYAyMgTEwBsbA78uADfyPjlssZPv7rmiZ/QwDncf6znH9z2D802xa6//qW382/7Q1Lt8x8NEM7GPMH8344o2BMTAGxsAYGAO/zECb+5/tfznAHH5LBr53vn/LZP/PpO5an1BXd8dPu83HwBj4KwMrdv/Kx2ZjYAyMgTEwBsbAGBgDY+DDGfiVIpbt2hgYAz9mYMXujzmaxRgYA2NgDIyBMTAGxsAY+NsZqOD92wMtwBh4EwZW7L7Jid4yx8AYGANjYAz8GxhYMfBvOItbwxgYA2PgYxhYsfsxPC/KGBgDY2AMjIExMAbGwBgYA2NgDHwgA38AEm3Tl5ZnQg8AAAAASUVORK5CYII=" alt="" /></div></div></div><div><div class="richTitle"><p>&nbsp;</p><p><strong><span style="font-size: large;">適用性</span></strong><br /><span style="font-size: medium;"> （これらに限定されません）</span></p></div><table class="tabSty-1 tabSty-td-border subBlock" border="1"><tbody><tr><th><span style="font-size: medium;">カテゴリ</span></th><th colspan="2"><span style="font-size: medium;">互換性</span></th></tr><tr><td rowspan="2"><span style="font-size: medium;">mini PC</span></td><td colspan="2"><span style="font-size: medium;">Supports popular mini PC like Raspberry Pi, Jetson Nano, BB Black, etc.</span></td></tr><tr><td colspan="2"><span style="font-size: medium;">When working with Rasperry Pi, supports Raspbian/Ubuntu/Kali/Retropie/WIN10 IoT, driver free</span></td></tr><tr><td rowspan="2"><span style="font-size: medium;">PC</span></td><td colspan="2"><span style="font-size: medium;">Supports desktop computers with HDMI port</span></td></tr><tr><td colspan="2"><span style="font-size: medium;">Supports Windows 10/8.1/8/7, 10-points touch, driver free</span></td></tr><tr><td rowspan="11"><span style="font-size: medium;">Notebook</span></td><td><span style="font-size: medium;">Apple</span></td><td><span style="font-size: medium;">MacBook 12", MacBook Pro, MacBook Air, iPad Pro 2018</span></td></tr><tr><td><span style="font-size: medium;">HUAWEI</span></td><td><span style="font-size: medium;">MateBook, MateBookX, MateBookXPro, MateBookE</span></td></tr><tr><td><span style="font-size: medium;">Honor</span></td><td><span style="font-size: medium;">Magic</span></td></tr><tr><td><span style="font-size: medium;">MI</span></td><td><span style="font-size: medium;">Air 12.5/13.3", Pro15.6", MI gaming laptop</span></td></tr><tr><td><span style="font-size: medium;">Lenovo</span></td><td><span style="font-size: medium;">Yoga5 Pro, ThinkPad_XI Carbon 2017, Miix 720</span></td></tr><tr><td><span style="font-size: medium;">HP</span></td><td><span style="font-size: medium;">Pavilion x2, EliteBook Folio G1</span></td></tr><tr><td><span style="font-size: medium;">DELL</span></td><td><span style="font-size: medium;">XPS13, XPS15</span></td></tr><tr><td><span style="font-size: medium;">Google</span></td><td><span style="font-size: medium;">ChromeBook Pixels, PielBook Pen</span></td></tr><tr><td><span style="font-size: medium;">Razer</span></td><td><span style="font-size: medium;">Blade/Blade Stealth</span></td></tr><tr><td><span style="font-size: medium;">Microsoft</span></td><td><span style="font-size: medium;">Surface Book 2</span></td></tr><tr><td><span style="font-size: medium;">ASUS</span></td><td><span style="font-size: medium;">ZenBook3, U306, U321 series, U4100, ROG series</span></td></tr><tr><td rowspan="9"><span style="font-size: medium;">Smartphone</span></td><td><span style="font-size: medium;">HUAWEI</span></td><td><span style="font-size: medium;">Mate10, Mate10 Pro, Mate20, Mate20 Pro, Mate20 X, P20, P20 Pro</span></td></tr><tr><td><span style="font-size: medium;">Honor</span></td><td><span style="font-size: medium;">Note10, Magic 2, V20</span></td></tr><tr><td><span style="font-size: medium;">HTC</span></td><td><span style="font-size: medium;">U Ultra</span></td></tr><tr><td><span style="font-size: medium;">LG</span></td><td><span style="font-size: medium;">G5</span></td></tr><tr><td><span style="font-size: medium;">Razer</span></td><td><span style="font-size: medium;">Razer Phone, Razer Phone 2</span></td></tr><tr><td><span style="font-size: medium;">ASUS</span></td><td><span style="font-size: medium;">ROG gaming phone</span></td></tr><tr><td><span style="font-size: medium;">OPPO</span></td><td><span style="font-size: medium;">R17 PRO</span></td></tr><tr><td><span style="font-size: medium;">Samsung</span></td><td><span style="font-size: medium;">S8, S8+, S9, S9+, S10, Note8, Note9</span></td></tr></tbody></table></div><div><span style="font-size: medium;">&nbsp;</span></div></p>]]></content:encoded>
                    <dc:subject>Waveshare</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>31800</dc:format>
                    <dc:date>2025-10-06T16:20:25+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/422">
                    <title>Raspberry Pi用カメラモジュール(Night Vision,Fish Lens)</title>
                    <link>https://www.physical-computing.jp/product/422</link>
                    <description>RPi Camera(H) メーカー品番：WS-RPi Camera (H) ■商品説明 本製品はどのバージョンのRaspberry Piにも対応しているカメラです。 500万画素であり、焦点の調整に…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/422" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20180117_c61348.JPG" width="250" border="0" alt="Raspberry Pi用カメラモジュール(Night Vision,Fish Lens)" hspace="5" align="left"/></a><h2><strong>RPi Camera(H)<br /> メーカー品番：WS-RPi Camera (H)</strong></h2><h2><br /> ■商品説明<br /> 本製品はどのバージョンのRaspberry Piにも対応しているカメラです。<br /> 500万画素であり、焦点の調整にはOV5647というセンサーモジュールが利用されています。<br /> また、魚眼レンズとなっているので広範囲の撮影に適しています。<br /> また、夜間などの暗い場合の撮影用となっているので、<br /> 赤外線LEDのモジュールが付属しており、大変便利です。<br /> <br /> ■カメラの特性<br /> CMOSセンサーサイズ：1/4インチ</h2><ul><li>魚眼レンズ</li><li>画角：160&deg;</li><li>アパチャ(F値)：2.35</li><li>焦点距離：調整可</li><li>解像度：1080P</li><li>モジュールサイズ：25mm&times;24mm</li></ul><p>※本製品は、Raspberry Piのコマンド(raspistillなど)やアプリケーションから設定できる機能の一部には</p><p>未対応ですのでご注意ください。</p><p>例えば、シャッタースピードを指定した場合、撮影画像が乱れるなどの現象が発生する場合があります。</p><p>これは、カメラモジュールが不良品のためではなく、未対応のオプション指定によるものですので、</p><p>オプション設定をデフォルトに戻してお使いください。</p><h2><br /> ■商品内容</h2><div style="text-align: left;"><ul><li>RPi Camera (H) &times; 1</li><li>Infrared LED Board (B) &times; 2</li><li>15-pin FFC &times; 1</li></ul><br /> <br /> 以下の動画はカメラモジュールを実際に使用してストリーミングを行うプロモーションビデオです。<br /> <br /> <iframe src="https://www.youtube.com/embed/NZP97CtaGiI" frameborder="0" width="560" height="315"></iframe></div></p>]]></content:encoded>
                    <dc:subject>Waveshare</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>6980</dc:format>
                    <dc:date>2025-10-01T11:01:14+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1828">
                    <title>Google Coral Dev Board</title>
                    <link>https://www.physical-computing.jp/product/1828</link>
                    <description>&amp;nbsp;&amp;nbsp;&amp;nbsp;Google Coral Dev Board&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1828" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20190909_f050ed.jpg" width="250" border="0" alt="Google Coral Dev Board" hspace="5" align="left"/></a><p>&nbsp;&nbsp;</p><p>&nbsp;</p><p><span style="font-size: x-large;"><strong><span style="font-family: verdana, geneva;">Google Coral Dev Board</span></strong></span></p><p>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20191112_27ff1a.png" alt="" width="356" height="29" />&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;</p><p style="text-align: center;">&nbsp;</p><p style="text-align: center;">&nbsp;</p><p><span style="font-size: medium;">&nbsp;</span><img style="font-size: medium;" src="https://www.physical-computing.jp/data/pclab/product/20191004_f050ed.jpg" alt="" width="483" height="359" />&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="color: #000000; font-family: verdana, geneva; font-size: medium;">Google Coral Dev Board は、Google製SoM搭載したシングルボードコンピュータです。</span></p><p><span style="color: #000000; font-family: verdana, geneva; font-size: medium;"><span>日本国内で適法に使用できる工事設計認証、技適を取得しています。</span></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;"><strong>【特長】</strong></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva;">・IoTデバイス、機械学習を必要とする組み込みシステムに最適</span></p><p><span style="font-family: verdana, geneva;">・ストレージとして8GのeMMC、1GRAM、wifiやbluetoothもSoM上に設置</span></p><div><span style="font-family: verdana, geneva;">・SoMはヒートシンクとfanが実装済み</span></div><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;"><strong>【仕様】</strong></span></p><p>&nbsp;</p><table><tbody><tr><td align="left">CPU</td><td align="left">NXP i.MX 8M SoC (Quad Cortex-A53, Cortex-M4F)</td></tr><tr><td align="left">GPU</td><td align="left">Integrated GC7000 Lite Graphics</td></tr><tr><td align="left">MLアクセラレータ</td><td align="left">Google Edge TPU コプロセッサ</td></tr><tr><td align="left">RAM</td><td align="left">1 GB LPDDR4</td></tr><tr><td align="left">フラッシュメモリ</td><td align="left">8 GB eMMC</td></tr><tr><td align="left">電源</td><td align="left"><span>5V DC (USB Type-C)</span></td></tr><tr><td align="left">無線</td><td align="left">Wi-Fi 2x2 MIMO (802.11b / g / n / ac、2.4 / 5 GHz)、Bluetooth 4.2（技適取得済み）</td></tr><tr><td align="left">寸法</td><td align="left">48 &times; 40 &times; 5 mm</td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: small;">製造元：<span style="color: #0000ff;"><a href="https://coral.withgoogle.com/products/dev-board/"><span style="color: #0000ff;">Coral</span></a></span></span></p><p><span style="font-family: verdana, geneva; font-size: small;">ドキュメント：<span style="color: #0000ff;"><a href="https://coral.withgoogle.com/docs/dev-board/get-started/"><span style="color: #0000ff;">Get started with the Dev Board</span></a></span></span></p><p><span style="font-family: verdana, geneva; font-size: small;">Google Edge TPUに関するWebページは</span><a style="font-family: verdana, geneva; font-size: small;" href="https://cloud.google.com/edge-tpu/"><span style="color: #0000ff;">こちら</span></a></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Google</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>18000</dc:format>
                    <dc:date>2025-09-26T11:44:50+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2180">
                    <title>7inch DSI LCD (ケース付き)  800×480</title>
                    <link>https://www.physical-computing.jp/product/2180</link>
                    <description>&amp;nbsp;7インチ静電容量式タッチスクリーンDSI LCD（ケース付き）&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;■ スペックディスプレイサイズ　　　：７インチ解像度　　　　　　　…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2180" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20220531_8237a9.jpg" width="250" border="0" alt="7inch DSI LCD (ケース付き)  800×480" hspace="5" align="left"/></a><p>&nbsp;</p><p><span style="color: #000000; font-size: large; font-family: verdana, geneva;"><strong>7インチ静電容量式タッチスクリーンDSI LCD（ケース付き）</strong></span></p><p>&nbsp;</p><p>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20220601_76993d.jpg" alt="" width="608" height="386" /></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">■ スペック</span></p><ul><li><p><span style="font-family: verdana, geneva; font-size: medium;">ディスプレイサイズ　　　：７インチ</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">解像度　　　　　　　　　：　800X 480</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">ディスプレイポート　　　：　DSI</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">対応ＯＳ　　　　　　　　：　TinkerOS Debian 2.0.4以降 &amp; Raspbian等</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;重量　　　　　　　　　&nbsp; ：&nbsp; 0.39kg</span></p></li><li><span style="font-family: verdana, geneva; font-size: medium;">サポートデバイス　　　　：　Raspbian対応、5ポイントタッチ、無料ドラUbuntu / Kali / WIN10 IoT対応、シングルポイントタッチ、無料ドライバ&nbsp;、Retropie対応、無料ドライバ、Pi 4B対応</span></li></ul><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">■内容物</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">１．7inch DSI LCD ディスプレイ</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">２．ブラックケースセット</span></p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20220531_3282f4.jpg" alt="" width="699" height="401" /></span></p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;">&nbsp;</p><p id="fnb_features" class="featuresList"><span style="font-family: verdana, geneva; font-size: medium;"><span style="background-color: #ffffff; color: #000000;">&nbsp;(1)</span>USB-C&nbsp; 電源ポート　　(2)マイクロ HDMI ポート　　(3)オーディオジャック</span></p><p class="featuresList"><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;(</span><span style="font-family: verdana, geneva; font-size: medium;">4)USB 2.0 ポート&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; (5)USB3.0 ポート　　&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; (6) イーサネットコネクタ　　</span></p><p class="featuresList"><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;(7)エアフローベント&nbsp; &nbsp; &nbsp; &nbsp; (8)カメラコネクタ</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">■インストール方法</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">(1)スタンドオフを修正し、FPCケーブルをディスプレに接続します。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20220601_d2dd03.jpg" alt="" width="763" height="298" /></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">(2)Raspberry をネジで固定し、FPCケーブルを接続します。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20220601_3d00c1.jpg" alt="" width="774" height="282" /></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p class="featuresList"><span style="font-family: verdana, geneva; font-size: medium;">(3)電源線を接続します。</span></p><div class="featuresList">&nbsp;</div><div class="featuresList"><span style="font-family: verdana, geneva; font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20220601_2828e9.jpg" alt="" width="749" height="294" /></span></div><div class="featuresList">&nbsp;</div><div class="featuresList">&nbsp;</div><div class="featuresList">&nbsp;</div><div class="featuresList"><p><span style="font-family: verdana, geneva; font-size: medium;">(4)カーバーを取り付けます。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20220601_43e78b.jpg" alt="" width="734" height="414" />&nbsp;</span></p></div></p>]]></content:encoded>
                    <dc:subject>Waveshare</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>12980</dc:format>
                    <dc:date>2025-09-07T12:18:46+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2111">
                    <title>5V 3.0A Type-C電源セット セパレートタイプ－Physical Computing Lab</title>
                    <link>https://www.physical-computing.jp/product/2111</link>
                    <description>5V 3.0A Type-C電源セット&amp;nbsp;セパレートタイプ－Physical Computing Lab&amp;nbsp;&amp;nbsp;&amp;nbsp;＜本電源セットの特徴＞&amp;nbsp;1. 5V 3.0…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2111" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20210204_12ac97.jpg" width="250" border="0" alt="5V 3.0A Type-C電源セット セパレートタイプ－Physical Computing Lab" hspace="5" align="left"/></a><p><span style="font-size: x-large; font-family: verdana, geneva;"><strong style="font-family: verdana, geneva; font-size: medium;">5V 3.0A Type-C電源セット&nbsp;</strong></span><span style="font-size: x-large; font-family: verdana, geneva;"><strong style="font-family: verdana, geneva; font-size: medium;">セパレートタイプ</strong></span></p><p><span style="font-size: x-large; font-family: verdana, geneva;"><strong style="font-family: verdana, geneva; font-size: medium;"><strong>－Physical Computing Lab</strong></strong></span></p><p>&nbsp;</p><p>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20210118_cac84a.jpg" alt="" /><img src="https://www.physical-computing.jp/data/pclab/product/20210118_180a18.jpg" alt="" /></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><strong><span style="font-family: verdana, geneva; font-size: medium;">＜本電源セットの特徴＞</span></strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">1. 5V 3.0Aの大容量アダプター<br /><br /></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">2. 小型のスイッチ付USB電源ケーブル（Type-C）</span></p><p>&nbsp;<br /><span style="font-family: verdana, geneva; font-size: medium;">3.&nbsp;日本で使えるPSEマーク付<br /><br /></span></p><p><span style="font-size: medium; font-family: verdana, geneva;"><strong>＜内容物＞</strong></span></p><div id="myaplus-preview" class="a-section a-spacing-large myaplus-preview-content"><div id="myaplus-preview-content"><div id="pdIframeContent"><div id="productDescription" class="bucket"><div class="content"><div class="productDescriptionWrapper"><div class="aplus aplus-3p"><div class="one-col"><div class="text-block a-spacing-small"><br /><span style="font-family: verdana, geneva; font-size: medium;"><span style="font-family: verdana, geneva;">□ AC電源アダプター(5V 3.0A)</span></span><br /><span style="font-family: verdana, geneva; font-size: medium;">□ スイッチ付専用電源ケーブル(Type-C)</span></div><div class="text-block a-spacing-small">&nbsp;</div><div class="text-block a-spacing-small">&nbsp;</div><div class="text-block a-spacing-small"><span style="font-size: medium; font-family: verdana, geneva;">Raspberry Pi4には、5V5AのRaspberry Pi4/Pi5用の電源の利用をお勧めします。</span></div><div class="text-block a-spacing-small"><br /><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;<span style="font-size: small;">(注）Physical Computing LabのRaspberry Pi用電源セットは、</span></span><span style="font-size: small;"><span style="font-family: verdana, geneva;"><span>TechShareのオリジナルブランドです</span></span><span style="font-family: verdana, geneva;">。</span></span></div><div class="text-block a-spacing-small"><span style="font-family: verdana, geneva; font-size: small;">&nbsp;</span></div></div></div></div></div></div></div></div></div><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>電源</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>1500</dc:format>
                    <dc:date>2025-09-05T21:29:19+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2166">
                    <title>Raspberry Pi4 8GB スターターキット</title>
                    <link>https://www.physical-computing.jp/product/2166</link>
                    <description>&amp;nbsp;&amp;nbsp;&amp;nbsp;こちらの製品は5V4A電源から5V5A電源にバージョンアップして販売継続します&amp;nbsp;Raspberry Pi 4 8GB スターターキット&amp;nbsp;&amp;nbs…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2166" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20250801_2dbd39.jpg" width="250" border="0" alt="Raspberry Pi4 8GB スターターキット" hspace="5" align="left"/></a><p>&nbsp;</p><p><span style="color: #ff0000; font-size: x-large;">&nbsp;</span>&nbsp;<span style="font-size: medium; color: #0000ff;">こちらの製品は5V4A電源から5V5A電源にバージョンアップして販売継続します</span></p><p>&nbsp;</p><p><strong style="font-size: x-large;"><span style="font-family: verdana, geneva;">Raspberry Pi 4 8GB スターターキット</span></strong></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;">本製品は、Raspberry Pi 4 Model Bをすぐに使用することが可能なキットとなっております。</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">DIYケースにセットしたRaspberry Pi 4 Model Bに、同梱の</span><span style="font-size: medium;">micro変換コネクタ＋HDMIケーブル/HDMIケーブル</span><span style="font-family: verdana, geneva; font-size: medium;">をお手持ちのモニタ本体に接続し、</span><span style="font-family: verdana, geneva; font-size: medium;">Raspbian OSがプリインストールされたSandisk Industry用 microSDカードを挿して、同梱のオリジナル電源セットにつなげば、Raspberry Piが直ぐに立ち上が<span>ります。</span></span></p><p>&nbsp;</p><p><span style="font-size: small; font-family: verdana, geneva;">※本製品のRaspberry Pi 4 Model Bにつきまして、</span></p><p><span style="font-size: small; font-family: verdana, geneva;">技適マークの表記を確認していますため、国内にて問題なく利用可能です。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;"><strong>＜内容物＞</strong></span></p><p><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">1）Raspberry Pi4 Model B 8<span>GB</span></span></p><p><span style="font-size: medium; font-family: verdana, geneva;">2）Raspberry Pi4用 DIYケースセット（組立要）<span class="Apple-converted-space">&nbsp;<span style="font-size: small;"><br /></span></span></span></p><p style="padding-left: 30px;"><span style="font-size: small; font-family: verdana, geneva;">・メタルケースボディ（上下パーツ、ネジ）</span></p><p style="padding-left: 30px;"><span style="font-size: small; font-family: verdana, geneva;">・放熱シート（上下ヒートシンク密着用 青または黒色）</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">3）</span><span style="font-size: medium; font-family: verdana, geneva;">micro変換コネクタ＋HDMIケーブル/HDMIケーブル</span></p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;">4）Raspberry Pi4用電源アダプター（5V 5.0A)-フル負荷検証済み</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">　※2024年12月15日付で、電源アダプタを５V5.0Aの電源にバージョンアップしています。</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">　　</span>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;">5)&nbsp;<span>Raspbianプリインストール</span>&nbsp;Sandisk<span>&nbsp;産業用</span><span>&nbsp;microSDカード（64GB）</span></span></p><p><span style="font-size: medium; font-family: verdana, geneva;"><span>　 Micron 産業用 microSDカード (64GB)</span></span></p><p><img src="https://www.physical-computing.jp/data/pclab/product/20210915_d6e06c.jpg" alt="" /></p><p>&nbsp;</p><p>&nbsp;&nbsp;</p><p><span style="text-decoration: underline;"><span style="font-size: large; font-family: verdana, geneva;"><strong>最新版Raspberry Pi 4 Model Bの特徴は</strong></span></span></p><p><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span></p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;"><strong><strong>■ バリエーション豊富な</strong>RAM</strong></span></p><p><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span></p><p style="padding-left: 30px;"><span style="font-size: medium; font-family: verdana, geneva;">従来の1GBに加え、2GB、4GB、8GBのモデルが登場しました。<br /> </span></p><p><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span></p><p><span style="font-size: medium; font-family: verdana, geneva;"><strong>■ CPUはARM&nbsp;<strong>Cortex-A72</strong>&nbsp;アーキテクチャを採用</strong></span></p><p><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span></p><p style="padding-left: 30px;"><span style="font-size: medium; font-family: verdana, geneva;">Raspberry Pi 4 Model BのCPUは、最新のスマートフォンなどにも適用しているARM&nbsp;Cortex-A72&nbsp;アーキテクチャーを採用し、PCにさらに近づきました。</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">■&nbsp;<strong>4K対応の2画面および進化したGPU</strong></span></p><p><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span></p><p style="padding-left: 30px;"><span style="font-size: medium; font-family: verdana, geneva;">搭載GPUは、4Kp@60をサポートし、新たにH.265デコード、OpenGL ES 3.0などにも対応、ビデオ出力は、2つのmicro HDMIに変更し、また、4K対応の2画面での出力が可能となりました。</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">■&nbsp;<strong>USB 3.0 2ポート搭載および大幅に向上したネットワーク</strong></span></p><p><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span></p><p style="padding-left: 30px;"><span style="font-size: medium; font-family: verdana, geneva;">USB 2.0が2ポート、micro HDMIが2ポート、DSI、CSIなど加えて、ラズパイでは初となるUSB 3.0を2ポート搭載。また、有線LANのGigabit Ethernetも、Pi 3B+の300Mbpsから、1000Mbps（論理値）へと変更になりました。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><strong><span style="font-size: small;"><span style="font-family: verdana, geneva;">＜</span></span></strong><span style="font-size: medium; font-family: verdana, geneva;"><strong><span style="font-size: small;">Raspberry Pi4 Model B 8GB</span></strong>&nbsp;</span><strong><span style="font-size: small;"><span style="font-family: verdana, geneva;">仕様＞</span></span></strong></p><p><span style="font-size: small;">&nbsp;</span></p><table style="height: 368px; width: 1131px;"><tbody><tr><td><span>SoC</span></td><td><span>Broadcom BCM2711</span></td></tr><tr><td>CPU</td><td>1.5GHz<span>&nbsp;<span>Quad core</span> Cortex-A72（ARMv8、64bit L1=32KB、L2=1M）</span></td></tr><tr><td>GPU</td><td><p>デュアルコア VideoCore VI&reg; 500MHz</p><p>OpenGL ES&nbsp;3.0対応、ハードウェアOpenVG対応、1080p60 H.264 デコード、&nbsp;4Kp60 H.265 デコード</p></td></tr><tr><td>Memory</td><td><span>8GB LPDDR4-3200 SDRAM</span></td></tr><tr><td>Storage</td><td>microSD (not included)</td></tr><tr><td>Video 出力</td><td><span>micro HDMI</span><span>、コンポジット 3.5mm 4極ジャック（PAL、NTSC）、DSI</span></td></tr><tr><td>オーディオ出力</td><td><span>3.5mm 4極ジャック、HDMI（ビデオ出力と共有）、I</span><sup>2</sup><span>Sピンヘッダー</span></td></tr><tr><td>電源</td><td>USB type Cソケット 5V 5.0A&nbsp;/ 2.54mm ピンヘッダー / PoE（要オプションPoE HAT）</td></tr><tr><td>Ethernet</td><td>10/100/1000&nbsp;Base-T RJ45 ソケット （BCM54213PE）</td></tr><tr><td><p>無線LAN</p></td><td><span>IEEE 802.11 b/g/n/ac&nbsp;2.4/5GHz デュアルバンド （</span>Cypress CYW43455）</td></tr><tr><td>USB</td><td>2x USB 3.0, 2&times; USB 2.0&nbsp;</td></tr><tr><td><span>Bluetooth</span></td><td>Bluetooth&nbsp;5.0, Bluetooth Low Energy （Cypress CYW43455）</td></tr><tr><td><span>GPIO&nbsp;コネクター</span>l</td><td><span>40ピン 2.54mm ピンヘッダー（GPIO&times;26 3.3V 16mA、UART、I</span><sup>2</sup><span>C、SPI、I</span><sup>2</sup><span>S、PWM、5V出力（使用電源に依存）、3.3V出力 50mA（GPIO信号との総和））</span></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;"><strong>＜Raspberry Pi 4 公式動画＞</strong></span></p><p>&nbsp;</p><p><iframe src="https://www.youtube.com/embed/sajBySPeYH0" frameborder="0" width="413" height="232"></iframe></p><p>&nbsp;</p><p>&nbsp;</p><p><span><span><span style="font-size: medium; font-family: verdana, geneva;"><a href="https://www.raspberrypi.org/">Raspberry Pi公式サイトはこちら</a></span><br /> </span></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>＜放熱シートの貼り方＞</strong></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">本キット同梱のDIYケースを組みたてる際の</span><span style="font-family: verdana, geneva; font-size: medium;">放熱シートの貼り方は、</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">下記の通り、下側ケースに大きい放熱シートを貼り、</span><span style="font-family: verdana, geneva; font-size: medium;">ケース上側に</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">小さい放熱シートを2枚張る構造となっています。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　　<img src="https://www.physical-computing.jp/data/pclab/product/20200203_cf4af4.jpg" alt="" width="218" height="305" />　<img src="https://www.physical-computing.jp/data/pclab/product/20200203_0815aa.jpg" alt="" width="220" height="309" /></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">上記の写真を参考に放熱シートを貼ってから、Raspberry Pi4をケースに収めて</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">下側から、同梱のネジで、下側ケースの下からネジで上下のケースを固定してください。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">（放熱シートは黒色でお届けの場合もあります）</span></p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Raspberry Pi Kit</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>21800</dc:format>
                    <dc:date>2025-08-26T19:36:32+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2145">
                    <title>Pololu Distance Sensor with Pulse Width Output, 50cm Max  [pololu-4064]</title>
                    <link>https://www.physical-computing.jp/product/2145</link>
                    <description>本製品は、ホビー用のサーボ制御信号に似たパルス信号で50cm以内の物体の存在を検出するLiDARベースの小型距離センサです。 デジタルマイクロコントローラーのピンを用いて、各ハイパルスの長さを測り、測…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2145" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20210506_d0529a.jpg" width="250" border="0" alt="Pololu Distance Sensor with Pulse Width Output, 50cm Max  [pololu-4064]" hspace="5" align="left"/></a><p><span style="font-size: medium;">本製品は、ホビー用のサーボ制御信号に似たパルス信号で50cm以内の物体の存在を検出するLiDARベースの小型距離センサです。</span><br /><span style="font-size: medium;"> デジタルマイクロコントローラーのピンを用いて、各ハイパルスの長さを測り、測定された距離を出力することができます。</span><br /><span style="font-size: medium;"> 入力電圧範囲は3.0V〜5.5Vで、ピン間隔は2.54mmなので、はんだ付け不要の標準的なブレッドボードや2.54mmの配線基板で簡単に使用できます。</span></p><p><span style="font-size: medium;"><strong>注意：</strong>最大測定距離50cmは、周囲の明るさが良好で対象の反射率が高い場合を想定しています。周囲の明るさが悪い、もしくは対象の反射率が低い場合は、最大測定距離が短くなります。</span></p><p><span style="font-size: medium;">このコンパクトなセンサーは、デジタルパルス幅のインターフェースを用いて、約50cmまでの距離を測定できます。短距離LiDARモジュールによって、目に安全な赤外線レーザー光パルスが直近の物体に到達し、反射して戻ってくるまでの時間を成果に測定する、3mmの分解能を実現しています。このセンサーが有効である限り、継続して距離を測定し、範囲内を高パルスの幅として出力し、マイクロコントローラーが1つのデジタル出力でタイミングを取れるようになります。</span></p><p><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210506_f395e0.jpg" alt="" /></span></p><p>&nbsp;</p><p><span style="font-size: medium;">測定距離d（単位：mm）とパルス幅t（単位：&mu;s）の関係は以下のとおりです。</span></p><p class="math"><strong><span style="font-size: medium;">&nbsp; &nbsp; &nbsp;</span></strong></p><p class="math"><strong><span style="font-size: medium;">&nbsp; &nbsp;&nbsp;&nbsp;<span id="MathJax-Element-1-Frame" class="MathJax" data-mathml="&lt;math xmlns=&quot;http://www.w3.org/1998/Math/MathML&quot;&gt;&lt;mstyle displaystyle=&quot;true&quot;&gt;&lt;mi&gt;d&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mfrac&gt;&lt;mrow&gt;&lt;mn&gt;3&lt;/mn&gt;&lt;mrow&gt;&lt;mtext&gt;&amp;#x2009;mm&lt;/mtext&gt;&lt;/mrow&gt;&lt;/mrow&gt;&lt;mrow&gt;&lt;mn&gt;4&lt;/mn&gt;&lt;mrow&gt;&lt;mtext&gt;&amp;#x2009;&amp;#xB5;s&lt;/mtext&gt;&lt;/mrow&gt;&lt;/mrow&gt;&lt;/mfrac&gt;&lt;mo&gt;&amp;#x22C5;&lt;/mo&gt;&lt;mrow&gt;&lt;mo&gt;(&lt;/mo&gt;&lt;mi&gt;t&lt;/mi&gt;&lt;mo&gt;&amp;#xA0;&lt;/mo&gt;&lt;mo&gt;&amp;#x2013;&lt;/mo&gt;&lt;mn&gt;1000&lt;/mn&gt;&lt;mrow&gt;&lt;mtext&gt;&amp;#x2009;&amp;#xB5;s&lt;/mtext&gt;&lt;/mrow&gt;&lt;mo&gt;)&lt;/mo&gt;&lt;/mrow&gt;&lt;/mstyle&gt;&lt;/math&gt;"><span id="MathJax-Span-1" class="math"><span id="MathJax-Span-2" class="mrow"><span id="MathJax-Span-3" class="mstyle"><span id="MathJax-Span-4" class="mrow"><span id="MathJax-Span-5" class="mi">d</span><span id="MathJax-Span-6" class="mo">=</span></span></span></span></span></span></span></strong><span style="font-size: medium;"><span id="MathJax-Element-1-Frame" class="MathJax" data-mathml="&lt;math xmlns=&quot;http://www.w3.org/1998/Math/MathML&quot;&gt;&lt;mstyle displaystyle=&quot;true&quot;&gt;&lt;mi&gt;d&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mfrac&gt;&lt;mrow&gt;&lt;mn&gt;3&lt;/mn&gt;&lt;mrow&gt;&lt;mtext&gt;&amp;#x2009;mm&lt;/mtext&gt;&lt;/mrow&gt;&lt;/mrow&gt;&lt;mrow&gt;&lt;mn&gt;4&lt;/mn&gt;&lt;mrow&gt;&lt;mtext&gt;&amp;#x2009;&amp;#xB5;s&lt;/mtext&gt;&lt;/mrow&gt;&lt;/mrow&gt;&lt;/mfrac&gt;&lt;mo&gt;&amp;#x22C5;&lt;/mo&gt;&lt;mrow&gt;&lt;mo&gt;(&lt;/mo&gt;&lt;mi&gt;t&lt;/mi&gt;&lt;mo&gt;&amp;#xA0;&lt;/mo&gt;&lt;mo&gt;&amp;#x2013;&lt;/mo&gt;&lt;mn&gt;1000&lt;/mn&gt;&lt;mrow&gt;&lt;mtext&gt;&amp;#x2009;&amp;#xB5;s&lt;/mtext&gt;&lt;/mrow&gt;&lt;mo&gt;)&lt;/mo&gt;&lt;/mrow&gt;&lt;/mstyle&gt;&lt;/math&gt;"><span id="MathJax-Span-1" class="math"><span id="MathJax-Span-2" class="mrow"><span id="MathJax-Span-3" class="mstyle"><span id="MathJax-Span-4" class="mrow"><span id="MathJax-Span-6" class="mo"><span class="&rdquo;texhtml&rdquo;" lang="&rdquo;en&rdquo;" xml:lang="&rdquo;en&rdquo;"><span class="&rdquo;sfrac"><em><strong>3</strong>mm</em>/<em><strong>4</strong>&thinsp;&micro;s</em></span></span></span></span></span></span></span></span></span><strong><span style="font-size: medium;"><span id="MathJax-Element-1-Frame" class="MathJax" data-mathml="&lt;math xmlns=&quot;http://www.w3.org/1998/Math/MathML&quot;&gt;&lt;mstyle displaystyle=&quot;true&quot;&gt;&lt;mi&gt;d&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mfrac&gt;&lt;mrow&gt;&lt;mn&gt;3&lt;/mn&gt;&lt;mrow&gt;&lt;mtext&gt;&amp;#x2009;mm&lt;/mtext&gt;&lt;/mrow&gt;&lt;/mrow&gt;&lt;mrow&gt;&lt;mn&gt;4&lt;/mn&gt;&lt;mrow&gt;&lt;mtext&gt;&amp;#x2009;&amp;#xB5;s&lt;/mtext&gt;&lt;/mrow&gt;&lt;/mrow&gt;&lt;/mfrac&gt;&lt;mo&gt;&amp;#x22C5;&lt;/mo&gt;&lt;mrow&gt;&lt;mo&gt;(&lt;/mo&gt;&lt;mi&gt;t&lt;/mi&gt;&lt;mo&gt;&amp;#xA0;&lt;/mo&gt;&lt;mo&gt;&amp;#x2013;&lt;/mo&gt;&lt;mn&gt;1000&lt;/mn&gt;&lt;mrow&gt;&lt;mtext&gt;&amp;#x2009;&amp;#xB5;s&lt;/mtext&gt;&lt;/mrow&gt;&lt;mo&gt;)&lt;/mo&gt;&lt;/mrow&gt;&lt;/mstyle&gt;&lt;/math&gt;"><span id="MathJax-Span-1" class="math"><span id="MathJax-Span-2" class="mrow"><span id="MathJax-Span-3" class="mstyle"><span id="MathJax-Span-4" class="mrow"><span id="MathJax-Span-6" class="mo"> </span></span></span></span><span id="MathJax-Span-16" class="mo">&sdot;</span><span id="MathJax-Span-17" class="mrow"><span id="MathJax-Span-18" class="mo">(</span><span id="MathJax-Span-19" class="mi">t</span><span id="MathJax-Span-20" class="mo">&nbsp;</span><span id="MathJax-Span-21" class="mo">&ndash;</span><span id="MathJax-Span-22" class="mn">1000</span><span id="MathJax-Span-23" class="mrow"><span id="MathJax-Span-24" class="mtext">&thinsp;&micro;s</span></span><span id="MathJax-Span-25" class="mo">)</span></span></span></span></span><span class="MJX_Assistive_MathML" style="font-size: medium;"><br /></span></strong></p><p class="math"><strong><span style="font-size: medium;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span id="MathJax-Element-2-Frame" class="MathJax" data-mathml="&lt;math xmlns=&quot;http://www.w3.org/1998/Math/MathML&quot;&gt;&lt;mstyle displaystyle=&quot;true&quot;&gt;&lt;mi&gt;t&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mn&gt;1000&lt;/mn&gt;&lt;mrow&gt;&lt;mtext&gt;&amp;#x2009;&amp;#xB5;s&lt;/mtext&gt;&lt;/mrow&gt;&lt;mo&gt;+&lt;/mo&gt;&lt;mfrac&gt;&lt;mrow&gt;&lt;mn&gt;4&lt;/mn&gt;&lt;mrow&gt;&lt;mtext&gt;&amp;#x2009;&amp;#xB5;s&lt;/mtext&gt;&lt;/mrow&gt;&lt;/mrow&gt;&lt;mrow&gt;&lt;mn&gt;3&lt;/mn&gt;&lt;mrow&gt;&lt;mtext&gt;&amp;#x2009;mm&lt;/mtext&gt;&lt;/mrow&gt;&lt;/mrow&gt;&lt;/mfrac&gt;&lt;mo&gt;&amp;#x22C5;&lt;/mo&gt;&lt;mi&gt;d&lt;/mi&gt;&lt;/mstyle&gt;&lt;/math&gt;"><span id="MathJax-Span-26" class="math"><span id="MathJax-Span-27" class="mrow"><span id="MathJax-Span-28" class="mstyle"><span id="MathJax-Span-29" class="mrow"><span id="MathJax-Span-30" class="mi">t</span><span id="MathJax-Span-31" class="mo">=</span><span id="MathJax-Span-32" class="mn">1000</span><span id="MathJax-Span-33" class="mrow"><span id="MathJax-Span-34" class="mtext">&thinsp;&micro;s</span></span><span id="MathJax-Span-35" class="mo">+</span></span></span></span></span></span></span></strong><span style="font-size: medium;"><span id="MathJax-Element-2-Frame" class="MathJax" data-mathml="&lt;math xmlns=&quot;http://www.w3.org/1998/Math/MathML&quot;&gt;&lt;mstyle displaystyle=&quot;true&quot;&gt;&lt;mi&gt;t&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mn&gt;1000&lt;/mn&gt;&lt;mrow&gt;&lt;mtext&gt;&amp;#x2009;&amp;#xB5;s&lt;/mtext&gt;&lt;/mrow&gt;&lt;mo&gt;+&lt;/mo&gt;&lt;mfrac&gt;&lt;mrow&gt;&lt;mn&gt;4&lt;/mn&gt;&lt;mrow&gt;&lt;mtext&gt;&amp;#x2009;&amp;#xB5;s&lt;/mtext&gt;&lt;/mrow&gt;&lt;/mrow&gt;&lt;mrow&gt;&lt;mn&gt;3&lt;/mn&gt;&lt;mrow&gt;&lt;mtext&gt;&amp;#x2009;mm&lt;/mtext&gt;&lt;/mrow&gt;&lt;/mrow&gt;&lt;/mfrac&gt;&lt;mo&gt;&amp;#x22C5;&lt;/mo&gt;&lt;mi&gt;d&lt;/mi&gt;&lt;/mstyle&gt;&lt;/math&gt;"><span id="MathJax-Span-26" class="math"><span id="MathJax-Span-27" class="mrow"><span id="MathJax-Span-28" class="mstyle"><span id="MathJax-Span-29" class="mrow"><span id="MathJax-Span-35" class="mo"><span class="&rdquo;texhtml&rdquo;" lang="&rdquo;en&rdquo;" xml:lang="&rdquo;en&rdquo;"><span class="&rdquo;sfrac"><em>4&thinsp;&micro;s</em>/<em><strong>3</strong>mm</em></span></span></span></span></span></span></span></span></span><strong><span style="font-size: medium;"><span id="MathJax-Element-2-Frame" class="MathJax" data-mathml="&lt;math xmlns=&quot;http://www.w3.org/1998/Math/MathML&quot;&gt;&lt;mstyle displaystyle=&quot;true&quot;&gt;&lt;mi&gt;t&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mn&gt;1000&lt;/mn&gt;&lt;mrow&gt;&lt;mtext&gt;&amp;#x2009;&amp;#xB5;s&lt;/mtext&gt;&lt;/mrow&gt;&lt;mo&gt;+&lt;/mo&gt;&lt;mfrac&gt;&lt;mrow&gt;&lt;mn&gt;4&lt;/mn&gt;&lt;mrow&gt;&lt;mtext&gt;&amp;#x2009;&amp;#xB5;s&lt;/mtext&gt;&lt;/mrow&gt;&lt;/mrow&gt;&lt;mrow&gt;&lt;mn&gt;3&lt;/mn&gt;&lt;mrow&gt;&lt;mtext&gt;&amp;#x2009;mm&lt;/mtext&gt;&lt;/mrow&gt;&lt;/mrow&gt;&lt;/mfrac&gt;&lt;mo&gt;&amp;#x22C5;&lt;/mo&gt;&lt;mi&gt;d&lt;/mi&gt;&lt;/mstyle&gt;&lt;/math&gt;"><span id="MathJax-Span-26" class="math"><span id="MathJax-Span-27" class="mrow"><span id="MathJax-Span-28" class="mstyle"><span id="MathJax-Span-29" class="mrow"><span id="MathJax-Span-35" class="mo"> </span></span></span></span><span id="MathJax-Span-45" class="mo">&sdot;</span><span id="MathJax-Span-46" class="mi">d</span></span></span></span></strong></p><p class="math"><span style="font-size: medium;">&nbsp;</span></p><p class="math"><span style="font-size: medium;">タイミングの不確かさは約&plusmn;5%です。物体がセンサーに近づくと出力パルス幅は1.0msに近づき、50cm離れた距離で検出された物体のパルス幅は1.667msとなります。パルス周期Tは検出された物体の近さに応じて、約9msから20msの範囲で設定されます。</span></p><p class="math">&nbsp;</p><p class="math"><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210507_295491.jpg" alt="" /></span></p><p class="math"><span style="font-size: medium;">IRフィルタ未搭載のカメラで撮影した、Pololu Digital Distance Sensorが発する赤外線</span></p><p class="math"><span style="font-size: medium;">&nbsp;</span></p><p class="math"><span style="font-size: medium;">&nbsp;最大検出距離は、対象の反射率や周囲の明るさによって異なります。Pololu社のテストでは、白い紙を約50cm先まで、パンフレットを約30cm先まで確実に検知することができました。以下のグラフは、白い紙を異なる距離に複数設置し、5台のセンサーで測定した距離と実際の距離を示しています。</span></p><p class="math">&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20210507_219c31.jpg" alt="" /></p><p><strong><span style="font-size: medium;">仕様</span></strong></p><p><img src="https://www.physical-computing.jp/data/pclab/product/20210507_da3fd3.jpg" alt="" /></p><p>&nbsp;</p><p><span style="font-size: medium;">動作電圧：3.0 V〜5.5 V</span><br /><span style="font-size: medium;"> 消費電流： 有効時：30mA（標準値）、無効時：0.4mA</span><br /><span style="font-size: medium;"> 最大範囲： 約50cm（20インチ) 　物体の反射率や周囲の状況によって変化する可能性あり</span><br /><span style="font-size: medium;"> 最小更新頻度：&nbsp;50Hz〜110Hz（20ms〜9ms周期)</span><br /><span style="font-size: medium;"> 視野角（FOV）： 15&deg;（標準値）　物体の反射率や周囲の状況によって変化する可能性あり</span><br /><span style="font-size: medium;"> 出力形式： デジタルパルス幅</span><br /><span style="font-size: medium;"> 寸法： 0.85&Prime; &times; 0.35&Prime; &times; 0.122&Prime; (21.6 &times; 8.9 &times; 3.1 mm); 詳細は <a href="https://www.pololu.com/file/0J1798/pololu-digital-distance-sensor-dimensions.pdf/" target="_blank">寸法図(192k pdf)</a>をご覧ください。</span><br /><span style="font-size: medium;"> 重量：0.014オンス(0.4g)</span></p><p>&nbsp;</p><p><strong><span style="font-size: medium;">センサーの使い方</span></strong></p><p><strong><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210507_a61dec.jpg" alt="" /></span></strong></p><p><br /><span style="font-size: medium;"> このモジュールを使用するには、VIN、GND、OUTの3つの接続が必要です。これらのピンは、0.1インチピッチのスルーホールからアクセスでき、標準的な0.1インチ（2.54mm）のオス・メス型ヘッダー（別売）が使用できます。VINピンは3V〜5.5Vの電源に、GNDは0Vに接続します。センサーはOUT端子にデジタルパルスを出力します。パルスのLow/Highレベルは0V/VINです。また，物体が検出されると，基板裏面の赤色LEDが点灯します（距離が近いほど明るく光ります）。</span></p><p>&nbsp;</p><p>&nbsp;<span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210507_c9b430.jpg" alt="" /><img src="https://www.physical-computing.jp/data/pclab/product/20210507_4539de.jpg" alt="" /></span></p><p>&nbsp;</p><p><span style="font-size: medium;">ボードにはオプションでENABLEピンがあり、これをLowにすることで約0.4mAの低電力状態にすることができます。このピンは、シルクスクリーン上で "EN "と表示された裏面のビアまたは隣接する表面実装パッドからアクセスできます。ENABLE端子はVINにプルアップされており、デフォルトでは有効になっています。</span></p><p><span style="font-size: medium;">他には、動作モードを決定する4つの表面実装構成ジャンパーがあります。様々なバージョンのPololu Digital Distance Sensorでは、適切なジャンパーに0&Omega;の抵抗があらかじめ挿入された状態で出荷されます。これらの抵抗器は、センサーを別のバージョンに変換するために、実装されているスポットからはんだを取り除くか、実装されていないスポットにはんだブリッジを追加することができます。以下の表は、各バージョンのジャンパー設定を示しています。</span><span style="font-size: medium;">このボードには、2番またはM2のネジを使用するための取り付け穴が1つあります。</span></p><p>&nbsp;</p><p><strong><span style="font-size: medium;">Arduinoでパルス幅を出力する</span></strong></p><p>&nbsp;</p><p><span style="font-size: medium;"><a href="https://www.pololu.com/product/4064" target="_blank">Pololu社の製品ページ</a>から、本製品の出力を読み取り、測定した距離をミリ単位で表示するシンプルなAruduinoスケッチを確認できます。</span><code><br /></code></p><p>&nbsp;</p><p><strong><span style="font-size: medium;">MakeCode for micro:bitでパルス幅を出力する </span></strong></p><p><span style="font-size: medium;">シングルボードコンピューターのmicro:bitのMakeCodeで、本製品の出力を読み取って変換するサンプルプログラムがこちらです。MakeCodeのデバイスコンソールからも確認できます。 <a href="https://makecode.microbit.org/72088-68407-40896-64330" target="_blank">このリンク</a>をクリックすると、micro:bitのMakeCodeエディタでプログラムを開くことができます。</span></p><p><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210507_9dcc32.png" alt="" /></span></p><p>&nbsp;</p><p><strong><span style="font-size: medium;">製品シリーズ</span></strong><br /><span style="font-size: medium;"> Pololu Digital Distance Sensorには複数バージョンがありますが、寸法やピンアウトは全て同一です。</span></p><p>　</p><table border="1"><tbody><tr><th>出力モード</th><th>センサー</th><th>最大距離</th><th>最短更新頻度</th><th>ジャンパー設定 (4321)</th></tr><tr><td>デジタル <br />(物体検出のみ)</td><td><a href="https://www.physical-computing.jp/product/2142/admin?jump=87555ec5ac2d87a7f0646dcfd042a0a478fdf4eb" target="blank">#4050: Pololu Digital Distance Sensor 5cm</a></td><td>5cm</td><td>145Hz</td><td>0000</td></tr><tr><td>デジタル <br />(物体検出のみ)</td><td><a href="https://www.physical-computing.jp/product/2143/admin?jump=a0c9cfaf569bb105e1ccfa018af465d93ee7bee5" target="_blank">#4052: Pololu Digital Distance Sensor 10cm</a></td><td>10cm</td><td>115Hz</td><td>0010</td></tr><tr><td>デジタル <br />(物体検出のみ)</td><td><a href="https://www.physical-computing.jp/product/2144/admin?jump=3065cb6a61c35a92178121cf0ab5316d517955a5" target="_blank">#4054: Pololu Digital Distance Sensor 15cm</a></td><td>15cm</td><td>95Hz</td><td>0100</td></tr><tr><td>パルス幅 <br />(距離の測定可)</td><td><a href="https://www.physical-computing.jp/product/2145/admin?jump=fe1d10936194095fbe9215efc30c35d2bd0c9b81" target="_blank">#4064: Pololu Distance Sensor with Pulse Width Output, 50cm Max</a></td><td>50cm</td><td>50Hz</td><td>1110</td></tr></tbody></table><p>&nbsp;</p><p><span style="font-size: medium;">以下は、検出機能のみ搭載した3種のデジタル出力モデル(#4050、#4052、#4054)の出力グラフです。</span></p><p><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210507_354e54.jpg" alt="" /><img src="https://www.physical-computing.jp/data/pclab/product/20210507_ab6dc5.jpg" alt="" /><img src="https://www.physical-computing.jp/data/pclab/product/20210507_7a8b8e.jpg" alt="" /></span></p><p>&nbsp;</p><p><span style="font-size: medium;">計測距離をパルス幅で出力するモデル(#4604)では、出力グラフが少し異なります。このモデルの出力は、ホビー用のサーボ制御信号に似ており、時間の関数として以下のように示されます。</span></p><p>&nbsp;</p><p><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210507_be5cf0.jpg" alt="" /></span></p><p>&nbsp;</p><p><br /> <strong><span style="font-size: medium;">Sharp Digital Distance Sensorとの比較</span></strong><br /><span style="font-size: medium;"> Pololu Digital Distance Sensorは、当社の<a href="https://www.pololu.com/product/1131/" target="_blank">GP2Y0D8x</a>及び専用の<a href="https://www.pololu.com/product/1132/" target="_blank">carrior board</a>とピン配置などで互換性があり、同様に5cm、10cm、15cmの範囲で提供されています。つまり、生産中止となったSharp/Socleのセンサーをベースにした旧モジュールの代替品として使用できます。新型のセンサーはSharp製に比べて非常に薄いため、ゼロ距離地点がプリント基板に約7mm近くなり、赤外線の角度も広くなっています。以下は、2つを並べて比較したものです。</span></p><p><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210507_366ea2.jpg" alt="" /><img src="https://www.physical-computing.jp/data/pclab/product/20210507_c7ab52.jpg" alt="" /><img src="https://www.physical-computing.jp/data/pclab/product/20210507_d40d57.jpg" alt="" /></span></p></p>]]></content:encoded>
                    <dc:subject>Pololu</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>1680</dc:format>
                    <dc:date>2025-08-22T15:54:24+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1864">
                    <title>シングルギヤボックス（4速タイプ）　Item No:70167    Single Gear Box(4-speed)</title>
                    <link>https://www.physical-computing.jp/product/1864</link>
                    <description>&amp;nbsp;【 4種類のギヤ比が選べるコンパクトサイズ 】工作のパワーユニットとしてモーターとともに要となるのがギヤボックス。シングルギヤボックスはモーターを1個装備した組み立て式のギヤボックスです。…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1864" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20191031_7658b5.jpg" width="250" border="0" alt="シングルギヤボックス（4速タイプ）　Item No:70167    Single Gear Box(4-speed)" hspace="5" align="left"/></a><p>&nbsp;</p><p><strong>【 4種類のギヤ比が選べるコンパクトサイズ 】</strong></p><p><span>工作のパワーユニットとしてモーターとともに要となるのがギヤボックス。シングルギヤボックスはモーターを1個装備した組み立て式のギヤボックスです。4種類のギヤ比が選べるコンパクトサイズで、パワーが必要な工作からスピード重視の工作まで幅広く使えます。ケースやギヤ、クランクアームは高精度なプラスチック製、シャフトは丈夫な金属製。スムーズな作動と高い信頼性を生み出し、確実な組上がりが可能です。FA-130タイプモーター付き。</span></p><p><br /> <br /><strong> 【 応用範囲が広く、クランクアームも取り付け可能 】</strong></p><p><span>自動車工作やタンク工作など回転運動用としてはもちろん、クランクアームを使って往復運動を作り出すことも可能。各種工作のギヤボックスをはじめロボット工作などにも幅広く使えます。出力シャフトは工作シリーズに共通の3mm六角タイプです。</span></p></p>]]></content:encoded>
                    <dc:subject>TAMIYA</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>660</dc:format>
                    <dc:date>2025-08-20T07:26:28+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1561">
                    <title>UV Sensor - 紫外線センサー</title>
                    <link>https://www.physical-computing.jp/product/1561</link>
                    <description>紫外線を計測できるセンサーです。&amp;nbsp;■概要出力電圧は、周囲の紫外線強度に伴って増加します。調整可能な増幅率を備えた増幅回路搭載。&amp;nbsp;&amp;nbsp;■仕様&amp;nbsp;応答スペクトル：200…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1561" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20180730_873d2b.jpg" width="250" border="0" alt="UV Sensor - 紫外線センサー" hspace="5" align="left"/></a><p><span style="font-size: medium;">紫外線を計測できるセンサーです。</span></p><h2><span style="font-size: medium;">&nbsp;</span></h2><p><strong><span style="font-size: medium;">■概要</span></strong></p><ul><ul><li><span style="font-size: medium;">出力電圧は、周囲の紫外線強度に伴って増加します。</span></li><li><span style="font-size: medium;">調整可能な増幅率を備えた増幅回路搭載。</span></li></ul></ul><h2><span style="font-size: medium;">&nbsp;&nbsp;</span></h2><p><strong><span style="font-size: medium;">■仕様&nbsp;</span></strong></p><ul><ul><li><span style="font-size: medium;">応答スペクトル：200nm-370nm</span></li><li><span style="font-size: medium;">寸法：22.0mm * 16.0mm</span></li><li><span style="font-size: medium;">取付穴サイズ：2.0mm</span></li></ul></ul><h2>&nbsp;<span style="font-size: medium;">&nbsp;</span></h2><p><strong><span style="font-size: medium;">■アプリケーション&nbsp;</span></strong></p><ul><ul><li><span style="font-size: medium;">紫外線テスター</span></li><li><span style="font-size: medium;">屋外用紫外線検出器</span></li><li><span style="font-size: medium;">殺菌ランプ</span></li></ul></ul><h2>&n</p>]]></content:encoded>
                    <dc:subject>Waveshare</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>2400</dc:format>
                    <dc:date>2025-08-17T01:49:45+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1919">
                    <title>Tinker Board向け187度超広角・小型カメラモジュール</title>
                    <link>https://www.physical-computing.jp/product/1919</link>
                    <description>超広角・超小型カメラモジュール SE219FE-00/01－CB&amp;nbsp;本製品は、Tinker BoardのSingle Board Computerで利用できる 超広角187度の小型カメラモジュ…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1919" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20191226_c6027e.jpg" width="250" border="0" alt="Tinker Board向け187度超広角・小型カメラモジュール" hspace="5" align="left"/></a><p><strong><span style="font-family: verdana, geneva; font-size: large;">超広角・超小型カメラモジュール</span></strong><br /><span style="font-family: verdana, geneva; font-size: medium;"> SE219FE-00/01－CB</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20191226_ec0395.jpg" alt="" width="307" height="307" /></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">本製品は、Tinker BoardのSingle Board Computerで利用できる</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> 超広角187度の小型カメラモジュールです。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: large;"><strong><span style="font-family: verdana, geneva;">＜主な特徴＞</span></strong></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">❑ 全方位に超広角187度の視野角</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> 　本製品では、どの方向でも187度の超広角の視野角が確保されるため、射影画像は円形に移ります。</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> 　机の上に置いて天井に向かって撮影しても、机の上のものがすべて見えます。</span></p><p><img src="https://www.physical-computing.jp/data/pclab/product/20200122_c031ae.jpg" alt="" width="333" height="292" /><img src="https://www.physical-computing.jp/data/pclab/product/20200122_b2b247.jpg" alt="" width="331" height="291" /></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❑<span>動き検出・顔検出・魚眼展開のPythonサンプルプログラムの</span>無償配布</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">180度以上の視野角が確保されているので、例えば、机や床の上に置いて天井に向かって撮影した画像をソフトウエアでパノラマ展開すれば、会議室ににいる人間全員の顔が確認できます。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">＜元画像＞</span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><img src="https://soho-enterprise.com/wp/wp-content/uploads/2019/09/detect_20190904-162548.jpg" alt="" width="329" height="329" /></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">＜パノラマ展開画像（ソフトウエア処理）＞</span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><img class="wp-image-498" src="https://soho-enterprise.com/wp/wp-content/uploads/2019/09/analysis_20190904-162548-1-1024x135.jpg" alt="" data-id="498" data-link="https://soho-enterprise.com/?attachment_id=498" /></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">※上記のサンプルプログラムは、Vision Processing Community Siteから配布しています。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><a href="https://www.visionproc.org/index.php">https://www.visionproc.org/index.php</a></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❑ Tinker Boardの</span><span style="font-family: verdana, geneva; font-size: medium;">SingleB</span><span style="font-family: verdana, geneva; font-size: medium;">oard Computerで直ぐに利用できます。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp; &nbsp;本製品は、Tinker BoardのSingle Board Computerで設定なしで直ぐに利用できます。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　※Raspberry Piで利用する場合には、公式のRaspbery Piカメラのベース基板上に本製品のカメラモジュールを取り付けることで利用が可能となります。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❑ 実績と信頼のあるソニー製IMX219のセンサーを採用。</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> 　本製品では、8Mのソニー製のIMX219PQH5-Cのイメージセンサーを採用しています。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">❑</span><span style="font-family: verdana, geneva; font-size: medium;">IRフィルタのオプション</span></p><p><span style="font-family: verdana, geneva; font-size: medium;"> 　IRフィルタあり、なしのオプションが用意されていますので、用途に合わせて選択ができます。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20191226_e9d639.jpg" alt="" width="207" height="207" /><img style="font-family: verdana, geneva; font-size: medium;" src="https://www.physical-computing.jp/data/pclab/product/20191226_4242af.jpg" alt="" width="209" height="209" /></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p></p>]]></content:encoded>
                    <dc:subject>Soho Enterprise</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>4600</dc:format>
                    <dc:date>2025-08-08T08:09:24+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2018">
                    <title>Pixy2 on Zumoキット(組立済み）－画像認識追従Robot</title>
                    <link>https://www.physical-computing.jp/product/2018</link>
                    <description>Pixy2+Zumo 画像認識追従ロボットセット（組立済み）&amp;nbsp;【概要】 本キットは、Pixy2 CMUcam5のパンチルトセットをZumoに搭載した画像認識追従ロボットのセットです。 Pix…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2018" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20200727_25ec94.jpg" width="250" border="0" alt="Pixy2 on Zumoキット(組立済み）－画像認識追従Robot" hspace="5" align="left"/></a><div style="text-align: left;"><span style="font-size: medium;"><strong><span style="font-size: large;">Pixy2+Zumo 画像認識追従ロボットセット（組立済み）</span><br /></strong>&nbsp;</span></div><div style="text-align: left;"><span style="font-size: medium;"><strong><span>【</span>概要<span>】</span></strong></span><br /><span style="font-size: medium;"> 本キットは、Pixy2 CMUcam5のパンチルトセットをZumoに搭載した画像認識追従ロボットのセットです。</span><br /><span style="font-size: medium;"> Pixyの高速な画像処理と機敏なパンチルトに加え、Zumoの機敏な走行能力の組み合わせで</span><br /><span style="font-size: medium;"> ネコなみの機敏な動きで、ボールなどの目標物を追従し走行できます。</span><br /> <br /><strong><span style="font-size: medium;"> 【主な内容物】</span></strong><br /><span style="font-size: medium;">1)&nbsp; Pixy2 CMUcam5</span><br /><span style="font-size: medium;"> 2) &nbsp;Pan/Tilt Mechanism Kit</span><br /><span style="font-size: medium;"> 3) &nbsp;Pan/Tilt 取付用パーツ</span><br /><span style="font-size: medium;"> 4)&nbsp; Arduino Leonardo</span><br /><span style="font-size: medium;"> 5)&nbsp; Arduino用Zumo Robot(75:1）-組立済</span></div><div style="text-align: left;"><br /><span style="font-size: medium;"> ※１．この製品は、組立済みキットです。</span></div><div style="text-align: left;"><span style="font-size: medium;">※２．別途、EnelloopなどのA3の電池4本が必要となります。</span><br /><br /> <iframe src="https://www.youtube.com/embed/EcCbEWiyiQY" frameborder="0" width="560" height="315"></iframe><br /><span style="font-size: medium;"><strong style="font-size: 13.4399995803833px; line-height: 20.1599998474121px; text-align: left;"><br /></strong></span></div></p>]]></content:encoded>
                    <dc:subject>Arduino Kit</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>33980</dc:format>
                    <dc:date>2025-08-07T13:44:51+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1874">
                    <title>Bluetooth 2.0 Module V3 For Arduino</title>
                    <link>https://www.physical-computing.jp/product/1874</link>
                    <description>DF-BluetoothV3 Bluetoothモジュールは、ユニークなダブルボード設計を使用しており、見た目に美しく、モジュールへの静電損傷を防ぐことを目的としています。&amp;nbsp;2つのDC電源入…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1874" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/dfr-tel0026.jpg" width="250" border="0" alt="Bluetooth 2.0 Module V3 For Arduino" hspace="5" align="left"/></a><div style=""><span style="font-size: 13.3333px; font-family: Arial, Verdana;">DF-BluetoothV3 Bluetoothモジュールは、ユニークなダブルボード設計を使用しており、見た目に美しく、モジュールへの静電損傷を防ぐことを目的としています。&nbsp;</span></div><div style=""><span style="font-size: 13.3333px; font-family: Arial, Verdana;"><br></span></div><div style=""><span style="font-size: 13.3333px; font-family: Arial, Verdana;">2つのDC電源入力、広い電圧供給（3.5V〜8V）および3.3V電源を備え、さまざまなアプリケーションに適するように設計されています。</span></div><div style=""><span style="font-size: 13.3333px; font-family: Arial, Verdana;"><br></span></div><div style=""><span style="font-size: 13.3333px; font-family: Arial, Verdana;">状態リンクは、モジュールの状態と接続状態を表示するために使用される明確で明るいLEDで示されます。</span></div><div style=""><span style="font-size: 13.3333px; font-family: Arial, Verdana;">【状態：検索状態（高104ms 342ms 2.9Hzサイクルフリッカー）接続状態（高104ms周期2s 0.5Hz点滅）、リンク状態：ペアリング】</span></div><div style=""><span style="font-size: 13.3333px; font-family: Arial, Verdana;"><br></span></div><div style=""><span style="font-size: 13.3333px; font-family: Arial, Verdana;">高品質の信号を提供するアンテナを内蔵しています。</span></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;"><br></span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">DIPスイッチはモジュールのステータスを設定するように設計されており、LEDをオフにしてLINKライトをオフにして節電モードに入ります。</span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;"><br></span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">ATモードではモジュールがATコマンドモードに入ることができ、ATコマンドはボーレートとマスターおよびスレーブモードを変更できます。</span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;"><br></span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">このモジュールは、透過的なシリアルデータ通信を提供するペアとしても使用できます。</span></font></div><div style=""><br></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">このモジュールはテスト済みであり、市場のほとんどのBluetoothアダプター（ラップトップや携帯電話を含むBluetoothドングル）</span></font><span style="font-size: 13.3333px; font-family: Arial, Verdana;">、及びAndroid Phoneと互換性があります。</span></div><div style=""><span style="font-size: 13.3333px; font-family: Arial, Verdana;"><br></span></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">■仕様</span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">Bluetoothチップ：CSR BC417143</span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">Bluetoothプロトコル：Bluetooth仕様v2.0 + EDR</span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">USBプロトコル：USB v1.1 / 2.0</span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">動作周波数：2.4〜2.48GHzの免許不要ISM帯域</span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">変調：GFSK（ガウス周波数シフトキーイング）</span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">送信電力：≤4dBm、クラス2</span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">伝送距離：20〜30mの空きスペース</span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">感度：0.1％BERで≤-84dBm</span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">転送速度：非同期：2.1Mbps（最大）/ 160 kbps;同期：1Mbps / 1Mbps</span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">安全機能：認証と暗号化</span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">サポートプロファイル：Bluetoothシリアルポート</span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">シリアルポートのボーレート：4800〜1382400 / N / 8/1デフォルト：9600</span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">LEDインジケータ：STATE状態：検索状態（高104ms 342ms 2.9Hzサイクルフリッカー）接続ステータス（高104msサイクル2s 0.5Hz点滅）、LINKステータス：常に一致後</span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">入力電圧：+3.5 V〜+8 V DCおよび3.3V DC / 50mA</span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">働く温度：-20℃〜+55℃</span></font></div><div style=""><font face="Arial, Verdana"><span style="font-size: 13.3333px;">モジュールサイズ：40×20×13mm（1.6x0.8x0.5 ''）</span></font></div></p>]]></content:encoded>
                    <dc:subject>DFRobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>2100</dc:format>
                    <dc:date>2025-08-01T02:29:31+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/449">
                    <title>Raspberry PiとSCRATCHではじめよう! 電子工作入門</title>
                    <link>https://www.physical-computing.jp/product/449</link>
                    <description>著者　今岡 通博
B5変　128ページ</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/449" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/a/20160520_c1c292.jpg" width="250" border="0" alt="Raspberry PiとSCRATCHではじめよう! 電子工作入門" hspace="5" align="left"/></a>著者　今岡 通博<br />
B5変　128ページ</p>]]></content:encoded>
                    <dc:subject>Raspberry Pi</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>1800</dc:format>
                    <dc:date>2025-07-09T12:11:20+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1798">
                    <title>ASUS Tinker Board S R2.0</title>
                    <link>https://www.physical-computing.jp/product/1798</link>
                    <description>&amp;nbsp;※本商品はまもなく製造停止となります。在庫売切れ次第、販売終了となります。後継品はTinker board 3Sになります。&amp;nbsp;https://www.physical-compu…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1798" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20180114_f816b3.jpg" width="250" border="0" alt="ASUS Tinker Board S R2.0" hspace="5" align="left"/></a><p><span style="color: #ff0000;"><strong><span style="font-size: large;">&nbsp;※本商品はまもなく製造停止となります。在庫売切れ次第、販売終了となります。後継品はTinker board 3Sになります。</span></strong></span></p><p>&nbsp;</p><p><a href="https://www.physical-computing.jp/product/2218"><span style="color: #ff0000;"><strong><span style="font-size: large;">https://www.physical-computing.jp/product/2218</span></strong></span></a></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: x-large;"><strong><span style="color: #333333; font-family: verdana, geneva;">ASUS Tinker Board S R2.0</span></strong></span></p><p><span style="color: #888888; font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p><span style="color: #000000;"><span style="font-family: verdana, geneva; font-size: medium;">ASUS Tinker Board S R2.0は、カードサイズの基板にARMベース プロセッサRockchip RK3288-CG.WとGPU Mali&trade;-T764を搭載した</span><span style="font-family: verdana, geneva; font-size: medium;">クラス最高峰レベルのパフォーマンスを持つASUS Tinker Boardの上位版シングルボードコンピュータ</span><span style="font-family: verdana, geneva; font-size: medium;">です。</span><span style="font-family: verdana, geneva; font-size: medium;">16GBのeMMCを標準搭載するなど様々な点で改良が施されています。</span></span><a><br /></a></p><p>&nbsp;</p><p>&nbsp;　　　<img src="https://www.physical-computing.jp/data/pclab/product/20180113_eeaafb.jpg" alt="" width="414" height="284" />　　<img style="font-size: 2em;" src="https://www.physical-computing.jp/data/pclab/product/20180113_3aee77.jpg" alt="" width="408" height="279" /></p><h2><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></h2><h2><span style="font-family: verdana, geneva; font-size: medium;"><span style="font-size: large;">【主な改良点】</span></span></h2><h3>&nbsp;</h3><h3 class="MsoListParagraph" style="margin-left: 18pt; text-indent: -18pt;" align="left"><span style="font-family: verdana, geneva; font-size: medium;"><!--[if !supportLists]--><strong><span style="color: #1a1a1a;" lang="EN-US">1）</span><!--[endif]--><span style="color: #1a1a1a;" lang="EN-US">16GB eMMC</span></strong></span><strong><span style="font-size: 10.0pt; font-family: メイリオ; color: #1a1a1a; mso-font-kerning: 0pt;"><span style="font-family: verdana, geneva; font-size: medium;">が標準搭載</span></span></strong></h3><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><span style="color: #1a1a1a;">&nbsp;ストレージが</span><span style="color: #1a1a1a;" lang="EN-US">Micro SD</span><span style="color: #1a1a1a;">のみから、オンボードで</span><span style="color: #1a1a1a;" lang="EN-US">16GB e</span><span style="color: #1a1a1a;" lang="EN-US">MMC</span><span style="color: #1a1a1a;">が標準搭載に変更され、</span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><span style="color: #1a1a1a;">e</span><span style="color: #1a1a1a;" lang="EN-US">MMC</span><span style="color: #1a1a1a;">起動が可能になりました。</span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><span style="color: #1a1a1a;">従来からのmicroSDカードスロットもそのまま使用可能なので併用も可能です。<br />詳しくは以下のチュートリアルサイトを参照して下さい。<br /><span style="color: #000000; font-family: 'ＭＳ Ｐゴシック', sans-serif; font-size: 12px;">&nbsp;</span></span></span></p><p><a href="https://physical-computing-lab.net/tinker-board/tinker-board-s-os-installation.html%20%20%20"><span style="font-family: verdana, geneva; font-size: medium;"><span style="color: #1a1a1a;"><img src="https://www.physical-computing.jp/data/pclab/product/20180502_e2a66a.jpg" alt="" width="223" height="62" /></span></span></a></p><p>&nbsp;</p><p>&nbsp;</p><p class="MsoListParagraph" style="margin-left: 18pt; text-indent: -18pt;" align="left"><!--[if !supportLists]--><strong><span style="font-family: verdana, geneva; font-size: medium;"><span style="color: #1a1a1a;" lang="EN-US">2）</span><!--[endif]--></span></strong><span style="font-size: 10.0pt; font-family: メイリオ; color: #1a1a1a; mso-font-kerning: 0pt;"><strong><span style="font-family: verdana, geneva; font-size: medium;">シャットダウンスイッチ用ピンヘッダーの追加</span></strong></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;<span style="color: #1a1a1a;">シャットダウン用のピンヘッダーが追加されました。これによりスイッチなどを接続すればワンタッチでシャットダウンプロセスをスタートさせることができるようになりました。</span></span>&nbsp;</p><p>&nbsp;</p><p>&nbsp;&nbsp;</p><p class="MsoNormal" align="left"><strong><span style="font-size: medium; font-family: verdana, geneva; color: #1a1a1a;" lang="EN-US">3</span></strong><span style="font-size: 10.0pt; font-family: メイリオ; color: #1a1a1a; mso-font-kerning: 0pt;"><strong><span style="font-family: verdana, geneva; font-size: medium;">）電圧低下のアラーム機能の追加</span></strong></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span><span style="font-family: verdana, geneva; font-size: medium;"><span style="color: #1a1a1a;" lang="EN-US">Tinker Board S</span><span style="color: #1a1a1a;">を稼働中に、入力電圧の低下が発生した場合のアラーム機能が追加されました。</span></span></p><p>&nbsp;</p><p>&nbsp;</p><h3 class="MsoNormal" align="left"><strong><span style="font-size: medium; font-family: verdana, geneva; color: #1a1a1a;" lang="EN-US">4</span></strong><span style="font-size: 10.0pt; font-family: メイリオ; color: #1a1a1a; mso-font-kerning: 0pt;"><strong><span style="font-family: verdana, geneva; font-size: medium;">）<span lang="EN-US">HDMI</span>ポートの<span lang="EN-US">CEC</span>対応化</span></strong></span></h3><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva; color: #1a1a1a;" lang="EN-US">&nbsp;HDMI</span><span style="font-size: 10pt; font-family: メイリオ; color: #1a1a1a;"><span style="font-size: medium; font-family: verdana, geneva;">ポートが<span lang="EN-US">CEC</span>対応となり、<span lang="EN-US">HDMI</span>で接続されたテレビ等のリモコン入力を<span lang="EN-US">HDMI</span>経由で<span lang="EN-US">Tinker Board S</span>に入力し制御することが可能となりました。<span lang="EN-US">Kodi</span>などのメディアプレーヤーをリモコンから操作が可能となります。</span></span></p><p>&nbsp;</p><h3><strong><span style="font-family: verdana, geneva; font-size: medium;"><span style="color: #1a1a1a;" lang="EN-US">5</span><span style="color: #1a1a1a;">）オーディオジャックのプラグイン検出機能のサポート</span></span></strong></h3><p>&nbsp;</p><p><span style="color: #1a1a1a; font-family: verdana, geneva; font-size: medium;">&nbsp;オーディオジャックにヘッドフォンやスピーカーが接続されると自動的に認識されますので、接続状態に合わせた利用が可能となりました。出力先の切り替えや設定などができるアプリケーションの可能性が広がります。</span></p><p class="MsoListParagraph" style="margin-left: 18pt;" align="left">&nbsp;</p><p class="MsoListParagraph" style="margin-left: 18pt;" align="left">&nbsp;</p><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: large;">【新しいTinker Board S のIOマップ】</span><span style="font-family: verdana, geneva; font-size: large;">&nbsp;</span></strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">Tinker Board SのIOマップです。新たに搭載されたシャットダウンスイッチはMicroUSBの下側に、eMMCは裏面に搭載されているのがわかります。　</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20180111_6c5d79.jpg" alt="" width="755" height="446" /></p><p>　<span style="font-family: verdana, geneva; font-size: medium;">　　　　</span><img src="https://www.physical-computing.jp/data/pclab/product/20180111_9e3345.jpg" alt="" width="284" height="407" /></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><h3><span style="font-family: verdana, geneva; font-size: large;"><strong>【豊富になったエコシステム】</strong></span></h3><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">Tinker Board S R2.0のリリースと同時に、Tinker OSのバージョンもアップしました。Debian 10およびAndroido 10が使用可能です。</span></p><p>&nbsp;</p><p>&nbsp;</p><h3><span style="font-family: verdana, geneva; font-size: large;"><strong>【スペックの詳細】</strong></span></h3><p>&nbsp;</p><h4><span style="font-family: verdana, geneva; font-size: medium;">＜</span><span style="font-family: verdana, geneva; font-size: medium;">Tinker Board S R2.0とTinker Board Sとの比較</span><span style="font-family: verdana, geneva; font-size: medium;">＞</span></h4><p>&nbsp;</p><table style="width: 904px; height: 981px;" border="0" cellspacing="0" cellpadding="0"><tbody><tr><td nowrap="nowrap" width="137"><pre><span style="font-family: terminal, monaco; font-size: small;">　</span></pre></td><td nowrap="nowrap" width="288"><pre><span style="font-size: medium;"><strong><span style="font-family: terminal, monaco;">Tinker Board S R2.0</span></strong></span></pre></td><td style="width: 425px;" nowrap="nowrap"><pre><span style="font-size: medium;"><strong><span style="font-family: terminal, monaco;">Tinker Board S</span></strong></span></pre></td></tr><tr><td nowrap="nowrap" width="137"><pre><span style="font-family: terminal, monaco; font-size: small;"><strong>Processor</strong></span></pre></td><td nowrap="nowrap" width="288"><pre><span style="font-family: terminal, monaco; font-size: small;">Rockchip <span style="color: #ff0000;"><strong>RK3288-CG.W</strong></span> Cortex-A17 Quad-core SoC</span></pre></td><td style="width: 425px;" nowrap="nowrap"><pre><span style="font-family: terminal, monaco; font-size: small;">Rockchip RK3288 Cortex-A17 Quad-core SoC</span></pre></td></tr><tr><td nowrap="nowrap" width="137"><pre><span style="font-family: terminal, monaco; font-size: small;"><strong>GPU</strong></span></pre></td><td nowrap="nowrap" width="288"><pre><span style="font-family: terminal, monaco; font-size: small;">ARM Mali-T760 MP4 GPU</span></pre></td><td style="width: 425px;" nowrap="nowrap"><pre><span style="font-family: terminal, monaco; font-size: small;">ARM Mali-T760 MP4 GPU</span></pre></td></tr><tr><td rowspan="2" nowrap="nowrap" width="137"><pre><span style="font-family: terminal, monaco; font-size: small;"><strong>Display</strong></span></pre></td><td nowrap="nowrap" width="288"><pre><span style="font-family: terminal, monaco; font-size: small;">1 x HDMI <span style="color: #000000;">with CEC hardware ready</span></span></pre></td><td style="width: 425px;" nowrap="nowrap"><pre><span style="font-family: terminal, monaco; font-size: small;">1 x HDMI with CEC hardware ready</span></pre></td></tr><tr><td nowrap="nowrap" width="288"><pre><span style="font-family: terminal, monaco; font-size: small;">1 x 15-pin MIPI DSI supports up to HD</span></pre></td><td style="width: 425px;" nowrap="nowrap"><pre><span style="font-family: terminal, monaco; font-size: small;">1 x 15-pin MIPI DSI supports up to HD</span></pre></td></tr><tr><td nowrap="nowrap" width="137"><pre><span style="font-family: terminal, monaco; font-size: small;"><strong>Memory Size</strong></span></pre></td><td nowrap="nowrap" width="288"><pre><span style="font-family: terminal, monaco; font-size: small;">Dual-CH LPDDR3 2GB</span></pre></td><td style="width: 425px;" nowrap="nowrap"><pre><span style="font-family: terminal, monaco; font-size: small;">Dual-CH LPDDR3 2GB</span></pre></td></tr><tr><td rowspan="2" nowrap="nowrap" width="137"><pre><span style="font-family: terminal, monaco; font-size: small;"><strong>Storage</strong></span></pre></td><td nowrap="nowrap" width="288"><pre><span style="font-family: terminal, monaco; font-size: small; color: #000000;">16GB eMMC onboard</span></pre></td><td style="width: 425px;" nowrap="nowrap"><pre><span style="font-family: terminal, monaco; font-size: small;">16GB eMMC onboard</span></pre></td></tr><tr><td nowrap="nowrap" width="288"><pre><span style="font-family: terminal, monaco; font-size: small;">Micro SD(TF) card slot (push/<strong><span style="color: #ff0000;">pull</span></strong>)</span></pre></td><td style="width: 425px;" nowrap="nowrap"><pre><span style="font-family: terminal, monaco; font-size: small;">Micro SD(TF) card slot</span></pre></td></tr><tr><td rowspan="2" nowrap="nowrap" width="137"><pre><span style="font-family: terminal, monaco; font-size: small;"><strong>Connectivity</strong></span></pre></td><td nowrap="nowrap" width="288"><pre><strong><span style="font-family: terminal, monaco; font-size: small; color: #ff0000;">RTL8211E-VB-CG or RTL8211F-CG-GB LAN</span></strong></pre></td><td style="width: 425px;" nowrap="nowrap"><pre><span style="font-family: terminal, monaco; font-size: small;">RTL8211E-VB-CG GB LAN</span></pre></td></tr><tr><td width="288"><pre><span style="font-family: terminal, monaco; font-size: small;">802.11 b/g/n wireless &amp; <strong><span style="color: #ff0000;">BT 4.2</span></strong> + EDR</span></pre></td><td style="width: 425px;"><pre><span style="font-family: terminal, monaco; font-size: small;">802.11 b/g/n wireless &amp; BT 4.0 + EDR</span></pre></td></tr><tr><td nowrap="nowrap" width="137"><pre><span style="font-family: terminal, monaco; font-size: small;"><strong>Audio</strong></span></pre></td><td width="288"><pre><span style="font-family: terminal, monaco; font-size: small;">Realtek <strong><span style="color: #ff0000;">ALC4030U</span></strong> Codec with 1 x 3.5mm audio jack</span><br /><span style="font-family: terminal, monaco; font-size: small; color: #000000;"> *Supports audio jack plug-in detection</span></pre></td><td style="width: 425px;"><pre><span style="font-family: terminal, monaco; font-size: small;">Realtek ALC4040 Codec with 1 x 3.5mm audio jack<br />*Supports audio jack plug-in detection</span></pre></td></tr><tr><td nowrap="nowrap" width="137"><pre><span style="font-family: terminal, monaco; font-size: small;"><strong>USB</strong></span></pre></td><td nowrap="nowrap" width="288"><pre><span style="font-family: terminal, monaco; font-size: small;">4 x USB 2.0 ports</span></pre></td><td style="width: 425px;" nowrap="nowrap"><pre><span style="font-family: terminal, monaco; font-size: small;">4 x USB 2.0 ports</span></pre></td></tr><tr><td nowrap="nowrap" width="137"><pre><span style="font-family: terminal, monaco; font-size: small;"><strong>Camera Interface</strong></span></pre></td><td nowrap="nowrap" width="288"><pre><span style="font-family: terminal, monaco; font-size: small;">1 x 15-pin MIPI CSI slot for camera</span></pre></td><td style="width: 425px;" nowrap="nowrap"><pre><span style="font-family: terminal, monaco; font-size: small;">1 x 15-pin MIPI CSI slot for camera</span></pre></td></tr><tr><td rowspan="2" nowrap="nowrap" width="137"><pre><span style="font-family: terminal, monaco; font-size: small;"><strong>Internal Headers</strong></span></pre></td><td width="288"><pre><span style="font-family: terminal, monaco; font-size: small;">1 x 40-pin headers includes:</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- up to 28 x GPIO pins</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- up to 2 x SPI bus</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- up to 2 x I2C bus</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- up to 4 x UART</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- up to 2 x PWM</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- up to 1 x PCM/I2S <span style="color: #000000;">w/ Slave Mode support</span></span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- 2 x 5V power pins</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- 2 x 3.3V power pins</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- 8 x ground pins</span><br /><span style="color: #000000;"><span style="font-family: terminal, monaco; font-size: small;"> 1 x 2-pin Power-on header</span></span><br /><span style="color: #000000;"><span style="font-family: terminal, monaco; font-size: small;"> 1 x 2-pin eMMC recovery header</span></span></pre></td><td style="width: 425px;"><pre><span style="font-family: terminal, monaco; font-size: small;">1 x 40-pin headers includes:</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- up to 28 x GPIO pins</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- up to 2 x SPI bus</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- up to 2 x I2C bus</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- up to 4 x UART</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- up to 2 x PWM</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- up to 1 x PCM/I2S w/ Slave Mode support</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- 2 x 5V power pins</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- 2 x 3.3V power pins</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- 8 x ground pins<br />1 x 2-pin Power-on header<br />1 x 2-pin eMMC recovery header</span></pre></td></tr><tr><td width="288"><pre><span style="font-family: terminal, monaco; font-size: small;">1 x 2-pin contact points includes:</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- 1 x PWM signal</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- 1 x S/PDIF signal</span></pre></td><td style="width: 425px;"><pre><span style="font-family: terminal, monaco; font-size: small;">1 x 2-pin contact points includes:</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- 1 x PWM signal</span><br /><span style="font-family: terminal, monaco; font-size: small;"> &nbsp;- 1 x S/PDIF signal</span></pre></td></tr><tr><td nowrap="nowrap" width="137"><pre><span style="font-family: terminal, monaco; font-size: small;"><strong>Power Connector</strong></span></pre></td><td width="288"><pre><span style="font-family: terminal, monaco; font-size: small;">5V/2~3A Micro USB power input<strong><br /> </strong><span style="color: #000000;">*Supports low power voltage input detection</span></span></pre></td><td style="width: 425px;"><pre><span style="font-family: terminal, monaco; font-size: small;">5V/2~3A Micro USB power input<br />  *Support low power voltage input detection</span></pre></td></tr><tr><td nowrap="nowrap" width="137"><pre><span style="font-family: terminal, monaco; font-size: small;"><strong>OS Support</strong></span></pre></td><td nowrap="nowrap" width="288"><pre><strong><span style="font-family: terminal, monaco; font-size: small; color: #ff0000;">Debian 10 / Android 10 or latest version available</span></strong></pre></td><td style="width: 425px;" nowrap="nowrap"><pre><span style="font-family: terminal, monaco; font-size: small;">Debian 9 / Android 6</span></pre></td></tr><tr><td nowrap="nowrap" width="137"><pre><span style="font-family: terminal, monaco; font-size: small;"><strong>Dimension</strong></span></pre></td><td nowrap="nowrap" width="288"><pre><span style="font-family: terminal, monaco; font-size: small;">3.37" x 2.125"</span></pre></td><td style="width: 425px;" nowrap="nowrap"><pre><span style="font-family: terminal, monaco; font-size: small;">3.37" x 2.125"</span></pre></td></tr><tr><td colspan="3" nowrap="nowrap" width="900"><p align="left">&nbsp;</p></td></tr></tbody></table><p><span style="font-family: verdana, geneva; font-size: small;">*1. OSビルドインのメディアプレイヤーを使うことで、ARM&reg; Quad-Core Mali GPUによる最大解像度4K、フレームレート30hzのH.264/H.265 ハードウエアデコーダ支援が得られます。</span></p><p align="left"><span style="font-size: small;"><span style="font-family: verdana, geneva;">*2. 火傷などの可能性を防ぐため、SoCまたはヒートシンクの表面を触らないでください。</span>&nbsp;</span></p><p align="left"><span style="font-family: verdana, geneva; font-size: small;">*3. Wif及びBluetoothの機能については、日本国内の技術適合取得済みです。</span></p><h4>&nbsp;</h4><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: small; color: #ff6600;">※本商品は、通常、在庫を保有しており、即納が可能ですが、</span></p><p><span style="font-family: verdana, geneva; font-size: small; color: #ff6600;">ご注文のタイミングにより納期がかかる場合があります。お急ぎの方は弊社までお問合せください。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p align="left"><span style="font-family: verdana, geneva; font-size: medium;">Tinker Board Sの詳しい情報は、下記の</span><span style="font-family: verdana, geneva; font-size: medium;">ページを参照ください。</span></p><p align="left">&nbsp;</p><h3 align="left"><span style="font-size: large;"><strong><span style="font-family: verdana, geneva;">Tinker Board S とは</span></strong></span></h3><p align="left"><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span><span style="font-family: verdana, geneva; font-size: medium;"><a href="https://www.physical-computing.jp/page/21">http://www.physical-computing.jp/page/21</a></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong><span>Tinker Boardの概要</span></strong></span></p><p><a title="Tinker Boardとは" href="https://www.physical-computing.jp/page/17"><span style="font-family: verdana, geneva; font-size: medium;"><strong><span><img src="https://www.physical-computing.jp/data/pclab/product/20170907_8d5497.jpg" alt="" /></span></strong></span></a></p><p><a href="https://www.physical-computing.jp/page/17"><strong><span style="font-family: verdana, geneva; color: #0000ff;">&nbsp;<span style="font-size: medium;">http://www.physical-computing.jp/page/17</span></span></strong></a></p><p>&nbsp;</p><p><strong style="font-family: verdana, geneva; font-size: medium;">Tinker Boardテクニカルサポート(FAQ)</strong></p><p><a title="Tinker Boardテクニカルサポート情報(FAQ)" href="http://physical-computing-lab.net/tinker-board"><span style="color: #0000ff;"><span style="font-family: verdana, geneva; font-size: medium; color: #0000ff;"><img src="https://www.physical-computing.jp/data/pclab/product/20170907_d8cef6.jpg" alt="" /></span></span></a></p><p><span style="color: #0000ff;"><a href="http://physical-computing-lab.net/tinker-board"><span style="font-family: verdana, geneva; font-size: medium; color: #0000ff;">http://physical-computing-lab.net/tinker-board</span></a></span></p><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: large;">ASUS Tinker Board公式サイト</span></strong></p><p><span style="color: #0000ff;"><a href="https://www.asus.com/jp/Single-Board-Computer/Tinker-Board/" target="_blank"><span style="font-family: verdana, geneva; font-size: medium; color: #0000ff;">https://www.asus.com/jp/Single-Board-Computer/Tinker-Board/</span></a></span></p><p>&nbsp;</p><h3>&nbsp;</h3><p>&nbsp;</p><p class="MsoListParagraph" style="margin-left: 18pt; text-indent: -18pt;" align="left"><!--[if !supportLists]--><span style="font-size: 10.0pt; font-family: メイリオ; color: #1a1a1a; mso-font-kerning: 0pt;" lang="EN-US"><br /></span></p></p>]]></content:encoded>
                    <dc:subject>ASUS</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>18900</dc:format>
                    <dc:date>2025-07-08T11:15:43+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1782">
                    <title>7&quot; HDMI LCD(H)、1024 x 600</title>
                    <link>https://www.physical-computing.jp/product/1782</link>
                    <description>&amp;nbsp;7インチHDMIタッチスクリーンLCD(H)&amp;nbsp;&amp;nbsp;本商品は、７インチHDMIタッチスクリーンLCDです。&amp;nbsp;&amp;nbsp;&amp;nbsp;■ スペックディスプレイサイズ…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1782" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20190518_7f1494.jpg" width="250" border="0" alt="7" HDMI LCD(H)、1024 x 600" hspace="5" align="left"/></a><p>&nbsp;</p><p><span style="color: #000000; font-size: large; font-family: verdana, geneva;"><strong>7インチHDMIタッチスクリーンLCD(H)</strong></span></p><p>&nbsp;<span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p class="contents"><span style="font-family: verdana, geneva; font-size: medium;">本商品は、７インチHDMIタッチスクリーンLCDです。</span></p><p class="contents">&nbsp;</p><p class="contents"><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;&nbsp;</span></p><div id="fnb_features" class="featuresList"><h2><span style="font-family: verdana, geneva; font-size: medium;">■ スペック</span></h2><ul><li><pre><span style="font-family: verdana, geneva; font-size: medium;">ディスプレイサイズ：７インチ</span></pre></li><li><pre><span style="font-family: verdana, geneva; font-size: medium;">解像度　　　　　　：　1024 X 600 (Config設定で最大1920x1080)</span></pre></li><li><pre><span style="font-family: verdana, geneva; font-size: medium;">LCDパネル　　　　：　IPS screen</span></pre></li><li><pre><span style="font-family: verdana, geneva; font-size: medium;">タッチ方式　　　　：　強化ガラス静電容量、硬度　6H</span></pre></li><li><pre><span style="font-family: verdana, geneva; font-size: medium;">オーディオ　　　　：　3.5mm audio jack, HDMI audio output サポート</span></pre></li><li><pre><span style="font-family: verdana, geneva; font-size: medium;">サポートデバイス　：　Tinker Board, Tinker Board S &amp; Raspberry Pi 全機種, <span>Jetson Nano, BB Black</span></span></pre></li><li><pre><span style="font-family: verdana, geneva; font-size: medium;">対応ＯＳ　　　　　：　TinkerOS Debian 2.0.4以降 &amp; Raspbian等</span></pre></li><li><pre><span style="font-family: verdana, geneva; font-size: medium;">インターフェース　：　HDMI : Display</span></pre></li><li><pre><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;USB&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; ：   Touch control</span></pre></li></ul><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span><img src="https://www.waveshare.com/img/devkit/LCD/7inch-HDMI-LCD-H/7inch-HDMI-LCD-H-size.jpg" alt="7inch-HDMI-LCD-H-dimension" /></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;■内容物</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">１．7インチHDMIタッチディスプレイ</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">２．HDMIケーブル</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">３．USBケーブル&nbsp;<br /></span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p></div></p>]]></content:encoded>
                    <dc:subject>Waveshare</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>14800</dc:format>
                    <dc:date>2025-07-01T14:03:37+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1279">
                    <title>Dobot Magician - Joystic Controller Kit</title>
                    <link>https://www.physical-computing.jp/product/1279</link>
                    <description>&amp;nbsp;本製品の情報は、ロボット専用ショップ TechShare Storeのページに移転しました。&amp;nbsp;下記のリンクからTechShare Storeの商品情報にアクセスできますので、ご確…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1279" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20180419_8d8005.jpg" width="250" border="0" alt="Dobot Magician - Joystic Controller Kit" hspace="5" align="left"/></a><p>&nbsp;</p><h2 class="banner-set-h2-1">本製品の情報は、ロボット専用ショップ TechShare Storeのページに移転しました。</h2><p>&nbsp;</p><h2 class="banner-set-h2-1">下記のリンクからTechShare Storeの商品情報にアクセスできますので、ご確認ください。</h2><p>&nbsp;</p><h2 class="banner-set-h2-1"><span style="color: #00ccff;"><a href="https://www.techshare-store.jp/product/31"><span style="color: #00ccff;">Joystic Controller Kit　| TechShare Store (techshare-store.jp)</span></a></span></h2><h2 class="banner-set-h2-1">尚、本ページは、2021年12月末までに削除される予定です。</h2><p><span style="font-size: large;"><strong>&nbsp;</strong></span></p><h1><span style="font-size: large;">&nbsp;</span></h1></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>17800</dc:format>
                    <dc:date>2025-07-01T11:16:06+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2205">
                    <title>NVIDIA Jetson Orin NX 16GB モジュール</title>
                    <link>https://www.physical-computing.jp/product/2205</link>
                    <description>&amp;nbsp;Orin のパフォーマンスを Nano サイズで実現でき、また最新のソフトウェア群にも対応し、Jetson Xavier NXシリーズの後継品として切り替え可能です。&amp;nbsp;Jetso…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2205" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20231011_811ccd.jpg" width="250" border="0" alt="NVIDIA Jetson Orin NX 16GB モジュール" hspace="5" align="left"/></a><p>&nbsp;</p><p><span style="font-size: large; color: #0000ff; font-family: verdana, geneva;"><span style="color: #000000;">Orin のパフォーマンスを Nano サイズで実現でき、また最新のソフトウェア群にも対応し</span>、<strong>Jetson Xavier NXシリーズの後継品として</strong><span style="color: #000000;">切り替え可能です。</span></span></p><p><span>&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium; color: #000000;">Jetson Orin&trade; NX モジュールは、<span>最大 100 TOPS の AI 性能を発揮し、10 W 〜 25 W の消費電力で構成可能です。<span>これにより、NVIDIA&reg; Jetson AGX Xavier&trade; の 3倍、NVIDIA Jetson Xavier NX の 5 倍のパフォーマンスを実現します。</span></span></span><span style="font-family: verdana, geneva; font-size: medium;"><br /></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium; color: #000000;"><span><span>NVIDIA Ampere アーキテクチャ GPU、次世代のディープラーニング アクセラレータおよびビジョン アクセラレータ、高速 IO、高速メモリ帯域幅を備え、複数の AI アプリケーション パイプラインを同時に実行できます。<br />これにより、自然言語理解、3D 認識、マルチセンサー フュージョンなどの問題の解決にあたり、最も大規模かつ複雑な AI モデルを活用したソリューションの開発が可能になります。</span></span></span></p><p>&nbsp;<br /><br /></p><p><span style="font-family: verdana, geneva; font-size: medium; color: #000000;"><span><span><span>Jetson は NVIDIA の AI ソフトウェア スタックでサポートされており、ロボティクス向けのNVIDIA Isaac&trade;、ビジョン AI 向けの DeepStream、対話型 AI 向けの Riva などといったユース ケース別のアプリケーション フレームワークを利用することも可能です。</span></span></span></span><span style="font-family: verdana, geneva; font-size: medium;">さらに、合成データの生成に NVIDIA Omniverse&trade; Replicator を利用したり、NGC&trade; カタログのトレーニング済み AI モデルの微調整に NVIDIA TAO Toolkit を利用したりすることで、AI の開発にかかる時間を大幅に削減できます。</span></p><p><span style="font-family: verdana, geneva; font-size: medium; color: #000000;"><span><span><br /><span>これらに加え、Jetson エコシステムのパートナーは、AI ソフトウェアやシステム ソフトウェア、開発者ツール、カスタム ソフトウェア開発を提供しています。パートナーによる支援は、カメラやその他のセンサー、キャリア ボード、製品設計サービスといった分野にも広がっています。</span></span></span></span></p><p><span style="font-family: verdana, geneva; font-size: medium; color: #000000;"><span><span><br /><span>Jetson Orin モジュールはロボットやその他の自律動作マシンで比類なき性能と効率を実現し、最新の NVIDIA GPU テクノロジと合わせて、次世代の AI ソリューションを生み出す柔軟性ももたらします。世界標準の NVIDIA AI ソフトウェア スタックと、エコシステムの多様なサービスや製品を組み合わせることで、これまで以上に製品化までの期間を短縮できます。</span></span></span></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium; color: #000000;"><span><span><span><span>※<span style="color: #0000ff;">本製品の開発者キットは販売していませんが、Jetson Orin Nano 開発者キットのキャリアボードに搭載されているJetson Orin Nano 8GBモジュールをOrin NXに換装することが可能です。</span></span></span></span></span></span></p><pre><br /><br />&nbsp;</pre><p><span style="font-family: verdana, geneva; font-size: medium; color: #000000;"><span><span><span>❏仕様</span></span></span></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium; color: #000000;"><span><span><span><img src="data:image/png;base64,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" alt="" /></span></span></span></span></p><p><span style="font-family: verdana, geneva; font-size: medium; color: #000000;"><span><span><span><img src="data:image/png;base64,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" alt="" /></span></span></span></span></p><p>&nbsp;</p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>NVIDIA Jetson</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>145000</dc:format>
                    <dc:date>2025-06-30T15:26:23+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1559">
                    <title>Sound Sensor - 音センサー</title>
                    <link>https://www.physical-computing.jp/product/1559</link>
                    <description>■概要オンボードオーディオパワーアンプLM386最大200のオーディオ信号ゲイン調整可能な精度信号出力インジケータ&amp;nbsp;&amp;nbsp;■仕様&amp;nbsp;マイク感度：52dB周波数範囲：50Hz〜2…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1559" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20180730_05ef85.jpg" width="250" border="0" alt="Sound Sensor - 音センサー" hspace="5" align="left"/></a><p><span style="font-size: medium;">■概要</span></p><ul><ul><li><span style="font-size: medium;">オンボードオーディオパワーアンプLM386</span></li><li><span style="font-size: medium;">最大200のオーディオ信号ゲイン</span></li><li><span style="font-size: medium;">調整可能な精度</span></li><li><span style="font-size: medium;">信号出力インジケータ</span></li></ul></ul><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;">&nbsp;</span></p><h2><span style="font-size: medium;">■仕様&nbsp;</span></h2><ul><ul><li><span style="font-size: medium;">マイク感度：52dB</span></li><li><span style="font-size: medium;">周波数範囲：50Hz〜20KHz</span></li><li><span style="font-size: medium;">電源：3.3V〜5.3V</span></li><li><span style="font-size: medium;">取付穴サイズ：2.0mm</span></li></ul></ul><p><span style="font-size: medium;">&nbsp;</span><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;">&nbsp;</span></p><h2><span style="font-size: medium;">■アプリケーション&nbsp;</span></h2><ul><ul><li><span style="font-size: medium;">オーディオアンプ（拡声器）</span></li><li><span style="font-size: medium;">周囲音の検出</span></li><li><span style="font-size: medium;">サウンドレベルの検出（正確なdB値は取得できません）</span></li></ul></ul><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;">&nbsp;</span></p><h2><span style="font-size: medium;">■使い方</span></h2><p><span style="font-size: medium;">　MCUへの接続方法：</span></p><p><span style="font-size: medium;">&nbsp;</span></p><ul><ul><li><span style="font-size: medium;">VCC&harr;3.3V〜5.3V</span></li><li><span style="font-size: medium;">GND&harr;電源グランド</span></li><li><span style="font-size: medium;">AOUT &harr; MCU.IO (アナログ出力)</span></li><li><span style="font-size: medium;">DOUT &harr; MCU.IO (デジタル出力)&nbsp;</span></li></ul></ul><p><span style="font-size: medium;">&nbsp;</span></p><p class="note"><span style="font-size: medium;">&nbsp;</span></p><h2><span style="font-size: medium;">■サイズ<br /></span></h2><p><span style="font-size: medium;"><a href="http://www.waveshare.com/wiki/Sound_Sensor" target="_blank"><img src="https://www.waveshare.com/img/devkit/accBoard/Sound-Sensor/Sound-Sensor-size.jpg" alt="" /></a></span></p><hr /><h2><span style="font-size: medium;">■開発者向けリソース</span></h2><p><span style="font-size: medium;">デモコード、回路図、データシートなど</span><br /><span style="font-size: medium;">Wiki:<a href="http://www.waveshare.com/wiki/Sound_Sensor" target="_blank">www.waveshare.com/wiki/Sound_Sensor</a><a title="download development resources" href="http://www.waveshare.com/wiki/Infrared_Reflective_Sensor" target="_blank"><br /></a></span></p><p><span style="font-size: medium;">&nbsp;</span></p></p>]]></content:encoded>
                    <dc:subject>Waveshare</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>980</dc:format>
                    <dc:date>2025-06-29T13:05:42+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1631">
                    <title>BH1745 Luminance and Colour Sensor Breakout</title>
                    <link>https://www.physical-computing.jp/product/1631</link>
                    <description>BH1745 RGB カラーセンサー ブレークアウト&amp;nbsp;&amp;nbsp;非常に洗練された、鮮明な色と輝度のセンサーブレークアウトです。Raspberry PiとArduino互換性があります。&amp;n…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1631" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20180903_54e493.jpg" width="250" border="0" alt="BH1745 Luminance and Colour Sensor Breakout" hspace="5" align="left"/></a><h1 id="title" class="a-size-large a-spacing-none"><span style="font-size: large;"><strong><span id="productTitle" class="a-size-large">BH1745 RGB カラーセンサー ブレークアウト</span></strong></span></h1><p>&nbsp;</p><div class="description"><p>&nbsp;</p><p><span style="font-size: medium;">非常に洗練された、鮮明な色と輝度のセンサーブレークアウトです。</span></p><p><span style="font-size: medium;">Raspberry PiとArduino互換性があります。</span></p><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;">RGBの色と光のレベルを検出するだけでなく、50/60Hzのライトノイズ除去のように、広い検出範囲、2つの照明LEDと、ベルとホイッスルを追加しました。</span></p><p><span style="font-size: medium;">このタイプのセンサーは、スマホ、タブレット、ノートPCに使われているものと同様で、周囲の光を検出し、その強弱に応じてディスプレイの明るさを調整します。</span></p><p>&nbsp;</p></div><div class="description"><p><span style="font-size: medium;">BH1745 RGB カラーセンサーブレークアウトは、I2Cインターフェースを備え、3.3Vまたは5V互換です。&nbsp;<span class="notranslate">他のブレイクアウトと同様に、付属の直角メスヘッダーにはんだ付けした後、Raspberry Piのピンに</span>直接装着することができます。同時に２つ利用する場合に備えて<span class="notranslate">、I2Cアドレスを0x3Cから0x3Dに変更するためのトレースも追加しました。</span></span></p><p>&nbsp;</p><p><span style="font-size: medium;">人気商品<a href="https://www.physical-computing.jp/product/1627/" target="_blank">Breakout Garden</a>との互換性もあるので、6つのスロットのいずれかに挿入するだけで、ブレイクアウトを使ったプロジェクトの拡大、作成、コーディングを簡単に始めることができます。</span></p><p><span style="font-size: medium;">&nbsp;</span></p><h2><span style="font-size: medium;"><strong><span class="notranslate">特徴</span></strong></span></h2><ul><li><span style="font-size: medium;">BH1745　RGB 　カラーセンサーブレークアウト</span></li><li><span style="font-size: medium;">照明用白 LED ２個搭載</span></li><li><span style="font-size: medium;">赤、緑、青、および輝度の測定</span></li><li><span style="font-size: medium;">0.005〜40,000 lxの検出範囲</span></li><li><span style="font-size: medium;">50/60Hzライトノイズ除去</span></li><li><span style="font-size: medium;">IRカットフィルタ</span></li><li><span style="font-size: medium;">16ビットデータ出力</span></li><li><span style="font-size: medium;">3.3Vまたは5V互換</span></li><li><span style="font-size: medium;">I2Cインタフェース。アドレスはADDR切断可能トレース（0x38または0x39）で選択します。</span></li><li><span style="font-size: medium;">逆極性保護</span></li><li><span style="font-size: medium;">Raspberry&nbsp;Pi互換のピン配列（ピン1,3,5,7,9）</span></li><li><span style="font-size: medium;">Raspberry Pi 3B+、3、2、B+、A+、Zero、およびZero Wと互換性があります</span></li><li><span style="font-size: medium;"><a href="https://github.com/pimoroni/bh1745-python" rel="noopener noreferrer" target="_blank">Pythonライブラリ</a></span></li><li><span style="font-size: medium;"><a href="https://www.rohm.com/datasheet/BH1745NUC/bh1745nuc-e" rel="noopener noreferrer" target="_blank">データシート</a></span></li></ul><p><span style="font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><h2><span style="font-size: medium;"><strong>梱包物</strong></span></h2><ul><li><span style="font-size: medium;">BH1745　RGB　カラーセンサーブレークアウト</span></li><li><span style="font-size: medium;">1x5オスヘッダー</span></li><li><span style="font-size: medium;">1x5メスの直角ヘッダー</span></li></ul><p><span style="font-size: medium;">&nbsp;</span></p><h2><span style="font-size: medium;"><strong><span class="notranslate">ソフトウェア</span></strong></span></h2><p><span style="font-size: medium;">BH1745　RGB　カラーセンサーブレークアウトからデータを読み取る際に使用する<a href="https://github.com/pimoroni/bh1745-python" rel="noopener noreferrer" target="_blank">Pythonライブラリ</a>をご用意しています。また、必要なもの全てをインストールできる簡単な1行のインストーラも含まれています。</span></p><p><span style="font-size: medium;">本ソフトウェアはRaspbian Wheezyをサポートしていません。</span></p><p><span style="font-size: medium;">&nbsp;</span></p><h2><span style="font-size: medium;"><strong>寸法</strong></span></h2><p><span style="font-size: medium;">28x42.1mm</span></p><p>&nbsp;</p><p><span style="font-size: medium;"><strong>注意</strong></span></p><span style="font-size: medium;">"ADDR" とマークされた、はんだパッド、ブリッジ部分をクラフトナイフでカットすることにより、I2C アドレスをデフォルトの 0x38から0x39 に変更できます。つまり、１台のRaspberry PiまたはArduinoで最大2つのセンサーを使用できます。</span><p style="display: inline !important;"><span style="font-size: medium;">0x38 に戻す場合は、パッドをハンダ付けしてブリッジングしてください。&nbsp;</span></p></div></p>]]></content:encoded>
                    <dc:subject>PIMORONI</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>1880</dc:format>
                    <dc:date>2025-06-26T11:15:45+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2178">
                    <title>reComputer J2022-Jetson Xavier NX 16 GBモジュール</title>
                    <link>https://www.physical-computing.jp/product/2178</link>
                    <description>&amp;nbsp;reComputer J2022-Jetson Xavier NX 16 GBモジュール&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;J2022は、ハンドサイズのエッジAIボックスとJe…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2178" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20220527_491368.JPG" width="250" border="0" alt="reComputer J2022-Jetson Xavier NX 16 GBモジュール" hspace="5" align="left"/></a><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳"><span class="Y2IQFc" style="font-family: verdana, geneva; font-size: x-large;" lang="ja">reComputer J2022-Jetson Xavier NX 16 GBモジュール</span></p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳"><img src="https://www.physical-computing.jp/data/pclab/product/20220527_a2181d.JPG" alt="" /></p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳">&nbsp;</p><p><span style="font-size: large;"><span style="font-family: verdana, geneva;">J2022は、ハンドサイズのエッジAIボックスとJetson Xavier NX 16GBモジュール、豊富なIOセット、アルミニウムケース、冷却ファン、プレインストールされたJetPackシステムで構築された商品です。</span><span style="font-family: verdana, geneva;">より簡単にAIソフトウェアの開発と展開に幅広く対応できます。</span></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20220527_ba33d5.JPG" alt="" /></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: x-large;"> コンパクトでパワフルなパフォーマンスをエッジで実現</span></p><p>&nbsp;</p><p>&nbsp;</p><p id="tw-target-text" class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳"><span class="Y2IQFc" style="font-family: verdana, geneva; font-size: large;" lang="ja">NVIDIA Jetson Xavier NX Production Moduleで構築されたハンドサイズのエッジAIデバイスは、384個のNVIDIACUDA&reg;コアを提供し、最大21個のTOPAIパフォーマンスを実現できます。</span><span class="Y2IQFc" style="font-family: verdana, geneva; font-size: large;" lang="ja">Jetson Xavier NX Developer Kitのキャリアボードとほぼ同じデザインで、ギガビットイーサネットポート、4つのUSB 3.0 Type-Aポート、HDMIポート、DPポートなど多彩なIOがあります。</span><span style="font-family: verdana, geneva; font-size: large;"><span class="Y2IQFc" lang="ja">NVIDIA公式JetPackソフトウェアが既にインストールされており、いつでも</span><span class="Y2IQFc" lang="ja">クラウドネイティブアプリケーションの使用を開始できます。</span></span></p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳"><span style="font-family: verdana, geneva; font-size: large;">エコシステムパートナーとの迅速な構築を実現する幅広いAIアプリケーションをサポートします。</span><span class="Y2IQFc" style="font-family: verdana, geneva; font-size: large;" lang="ja">Cogniteam Nimbusで、リアルタイムのロボット開発、分析、およびリモートフリート管理をサポートします。</span><span class="Y2IQFc" style="font-family: verdana, geneva; font-size: large;" lang="ja">Allxonをサポートし、安全なOTAおよびリモートデバイス管理を有効にします。コードH4U-NMW-CPKを使用して90日間の無料トライアルができます。</span><span class="Y2IQFc" lang="ja"><span style="font-family: verdana, geneva; font-size: large;">背面に取付穴があり、壁に設置することができます。</span></span></p><p id="tw-target-text" class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳"><span class="Y2IQFc" lang="ja"><br /><br /></span></p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳">&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20220527_b2f816.JPG" alt="" /></p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳">&nbsp;</p><p id="tw-target-text" class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳"><span class="Y2IQFc" lang="ja"><br /><span style="font-family: verdana, geneva; font-size: x-large;">エッジAI統合した最新のシステム</span><br /><br /></span></p><p><span class="Y2IQFc" style="background-color: #ffffff;" lang="ja"><span style="background-color: #ffffff;"><span style="font-family: verdana, geneva; font-size: large;">すべてのNVIDIA&reg;Jetson&trade;モジュールと開発者キットは同じソフトウェアスタックでサポートされているため、一度開発したらどこにでも展開できます</span></span><span style="color: #000000; font-family: verdana, geneva; font-size: large;">。 Jetson Softwareは、AIアプリケーションにエンドツーエンドの高速化を提供し、市場投入までの時間を短縮するように設計されています。データセンターとクラウドの展開を強化するのと同じ強力なNVIDIAテクノロジーをエッジにもたらします。</span></span></p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻訳"><span style="font-size: large;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span class="Y2IQFc" lang="ja">NVIDIA JetPackには、Docker統合を備えたNVIDIA Container ランタイムが含まれており、Jetsonプラットフォームではコンテナ化されたアプリケーションの加速を実現します。 またJetpackもNVIDIATriton&trade;推論サーバーのサポートにより、AIモデルの大規模な展開を簡素化します。</span></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;"><span class="Y2IQFc" lang="ja">ハードウェア仕様</span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span class="Y2IQFc" lang="ja">GPU&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;<span>384-core&nbsp;NVIDIA&nbsp;Volta&trade;&nbsp;GPU</span></span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span class="Y2IQFc" lang="ja"><span>CPU&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span>6コア NVIDIA&nbsp;Carmel&nbsp;ARM&reg;v8.2&nbsp;64ビット CPU&nbsp;6&nbsp;MB&nbsp;L2&nbsp;+&nbsp;4&nbsp;MB&nbsp;L3</span></span></span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span class="Y2IQFc" lang="ja"><span><span>メモリ　　　　&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; 　&nbsp;<span>16&nbsp;GB&nbsp;128-bit&nbsp;LPDDR4x&nbsp;@&nbsp;59.7GB/s</span></span></span></span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span class="Y2IQFc" lang="ja"><span>ストレージ　　　&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span>16&nbsp;GB&nbsp;eMMC</span></span></span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span class="Y2IQFc" lang="ja"><span><span><span>ビデオ エンコード&nbsp;</span>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span>2x&nbsp;8K30&nbsp;|&nbsp;6x&nbsp;4K60&nbsp;|&nbsp;12x&nbsp;4K30&nbsp;|&nbsp;22x&nbsp;1080p60&nbsp;|&nbsp;44x&nbsp;1080p30&nbsp;(H.265)</span><br /><span>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; 2x&nbsp;4K60&nbsp;|&nbsp;6x&nbsp;4K30&nbsp;|&nbsp;10x&nbsp;1080p60&nbsp;|&nbsp;22x&nbsp;1080p30&nbsp;(H.264)</span></span></span></span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span class="Y2IQFc" lang="ja"><span>ギガビットイーサネット&nbsp; &nbsp; &nbsp; &nbsp;<span>1*RJ45 ギガビットイーサネットコネクタ(10/100/1000)</span></span></span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span class="Y2IQFc" lang="ja"><span><span>USB&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;<span>4&nbsp;*&nbsp;USB&nbsp;3.0&nbsp;Type&nbsp;A コネクタ；</span><br /><span>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; 1&nbsp;* マイクロUSB&nbsp;ポート;</span></span></span></span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span class="Y2IQFc" lang="ja"><span><span><span><span>CSI&nbsp;カメラコネクタ　&nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span>2*CSI&nbsp;カメラ (15&nbsp;pos,&nbsp;1mm&nbsp;ピッチ,&nbsp;MIPI&nbsp;CSI-2&nbsp;)</span></span></span></span></span></span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span class="Y2IQFc" lang="ja"><span><span><span><span><span>FAN&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;<span>1*&nbsp;FAN(5V&nbsp;PWM)</span></span></span></span></span></span></span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span class="Y2IQFc" lang="ja"><span><span><span><span><span><span>多機能ポート　　　　　　　&nbsp;<span>1*&nbsp;40ピンヘッダー</span></span></span></span></span></span></span></span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span class="Y2IQFc" lang="ja"><span><span><span>パワー要件　　　　　　　　&nbsp;<span>DC&nbsp;Jack&nbsp;19V 4.74A (MAX 90W)</span></span></span></span></span></span></p><p><span style="font-family: verdana, geneva; font-size: large;"><span class="Y2IQFc" lang="ja"><span><span><span>サイズ　　　　　　　　　　&nbsp;<span>130mm&nbsp;x120mm&nbsp;x&nbsp;50mm</span></span></span></span></span></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;">その他ご不明点は、弊社担当までお問合せください。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;">&nbsp;</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;">＜お問合せ先＞</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;">TechShare株式会社</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;">Physical Computing事業部</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;">TEL：03-5683-7293</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;">Email：store@techshare.co.jp</span></p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Seeed Studio</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>138000</dc:format>
                    <dc:date>2025-06-19T13:34:49+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2152">
                    <title>15.6inch タッチモニター 1920×1080 2K IPS HDMI 薄型 </title>
                    <link>https://www.physical-computing.jp/product/2152</link>
                    <description>サイズ：15.6インチ 解像度：1920&amp;times;1080 ディスプレイポート：HDMI ディスプレイパネル：IPS 視野角：178&amp;deg; タッチタイプ：静電容量式マルチタッチ：10ポイント接…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2152" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20210713_ebb231.jpeg" width="250" border="0" alt="15.6inch タッチモニター 1920×1080 2K IPS HDMI 薄型 " hspace="5" align="left"/></a><p><img src="https://www.physical-computing.jp/data/pclab/product/20210507_83c3c6.jpg" alt="" /></p><div><ul><li><span style="font-size: medium;">サイズ：15.6インチ</span></li><li><span style="font-size: medium;"> 解像度：1920&times;1080</span></li><li><span style="font-size: medium;"> ディスプレイポート：HDMI</span></li><li><span style="font-size: medium;"> ディスプレイパネル：IPS</span></li><li><span style="font-size: medium;"> 視野角：178&deg;</span></li><li><span style="font-size: medium;"> タッチタイプ：静電容量式</span></li><li><span style="font-size: medium;">マルチタッチ：10ポイント</span></li><li><span style="font-size: medium;">接続ポート：USB</span></li><li><span style="font-size: medium;"> タッチパネル：薄型強化ガラス</span></li><li><span style="font-size: medium;"> サウンド：Hi-Fiスピーカー</span></li><li><span style="font-size: medium;"> オーディオ出力：3.5mmジャック</span></li><li><span style="font-size: medium;">加工：ポリカーボネート</span></li><li><span style="font-size: medium;">認証</span></li></ul><p><strong><span style="font-size: medium;">デバイスとシステムのサポート</span></strong></p><p>&nbsp;</p><p><span style="font-size: large;">Raspberry Pi</span></p><div class="richGridWrap richGridWrap-img4txt6"><div class="largerBlock"><p><span style="font-size: medium;">Raspbian、10ポイントタッチ、ドライバーフリーをサポート</span><br /><span style="font-size: medium;">・Ubuntu / Kali / WIN10 IoT、シングルポイントタッチ、ドライバーフリーをサポート</span><br /><span style="font-size: medium;">・ドライバーなしでRetropieをサポート</span><br /><span style="font-size: medium;"><strong>・Raspberry Piの全バージョンをサポート</strong></span></p><p><span style="font-size: large;">Jetson Nano</span><br /><span style="font-size: medium;">・Ubuntu、シングルポイントタッチ、ドライバーフリーをサポート</span></p><p><span style="font-size: large;">PC</span><br /><span style="font-size: medium;">・Windows 10 / 8.1 / 8/7をサポート、10ポイントタッチ、ドライバーフリー</span></p><p><span style="font-size: large;">ゲーム機</span></p><p><span style="font-size: medium;">・Xbox360、PS4、Switch&hellip;</span></p><p>&nbsp;</p><p>&nbsp;</p><p><strong><span style="font-size: medium;">接続サンプル</span></strong></p><p><span style="font-size: medium;">Raspberry Pi4に接続</span></p><p><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210713_c6dd06.jpg" alt="" /></span></p></div></div><p>&nbsp;<span style="font-size: medium;">Raspberry Pi3B+に接続</span></p><p><img src="https://www.physical-computing.jp/data/pclab/product/20210514_6af09d.jpg" alt="" /></p><p>&nbsp;</p><p><span style="font-size: medium;">Raspberry Pi Zero Wに接続</span></p><p><span style="font-size: medium;">※別途USB&hArr;mini HDMIケーブルが必要です</span></p><p><img src="https://www.physical-computing.jp/data/pclab/product/20210514_018c50.jpg" alt="" /></p><p>&nbsp;</p><p><span style="font-size: medium;">Jetson Nanoに接続</span></p><p><img src="https://www.physical-computing.jp/data/pclab/product/20210514_67e704.jpg" alt="" /></p><p>&nbsp;</p><p><span style="font-size: medium;">Mini PCに接続</span></p><p><img src="https://www.physical-computing.jp/data/pclab/product/20210514_1c816d.jpg" alt="" /></p><p>&nbsp;</p><p><strong><span style="font-size: medium;">液晶パネル</span></strong></p><p><span style="font-size: medium;">IPSパネル使用、視野角178度</span></p><p><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210514_dbcf71.jpg" alt="" /></span></p><p>&nbsp;</p><p>&nbsp;</p><p><strong style="font-size: medium;"><span>タッチ操作</span></strong></p><p><span style="font-size: medium;">最大10ポイント対応の静電容量式タッチ、薄型強化ガラスを搭載</span></p><p><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210514_2f44c8.jpg" alt="" /></span></p><p><strong><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210713_bce2d5.jpg" alt="" /></span></strong></p><p><strong><span style="font-size: medium;">&nbsp;オーディオ機能</span></strong></p><p><span style="font-size: medium;">Hi-fiデュアルスピーカー搭載</span></p><p><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210713_152cc9.jpg" alt="" /></span></p><p><strong><span style="font-size: medium;">ゲームを楽しむ</span></strong></p><p><span style="font-size: medium;">Xbox360/PS4/Switchなどに対応</span></p><p><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210713_c3d038.jpg" alt="" /></span></p><p>&nbsp;</p><p><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210713_f371e4.jpg" alt="" /></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium;"><strong>外観と寸法</strong></span></p><p>&nbsp;</p><p><span style="font-size: medium;">mini HDMIポート、USB type-bポート、3.5mmイヤホンジャック、電源ボタン</span></p><p>&nbsp;</p><p>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20210713_cf08a3.jpg" alt="" /></p><p><strong><span style="font-size: medium;">資料とサービス</span></strong></p></div><div><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210713_83d841.png" alt="" /></span></div><div><span style="font-size: medium;"><a href="https://www.waveshare.com/wiki/15.6inch_HDMI_LCD_(H)_(with_case)" target="_blank">https://www.waveshare.com/wiki/15.6inch_hdmi lcd h with case</a><br /></span></div><div>&nbsp;</div><div>&nbsp;</div><div><strong><span style="font-size: medium;">HDMI認証</span></strong></div><div><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210514_f2a11b.jpg" alt="" /></span></div><div>&nbsp;</div><div><img src="https://www.physical-computing.jp/data/pclab/product/20210713_65f32d.jpg" alt="" /></div><div>&nbsp;</div><div><span style="font-size: medium;"><strong>CE認証</strong></span></div><div><span style="font-size: medium;"><strong><img src="https://www.physical-computing.jp/data/pclab/product/20210713_11a3c4.jpg" alt="" />&nbsp;</strong></span></div><div>&nbsp;</div><div><strong><span style="font-size: medium;">これまでの歩み</span></strong></div><div><span style="font-size: medium;">Waveshareは10年以上、ディスプレイと共に進化してきました。</span></div><div><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20210514_3ba44f.jpg" alt="" /></span></div><div>&nbsp;</div></p>]]></content:encoded>
                    <dc:subject>Waveshare</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>24600</dc:format>
                    <dc:date>2025-06-17T08:13:05+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1281">
                    <title>Dobot Magician - Laser Engraving Kit</title>
                    <link>https://www.physical-computing.jp/product/1281</link>
                    <description>&amp;nbsp;本製品の情報は、ロボット専用ショップ TechShare Storeのページに移転しました。下記のリンクからTechShare Storeの商品情報にアクセスできますので、ご確認ください。…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1281" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20180420_2aa4f4.jpg" width="250" border="0" alt="Dobot Magician - Laser Engraving Kit" hspace="5" align="left"/></a><p>&nbsp;</p><h2 class="banner-set-h2-1">本製品の情報は、ロボット専用ショップ TechShare Storeのページに移転しました。</h2><h2 class="banner-set-h2-1">下記のリンクからTechShare Storeの商品情報にアクセスできますので、ご確認ください。</h2><h2 class="banner-set-h2-1"><span style="color: #00ccff;"><a href="https://www.techshare-store.jp/product/161"><span style="color: #00ccff;"><a href="https://www.techshare-store.jp/product/29"><span style="color: #00ccff;">Dobot Magician - Laser Engraving Kit　| TechShare Store (techshare-store.jp)</span></a></span></a></span></h2><p>&nbsp;</p><h2 class="banner-set-h2-1">尚、本ページは、2021年12月末までに削除される予定です。</h2><p><span style="font-family: verdana, geneva; font-size: large;"><strong>&nbsp;</strong></span></p></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>15800</dc:format>
                    <dc:date>2025-06-06T11:32:55+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2029">
                    <title>8-Channel 12-Bit ADC for Raspberry Pi (STM32F030)</title>
                    <link>https://www.physical-computing.jp/product/2029</link>
                    <description>Raspberry Pi 用8チャンネル12-Bit ADC (STM32F030)&amp;nbsp;本製品はRaspberry Pi4（1GB、2GB、4GB）と互換性がありますので、Pi4およびその他の…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2029" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20200806_e8ce3d.jpg" width="250" border="0" alt="8-Channel 12-Bit ADC for Raspberry Pi (STM32F030)" hspace="5" align="left"/></a><h3 class="detail-label-title"><span style="font-family: verdana, geneva; font-size: large;">Raspberry Pi 用8チャンネル12-Bit ADC (STM32F030)</span></h3><p>&nbsp;</p><p class="detail-label-title"><span style="font-family: verdana, geneva; font-size: medium;">本製品はRaspberry Pi4（1GB、2GB、4GB）と互換性がありますので、Pi4およびその他のすべてのPi4アクセサリでプロジェクト制作を楽しむことができます。</span></p><div id="product.info.description" class="detail-item-content data item content product data items"><div class="product attribute description "><div class="description-content-wrapper"><div class="tips description-tip" data-style="display: table; table-layout: fixed; background-color: #d9f5f3; height: auto; width: 100%;">&nbsp;</div><p><span style="font-family: verdana, geneva; font-size: medium;">ADCはRaspberry Piの一般的なアクセサリです。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;"> 現在、多くの安価なMCUにADCが組み込まれているため、この8チャネルADCは、コスト効率が高く、低電力のARM Cortex M0 MCUであるSTM32F030に基づいています。 </span></p><p><span style="font-family: verdana, geneva; font-size: medium;">MCUから8チャネルのADCを取り出し、4つのアナログGroveコネクタを統合して、アナログGroveモジュールも使用できます。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><span>■</span>ピン配列</span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><img class="lazy" src="https://github.com/SeeedDocument/8-Channel_12-Bit_ADC_for_Raspberry_Pi-STM32F030/raw/master/img/280-pin.jpg" alt="" width="undefined" height="undefined" data-src="https://github.com/SeeedDocument/8-Channel_12-Bit_ADC_for_Raspberry_Pi-STM32F030/raw/master/img/280-pin.jpg" /></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><span>■接続例</span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20200806_0a8074.jpg" alt="" /></span></p><p><img src="https://www.physical-computing.jp/data/pclab/product/20200806_cd9d53.jpg" alt="" /></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">■ECCN/HTS</span></p></div></div><div class="product more-info-tab" data-clear-style="true"><div class="description-certification-info-eccn"><table class="table" border="1"><tbody><tr><td class="name"><span style="font-family: verdana, geneva; font-size: medium;">HSCODE</span></td><td><span style="font-family: verdana, geneva; font-size: medium;">8517709000</span></td></tr><tr><td class="name"><span style="font-family: verdana, geneva; font-size: medium;">USHSCODE</span></td><td><span style="font-family: verdana, geneva; font-size: medium;">8473305100</span></td></tr><tr><td class="name"><span style="font-family: verdana, geneva; font-size: medium;">UPC</span></td><td><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></td></tr></tbody></table></div></div></div></p>]]></content:encoded>
                    <dc:subject>Seeed Studio</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>1500</dc:format>
                    <dc:date>2025-05-30T14:31:42+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2174">
                    <title>reTerminal - 工業用IOT端末ハードウェア　Linuxインストール済みRaspberry Pi CM4搭載 5インチ  マルチタッチスクリーン </title>
                    <link>https://www.physical-computing.jp/product/2174</link>
                    <description>特徴　・安定性と拡張性に優れた一体型モジュール設計　・Raspberry Pi Computer Module 4 (4GB RAM &amp;amp; 32GB eMMC) を搭載　・5インチ IPS静電容…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2174" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20211014_8376b9.PNG" width="250" border="0" alt="reTerminal - 工業用IOT端末ハードウェア　Linuxインストール済みRaspberry Pi CM4搭載 5インチ  マルチタッチスクリーン " hspace="5" align="left"/></a><p><strong><span style="font-size: medium;">特徴</span></strong></p><p><span style="font-size: medium;">　・安定性と拡張性に優れた一体型モジュール設計</span></p><p><span style="font-size: medium;">　・Raspberry Pi Computer Module 4 (4GB RAM &amp; 32GB eMMC) を搭載</span></p><p><span style="font-size: medium;">　・5インチ IPS静電容量式 マルチタッチスクリーン（1,280&times;720、293 PPI)</span></p><p><span style="font-size: medium;">　・デュアルバンド 2.4GHz/5GHz Wi-FiおよびBluetooth 5.0 BLEによるワイヤレス接続機能</span></p><p><span style="font-size: medium;">　・</span><span style="font-size: medium;">高速拡張インターフェースと豊富なI/Oにより、さらなる拡張性を実現</span></p><p><span style="font-size: medium;">　・安全なハードウェアベースのキーストレージを備えた暗号化プロセッサ</span><span style="font-size: medium;"><br /></span></p><p><span style="font-size: medium;">　・加速度センサー、光センサー、RTCなどの内蔵モジュール</span></p><p><span style="font-size: medium;">　・ギガビットイーサネットポート、デュアルUSB 2.0 Type-Aポート</span></p><p><span style="font-size: medium;">　・IoTアプリケーション用の40ピンRaspberry Pi互換ヘッダー</span></p><p><span style="font-size: medium;">　・Microsoft Azure認証済<br /><br /></span></p><p><strong><span style="font-size: medium;">概要</span></strong></p><p><span style="font-size: medium;">reTerminalは、<span>reThingsファミリーの新しいメンバーです。</span>次世代のヒューマン・マシン・インターフェース（HMI）を搭載したこのデバイスは、IoTやクラウドシステムと簡単かつ効果的に連携することで、無限のシナリオを解き放つことができます。<br /><br /></span></p><p><span style="font-size: medium;">reTerminalは、1.5GHzのクアッドコアCortex-A72 CPUであるRaspberry Pi Compute Module 4（CM4）と、<span>1280<span>&times;</span></span>720の解像度を持つ5インチのIPS静電容量式マルチタッチスクリーンを搭載しています。マルチタスクを実行するのに十分な容量のRAM（4GB）と、OSをインストールするのに十分な容量のeMMCストレージ（32GB）を搭載しており、高速な起動時間とスムーズな操作性を実現しています。また、デュアルバンドの2.4GHz/5GHz Wi-FiおよびBluetooth 5.0 BLEによるワイヤレス接続機能を備えています（技術適合認証済）。<br /><br /></span></p><p><span style="font-size: medium;">reTerminalは、<span>豊富なI/Oと</span>高速拡張インターフェースで構成されています。本機は、ハードウェアベースの安全なキーストレージを備えた暗号化コプロセッサなどのセキュリティ機能を備えています。reTerminalは、より高速なネットワーク接続のためのギガビットイーサネットポートと、デュアルUSB 2.0 Type-Aポートを備えています。reTerminalに搭載されている40ピンのRaspberry Pi互換ヘッダーは、幅広いIoTアプリケーションに対応します。<br /><br /></span></p><p><span style="font-size: medium;">reTerminalは、Raspberry Pi OSを搭載した状態で出荷されます。そのため、電源に接続するだけで、IoT、HMI、エッジAIのアプリケーションをすぐに作り始めることができます。</span></p><p><span style="font-size: medium;">また、reTerminalはMicrosoft Azure認証を取得しています。</span></p><p>&nbsp;</p><p><span style="font-size: medium;">reTerminalには無限の可能性があります。IoT/Edgeシステムの中心に設置し、LoRa、Zigbee、Wi-Fi、Bluetooth、Sub-1Gなどのさまざまな無線プロトコルでreTerminalに多数のセンサーを接続し、reTerminalをイーサネット、Wi-Fi、5G/4Gでクラウドに接続したり、エッジサーバーに接続してデータを保存・処理したりすることができます。</span></p><p>&nbsp;</p><p><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20211014_811db3.jpg" alt="" /></span></p><p>&nbsp;</p><p><span style="font-size: medium;">また、40ピンのGPIOコネクタを介して異なるモジュールをreTerminalに接続することで、このシステムを拡張し、さらに多くのアプリケーションを実現することができるモジュラーデザインを採用しています。マイクアレイ＆スピーカー、カメラ、産業用I/O、LoRaWAN、5G/4G、PoEなどのモジュールを簡単に接続して、アイデアを実現することができます。<span>積極的にコミュニティからもサポートされるでしょう。</span></span></p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20211014_9ae32a.jpg" alt="" /></p><p>&nbsp;</p><p><span style="font-size: medium;">reTerminalは、最小限に抑えたデザインながら、本体側面に豊富なインターフェースを搭載しています。電源入力用のUSB Type-Cポート、より高速で信頼性の高いネットワークアクセスを実現するギガビットイーサネットポート、4K解像度、フレームレート60fpsでの映像出力に対応したmicroHDMIインターフェース、さらにUSB Type-Aポートを2つ搭載しています。</span></p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20211014_f38fb2.jpg" alt="" /></p><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;">さらに、PCIe 1-lane Host, Gen 2 (5Gbps)、USB 2.0ポート、28個のGPIO、PoEを搭載しています。この高速拡張インターフェースを、産業用途やより高度なシナリオに使用することができます。</span></p><p>&nbsp;</p><p><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20211014_47bd5e.jpg" alt="" /></span></p><p>&nbsp;</p><p><span style="font-size: medium;">reTerminalには、解像度1280&times;720、画素密度293PPIの5インチ IPS静電容量式マルチタッチスクリーンが搭載されており、高精細で豊かな色彩を実現しています。この解像度は、5インチディスプレイの最も一般的な解像度である800&times;480の1.6倍にあたります。また、TNディスプレイと比較して、reTerminalのIPSディスプレイは視野角も優れています。</span></p><p>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20211014_f3c3fa.jpg" alt="" /></p><p>&nbsp;</p><p><span style="font-size: medium;">reTerminalは、ハードウェアベースの安全なキーストレージを備えた暗号化コプロセッサなどのセキュリティ機能を備えています。また、最大16個の鍵、証明書、データを保護するストレージを備えています。ECDSA（デジタル署名、公開鍵認証）、対称アルゴリズム、ネットワーク鍵管理、セキュアブートをハードウェアでサポートしています。<br /><br /></span></p><p><strong><span style="font-size: medium;">適用</span></strong></p><p><span style="font-size: medium;">　・組み込みLinux端末機器</span></p><p><span style="font-size: medium;">　・スマートファクトリー</span></p><p><span style="font-size: medium;">　・スマート倉庫</span></p><p><span style="font-size: medium;">　・スマートホーム</span></p><p><span style="font-size: medium;">　・機械学習、エッジAIアプリケーション</span></p><p><span style="font-size: medium;">　・IoTコントローラ</span></p><p><span style="font-size: medium;">　・ハンドヘルド端末<br /><br /></span></p><p><strong><span style="font-size: medium;">ハードウェア概要</span></strong></p><p><span style="font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20211014_5ec295.jpg" alt="" /></span></p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Seeed Studio</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>39800</dc:format>
                    <dc:date>2025-04-23T14:32:19+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2207">
                    <title>Jetson AGX Orin 64GB開発者キット</title>
                    <link>https://www.physical-computing.jp/product/2207</link>
                    <description>&amp;nbsp;&amp;nbsp;Jetson AGX Orin 64GB開発者キット&amp;nbsp;&amp;nbsp;&amp;nbsp;NVIDIA&amp;reg; Jetson AGX Orin&amp;trade; 64GB 開発者キ…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2207" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20231013_5c7a0c.jpg" width="250" border="0" alt="Jetson AGX Orin 64GB開発者キット" hspace="5" align="left"/></a><p>&nbsp;</p><p>&nbsp;</p><p class="product-title"><span style="font-family: verdana, geneva; font-size: large;">Jetson AGX Orin 64GB開発者キット</span></p><p class="product-title">&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20231013_68d620.jpg" alt="" width="665" height="238" /></p><p>&nbsp;</p><p>&nbsp;</p><pre class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ"><span class="Y2IQFc" style="font-family: verdana, geneva; font-size: large;" lang="ja">NVIDIA&reg; Jetson AGX Orin&trade; 64GB 開発者キットは、ロボティクスとエッジ AI に大きな飛躍をもたらします。</span></pre><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ">&nbsp;</p><pre id="tw-target-text" class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ"><span class="Y2IQFc" style="font-family: verdana, geneva; font-size: large;" lang="ja">最大<span style="color: #3366ff;"> 275 TOPS の AI パフォーマンスと 15W 〜 60W</span> の消費電力構成すること可能です。<br /><br /><br /><br /></span></pre><pre class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ"><span class="Y2IQFc" style="font-family: verdana, geneva; font-size: large;" lang="ja">これにより、同じコンパクトなフォームファクターで <span style="color: #3366ff;">NVIDIA&reg; Jetson AGX Xavier&trade; の 8 倍以上</span>のパフォーマンスを実現し、<br /><br />高度なロボットやその他の自律機械製品を開発できます。<br /><br /><br /></span></pre><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ">&nbsp;</p><pre class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ"><span class="Y2IQFc" style="font-family: verdana, geneva; font-size: large;" lang="ja"><span>製造、物流、小売、サービス、農業、スマートシティー、ヘルスケア、ライフサイエンスのための高度なロボットや <br /><br />AI エッジアプリケーションの開発が適用します。</span></span></pre><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ"><span class="Y2IQFc" style="font-family: verdana, geneva; font-size: large;" lang="ja">❏特徴</span></p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ">&nbsp;</p><pre class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ"><span class="Y2IQFc" style="font-family: verdana, geneva; font-size: large;" lang="ja">・<span>&nbsp;15W 〜 60W の消費電力構成により、複数の同時AI推論パイプラインに加え、複数のセンサーの高速インターフェイスをサポートします。<br /><br /></span></span></pre><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ">&nbsp;</p><pre class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ"><span class="Y2IQFc" style="font-family: verdana, geneva; font-size: large;" lang="ja"><span>・ <span>Jetson AGX Orin 64GB モジュールが含まれており、すべての Jetson Orin モジュールをエミュレートできます。<br /><br /></span></span></span></pre><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ">&nbsp;</p><pre class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ"><span class="Y2IQFc" style="font-family: verdana, geneva; font-size: large;" lang="ja"><span><span>・ <span>自然言語理解、3D 認識、マルチセンサー フュージョンなどの問題の解決にあたり、最も大規模かつ複雑な AI モデルを活用した<br /><br />    ソリューションの開発が実現できます。<br /><br /><br /></span></span></span></span></pre><pre class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ"><span class="Y2IQFc" style="font-family: verdana, geneva; font-size: large;" lang="ja"><span><span><span>・ <span>合成データ生成 (SDG) に NVIDIA Omniverse&trade; Replicator を利用したり、NGC&trade; カタログのトレーニング済み AI モデルの微調整に<br /><br />    NVIDIA TAO Toolkit を利用したりすることで、</span></span></span></span></span><span class="Y2IQFc" style="font-family: verdana, geneva; font-size: large;" lang="ja">AI の開発にかかる時間を大幅に削減できます。<br /><br /></span></pre><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ">&nbsp;</p><pre class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ"><span class="Y2IQFc" style="font-family: verdana, geneva; font-size: large;" lang="ja"><span><span><span><span>・ <span>JetPack SDK /NVIDIA Developer は Ubuntu 20.04 のインストール、NVIDIA JetPack&trade; 全体と、ロボット工学用の Isaac や<br /><br />   スマート シティ用の Metropolis などのユースケース&nbsp;固有のソフトウェア プラットフォームをサポートします。</span></span></span></span></span></span></pre><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ"><span class="Y2IQFc" style="font-family: verdana, geneva; font-size: large;" lang="ja"><span><span><span><span><span>❏仕様</span></span></span></span></span></span></p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ"><img src="https://www.physical-computing.jp/data/pclab/product/20231013_eef019.jpg" alt="" /></p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ"><img src="https://www.physical-computing.jp/data/pclab/product/20231013_0034fb.jpg" alt="" width="677" height="571" /></p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ"><span class="Y2IQFc" style="font-family: verdana, geneva; font-size: large;" lang="ja"><span><span><span><span><span>❏その他</span></span></span></span></span></span></p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ">&nbsp;</p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ"><span style="font-family: verdana, geneva; font-size: large;">詳細な参考資料を下記のリンクよりご覧ください。</span></p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ"><a href="https://www.nvidia.com/ja-jp/autonomous-machines/embedded-systems/jetson-orin/"><span style="font-family: verdana, geneva; font-size: large;">https://www.nvidia.com/ja-jp/autonomous-machines/embedded-systems/jetson-orin/</span></a></p><p class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="翻译" data-ved="2ahUKEwiD3dSp3vGBAxVRs1YBHa-mDusQ3ewLegQIBhAQ">&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>NVIDIA Jetson</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>428000</dc:format>
                    <dc:date>2025-04-14T16:39:41+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/738">
                    <title>MCP3424 18-Bit ADC-4 Channel with Programmable Gain Amplifier</title>
                    <link>https://www.physical-computing.jp/product/738</link>
                    <description>&amp;nbsp;MCP3424 18-Bit ADC-4 Channel with Programmable Gain Amplifier  INTRODUCTIONこのモジュールはMCP3432　A/D…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/738" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20160817_627b83.jpg" width="250" border="0" alt="MCP3424 18-Bit ADC-4 Channel with Programmable Gain Amplifier" hspace="5" align="left"/></a><p>&nbsp;</p><h2><span style="font-family: verdana, geneva; font-size: medium;"><strong>MCP3424 18-Bit ADC-4 Channel with Programmable Gain Amplifier</strong></span></h2><h2><strong><br /> <br /> <span style="font-family: verdana, geneva; font-size: medium;">INTRODUCTION</span></strong></h2><p>このモジュールはMCP3432　A/Dコンバータチップで構成されています。　当モジュールは、Raspberry Pi用のアナログ入力機能やArduinoの高精度アナログ入力への使用を対象としています。</p><p>MCP3424は、ローノイズで高精度の１８Bit デルタ‐シグマ　アナログ／デジタル(&Delta;&Sigma; A/D)コンバーター で、MCP342Xシリーズ　ファミリーに属します。</p><p>その特性は、</p><p>自己キャリブレーション　インターナル</p><p><br /> The module integrates MCP3432 A/D converter chip. The module can provide analog input function for Raspberry Pi and provide high accuracy analog input for Arduino.<br /> <br /> MCP3424 is one of the low noise and high accuracy 18-Bit delta-sigma analog-to-digital (&Delta;&Sigma; A/D) converter family members of the MCP342X series. Its characteristic is:<br /> Self calibration of internal offset and gain per each conversion.<br /> <br /> User can select the PGA gain before the analog-to-digital conversion takes place. This allows the device to convert a very weak input signal with high resolution.<br /> <br /> The device have two conversion modes:</p><ul><li>(a)One-Shot mode: the device performs a single conversion and enters a low current standby mode automatically until it receives another conversion command.</li><li>(b)Continuous mode: the conversion takes place continuously at the set conversion speed.</li></ul><p><strong>APPLICATIONS</strong></p><ul><li>Temperature Sensing with RTD, Thermistor, and Thermocouple</li><li>Bridge Sensing for Pressure, Strain, and Force</li><li>Weigh Scales</li><li>Battery Fuel Gauges</li></ul><p><strong>SPECIFICATION</strong></p><ul><li>Operating Voltage: 2.7 - 5.5V</li><li>Standy Current: 300nA （5V）</li><li>Operating Temperature: -40&deg;C ~ +125&deg;C</li><li>On-Board Voltage Reference: 2.048V &plusmn; 0.05%, Drift 15 PPM /&deg;C</li><li>On-Board Programmable Gain Amplifier (PGA): x1,x2,x4,x8</li><li>Differential Input Full Scale Range: -2.048V / PGA ~ 2.048V / PGA (e.g., PGA=4, Range is -0.512 ~ 0.512V)</li><li>Programmable Resolution: 12, 14, 16, 18bits</li><li>Programmable Data Rate: 240, 60, 15, 3.75 SPS</li><li>Gain Error: 0.05% (PGA = 1, 18bits)</li><li>Offset Error: 15uV (PGA = 1, 18bits)</li><li>Input Interface: 4 differential channels, PIN header of 2.54mm spacing</li><li>Output Interface: I2C, PIN header of 2.54mm spacing</li><li>Size: 27x16mm(1.06x0.63")</li></ul><p><strong>DOCUMENTS</strong></p><ul><li><a href="http://www.dfrobot.com/wiki/index.php/MCP3424_18-Bit_ADC-4_Channel_with_Programmable_Gain_Amplifier_(SKU:DFR0316)">Wiki Doc</a></li><li><a href="https://github.com/mcholen/Doc/raw/master/DFR0316_Arduino%20library.zip">Arduino Library</a></li><li><a href="https://github.com/mcholen/Doc/raw/master/DFR0316_linux_iio_mcp3422.zip">Raspberry Pi Library</a></li><li><a href="https://github.com/mcholen/Doc/raw/master/DFR0316_V1.0_MCP3424_Datasheet.pdf">Datasheet</a></li><li><a href="https://github.com/mcholen/Doc/raw/master/DFR0316_V1.0_Schematic.PDF">Schematic</a></li></ul><p><strong>SHIPPING LIST</strong></p><ul><li>MCP3424 18-Bit ADC-4 Channel with Programmable Gain Amplifier x1</li></ul></p>]]></content:encoded>
                    <dc:subject>DFRobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>2400</dc:format>
                    <dc:date>2025-04-11T12:18:46+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2012">
                    <title>Raspberry Pi高品質カメラ用6mm広角レンズ</title>
                    <link>https://www.physical-computing.jp/product/2012</link>
                    <description>Raspberry Pi用 16mm 広角レンズRaspberry Pi高品質カメラ用6mm CSマウント広角レンズ&amp;nbsp;より広い視野&amp;nbsp;カメラ取付 Raspberry Pi高品質カメラ…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2012" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20200611_d36867.jpg" width="250" border="0" alt="Raspberry Pi高品質カメラ用6mm広角レンズ" hspace="5" align="left"/></a><div><div class="richTitle textUpper"><strong><span style="font-size: medium;">Raspberry Pi用 16mm 広角レンズ</span></strong></div><p class="richDesc"><span style="font-size: medium;">Raspberry Pi高品質カメラ用6mm CSマウント広角レンズ</span></p></div><div>&nbsp;</div><div><div class="richTitle"><div class="richTitle"><strong><span style="font-size: medium;">より広い視野</span></strong></div></div><div class="richTitle"><span style="font-size: medium;">&nbsp;</span></div></div><div><p><strong><span style="font-size: medium;">カメラ取付</span></strong><br /><span style="font-size: medium;"> Raspberry Pi高品質カメラへのレンズの取付方法（C-CSアダプターは取り除く必要があります）</span></p></div><div>&nbsp;</div><div><div class="richTitle">&nbsp;</div><div class="richTitle"><strong><span style="font-size: medium;">Raspberry Piへの接続</span></strong></div><div class="msg msg_warning"><span style="font-size: medium;">Raspberry Pi Zeroで使用するには、追加のRaspberry Pi Zero v1.3カメラケーブルを購入する必要があります。</span><br /><p><span style="font-size: medium;">&nbsp;</span></p><strong><span style="font-size: medium;">レンズの種類</span></strong></div></div><div><table class="tabSty-2 mgnTB alignc" border="1"><tbody><tr><td><span style="font-size: medium;">&nbsp;</span></td><td><span style="font-size: medium;">16mm望遠レンズ</span></td><td><span style="font-size: medium;">6mm広角レンズ</span></td></tr><tr><th><span style="font-size: medium;">画像フォーマット</span></th><td><span style="font-size: medium;">1&Prime;</span></td><td><span style="font-size: medium;">1/2&Prime;</span></td></tr><tr><th><span style="font-size: medium;">焦点距離</span></th><td><span style="font-size: medium;">16mm</span></td><td><span style="font-size: medium;">6mm</span></td></tr><tr><th><span style="font-size: medium;">絞り</span></th><td><span style="font-size: medium;">F1.4-16</span></td><td><span style="font-size: medium;">F1.2</span></td></tr><tr><th><span style="font-size: medium;">マウント</span></th><td><span style="font-size: medium;">C-マウント</span></td><td><span style="font-size: medium;">CS-マウント</span></td></tr><tr><th><span style="font-size: medium;">視野角</span></th><td><span style="font-size: medium;">1&Prime;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;44.6&deg; &times; 33.6&deg;</span><br /><span style="font-size: medium;"> 2/3&Prime;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;30.0&deg; &times; 23.2&deg;</span><br /><span style="font-size: medium;"> 1/1.8&Prime;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;24.7&deg; &times; 18.6&deg;</span><br /><span style="font-size: medium;"> 1/2&Prime;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;21.8&deg; &times;16.4&deg;</span></td><td><span style="font-size: medium;">63&deg;</span></td></tr><tr><th><span style="font-size: medium;">バックフォーカス</span></th><td><span style="font-size: medium;">17.53mm</span></td><td><span style="font-size: medium;">7.53mm</span></td></tr><tr><th><span style="font-size: medium;">光学長</span></th><td><span style="font-size: medium;">67.53mm</span></td><td><span style="font-size: medium;">-</span></td></tr><tr><th><span style="font-size: medium;">ねじれ</span></th><td><span style="font-size: medium;">1&Prime;（-0.7%）</span><br /><span style="font-size: medium;"> 1/2&Prime;（-0.5%）</span><br /><span style="font-size: medium;"> 1/3&Prime;（-0.15%）</span></td><td><span style="font-size: medium;">-</span></td></tr><tr><th><span style="font-size: medium;">M.O.D.</span></th><td><span style="font-size: medium;">0.20m</span></td><td><span style="font-size: medium;">0.20m</span></td></tr><tr><th><span style="font-size: medium;">寸法</span></th><td><span style="font-size: medium;">&Phi;39.00 &times; 50.00mm</span></td><td><span style="font-size: medium;">&Phi;30.00 &times; 34.00mm</span></td></tr><tr><th><span style="font-size: medium;">オペレーション</span></th><td><span style="font-size: medium;">手動絞り調整</span></td><td><span style="font-size: medium;">手動絞り調整</span></td></tr><tr><th><span style="font-size: medium;">重量</span></th><td><span style="font-size: medium;">133.7g</span></td><td><span style="font-size: medium;">53g</span></td></tr></tbody></table></div></p>]]></content:encoded>
                    <dc:subject>Waveshare</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>5980</dc:format>
                    <dc:date>2025-04-10T08:50:27+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1150">
                    <title>Adafruit RGB Positive 16x2 LCD+Keypad Kit for Raspberry Pi</title>
                    <link>https://www.physical-computing.jp/product/1150</link>
                    <description>DESCRIPTIONThis new Adafruit Pi Plate makes it easy to use an RGB 16x2 Character LCD. We really like…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1150" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20161027_074fbe.jpg" width="250" border="0" alt="Adafruit RGB Positive 16x2 LCD+Keypad Kit for Raspberry Pi" hspace="5" align="left"/></a><ul id="prod-info"><li><h1 id="tab_description">DESCRIPTION</h1><img class="cke_anchor" title="アンカー" src="data:image/gif;base64,R0lGODlhAQABAPABAP///wAAACH5BAEKAAAALAAAAAABAAEAAAICRAEAOw==" alt="アンカー" align="" data-cke-realelement="%3Ca%20id%3D%22description-anchor%22%20data-cke-saved-name%3D%22description%22%20name%3D%22description%22%3E%3C%2Fa%3E" data-cke-real-node-type="1" data-cke-real-element-type="anchor" /><p>This new Adafruit Pi Plate makes it easy to use an RGB 16x2 Character LCD. We really like the RGB Character LCDs we stock in the shop. (For RGB we have&nbsp;<a href="http://www.adafruit.com/products/399" data-cke-saved-href="http://www.adafruit.com/products/399">RGB negative</a>&nbsp;and&nbsp;<a href="http://www.adafruit.com/products/398" data-cke-saved-href="http://www.adafruit.com/products/398">RGB positive</a>.) Unfortunately, these LCDs do require quite a few digital pins, 6 to control the LCD and then another 3 to control the RGB backlight for a total of 9 pins. That's nearly all the GPIO available on a Pi!<br /> <br /> With this in mind, we wanted to make it easier for people to get these LCD into their projects so we devised a Pi plate that lets you control&nbsp;<strong>a 16x2 Character LCD, up to 3 backlight pins AND 5 keypad pins using only the two I2C pins on the R-Pi!</strong>&nbsp;The best part is you don't really lose those two pins either, since you can stick i2c-based sensors, RTCs, etc and have them share the I2C bus. This is a super slick way to add a display without all the wiring hassle.<br /> <br /> <strong>New, we've updated this Pi plate so the buttons on on the right side, which makes it a little more mechanically stable</strong><br /> <br /> This pi plate is perfect for when you want to build a stand-alone project with its own user interface. The 4 directional buttons plus select button allows basic control without having to attach a bulky computer.<br /> <br /> The plate is designed for both Revision 1 and Revision 2 Raspberry Pi's. It uses the I2C (SDA/SCL) pins. We have a special xtra-tall 26-pin header so the plate sits above the USB and Ethernet jacks.&nbsp;<strong>For Pi Model B+ and Pi 2</strong>, the resistors sit right above the new set of USB ports. To keep them from shorting against the metal, a piece of electrical tape must be placed onto the USB ports.<br /> <br /> <strong>This product comes as a kit!</strong>&nbsp;Included is a high quality PCB and all the components (buttons, header etc).&nbsp;<strong>A 16x2 Character RGB positive LCD is included!</strong>&nbsp;Assembly is easy, even if you've never soldered before and the kit can be completed in 30 minutes.&nbsp;<a href="http://learn.adafruit.com/adafruit-16x2-character-lcd-plus-keypad-for-raspberry-pi" data-cke-saved-href="http://learn.adafruit.com/adafruit-16x2-character-lcd-plus-keypad-for-raspberry-pi">Check the product tutorial page for assembly instructions before purchasing</a><br /> <br /> <a href="http://learn.adafruit.com/adafruit-16x2-character-lcd-plus-keypad-for-raspberry-pi" data-cke-saved-href="http://learn.adafruit.com/adafruit-16x2-character-lcd-plus-keypad-for-raspberry-pi">We also have some handy Python code to help you easily talk to the LCD and buttons</a>&nbsp;You can also easily query the 5 keypad buttons to get input through the library, so you get extra buttons without using any more pins. The buttons are automatically de-bounced inside the library.<br /> <br /> At this time, the code and plate can control the RGB backlight of our character LCDs by turning each LED on or off. This means you can display the following colors: Red, Yellow, Green, Teal, Blue, Violet, White and all off. There is no support for PWM control of the backlight at this time, so if you need to have more granular control of the RGB backlight to display a larger range of colors, this plate can't do that (the I2C expander does not have PWM output).<br /> <br /> <a href="http://learn.adafruit.com/adafruit-16x2-character-lcd-plus-keypad-for-raspberry-pi" data-cke-saved-href="http://learn.adafruit.com/adafruit-16x2-character-lcd-plus-keypad-for-raspberry-pi">Product page with tutorials, documentation and assembly information</a></p></li><li><h1 id="tab_technical-details">TECHNICAL DETAILS</h1><img class="cke_anchor" title="アンカー" src="data:image/gif;base64,R0lGODlhAQABAPABAP///wAAACH5BAEKAAAALAAAAAABAAEAAAICRAEAOw==" alt="アンカー" align="" data-cke-realelement="%3Ca%20id%3D%22technical-details-anchor%22%20data-cke-saved-name%3D%22technical-details%22%20name%3D%22technical-details%22%3E%3C%2Fa%3E" data-cke-real-node-type="1" data-cke-real-element-type="anchor" /><ul><li>Dimensions: 2.2" x 3.35"</li><li>Comes with a 16x2 RGB POSITIVE LCD</li><li>Plug and play with any Raspberry Pi</li><li>Uses only the I2C (SDA/SCL) pins</li><li><a href="https://learn.adafruit.com/adafruit-16x2-character-lcd-plus-keypad-for-raspberry-pi/download" data-cke-saved-href="https://learn.adafruit.com/adafruit-16x2-character-lcd-plus-keypad-for-raspberry-pi/download">PCB files, schematic, and Fritzing available in the product tutorial</a></li></ul></li></ul></p>]]></content:encoded>
                    <dc:subject>Adafruit</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>4980</dc:format>
                    <dc:date>2025-04-08T13:38:46+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1781">
                    <title>IMX219-D160 カメラ</title>
                    <link>https://www.physical-computing.jp/product/1781</link>
                    <description>&amp;nbsp;IMX219-D160 カメラ&amp;nbsp;&amp;nbsp;本製品は、8メガピクセルのソニー製のIMX219のイメージセンサーを搭載した160度の広角のカメラモジュールです。Raspberry …</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1781" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20190702_738a60.jpg" width="250" border="0" alt="IMX219-D160 カメラ" hspace="5" align="left"/></a><p>&nbsp;</p><p><span style="font-size: large;"><strong><span style="font-family: verdana, geneva;">IMX219-D160 カメラ</span></strong></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">本製品は、8メガピクセルのソニー製のIMX219のイメージセンサーを搭載した</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">160度の広角のカメラモジュールです。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">Raspberry Pi Camara V2から</span><span style="font-family: verdana, geneva; font-size: medium;">カメラモジュールを取り外し、</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">PCBボードに本カメラモジュールを取り付けることで</span><span style="font-family: verdana, geneva; font-size: medium;">利用できる製品です。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;">※本製品には、本カメラモジュールを設置するためのPCBボードは同梱されていません。</span></p><p align="left"><span style="font-size: medium; font-family: verdana, geneva;">別途、対応するカメラモジュールのPCBボードが必要となります。</span>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;"><strong>＜利用できる互換カメラ＞</strong></span>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium; font-family: verdana, geneva;">■&nbsp;<a href="https://www.physical-computing.jp/product/1204"><span class="goods_name">Raspberry Pi Camera V2</span></a>&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p align="left"><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;※上記製品に搭載されているカメラモジュールを<span>PCBボード</span>から取り外し、</span></p><p align="left"><span style="font-size: medium; font-family: verdana, geneva;">本製品を<span>PCBボード</span>に取り付けることによって利用可能となります。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: small;"><strong><span style="font-family: verdana, geneva;">仕様</span></strong></span></p><ul><li><span style="font-family: verdana, geneva; font-size: small;">Sony IMX219 8-megapixel センサー</span></li><li><span style="font-size: small;"><span style="font-family: verdana, geneva;">CMOS サイズ : 1/4インチ</span></span></li><li><span style="font-size: small;"><span style="font-family: verdana, geneva;">F値 : 2.35</span></span></li><li><span style="font-size: small;"><span style="font-family: verdana, geneva;">焦点距離: 3.15mm</span></span></li><li><span style="font-size: small;"><span style="font-family: verdana, geneva;">画角 (対角線) : 160度 (オリジナル V2 cameraは62.2度のみ)</span></span></li><li><span style="font-size: small;"><span style="font-family: verdana, geneva;">ねじれ: &lt; 14.3%</span></span></li><li><span style="font-size: small;"><span style="font-family: verdana, geneva;">集束距離: 20cm ~ 無限遠</span></span></li><li><span style="font-family: verdana, geneva; font-size: small;">3280 x2464 画像解像度</span></li><li><span style="font-family: verdana, geneva; font-size: small;">1080p30, 720p60 と640x480p90 ビデオレコードのサポート</span></li></ul><p>&nbsp;</p><p><span style="font-size: small;">※<span style="font-family: verdana, geneva;">本製品は、Raspberry Piのコマンド(raspistillなど)やアプリケーションから設定できる機能の一部には 未対応ですのでご注意ください。 例えば、シャッタースピードを指定した場合、撮影画像が乱れるなどの現象が発生する場合があります。 これは、カメラモジュールが不良品のためではなく、未対応のオプション指定によるものですので、 オプション設定をデフォルトに戻してお使いください。</span></span></p><p>&nbsp;</p><p><span style="font-size: medium;"><strong><span style="font-family: verdana, geneva;">＜内容物＞</span></strong></span></p><ul><li><span style="font-family: verdana, geneva; font-size: medium;">IMX219-D160 &times;1&nbsp;</span></li></ul><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">以下のように、Raspberry PiやJetson Nanoに接続することができます。</span></p><p><img src="https://www.physical-computing.jp/data/pclab/product/20190702_aaa563.jpg" alt="" /><img src="https://www.physical-computing.jp/data/pclab/product/20190702_70dc4d.jpg" alt="" /></p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Waveshare</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>3800</dc:format>
                    <dc:date>2025-03-28T14:43:12+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2199">
                    <title>Jetson Orin Nano開発者キット</title>
                    <link>https://www.physical-computing.jp/product/2199</link>
                    <description>&amp;nbsp;Jetson Orin&amp;trade; モジュールは、コンパクトなサイズながら、豊富なコネクタと最大 40 TOPS の AI パフォーマンスを備えており、AI のアイデアを形にするには最適…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2199" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20230501_3157a9.jpg" width="250" border="0" alt="Jetson Orin Nano開発者キット" hspace="5" align="left"/></a><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;"><span><br /><span style="font-family: 'trebuchet ms', geneva;">Jetson Orin&trade; モジュールは、</span></span></span><span style="font-family: 'trebuchet ms', geneva; font-size: large;">コンパクトなサイズながら、豊富なコネクタと最大 40 TOPS の AI パフォーマンスを備えており、AI のアイデアを形にするには最適な開発者キットです。</span></p><p>&nbsp;</p><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">Jetson Nano&trade; の最大 80 倍の性能を誇り、Transformer や高度なロボティクス モデルをはじめとする、あらゆる最新の AI モデルを実行できます。</span></p><p><span style="font-family: 'trebuchet ms', geneva;">&nbsp;</span></p><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">この開発者キットは、<span style="color: #3366ff;">Jetson Orin Nano 8GB モジュールとリファレンス キャリアボードで構成されており</span>、キャリア ボードにはすべての Orin Nano および Orin NX モジュールが搭載可能です。</span></p><p>&nbsp;</p><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">次世代エッジ AI 製品のプロトタイプ作成に理想的なプラットフォームとなっています。Jetson Orin Nano 8GB モジュールは Ampere アーキテクチャ GPU、6 コア ARM CPU を採用しており、複数の AI アプリケーション パイプラインの同時実行と高パフォーマンスの推論を可能にします。</span></p><p>&nbsp;</p><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">キャリア ボードには、2 レーンおよび 4 レーンのカメラに対応する 2 つのカメラ コネクタをはじめ、豊富なコネクタが用意されています。</span></p><p>&nbsp;</p><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">NVIDIA Jetson&trade; プラットフォームは NVIDIA AI ソフトウェア スタックをサポートしており、<span style="color: #3366ff;">ロボティクス向けの NVIDIA Isaac&trade;、ビジョン AI 向けの DeepStream、対話型 AI 向けの Riva など、さまざまなユース ケースに特化したアプリケーション フレームワークを利用できます</span>。</span></p><p>&nbsp;</p><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">さらに、合成データ生成 (SDG) に NVIDIA Omniverse&trade; Replicator を利用したり、NGC&trade; カタログのトレーニング済み AI モデルの微調整に NVIDIA TAO Toolkit を利用したりすることにより、開発にかかる時間を大幅に削減できます。</span></p><p><span style="font-family: 'trebuchet ms', geneva;">&nbsp;</span></p><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">エコシステム パートナーからは、<span style="color: #3366ff;">AI ソフトウェアやシステム ソフトウェア、開発ツール、カスタム ソフトウェア開発サービスなどが提供されています</span>。</span></p><p>&nbsp;</p><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">パートナーによる支援は、カメラやその他のセンサー、キャリア ボード、製品設計サービスといった分野にも広がっています。</span></p><p><span style="font-family: 'trebuchet ms', geneva;">&nbsp;</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: large;">❏</span><strong><span style="font-family: verdana, geneva; font-size: large;">内容物</span></strong></p><ul><li><p><span style="font-size: large; font-family: 'trebuchet ms', geneva;">ヒートシンクおよびリファレンス キャリア ボード搭載 Jetson Orin Nano&trade; 8GB</span></p></li><li><p><span style="font-size: large; font-family: 'trebuchet ms', geneva;">モジュール</span></p></li><li><p><span style="font-size: large; font-family: 'trebuchet ms', geneva;">DC 電源</span></p></li><li><p><span style="font-size: large; font-family: 'trebuchet ms', geneva;">11ac/abgn ワイヤレス ネットワーク インターフェイス コントローラー</span></p></li><li><p><span style="font-size: large; font-family: 'trebuchet ms', geneva;">クイック スタート ガイド</span></p></li></ul><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: large; font-family: verdana, geneva;">❏</span><strong><span style="font-family: verdana, geneva; font-size: large;">Jetson Orin Nano 8GB&nbsp;モジュール</span></strong></p><ul><li><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">1024 基の NVIDIA&reg; CUDA&reg; コアと</span></p></li><li><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">32 基の Tensor コア搭載</span></p></li><li><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">NVIDIA Ampere アーキテクチャ</span></p></li><li><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">6 コア Arm&reg; Cortex-A78AE v8.2</span></p></li><li><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">64 ビット CPU</span></p></li><li><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">8 GB 128 ビット LPDDR5 68 GB/秒</span></p></li><li><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">外部 NVMe に対応</span></p></li></ul><p><span style="font-family: 'trebuchet ms', geneva; font-size: x-large;">&nbsp;</span></p><p><span style="font-size: large; font-family: verdana, geneva;">&nbsp;</span></p><p><span style="font-size: large;">❏</span><span style="font-family: 'trebuchet ms', geneva; font-size: large;"><strong>リファレンスキャリアボード</strong></span></p><p><span style="font-family: 'trebuchet ms', geneva;">&nbsp;</span></p><ul><li><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">MIPI CSI-2 カメラ コネクタ x 2</span></p></li><li><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">2 Key M x 2、M.2 Key E</span></p></li><li><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">USB 3.2 Gen2 Type-A x 4</span></p></li><li><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">USB Type-C (UFP)</span></p></li><li><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">Gigabit イーサネット</span></p></li><li><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">ディスプレイポート</span></p></li><li><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">microSD スロット</span></p></li><li><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">40 ピン拡張ヘッダー</span></p></li><li><p><span style="font-family: 'trebuchet ms', geneva; font-size: large;">DC 電源ジャック</span></p></li></ul><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>NVIDIA Jetson</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>79800</dc:format>
                    <dc:date>2025-03-28T11:33:10+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1839">
                    <title>SPRESENSEメインボード</title>
                    <link>https://www.physical-computing.jp/product/1839</link>
                    <description>&amp;nbsp;&amp;nbsp;Spresenseメインボード&amp;nbsp;&amp;nbsp;Spresenseは ソニーが開発したスマートセンシングプロセッサー 「CXD5602」 が搭載されたボードです。&amp;nbs…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1839" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20190926_fbde9a.jpg" width="250" border="0" alt="SPRESENSEメインボード" hspace="5" align="left"/></a><div><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: large; font-family: verdana, geneva;"><strong>Spresenseメインボード</strong></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: small; font-family: verdana, geneva;"><strong>Spresense</strong>は ソニーが開発したスマートセンシングプロセッサー </span></p><p><span style="font-size: small; font-family: verdana, geneva;">「CXD5602」 が搭載されたボードです。</span></p><p><span style="font-size: small; font-family: verdana, geneva;"><strong>&nbsp;</strong></span></p><p>&nbsp;</p><p><img class="image--fullres image--fullres-loaded image--fullres-transition-ended" style="height: 286px; width: 496px; object-position: 72% 50%;" title="Spresense Header Code" src="https://static.developer.sony.com/images/image/v6/s3/uploads/2018/02/spresense_header_code.jpg?size=1920xAUTO&amp;v=775731&amp;jwt=eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJmb2N1cyI6eyJ4IjowLjcyLCJ5IjowLjV9LCJzcmMiOiIvdXBsb2Fkcy8yMDE4LzAyL3NwcmVzZW5zZV9oZWFkZXJfY29kZS5qcGciLCJhbHRfdGV4dCI6IlNwcmVzZW5zZSBIZWFkZXIgQ29kZSIsImltYWdlX2lkIjo3NzU3MzEsInNlcnZpY2UiOiJhd3MtczMiLCJhd3NfYnVja2V0Ijoic29ueWR3LXByb2Qtc3RhdGljLWFzc2V0cyIsIndoaXRlbGlzdFNpemVzIjpbIjEyMDB4QVVUTyIsIjEwMHg2NSIsIjEwMHhBVVRPIiwiMTEweDgyIiwiNzUweEFVVE8iLCIxMDAweEFVVE8iLCIxMjAweEFVVE8iLCIxMjAweDgwMCIsIjE5MjB4QVVUTyIsIjE5MjB4MTAwMCIsIjIwMHgxNTAiLCIyMjV4MTcwIiwiMjI1eEFVVE8iLCIyMjl4MzAwIiwiMzY4eEFVVE8iLCI0NTB4MzQwIiwiNTAweEFVVE8iLCI3NTB4NTAwIiwiN3gxMCIsIjd4MTIiLCI3eDE2IiwiN3gzIiwiN3g0IiwiN3g1IiwiN3g2IiwiN3g3IiwiN3g4IiwiN3g5Il0sImltYWdlVmVyc2lvbiI6InY2IiwiZXhwIjoxOTA0Njg4MDAwMDAwfQ.rNOmpq_jGDGsemU6wpWgi7SIoTkYL993am4AVhbE7rQ" alt="Spresense Header Code" /></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: small; font-family: verdana, geneva;">NuttX ベースの Spresense SDK に加え、Arduino IDE による開発環境も用意しており、</span></p><p><span style="font-size: small; font-family: verdana, geneva;">手軽に小さく省電力でありながら、パワフルなエッジコンピューティングを体験できます。</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium;"><strong><span style="font-family: verdana, geneva;">【主な機能】</span></strong></span></p></div><div class="feature-icon-list"><div class="row row--padding-top-0 row--padding-bottom-0"><div class="column column--1-3 column--ms-grid-column-start-1 column--ms-grid-row-start-1 column--ms-grid-column-first feature-icon-list--listitem dark-on-color12 feature-icon-list--listitem-width-1-3"><div class="feature-icon-list-item feature-icon-list-item--dark-on-color12"><p class="feature-icon-list-item--svg-icon"><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p class="feature-icon-list-item--svg-icon">&nbsp;</p><div class="feature-icon-list-item--content"><p class="feature-icon-list-item--headline feature-icon-list-item--headline-dark-on-color12"><span style="font-size: medium;"><strong><span style="font-family: verdana, geneva;">■&nbsp;GPS内蔵</span></strong></span></p><p class="feature-icon-list-item--headline feature-icon-list-item--headline-dark-on-color12"><span style="font-family: verdana, geneva; font-size: small;">&nbsp; &nbsp; &nbsp;</span></p><p class="feature-icon-list-item--headline feature-icon-list-item--headline-dark-on-color12"><span style="font-family: verdana, geneva; font-size: small;">&nbsp; &nbsp; &nbsp;GPS/みちびき/GLONASSに対応。</span></p><div class="content-block-module content-block-module--no-padding content-block-module--wysiwyg feature-icon-list-item--wysiwyg"><p><span style="font-family: verdana, geneva; font-size: small;">&nbsp; &nbsp; &nbsp;複数システム同時受信可能なマルチ GNSS(Global Navigation Satellite System: 全球測位衛星システム)</span></p></div></div></div></div><div class="column column--1-3 column--ms-grid-column-start-5 column--ms-grid-row-start-1 feature-icon-list--listitem dark-on-color12 feature-icon-list--listitem-width-1-3"><div class="feature-icon-list-item feature-icon-list-item--dark-on-color12"><div class="feature-icon-list-item--svg-icon">&nbsp;</div><div class="feature-icon-list-item--svg-icon"><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></div><div class="feature-icon-list-item--content"><p class="feature-icon-list-item--headline feature-icon-list-item--headline-dark-on-color12"><span style="font-size: medium;"><strong><span style="font-family: verdana, geneva;">■&nbsp;</span><span style="font-family: verdana, geneva;">ハイエンドなオーディオ機能</span></strong></span></p><div class="content-block-module content-block-module--no-padding content-block-module--wysiwyg feature-icon-list-item--wysiwyg"><p><span style="font-family: verdana, geneva;">&nbsp; &nbsp; &nbsp;</span></p><p><span style="font-family: verdana, geneva;">&nbsp; &nbsp; &nbsp;ハイレゾリューションオーディオの再生・録音とマルチマイクインプット、Class-D デジタルアンプ内蔵</span></p></div></div></div></div><div class="column column--1-3 column--ms-grid-column-start-9 column--ms-grid-row-start-1 feature-icon-list--listitem dark-on-color12 feature-icon-list--listitem-width-1-3"><div class="feature-icon-list-item feature-icon-list-item--dark-on-color12"><div class="feature-icon-list-item--svg-icon">&nbsp;</div><div class="feature-icon-list-item--svg-icon"><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></div><div class="feature-icon-list-item--svg-icon"><span style="font-size: medium;"><strong><span style="font-family: verdana, geneva;">■&nbsp;マルチコアプロセッサー</span></strong></span></div><div class="feature-icon-list-item--content"><div class="content-block-module content-block-module--no-padding content-block-module--wysiwyg feature-icon-list-item--wysiwyg"><p><span style="font-family: verdana, geneva;">&nbsp; &nbsp; &nbsp;</span></p><p><span style="font-family: verdana, geneva;">&nbsp; &nbsp; &nbsp;低消費電力駆動をサポートした ARM&reg; Cortex&reg; M4F を 6つ搭載</span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><div class="row row--padding-top-4 row--padding-bottom-0"><div class="column column--1-1 column--ms-grid-column-start-1 column--ms-grid-row-start-1 column--ms-grid-column-first"><div class="content-block-module content-block-module--dark-on-light content-block-module--wysiwyg"><div><p><span style="font-size: medium;"><strong><span style="font-family: verdana, geneva;">【主な仕様】</span></strong></span></p><p>&nbsp;</p></div></div><div class="table"><table class="super-responsive-table responsiveTable"><thead><tr><th class="super-responsive-table--header-no-sorting">&nbsp;</th><th class="super-responsive-table--header-no-sorting"><span style="font-size: small; font-family: verdana, geneva;">Spresense メインボード</span></th></tr></thead><tbody><tr><td class="delimiter pivoted"><div class="table--cell-bold"><span style="font-family: verdana, geneva;">型名</span></div></td><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">CXD5602PWBMAIN1</span></div></td></tr><tr><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">サイズ</span></div></td><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">50.0 mm x 20.6 mm</span></div></td></tr><tr><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">プロセッサー</span></div></td><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">ARM&reg; Cortex&reg;-M4F x 6 cores</span></div></td></tr><tr><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">最大駆動周波数</span></div></td><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">156 MHz</span></div></td></tr><tr><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">SRAM</span></div></td><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">1.5 MB</span></div></td></tr><tr><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">フラッシュメモリー</span></div></td><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">8 MB</span></div></td></tr><tr><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">デジタル入出力</span></div></td><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">GPIO, SPI, I2C, UART, I2S</span></div></td></tr><tr><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">アナログ入力（A/Dコンバータ）</span></div></td><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">2 ch (0.7 V range)</span></div></td></tr><tr><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">測位衛星システム</span></div></td><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">GPS(L1-C/A), みちびき(L1-C/A), GLONASS(L1), WAAS, みちびき(L1-S)</span></div></td></tr><tr><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">カメラ入力</span></div></td><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">専用パラレルインターフェース</span></div></td></tr><tr><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">動作条件</span></div></td><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">温度 10℃〜40℃ 湿度 30%〜80%（結露なきこと）</span></div></td></tr><tr><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">保存条件</span></div></td><td class="delimiter pivoted"><div><span style="font-family: verdana, geneva;">温度 -20℃〜60℃ 湿度 10%〜80%</span></div></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p></div></div></div><div class="row row--padding-top-0 row--padding-bottom-1"><div class="column column--2-3 column--ms-grid-column-start-1 column--ms-grid-row-start-1 column--ms-grid-column-first"><div class="wrapped-image"><div class="image--wrapper"><img class="image--fullres image--fullres-loaded image--fullres-transition-ended" title="Main Board" src="https://static.developer.sony.com/images/image/v6/s3/uploads/2018/03/Main-Board.jpg?size=1200xAUTO&amp;v=767109&amp;jwt=eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.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.GtJ8Z9V-G5yAUF2ROMSqFbh1vpF8lJ5rPOE8XZ8XhpE" alt="Main Board" width="661" height="331" /></div><div class="image--wrapper">&nbsp;</div><div class="image--wrapper"><strong><span style="font-size: small; font-family: verdana, geneva;">※ 詳細について、こちらをご覧ください。</span></strong></div><div class="image--wrapper"><span style="font-size: small; font-family: verdana, geneva;">➡&nbsp;<a href="https://developer.sony.com/ja/develop/spresense/#overview-content">https://developer.sony.com/ja/develop/spresense/#overview-content</a></span></div><div class="image--wrapper">&nbsp;</div></div></div></div></div></div></div></div></div></div></p>]]></content:encoded>
                    <dc:subject>SONY</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>5500</dc:format>
                    <dc:date>2025-03-28T10:08:51+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1346">
                    <title>2.13inch E-Ink display HAT (250x122)</title>
                    <link>https://www.physical-computing.jp/product/1346</link>
                    <description>&amp;nbsp;&amp;nbsp;2.13inch E-Ink display HAT (250x122)&amp;nbsp;【取寄せ商品】&amp;nbsp;商品概要&amp;nbsp;この商品は、部分リフレッシュサポート、SPI経…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1346" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20170911_1e735f.jpg" width="250" border="0" alt="2.13inch E-Ink display HAT (250x122)" hspace="5" align="left"/></a><div class="overviewSec subHead"><p>&nbsp;</p><p><span style="font-size: x-large;"><strong><span style="font-family: verdana, geneva;">&nbsp;2.13inch E-Ink display HAT (250x122)</span></strong></span></p><p><strong><span style="font-family: verdana, geneva; font-size: large;">&nbsp;</span></strong></p><p><strong><span style="font-family: verdana, geneva; font-size: large;">【取寄せ商品】</span></strong></p><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: large;">商品概要</span></strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">この商品は、部分リフレッシュサポート、SPI経由の通信できる組み込みコントローラが搭載された2.13インチ、250ｘ122の解像度のe-paperのディスプレイHATです。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">このE-paperのHATは、太陽光下での見易さ、ワイドな視野角、超低消費電力などのアドバンテージがあるため、陳列ラベルや産業機器などのアプリケーション向けの理想的な選択となります。</span></p><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: large;">主な特徴</span></strong></p><ul><li><p><span style="font-family: verdana, geneva; font-size: medium;">バックライトなしで、パワーオフ後でも、長期間最後のコンテンツ表示を維持します。</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">原則、コンテンツリフレッシュ時にのみ電力を必要とする超低消費電力。</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">Raspberry Pi 2B/3B/Zero/Zero 及び&nbsp;<span>Tinker Board</span>に対応。</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">ArduinoやNucleoなどの他のコントローラとの接続のためのSPI Interfarce用Solder Padを保持。</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">開発リソース及びマニュアル (Raspberry Pi/Arduino/STM32のサンプル)。</span></p></li></ul><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: large;">主な仕様</span></strong></p><ul><li><p><span style="font-family: verdana, geneva; font-size: medium;">Operating voltage: 3.3V</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">Interface: SPI</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">Outline dimension: 65mm &times; 30.2mm</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">Display size: 23.71mm &times; 48.55mm</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">Dot pitch: 0.194 &times; 0.194</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">Resolution: 250 &times; 122</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">Display color: black, white</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">Grey level: 2</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">Partial refresh time: 0.3s</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">Full refresh time: 2s</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">Refresh power: 26.4mW(typ.)</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">Standby power: &lt;0.017mW</span></p></li><li><p><span style="font-family: verdana, geneva; font-size: medium;">Viewing angle: &gt;170&deg;</span></p></li></ul><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: large;">インターフェース</span></strong></p><table class="tabSty-1" border="1"><tbody><tr><th><p><span style="font-family: verdana, geneva; font-size: medium;">SYMBOL</span></p></th><th><p><span style="font-family: verdana, geneva; font-size: medium;">DESCRIPTION</span></p></th></tr><tr><td><p><span style="font-family: verdana, geneva; font-size: medium;">VCC</span></p></td><td><p><span style="font-family: verdana, geneva; font-size: medium;">3.3V</span></p></td></tr><tr><td><p><span style="font-family: verdana, geneva; font-size: medium;">GND</span></p></td><td><p><span style="font-family: verdana, geneva; font-size: medium;">Ground</span></p></td></tr><tr><td><p><span style="font-family: verdana, geneva; font-size: medium;">NC</span></p></td><td><p><span style="font-family: verdana, geneva; font-size: medium;">NC</span></p></td></tr><tr><td><p><span style="font-family: verdana, geneva; font-size: medium;">DIN</span></p></td><td><p><span style="font-family: verdana, geneva; font-size: medium;">SPI MOSI pin</span></p></td></tr><tr><td><p><span style="font-family: verdana, geneva; font-size: medium;">CLK</span></p></td><td><p><span style="font-family: verdana, geneva; font-size: medium;">SPI SCK pin</span></p></td></tr><tr><td><p><span style="font-family: verdana, geneva; font-size: medium;">CS</span></p></td><td><p><span style="font-family: verdana, geneva; font-size: medium;">SPI chip selection, low active</span></p></td></tr><tr><td><p><span style="font-family: verdana, geneva; font-size: medium;">DC</span></p></td><td><p><span style="font-family: verdana, geneva; font-size: medium;">Data/Command selection (high for data, low for command)</span></p></td></tr><tr><td><p><span style="font-family: verdana, geneva; font-size: medium;">RST</span></p></td><td><p><span style="font-family: verdana, geneva; font-size: medium;">External reset, low active</span></p></td></tr><tr><td><p><span style="font-family: verdana, geneva; font-size: medium;">BUSY</span></p></td><td><p><span style="font-family: verdana, geneva; font-size: medium;">Busy status output, low active</span></p></td></tr></tbody></table><p>&nbsp;</p><p><strong><span style="font-family: verdana, geneva; font-size: medium;">デモ</span></strong></p><p><span style="font-family: verdana, geneva; font-size: medium;"><img src="http://www.waveshare.com/img/devkit/LCD/2.13inch-e-Paper-HAT/2.13inch-e-Paper-HAT-display.gif" alt="2.13inch e-Paper HAT demo" /></span></p><p><strong><span style="font-family: verdana, geneva; font-size: large;">外寸</span></strong></p><p><span style="font-family: verdana, geneva; font-size: medium;"><img src="http://www.waveshare.com/img/devkit/LCD/2.13inch-e-Paper-HAT/2.13inch-e-Paper-HAT-size.jpg" alt="2.13inch e-Paper HAT dimensions" /></span></p><p><strong><span style="font-family: verdana, geneva; font-size: large;">開発者向けリソース</span></strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>Wiki :&nbsp;</strong><a href="http://www.waveshare.com/wiki/2.13inch_e-Paper_HAT" target="_blank">www.waveshare.com/wiki/2.13inch_e-Paper_HAT</a></span></p></div></p>]]></content:encoded>
                    <dc:subject>Waveshare</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>3280</dc:format>
                    <dc:date>2025-03-27T11:16:29+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1471">
                    <title>Tinker Board用 264x176, 2.7in E-ink display, three-color</title>
                    <link>https://www.physical-computing.jp/product/1471</link>
                    <description>&amp;nbsp;Tinker Board対応 2.7インチ E-ink Display&amp;nbsp;本商品は、Physical Computing LabのTinker Board用のVeryfiy済み2.…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1471" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/TB_verified/E_paper_01.jpg" width="250" border="0" alt="Tinker Board用 264x176, 2.7in E-ink display, three-color" hspace="5" align="left"/></a><h1 class="contents">&nbsp;</h1><h1 class="contents"><span style="font-family: verdana, geneva; font-size: large; color: #333333;">Tinker Board対応 2.7インチ E-ink Display</span></h1><p><span style="font-family: verdana, geneva; font-size: large; color: #333333;">&nbsp;</span></p><p class="contents"><span style="font-family: verdana, geneva; font-size: medium;">本商品は、Physical Computing LabのTinker Board用のVeryfiy済み2.7in 264x176 E-ink Display HAT</span><span style="font-family: verdana, geneva; font-size: medium;">です。</span></p><p class="contents">&nbsp;</p><h2><img src="https://www.physical-computing.jp/data/pclab/product/20180329_2ea885.jpg" alt="" width="424" height="398" /></h2><h2><span style="font-family: verdana, geneva; font-size: large;">■ スペック</span></h2><ul><li><span style="font-family: verdana, geneva; font-size: medium;">Operating voltage: 3.3V</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">Interface: 3-wire SPI, 4-wire SPI</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">Outline dimension: 85mm &times; 56mm</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">Display size: 57.288mm &times; 38.192mm</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">Dot pitch: 0.217 &times; 0.217</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">Resolution: 264 &times; 176</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">Display color: red, black, white</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">Grey level: 2</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">Full refresh time: 15s</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">Refresh power: 26.4mW(typ.)</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">Standby power: &lt;0.017mW</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">Viewing angle: &gt;170&deg;</span></li></ul><ul><li><br /><br /></li></ul><h3>&nbsp;</h3><h2><span>■&nbsp;</span><strong><span style="font-family: verdana, geneva; font-size: medium;">インターフェース</span></strong></h2><table class="tabSty-1"><tbody><tr><th>SYMBOL</th><th>DESCRIPTION</th></tr><tr><td>VCC</td><td>3.3V</td></tr><tr><td>GND</td><td>Ground</td></tr><tr><td>DIN</td><td>SPI MOSI pin</td></tr><tr><td>CLK</td><td>SPI SCK pin</td></tr><tr><td>CS</td><td>SPI chip selection, low active</td></tr><tr><td>DC</td><td>Data/Command selection (high for data, low for command)</td></tr><tr><td>RST</td><td>External reset, low active</td></tr><tr><td>BUSY</td><td>Busy status output, low active</td></tr></tbody></table><p>&nbsp;</p><p><img src="https://www.waveshare.com/img/devkit/LCD/2.7inch-e-Paper-HAT-B/2.7inch-e-Paper-HAT-B-size.jpg" alt="2.7inch e-Paper HAT (B) dimensions" width="498" height="323" /></p><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20180117_ca0c4d.png" alt="" width="388" height="104" /></p><p align="left"><span style="font-size: medium;"><span lang="en-US">2017</span>年<span lang="en-US">12</span>月<span lang="en-US">28</span>日付で公式リリースされた最新の<span lang="en-US">Tinker Board</span>用のオペレーティングシステム<span lang="en-US">Tinker OS Debian Ver.2.0.4</span>で、<span lang="en-US">Tinker Board</span>及び<span lang="en-US">Tinker Board S</span>で利用できるように<span lang="en-US">OS</span>側でドライバーが提供されていますので、<span lang="en-US">Tinker Board</span>や<span lang="en-US">Tinker Board S</span>側に特に特別な設定なしに、表示とタッチスクリーンの機能がそのまま利用することができます。</span></p><p align="left">&nbsp;</p><p align="left"><span style="font-size: medium;">※Androidではテストしておりません。</span></p><p><span style="font-size: 1.5em;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;使い方は以下のサイトを参照してください。</span></p><p><a href="https://tinkerboarding.co.uk/wiki/index.php?title=Waveshare-Expansions"><span style="font-family: verdana, geneva; font-size: medium;">https://tinkerboarding.co.uk/wiki/index.php?title=Waveshare-Expansions</span></a></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p></p>]]></content:encoded>
                    <dc:subject>Waveshare</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>4280</dc:format>
                    <dc:date>2025-03-26T12:10:18+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1641">
                    <title>Raspberry Pi 高精度 AD/DA 拡張ボード</title>
                    <link>https://www.physical-computing.jp/product/1641</link>
                    <description>Raspberry Pi用高精度AD/DA拡張ボード&amp;nbsp;&amp;nbsp;&amp;nbsp;■概要AD/DA機能を持たないRaspberry Pi GPIOインターフェイスでは、実現できないプロジェクトが…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1641" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20180907_3ab6b2.jpg" width="250" border="0" alt="Raspberry Pi 高精度 AD/DA 拡張ボード" hspace="5" align="left"/></a><h1><strong style="font-size: large;">Raspberry Pi用高精度AD/DA拡張ボード</strong></h1><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><h3><span style="font-size: medium;"><strong>■概要</strong></span></h3><p><span style="font-size: medium;"><span>AD/DA機能を持たない</span>Raspberry Pi GPIOインターフェイスでは、実現できないプロジェクトがありました。</span><span style="font-size: medium;">しかし、本製品を利用することにより、Raspberry Pi&nbsp;に高精度AD/DA機能を追加できます。</span></p><p>&nbsp;</p><h3><strong><span style="font-size: medium;">■対応するRaspberry Pi&nbsp;</span></strong></h3><p><span style="font-size: medium;">Raspberry Pi 1 Model A+</span><br /><span style="font-size: medium;">Raspberry Pi 1 Model B+</span><br /><span style="font-size: medium;">Raspberry Pi 2 Model B</span><br /><span style="font-size: medium;">Raspberry Pi 3 Model B</span><br /><span style="font-size: medium;">Raspberry Pi 3 Model B+</span></p><p><span style="font-size: medium;">&nbsp;</span></p><h3><span style="font-size: medium;"><strong>■特徴</strong></span></h3><p><span style="font-size: medium; font-family: verdana, geneva;">・8ch 24ビット高精度ADC（4ch差動入力）、サンプリングレート30kspsのADS1256搭載</span></p><p><span style="font-size: medium; font-family: verdana, geneva;"> ・2ch 16ビット高精度DAC、DAC8532内臓</span><br /><span style="font-size: medium; font-family: verdana, geneva;"> ・アナログ信号接続用の入力インタフェース（ねじ端子）内臓</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">　　ピン配列はWaveshareセンサーインターフェースと互換性があり、様々なアナログセンサーモジュールと容易に接続可能</span><br /><span style="font-size: medium; font-family: verdana, geneva;">・アナログ/デジタル信号接続用の、スクリューターミナルを介したオンボード入出力インターフェイス</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">・信号検出が容易なAD/DA検出回路内臓</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;"><strong>■仕様</strong><strong>&nbsp;</strong></span></p><p><span style="font-size: medium;"><img src="https://www.waveshare.com/img/devkit/accBoard/High-Precision-AD-DA-Board/High-Precision-AD-DA-Board-intro.jpg" alt="RPi expansion board on board resource" /></span></p><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">　１．Raspberry Pi&nbsp;GPIOインターフェイス：Raspberry Pi 接続用</span><br /><span style="font-size: medium; font-family: verdana, geneva;">　２．AD/DA入出力：ネジ端子</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">　３．AD入力：ピンヘッダー、Waveshareセンサーインターフェース規格と互換性を持つピン配列は、各種アナログセンサーモジュールとの接続が容易</span><br /><span style="font-size: medium; font-family: verdana, geneva;">　４．7.68Mクロック</span><br /><span style="font-size: medium; font-family: verdana, geneva;">　５．LM285-2.5：ADCチップ用基準電圧を供給</span><br /><span style="font-size: medium; font-family: verdana, geneva;">　６．フォトレジスタ</span><br /><span style="font-size: medium; font-family: verdana, geneva;">　７．LED出力インジケータ</span><br /><span style="font-size: medium; font-family: verdana, geneva;">　８．10Kポテンショメータ</span><br /><span style="font-size: medium; font-family: verdana, geneva;">　９．DAC8532：16ビット高精度DAC、2ch</span><br /><span style="font-size: medium; font-family: verdana, geneva;">１０．電源表示</span><br /><span style="font-size: medium; font-family: verdana, geneva;">１１．ADS1256：24ビット高精度ADC、8ch（4ch差動入力）</span><br /><span style="font-size: medium; font-family: verdana, geneva;">１２．ADCテストジャンパ</span><br /><span style="font-size: medium; font-family: verdana, geneva;">１３．DACテストジャンパ</span><br /><span style="font-size: medium; font-family: verdana, geneva;">１４．電源選択ジャンパ</span><br /><span style="font-size: medium;">１５．ADC基準グランド構成：AD単一入力時は、AINCOMが基準端子となり、GNDまたは外部基準電圧に接続可能</span></p><p>&nbsp;</p><p>&nbsp;</p><h2><span style="font-size: medium;"><strong>■インターフェースの定義</strong></span></h2><p>&nbsp;</p><table class="tabSty-1" border="1"><tbody><tr><th><span style="font-size: medium;">ピン</span></th><th><span style="font-size: medium;">シンボル</span></th><th><span style="font-size: medium;">定義</span></th></tr><tr><td><span style="font-size: medium;">1, 17</span></td><td><span style="font-size: medium;">3.3V</span></td><td><span style="font-size: medium;">電源供給 (3.3V)</span></td></tr><tr><td><span style="font-size: medium;">2, 4</span></td><td><span style="font-size: medium;">5V</span></td><td><span style="font-size: medium;">電源供給 (5V)</span></td></tr><tr><td><span style="font-size: medium;">3, 5, 7, 8, 10, 18, 22, 24, 26, 27, 28, 29, 32, 36, 38, 40</span></td><td><span style="font-size: medium;">NC</span></td><td><span style="font-size: medium;">NC</span></td></tr><tr><td><span style="font-size: medium;">6, 9, 14, 20, 25, 30, 34, 39</span></td><td><span style="font-size: medium;">GND</span></td><td><span style="font-size: medium;">グランド</span></td></tr><tr><td><span style="font-size: medium;">11</span></td><td><span style="font-size: medium;">DRDY</span></td><td><span style="font-size: medium;">ADS1256 データレディ出力、低活性</span></td></tr><tr><td><span style="font-size: medium;">12</span></td><td><span style="font-size: medium;">RESET</span></td><td><span style="font-size: medium;">ADS1256 リセット入力</span></td></tr><tr><td><span style="font-size: medium;">13</span></td><td><span style="font-size: medium;">PDWN</span></td><td><span style="font-size: medium;">ADS1256 同期/電源オフ入力、低活性</span></td></tr><tr><td><span style="font-size: medium;">15</span></td><td><span style="font-size: medium;">CS0</span></td><td><span style="font-size: medium;">ADS1256 チップ選択、低活性</span></td></tr><tr><td><span style="font-size: medium;">16</span></td><td><span style="font-size: medium;">CS1</span></td><td><span style="font-size: medium;">DAC8532&nbsp;チップ選択、低活性</span></td></tr><tr><td><span style="font-size: medium;">19</span></td><td><span style="font-size: medium;">DIN</span></td><td><span style="font-size: medium;">SPI データ入力</span></td></tr><tr><td><span style="font-size: medium;">21</span></td><td><span style="font-size: medium;">DOUT</span></td><td><span style="font-size: medium;">SPI データ出力</span></td></tr><tr><td><span style="font-size: medium;">23</span></td><td><span style="font-size: medium;">SCK</span></td><td><span style="font-size: medium;">SPI クロック</span></td></tr><tr><td><span style="font-size: medium;">31, 33, 35, 37</span></td><td><span style="font-size: medium;">GPIO</span></td><td><span style="font-size: medium;">センサインタフェースまで拡張</span></td></tr></tbody></table><p><span style="font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p><span style="font-size: medium;"><strong style="font-size: medium;">■寸法</strong></span></p><p><span style="font-size: medium;"><img src="https://www.waveshare.com/img/devkit/accBoard/High-Precision-AD-DA-Board/High-Precision-AD-DA-Board-size.jpg" alt="High-Precision AD/DA Board dimension" /></span></p><h2>&nbsp;</h2><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;"><strong>■重量</strong></span></p><p><span style="font-size: medium;">0.032&nbsp;kg</span></p><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;"><strong>■内容物</strong></span></p><div class="std"><span style="font-size: medium;">１．高精度AD/DAボード x 1</span><br /><p><span style="font-size: medium;"><img src="https://www.waveshare.com/img/devkit/accBoard/High-Precision-AD-DA-Board/High-Precision-AD-DA-Board-1_93.jpg" alt="" /></span></p></div><div class="std"><div class="imgTextWrap"><div style="text-align: left;"><span style="font-size: medium;">２．RPiネジ（２個入り）&times;１</span></div><div><span style="font-size: medium;"><a href="https://www.waveshare.com/img/devkit/general/RPi-screws-pack-x2_L.jpg"><img src="https://www.waveshare.com/img/devkit/general/RPi-screws-pack-x2.jpg" alt="" /></a></span></div><div><span style="font-size: medium;">&nbsp;&nbsp;</span></div><div><span style="font-size: medium;">&nbsp;<strong style="font-size: medium;">■開発者向けリソース</strong></span></div></div></div><h2><span style="font-size: medium;"><strong style="font-size: 12px;">&nbsp;</strong><a style="font-size: 12px;" href="http://www.waveshare.com/wiki/High-Precision_AD/DA_Board" target="_blank">www.waveshare.com/wiki/High-Precision_AD/DA_Board</a></span></h2><p><span style="font-size: medium;">&nbsp;</span></p></p>]]></content:encoded>
                    <dc:subject>Waveshare</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>9000</dc:format>
                    <dc:date>2025-03-13T18:35:54+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1505">
                    <title>スピーカーセット　８Ω ５W</title>
                    <link>https://www.physical-computing.jp/product/1505</link>
                    <description>Speaker Set 8&amp;Omega;　５W&amp;nbsp;&amp;nbsp;■仕様Impedance: 8&amp;Omega;Power: 5WDimension: 100mm x 45mm&amp;nbsp;x&amp;nbs…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1505" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/WaveShare/8ohm-5w-speaker-1.jpg" width="250" border="0" alt="スピーカーセット　８Ω ５W" hspace="5" align="left"/></a><h2 style="text-align: left;"><span style="font-size: 20px;">Speaker Set 8&Omega;　５W</span><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span></h2><p><span style="font-family: verdana, geneva; font-size: medium; color: #ff0000;"><img src="https://www.physical-computing.jp/data/pclab/product/20180620_734185.jpg" alt="" width="524" height="342" /></span></p><p>&nbsp;</p><h2><span style="font-family: verdana, geneva; font-size: medium; color: #ff0000;"><span style="color: #000000;">■仕様</span></span></h2><ul><li><span style="font-family: verdana, geneva; font-size: medium;">Impedance: 8&Omega;</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">Power: 5W</span></li><li><span style="font-family: verdana, geneva; font-size: medium;">Dimension: 100mm x 45mm&nbsp;x&nbsp;21 mm</span></li></ul><pre><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;<img style="display: block; margin-left: auto; margin-right: auto;" src="https://admin21.ocnk.net/data/pclab/product/WaveShare/5inch_LCD_H/5inch-hdmi-lcd-h-10.jpg?1527835551" alt="" width="449" height="341" /><br /><br /></span></pre><p><span style="font-family: verdana, geneva; font-size: medium;">以下の製品と共にご利用頂けます。</span></p><p>&nbsp;</p><p class="detail_page_title"><a href="https://www.physical-computing.jp/product/1491"><span style="font-family: verdana, geneva; font-size: small;"><span class="goods_name">Raspberry Pi 用 5inch タッチスクリーンLCD(H) マルチメディア対応</span>&nbsp;<span class="model_number_info model_number"><span class="bracket">[</span><span class="model_number_value">TSI-PI020-050H</span><span class="bracket">]</span></span></span></a></p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>&nbsp;</strong></span></p><p>&nbsp;</p><h3><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></h3><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Waveshare</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>1280</dc:format>
                    <dc:date>2025-03-03T10:05:28+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1517">
                    <title>Pixy2.1 CMUcam5</title>
                    <link>https://www.physical-computing.jp/product/1517</link>
                    <description>Pixy2.1 CMUcam5メーカー品番：&amp;nbsp;00600-59655&amp;nbsp;【Ver 2.1への変更ポイント】&amp;nbsp;Pixy2.1はPixy 2.0と基本仕様は同じですが、一部機能…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1517" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20230807_5a9f03.jpg" width="250" border="0" alt="Pixy2.1 CMUcam5" hspace="5" align="left"/></a><h1 style="color: #333333; line-height: 1.1; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 20px; font-weight: bold; box-sizing: border-box;">Pixy2.1 CMUcam5</h1><h1 style="color: #333333; line-height: 1.1; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 20px; font-weight: bold; box-sizing: border-box;"><span style="text-align: center; color: #3e3a39; line-height: 1.5; font-family: 'ＭＳ Ｐゴシック', 'MS PGothic', 'Hiragino Kaku Gothic Pro', 'ヒラギノ角ゴ Pro W3', Osaka, sans-serif; font-size: 12px;">メーカー品番：&nbsp;</span><span style="font-size: 12px;">00600-59655</span></h1><p style="text-align: left; line-height: 16.79px; font-size: 12px;">&nbsp;</p><p style="text-align: left; line-height: 16.79px; font-size: 12px;"><span style="color: #ff0000; font-family: arial, helvetica, sans-serif; font-size: small;">【Ver 2.1への変更ポイント】</span></p><p style="text-align: left; line-height: 16.79px; font-size: 12px;">&nbsp;</p><pre><span style="font-family: arial, helvetica, sans-serif; font-size: small; color: #ff0000;">Pixy2.1はPixy 2.0と基本仕様は同じですが、一部機能が大きく進化しています。大きく進化したのが水平視野です。</span></pre><pre style="text-align: left; line-height: 16.79px; font-size: 12px;">&nbsp;</pre><pre><span style="font-family: arial, helvetica, sans-serif; font-size: small; color: #ff0000;">Pixy 2.0では60&deg;でしたが、Pixy 2.1は80&deg;まで撮影可能となりました。</span></pre><pre style="text-align: left; line-height: 16.79px; font-size: 12px;">&nbsp;</pre><pre><span style="font-family: arial, helvetica, sans-serif; font-size: small; color: #ff0000;">また、80&deg;の視野に対応できる新しいレンズは、色歪みやピクセルノイズが少なく、検出の精度が高いものとなっています。<br /></span></pre><p>&nbsp;</p><p style="text-align: left; line-height: 16.79px; font-size: 12px;">&nbsp;</p><p><span style="font-family: arial, helvetica, sans-serif; font-size: small;"><span><span>■商品説明</span></span></span></p><p>&nbsp;</p><pre><span style="font-family: arial, helvetica, sans-serif; font-size: small;"><span>Pixy2.1は元来のPixyよりも小さく、速く、より多くの機能を搭載しています。</span><br /><span><br />前バージョンと同様、Pixy2.1はボタンを押すだけで、指示した目標物を追跡できます。</span><br /><span><br />さらにPixy2.1には、ライン追従ロボットで使用する、ラインを検出し追跡する新アルゴリズムを備えています。</span><br /><span><br />この新アルゴリズムは、交差点や道路標識も検出できます。</span><br /><span><br />道路標識は、左折、右折、減速など、ロボットに何をすべきかを伝えることができます。</span><br /><span><br />そしてPixy2.1はこの動作全てを「毎秒60フレーム」で行いますので、あなたのロボットも高速で動くことができるのです。</span></span></pre><p style="color: #333333; line-height: 20px; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; margin-bottom: 10px; box-sizing: border-box;">&nbsp;</p><p style="color: #333333; line-height: 20px; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; margin-bottom: 10px; box-sizing: border-box;"><iframe src="https://pixycam.com/wp-content/uploads/2018/05/Pixy2-Video-Edit2-1.mp4" frameborder="0" width="584" height="315"></iframe> &nbsp;</p><pre id="tw-target-text" class="tw-data-text tw-ta tw-text-small" dir="ltr" data-placeholder="翻訳" data-fulltext=""><span lang="ja"><br /><span style="font-family: arial, helvetica, sans-serif; font-size: small;">Pixy2.1には、Arduinoに接続する専用ケーブルと、Raspberry Piに接続するUSBケーブルが付属していますので、<br /><br /></span></span><span style="font-size: small;"><span lang="ja"><span style="font-family: arial, helvetica, sans-serif;">すぐに始めることができます。でもArduinoやラズベリーパイをお持ちでなくても大丈夫。<br /><br /></span></span></span><span style="font-size: small;"><span lang="ja"><span style="font-family: arial, helvetica, sans-serif;">Pixy2.1は他の様々なインターフェース（SPI、I2C、UART、USB）とも簡単に接続可能です。</span></span></span></pre><pre class="tw-data-text tw-ta tw-text-small" dir="ltr" data-placeholder="翻訳" data-fulltext=""><span lang="ja"><br /><br /></span></pre><p><img src="https://pixycam.com/wp-content/uploads/2018/05/IMG_5269_result.jpg" alt="" width="584" /></p><p>&nbsp;</p><pre class="tw-data-text tw-ta tw-text-small" dir="ltr" data-placeholder="翻訳" data-fulltext=""><span style="font-family: arial, helvetica, sans-serif; font-size: small;"><span lang="ja"><br />以下の関連サイトから、ArduinoとRaspberry Piのソフトウェアライブラリを提供しています。 <br /><br />またPixy2.1は、</span><span lang="ja">必要な</span><span lang="ja">データのみを送信することで、プログラムを簡単にします。<br /></span><span lang="ja"><br />たとえば、Pixy2.1に</span><span lang="ja">「紫色のボール」と指示すると、紫色のボールに関するデータ（X-Y座標、サイズ、一意のID）のみを受信できます。</span></span></pre><pre id="tw-target-text" class="tw-data-text tw-ta tw-text-small" dir="ltr" data-placeholder="翻訳" data-fulltext=""><span style="font-family: arial, helvetica, sans-serif; font-size: medium;" lang="ja">&nbsp;<br /><br /></span></pre><p><img src="https://pixycam.com/wp-content/uploads/2018/05/Image-257.png" alt="" width="584" height="331" /></p><p>&nbsp;</p><p style="text-align: left; color: #333333; font-family: Arial, 'MS Sans Serif', Geneva, sans-serif; margin-bottom: 10px;"><span style="font-size: 14px;"><span style="line-height: 16.79px;"> ■関連サイト</span></span></p><p style="text-align: left; color: #333333; font-family: Arial, 'MS Sans Serif', Geneva, sans-serif; margin-bottom: 10px;"><span style="font-size: 14px;"><span style="line-height: 16.79px;"><strong>　<a href="https://pixycam.com/pixy2/" target="_blank">Charmed Labs商品ページ</a></strong><br /><strong> 　<a href="https://docs.pixycam.com/wiki/doku.php?id=wiki:v2:start" target="_blank">Wiki - CMUcam5 Pixy2</a></strong><strong><a href="https://www.kickstarter.com/projects/254449872/pixy-cmucam5-a-fast-easy-to-use-vision-sensor" target="_blank"><br /></a></strong></span></span><strong><span style="font-size: 14px;"><span style="line-height: 16.79px;">　<a href="https://forum.pixycam.com/" target="_blank">ユーザーフォーラム</a><br /></span></span><span style="font-size: 14px;"><span style="line-height: 16.79px;">　<a href="https://www.youtube.com/channel/UCZWJf3quTMb-lxg2rn-g6DA" target="_blank">What you can make with Pixy2(Pixy2を使って作った作品のYou tube動画集)</a></span></span></strong></p><p style="text-align: left; color: #333333; font-family: Arial, 'MS Sans Serif', Geneva, sans-serif; margin-bottom: 10px;">&nbsp;</p><p style="text-align: left; color: #333333; font-family: Arial, 'MS Sans Serif', Geneva, sans-serif; margin-bottom: 10px;">■説明書<br />本商品には解説書等は付属しません。</p><p style="text-align: left; color: #333333; font-family: Arial, 'MS Sans Serif', Geneva, sans-serif; margin-bottom: 10px;"><span style="font-size: 14px;"><span style="line-height: 16.79px;"> <br /> ■注意</span><br />本商品には、<strong><a href="https://www.physical-computing.jp/product/621" target="_blank">Pixy Pan/Tilt kit for Pixy</a>2は含まれません。</strong>同時購入頂くと大変便利です。</span></p></p>]]></content:encoded>
                    <dc:subject>Charmed Labs</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>12800</dc:format>
                    <dc:date>2025-02-19T17:19:14+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/458">
                    <title>Arduino Uno</title>
                    <link>https://www.physical-computing.jp/product/458</link>
                    <description>&amp;nbsp;Arduinoボードで最もポピュラーなArduino Unoの最新版Rev3(Revision 3)の純正品です。Arduino Unoのピン配置とコードは、Duemilanove, Di…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/458" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20160629_e3fe7c.jpg" width="250" border="0" alt="Arduino Uno" hspace="5" align="left"/></a><p><span style="font-family: verdana, geneva; font-size: small; color: #ff6600;">&nbsp;</span></p><p>Arduinoボードで最もポピュラーなArduino Unoの最新版Rev3(Revision 3)の純正品です。</p><p><br />Arduino Unoのピン配置とコードは、Duemilanove, Diecimilla、その他Arduinoと互換なので、既存のシールド、コードやライブラリも使えます。<br /> <br /> &nbsp;</p><center>表．Arduino Mega2560 Rev3とArduino UNO Rev3の比較</center><p>&nbsp;</p><table style="width: 465px; height: 85px;" border="1" cellspacing="1" cellpadding="2" align="center"><tbody><tr><td>&nbsp;</td><td><p align="center"><span style="font-size: small;"><strong>Arduino Uno R3</strong><br /> （当製品）</span></p></td><td><p align="center"><span style="font-size: small;"><span style="font-size: small;">Arduino Mega2560 R3</span></span></p></td></tr><tr><td><span style="color: #202020; font-size: small;">Microcontroller<br /> (Atmel AVR)</span></td><td><span style="color: #202020; font-size: small;">ATmega328</span></td><td><span style="color: #202020; font-size: small;">ATmega2560</span></td></tr><tr><td><span style="font-size: small;">動作電圧</span></td><td>&nbsp;</td></tr></tbody></table></p>]]></content:encoded>
                    <dc:subject>Arduino（BCMI）</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>5280</dc:format>
                    <dc:date>2025-02-19T16:31:27+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2208">
                    <title>Unitree 4D LiDar L1（PM/RM）</title>
                    <link>https://www.physical-computing.jp/product/2208</link>
                    <description>&amp;nbsp;&amp;nbsp;Unitree 4D LiDAR L1 は、360&amp;deg;で半天球検知が可能な、Unitree社が独自開発したLiDARです。全方位の超広角スキャン機能、最小の死角エリア、安…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2208" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20231013_baa6e5.jpg" width="250" border="0" alt="Unitree 4D LiDar L1（PM/RM）" hspace="5" align="left"/></a><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20231013_004102.jpg" alt="" width="803" height="286" /></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">Unitree 4D LiDAR L1 は、360&deg;で半天球検知が可能な、Unitree社が独自開発したLiDARです。<br />全方位の超広角スキャン機能、最小の死角エリア、安定した動作を備えており、近接の低い障害物や、段差および穴などを検知できます。</span></p><pre>&nbsp;</pre><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><pre>&nbsp;</pre><h2><span style="font-family: verdana, geneva; font-size: large;"><span class="ui-provider a b c d e f g h i j k l m n o p q r s t u v w x y z ab ac ae af ag ah ai aj ak" dir="ltr">360&deg;半天球範囲をすべて検知可能とした業界初の低価格3D LiDAR</span></span></h2><pre>&nbsp;</pre><p><span style="font-family: verdana, geneva; font-size: medium;">4D LiDAR L1は、Unitree社が独自開発した最新技術を用いて360&deg;&times;90&deg;の全方位・超広角スキャンを可能にした、新型のLiDARです。<br />死角が非常に小さく、0.05mから検出が可能となっているため、あらゆる地形を認識することが出来ます。<br />そして、高精度で高密度の点群データを得ることができ、画像レベルでのスキャン効果を実現します。</span></p><pre>&nbsp;</pre><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: large;"><img src="https://www.physical-computing.jp/data/pclab/product/20231013_91e1dc.jpg" alt="" /></span></p><p>&nbsp;<img src="https://techshare.co.jp/wp-content/uploads/2024/01/351c6a78387fff0606b0b78ca11321ab.png" alt="" /></p><p>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20231013_5122d6.jpg" alt="" /></p><pre><strong><span style="font-family: verdana, geneva; font-size: x-large;">&nbsp;<br /><br /></span></strong></pre><pre><strong><span style="font-family: verdana, geneva; font-size: x-large;">非反復静的スキャン<br /></span></strong></pre><pre><span style="font-size: large;"><span style="font-family: verdana, geneva;">L1は、三次元の位置構造を迅速かつ正確に取得することができるため、移動ロボットの位置決めと自律的なナビゲーションを容易にします。</span></span></pre><p><span style="font-family: verdana, geneva; font-size: large;">&nbsp;L1を使用して、SLAMを実行した例を弊社FAQサイトで公開しております。&rarr;<a href="https://techshare.co.jp/faq/unitree/unitree_lidar_slam.html" rel="noopener" target="_blank">リンク</a></span></p><p>&nbsp;<img src="https://techshare.co.jp/wp-content/uploads/2024/01/Screenshot-from-2023-07-21-11-04-27-300x158-1.png" alt="" /></p><p>&nbsp;</p><pre><strong><span style="font-size: x-large;"><span style="font-family: verdana, geneva;">近距離ダイナミック・スキャン<br /><br /></span></span></strong></pre><pre><span style="font-size: large;"><span style="font-family: verdana, geneva;">L1は超低ブラインドエリア、最小検出距離は0.05mと低く、接近検出と認識が容易です。</span></span></pre><p>&nbsp;</p><p><img src="https://www.physical-computing.jp/data/pclab/product/20231013_279f4e.jpg" alt="" /></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><pre><span style="font-family: verdana, geneva;"><strong><span style="font-size: x-large;">製品スペック<br /><br /><img src="data:image/png;base64,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" alt="" /><br /><br /><br /><br /></span></strong></span></pre><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Unitree</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>0</dc:format>
                    <dc:date>2025-02-06T15:07:24+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2017">
                    <title>5.65inch ACeP 7-Color E-Paper E-Ink Display Module, 600×448 Pixels</title>
                    <link>https://www.physical-computing.jp/product/2017</link>
                    <description>5.65インチ ACeP 7色 電子ペーパー 電子インク ディスプレイモジュール（600&amp;times;448 ピクセル）&amp;nbsp;商品概要5.65インチ7色電子ペーパーモジュールです。 低消費電力、…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2017" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20200720_b1ede0.jpg" width="250" border="0" alt="5.65inch ACeP 7-Color E-Paper E-Ink Display Module, 600×448 Pixels" hspace="5" align="left"/></a><div class="overviewSec subHead"><h1><span style="font-size: x-large; font-family: verdana, geneva;">5.65インチ ACeP 7色 電子ペーパー 電子インク ディスプレイモジュール（600&times;448 ピクセル）</span></h1><p><span style="font-size: x-large; font-family: verdana, geneva;">&nbsp;</span></p><p><span style="font-size: medium; font-family: verdana, geneva;"><strong>商品概要</strong></span></p><p><span style="font-size: medium; font-family: verdana, geneva;">5.65インチ7色電子ペーパーモジュールです。</span><br /><span style="font-size: medium; font-family: verdana, geneva;"> 低消費電力、広視野角、電気を使わずに紙のような表示が可能。</span></p><p><span style="font-size: medium; font-family: verdana, geneva;">値札、棚ラベル、産業機器等に最適です。</span></p><div><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;<img src="https://www.waveshare.com/img/devkit/LCD/5.65inch-e-Paper-Module-F/5.65inch-e-Paper-Module-F-details-1.jpg" alt="" /></span><div class="sep0px"><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span></div></div><div><div class="richTitle"><strong><span style="font-size: large; font-family: verdana, geneva;">主な機能</span></strong></div><div class="bgGrey alignl subBlock mgnTB"><ul><li><span style="font-size: medium; font-family: verdana, geneva;">進化した電子ペーパー技術（Advanced Color ePaper（ACeP）テクノロジー）により、7色ディスプレイをサポート</span></li><li><span style="font-size: medium; font-family: verdana, geneva;"> バックライトなし、電源切断後も最後のコンテンツを長時間表示継続</span></li><li><span style="font-size: medium; font-family: verdana, geneva;"> 超低消費電力、基本的に電源はリフレッシュ時のみ必要</span></li><li><span style="font-size: medium; font-family: verdana, geneva;"> Raspberry Pi/Jetson Nano/Arduino/STM32などのコントローラーボードと接続可能なSPIインターフェイス</span></li><li><span style="font-size: medium; font-family: verdana, geneva;"> 3.3V/5V MCUと互換性のある電圧変換器搭載</span></li><li><span style="font-size: medium; font-family: verdana, geneva;"> 開発リソースとマニュアル（Raspberry Pi/Jetson Nano/Arduino/STM32のサンプル）付属</span></li></ul></div></div><div><div class="richTitle">&nbsp;</div><div class="richTitle"><strong><span style="font-size: large; font-family: verdana, geneva;">仕様</span></strong></div><table class="tabSty-2 mgnTB" border="1"><tbody><tr><th><span style="font-size: medium; font-family: verdana, geneva;">動作電圧</span></th><td><span style="font-size: medium; font-family: verdana, geneva;">3.3V/5V</span></td><th><span style="font-size: medium; font-family: verdana, geneva;">表示色</span></th><td><span style="font-size: medium; font-family: verdana, geneva;">ACeP 7色</span></td></tr><tr><th><span style="font-size: medium; font-family: verdana, geneva;">インターフェース</span></th><td><span style="font-size: medium; font-family: verdana, geneva;">3線式SPI, 4線式SPI</span></td><th><span style="font-size: medium; font-family: verdana, geneva;">グレースケール</span></th><td><span style="font-size: medium; font-family: verdana, geneva;">2</span></td></tr><tr><th><span style="font-size: medium; font-family: verdana, geneva;">外形寸法</span></th><td><span style="font-size: medium; font-family: verdana, geneva;">138.5 &times; 100.5mm</span></td><th><span style="font-size: medium; font-family: verdana, geneva;">リフレッシュ所要時間</span></th><td><span style="font-size: medium; font-family: verdana, geneva;">15s</span></td></tr><tr><th><span style="font-size: medium; font-family: verdana, geneva;">ディスプレイサイズ</span></th><td><span style="font-size: medium; font-family: verdana, geneva;">114.9 &times; 85.8mm</span></td><th><span style="font-size: medium; font-family: verdana, geneva;">リフレッシュパワー</span></th><td><span style="font-size: medium; font-family: verdana, geneva;">50mW (標準)</span></td></tr><tr><th><span style="font-size: medium; font-family: verdana, geneva;">ドットピッチ</span></th><td><span style="font-size: medium; font-family: verdana, geneva;">0.1915 &times; 0.1915mm</span></td><th><span style="font-size: medium; font-family: verdana, geneva;">スタンバイ電流</span></th><td><span style="font-size: medium; font-family: verdana, geneva;">&lt;0.01uA (ほとんどなし)</span></td></tr><tr><th><span style="font-size: medium; font-family: verdana, geneva;">解像度</span></th><td><span style="font-size: medium; font-family: verdana, geneva;">600 &times; 448 pixels</span></td><th><span style="font-size: medium; font-family: verdana, geneva;">ピクセル表示角度</span></th><td><span style="font-size: medium; font-family: verdana, geneva;">&gt;170&deg;</span></td></tr></tbody></table></div><div><div class="richTitle">&nbsp;</div><div class="richTitle"><p><strong><span style="font-size: large; font-family: verdana, geneva;">電子インクのメリット</span></strong><br /><span style="font-size: medium; font-family: verdana, geneva;"> 電子ペーパーディスプレイは、表示にマイクロカプセル電気泳動技術を利用します。その原理は、透明な流体に懸濁された荷電粒子は、電界が加えられるとマイクロカプセルの側面に移動し、従来の印刷された紙と同じように、周囲の光を反射することによってマイクロカプセルを可視にする、というものです。</span><br /><span style="font-size: medium; font-family: verdana, geneva;"> 電子ペーパーディスプレイは、ランプライトまたは自然光の下で画像/テキストをはっきりと表示し、バックライトを必要とせず、ほぼ180度の視野角を備えています。 その紙のような特徴のため、通常は電子書籍リーダーとして使用されます。</span></p><span style="font-size: medium; font-family: verdana, geneva;"><img src="https://www.waveshare.com/img/devkit/LCD/common/epaper-advantage.jpg" alt="" /></span></div></div><div><div class="richTitle"><p>&nbsp;</p><p><strong><span style="font-size: large; font-family: verdana, geneva;">SPI制御インターフェース</span></strong><br /><span style="font-size: medium; font-family: verdana, geneva;"> Raspberry Pi/Jetson Nano/Arduino/STM32などのコントロールボードをサポートします。</span></p></div><span style="font-size: medium; font-family: verdana, geneva;"><img src="https://www.waveshare.com/img/devkit/LCD/5.65inch-e-Paper-Module-F/5.65inch-e-Paper-Module-F-details-3.jpg" alt="" /></span><table class="tabSty-1 tabSty-noheader subBlock" border="1"><tbody><tr><td><span style="font-size: medium; font-family: verdana, geneva;">VCC</span></td><td><span style="font-size: medium; font-family: verdana, geneva;">3.3V/5V</span></td></tr><tr><td><span style="font-size: medium; font-family: verdana, geneva;">GND</span></td><td><span style="font-size: medium; font-family: verdana, geneva;">グラウンド</span></td></tr><tr><td><span style="font-size: medium; font-family: verdana, geneva;">DIN</span></td><td><span style="font-size: medium; font-family: verdana, geneva;">SPI MOSI&nbsp;ピン</span></td></tr><tr><td><span style="font-size: medium; font-family: verdana, geneva;">CLK</span></td><td><span style="font-size: medium; font-family: verdana, geneva;">SPI SCK&nbsp;ピン</span></td></tr><tr><td><span style="font-size: medium; font-family: verdana, geneva;">CS</span></td><td><span style="font-size: medium; font-family: verdana, geneva;">SPI&nbsp;チップ選択、低アクティブ</span></td></tr><tr><td><span style="font-size: medium; font-family: verdana, geneva;">DC</span></td><td><span style="font-size: medium; font-family: verdana, geneva;">データ/コマンド選択（データの場合は高、コマンドの場合は低）</span></td></tr><tr><td><span style="font-size: medium; font-family: verdana, geneva;">RST</span></td><td><span style="font-size: medium; font-family: verdana, geneva;">外部リセット、低アクティブ</span></td></tr><tr><td><span style="font-size: medium; font-family: verdana, geneva;">BUSY</span></td><td><span style="font-size: medium; font-family: verdana, geneva;">ビジー状態出力</span></td></tr></tbody></table><p>&nbsp;</p></div><div><div class="richTitle"><p><strong><span style="font-size: large; font-family: verdana, geneva;">複数の電圧レベルをサポート</span></strong><br /><span style="font-size: medium; font-family: verdana, geneva;"> 3.3V/5V MCUと互換性のある電圧変換器搭載</span></p></div><span style="font-size: medium; font-family: verdana, geneva;"><img src="https://www.waveshare.com/img/devkit/LCD/5.65inch-e-Paper-Module-F/5.65inch-e-Paper-Module-F-details-5.jpg" alt="" /></span></div><div><div class="richTitle"><strong><span style="font-size: large; font-family: verdana, geneva;">実用例</span></strong></div><p class="richDesc"><span style="font-size: medium; font-family: verdana, geneva;">価格タグ、資産/機器タグ、棚ラベル、会議などの名札タグなどに適しています</span></p><span style="font-size: medium; font-family: verdana, geneva;"><img src="https://www.waveshare.com/img/devkit/LCD/common/epaper-app.jpg" alt="" /></span></div><div><div class="richTitle"><br /><div class="tlid-input input"><div class="source-wrap"><div class="input-full-height-wrapper tlid-input-full-height-wrapper"><div class="source-input"><div class="source-footer-wrap source-or-target-footer"><div class="character-count tlid-character-count"><div class="cc-ctr normal"><strong><span class="tlid-translation translation" style="font-size: large; font-family: verdana, geneva;" lang="ja"><span title="">外形寸法</span></span></strong></div></div></div></div></div></div></div></div><span style="font-size: medium; font-family: verdana, geneva;"><img src="https://www.waveshare.com/img/devkit/LCD/5.65inch-e-Paper-Module-F/5.65inch-e-Paper-Module-F-details-size.jpg" alt="" /></span></div><p><span style="font-size: medium; font-family: verdana, geneva; color: #ff0000;">&nbsp;</span></p><p>&nbsp;</p><div><span style="font-size: medium; font-family: verdana, geneva;">&nbsp;</span></div></div></p>]]></content:encoded>
                    <dc:subject>Waveshare</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>14980</dc:format>
                    <dc:date>2025-02-03T13:35:08+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1092">
                    <title>BeagleBone Green カスタムボードサービス　1000個〜</title>
                    <link>https://www.physical-computing.jp/product/1092</link>
                    <description></description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1092" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20160901_45d88f.JPG" width="250" border="0" alt="BeagleBone Green カスタムボードサービス　1000個〜" hspace="5" align="left"/></a><p><img src="https://pclab.ocnk.net/admin/res/new/tiny_mce/plugins/emotions/img/regular_smile.gif" alt="" border="0" /></p></p>]]></content:encoded>
                    <dc:subject>Circuitco</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format></dc:format>
                    <dc:date>2025-01-31T10:04:19+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1091">
                    <title>BeagleBone Blackカスタムボードサービス　1000個〜</title>
                    <link>https://www.physical-computing.jp/product/1091</link>
                    <description></description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1091" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20160831_1f5191.JPG" width="250" border="0" alt="BeagleBone Blackカスタムボードサービス　1000個〜" hspace="5" align="left"/></a><p><img src="https://pclab.ocnk.net/admin/res/new/tiny_mce/plugins/emotions/img/regular_smile.gif" alt="" border="0" /></p></p>]]></content:encoded>
                    <dc:subject>Circuitco</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format></dc:format>
                    <dc:date>2025-01-31T10:04:19+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2113">
                    <title>DOBOT User Conference 2020 開催報告 </title>
                    <link>https://www.physical-computing.jp/product/2113</link>
                    <description>&amp;nbsp;&amp;nbsp;当社は、２０２０年１２月２１日（月)に、秋葉原UDXにてDOBOT User Conference 2020を開催させていただきました。Physical Computing W…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2113" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20210215_729df6.png" width="250" border="0" alt="DOBOT User Conference 2020 開催報告 " hspace="5" align="left"/></a><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium;">当社は、２０２０年１２月２１日（月)に、秋葉原UDXにてDOBOT User Conference 2020を開催させていただきました。</span></p><p><span style="font-size: medium;">Physical Computing Week 2020は、コロナ禍の環境を考慮し、従来と比較すると講演会部分やソリューション展示の内容を大幅に規模を縮小し、Zoomによるオンラインでの参加可能なライブとオンラインのハイブリッド型のUser Conferenceイベントとして開催させていただきました。</span></p><p><span style="font-size: medium;">オンラインでは、ロボットの実機デモンストレーション中継を取り入れ、ライブ会場と同様の内容を実現しました。</span></p><p><span style="font-size: medium;">また、Physical Computing Week 2020では、「ロボットのダウンサイジングが切り開く未来」と題して、ロボティックス関連の製品やソリューションに特化したConferenceを開催しました。</span></p><p><span style="font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p>&nbsp;</p><h3><span style="font-size: medium;"><strong>12月21日（月）</strong><strong>DOBOT User Conference 2020</strong></span></h3><p>&nbsp;</p><p><span style="font-size: medium;"><img class="alignnone wp-image-16372 size-large" src="https://techshare.co.jp/wp-content/uploads/2020/12/IMG_6566_-1-1024x683.jpg" alt="" width="554" height="369" /></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium;">　　　　　<strong>　　－新たなマーケットへ広がるDOBOT最新ロボットアーム－</strong></span></p><p>&nbsp;</p><p><span style="font-size: medium;">　　主催：TechShare株式会社、DOBOT社（Shenzhen Yuejing Technology）</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium;">＜イベント内容の詳細＞</span></p><p><span style="font-size: medium;">1.　DOBOT Introduction－広がるDOBOT製品ラインと拡大する適用範囲</span></p><p><span style="font-size: medium;">　　　　　　　　TechShare株式会社　代表取締役 重光 貴明</span></p><p><span style="font-size: medium;">2.　DOBOT社の2021年の新製品　</span></p><p><span style="font-size: medium;">&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;DOBOT社　　</span></p><p><span style="font-size: medium;">3.　DOBOT Magicianからの上位機種へのアップグレード</span></p><p><span style="font-size: medium;">　　　　　　　　TechShare株式会社</span></p><p><span style="font-size: medium;">4.　協働ロボット DOBOT CR5とシリーズ製品</span></p><p><span style="font-size: medium;">　　　　　　　　TechShare株式会社　　</span></p><p><span style="font-size: medium;">5.　革新的な協働ロボット向けエンドアームツールOneSystemのご紹介</span></p><p><span style="font-size: medium;">　　　　　　　　OnRobot Japan株式会社 Country Sales Manger　鈴木 孝 　</span></p><p><span style="font-size: medium;">6.　DOBOT Magicianによるシール貼り機のご紹介　</span></p><p><span style="font-size: medium;">　　　　　　　　株式会社T-ROBO 代表取締役社長 林 弘幸</span></p><p><span style="font-size: medium;">7.　DOBOT Magician用ロボットビジョンへのFPD Link採用</span></p><p><span style="font-size: medium;">　　　　　　　　TechShare株式会社　　　　</span></p><p><span style="font-size: medium;">8.　AIを用いたロボットビジョンシステム</span></p><p><span style="font-size: medium;">　　　　　　　　株式会社VRAIN Solution 開発責任者 荻本 成基</span></p><h3><span style="font-size: medium;">&nbsp;</span></h3><p>&nbsp;</p><p><span style="font-size: medium;">&nbsp;</span></p><h3><strong><span style="font-size: medium;">実機デモンストレーションの様子</span></strong></h3><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;"><img class="wp-image-12033 alignnone" src="https://techshare.co.jp/wp-content/uploads/2020/12/IMG_6449-1024x683.jpg" alt="" width="437" height="291" /></span></p><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;"><img class="wp-image-16229 alignnone" src="https://techshare.co.jp/wp-content/uploads/2021/02/IMG_6458-450x300.jpg" alt="" width="440" height="293" /></span></p><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;"><img class="alignnone size-medium wp-image-16234" src="https://techshare.co.jp/wp-content/uploads/2021/02/IMG_6457-450x300.jpg" alt="" width="450" height="300" /></span></p><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;"><img class="alignnone size-medium wp-image-16236" src="https://techshare.co.jp/wp-content/uploads/2021/02/IMG_6535-450x300.jpg" alt="" width="450" height="300" /></span></p><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;"><img class="alignnone size-medium wp-image-16237" src="https://techshare.co.jp/wp-content/uploads/2021/02/IMG_6518-450x300.jpg" alt="" width="450" height="300" /></span></p><p><span style="font-size: medium;">&nbsp;</span></p><p><span style="font-size: medium;"><img class="alignnone size-medium wp-image-16238" src="https://techshare.co.jp/wp-content/uploads/2021/02/IMG_6519-450x300.jpg" alt="" width="450" height="300" /></span></p><p><span style="font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p>&nbsp;</p><h3><span style="font-size: medium;">&nbsp;</span></h3><h3><strong><span style="font-size: medium;">実機デモンストレーション動画</span></strong></h3><p>&nbsp;</p><p><span style="font-size: medium;">&nbsp;</span><iframe src="https://www.youtube.com/embed/LRP6OxUKid0" frameborder="0" width="560" height="315"></iframe></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium;">&lt;DOBOT製品サイト＞</span><br /><span style="font-size: medium;"> 　　<a href="https://techshare.co.jp/product/dobot/">https://techshare.co.jp/product/dobot/</a></span></p><p>&nbsp;</p><p><span style="font-size: medium;">＜DOBOT社公式サイト＞</span><br /><span style="font-size: medium;"> 　　<a href="https://www.dobot.cc/">https://www.dobot.cc/</a></span><br /><span style="font-size: medium;"> 　　</span></p><p><span style="font-size: medium;">＜お問合せ先＞</span></p><p><span style="font-size: medium;">　　TechShare株式会社</span><br /><span style="font-size: medium;"> 　　Physical Computing事業部</span><br /><span style="font-size: medium;"> 　　PCW2020事務局</span><br /><span style="font-size: medium;"> 　　TEL 03-5683-7293</span><br /><span style="font-size: medium;"> 　　Email:pcw@techshare.co.jp</span></p><p><span style="font-size: medium;">&nbsp;</span></p></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format></dc:format>
                    <dc:date>2025-01-31T10:03:57+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/2015">
                    <title>AI Teaching Kit</title>
                    <link>https://www.physical-computing.jp/product/2015</link>
                    <description>本製品の情報は、ロボット専用ショップ TechShare Storeのページに移転しました。下記のリンクからTechShare Storeの商品情報にアクセスできますので、ご確認ください。AI Tea…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/2015" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20200619_172cbe.jpg" width="250" border="0" alt="AI Teaching Kit" hspace="5" align="left"/></a><div id="content" class="site-content"><div class="col-full site-content-col-full"><div id="primary" class="content-area full-width-content-area"><div id="post-8826" class="post-8826 page type-page status-publish hentry"><div class="entry-content"><div class="position-relative overview-cr6-5-1"><div class="container"><div class="row"><div class="col-md-6 banner-set-style-1"><h2 class="banner-set-h2-1"><span style="font-size: large;">本製品の情報は、ロボット専用ショップ TechShare Storeのページに移転しました。</span></h2><h2 class="banner-set-h2-1"><span style="font-size: large;">下記のリンクからTechShare Storeの商品情報にアクセスできますので、ご確認ください。</span></h2><h2 class="banner-set-h2-1"><span style="font-size: large; color: #00ccff;"><a href="https://www.techshare-store.jp/product/18"><span style="color: #00ccff;">AI Teaching kit - TechShare Store (techshare-store.jp)</span></a></span></h2><h2 class="banner-set-h2-1"><span style="font-size: large;">尚、本ページは、2021年12月末までに削除される予定です。</span></h2></div></div></div></div></div></div></div></div></div></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>13800</dc:format>
                    <dc:date>2025-01-31T10:03:57+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1843">
                    <title>WRC 2019用アクセサリーアップグレードキット(高校生用グループ)</title>
                    <link>https://www.physical-computing.jp/product/1843</link>
                    <description>&amp;nbsp;WRC 2019用アクセサリーアップグレードキット(高校生用グループ)&amp;nbsp;本商品は、WRC2019 高校生用キットです。&amp;nbsp;&amp;nbsp;&amp;nbsp;【内容物】&amp;nbsp;■…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1843" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20190930_144689.PNG" width="250" border="0" alt="WRC 2019用アクセサリーアップグレードキット(高校生用グループ)" hspace="5" align="left"/></a><p>&nbsp;</p><p><strong><span style="font-size: medium; font-family: verdana, geneva;">WRC 2019用アクセサリーアップグレードキット(高校生用グループ)</span></strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">本商品は、WRC2019 高校生用キットです。</span></p><p>&nbsp;</p><p style="text-align: left;">&nbsp;<strong><span style="font-family: verdana, geneva; font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20190930_d8ef2c.PNG" alt="" width="299" height="298" /></span></strong></p><p>&nbsp;</p><p><span style="font-size: medium;"><strong><span style="font-family: verdana, geneva;">【内容物】</span></strong></span></p><p>&nbsp;</p><p><span style="font-size: small; font-family: verdana, geneva;">■ ロボットアーム Arduino コントロールボックス (XBeeモジュール) &times; 2</span></p><p><span style="font-size: small; font-family: verdana, geneva;">■ 競技サイト用パッケージ 3</span><span style="font-size: small; font-family: verdana, geneva;">( マップ &times; 1、フェンス &times; 3、高電子センサーブラケット &times; 1、</span><span style="font-size: small; font-family: verdana, geneva;">バッテリーパック &times; 1、デュポンワイヤー &times; 3) &times; 1</span></p><p><span style="font-size: small; font-family: verdana, geneva;">■ センサー（高電子センサー &times; 1）</span></p><p><span style="font-size: small; font-family: verdana, geneva;">■ AI-Starter（転倒ます形モジュール &times; 1、XBeeモジュール &times; 1）&times; 1</span></p><p><span style="font-family: verdana, geneva; font-size: small;">■ XBeeアダプタ用ミニUSBケーブル &times; 1</span></p><p><span style="font-family: verdana, geneva; font-size: small;">■ XBeeアダプタ &times; 1</span></p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>80000</dc:format>
                    <dc:date>2025-01-31T10:03:57+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1842">
                    <title>WRC 2019用アクセサリーアップグレードキット(高専・大学生用グループ)</title>
                    <link>https://www.physical-computing.jp/product/1842</link>
                    <description>WRC 2019用アクセサリーアップグレードキット(高専・大学生用グループ)&amp;nbsp;本商品は、WRC2019 高専・大学生用キットです。&amp;nbsp;&amp;nbsp;&amp;nbsp;【内容物】&amp;nbsp;■…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1842" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20190930_6f896f.PNG" width="250" border="0" alt="WRC 2019用アクセサリーアップグレードキット(高専・大学生用グループ)" hspace="5" align="left"/></a><p><strong><span style="font-size: medium; font-family: verdana, geneva;">WRC 2019用アクセサリーアップグレードキット(高専・大学生用グループ)</span></strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">本商品は、WRC2019 高専・大学生用キットです。</span></p><p>&nbsp;</p><p style="text-align: left;">&nbsp;<strong><span style="font-family: verdana, geneva; font-size: medium;"><img src="https://www.physical-computing.jp/data/pclab/product/20190930_9b1ebe.png" alt="" width="263" height="263" /></span></strong></p><p>&nbsp;</p><p><span style="font-size: medium;"><strong><span style="font-family: verdana, geneva;">【内容物】</span></strong></span></p><p>&nbsp;</p><p><span style="font-size: small; font-family: verdana, geneva;">■ ロボットアーム Arduino コントロールボックス (XBeeモジュール &times; 1) &times; 2</span></p><p><span style="font-size: small; font-family: verdana, geneva;">■ 競技サイト用パッケージ&nbsp;4</span><span style="font-size: small; font-family: verdana, geneva;">( マップ &times; 1、フェンス &times; 3、高電子センサーブラケット &times; 1、障害物 &times; 1、</span><span style="font-size: small; font-family: verdana, geneva;">ブロックパッケージ &times; 1、</span><span style="font-size: small; font-family: verdana, geneva;">バッテリーパック &times; 2、デュポンワイヤー &times; 3) &times; 1</span></p><p><span style="font-size: small; font-family: verdana, geneva;">■ Pixy2 ビジョンキット（カメラモジュール付き &times; 1）&times; 1</span></p><p><span style="font-size: small; font-family: verdana, geneva;">■ センサー（高電子センサー &times; 1）</span></p><p><span style="font-size: small; font-family: verdana, geneva;">■ AI-Starter（転倒ます形モジュール &times; 1、XBeeモジュール &times; 1）&times; 2</span></p><p><span style="font-family: verdana, geneva; font-size: small;">■ XBeeアダプタ用ミニUSBケーブル &times; 1</span></p><p><span style="font-family: verdana, geneva; font-size: small;">■ XBeeアダプタ &times; 1</span></p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>160000</dc:format>
                    <dc:date>2025-01-31T10:03:57+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1832">
                    <title>WRC 2019用DOBOT Magicianベースキット</title>
                    <link>https://www.physical-computing.jp/product/1832</link>
                    <description>&amp;nbsp;WRC 2019用DOBOT Magicianベースセット&amp;nbsp;本セットは、WRC日本大会の参加チーム用の、競技に利用する必要な機材をパックした特別割引のセットです。参加1チームあた…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1832" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20190904_3de870.png" width="250" border="0" alt="WRC 2019用DOBOT Magicianベースキット" hspace="5" align="left"/></a><h2><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;WRC 2019用DOBOT Magicianベースセット</span></h2><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">本セットは、</span><span style="font-family: verdana, geneva; font-size: medium;">WRC日本大会の参加チーム用の、競技に利用する必要な機材をパックした特別割引のセットです。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">参加</span><span style="font-family: verdana, geneva; font-size: medium;">1チームあたり2セットまで、<span style="color: #ff0000;">20％OFF</span>の本特別キットを購入することができます。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">□&nbsp; <strong>ベースセットの内容物</strong><strong>(定価￥336,000-)</strong></span></p><p>&nbsp;</p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">□&nbsp; DOBOT Magician(￥139,000-) ｘ 2台</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">□&nbsp; コンベアベルトキット(￥58,000-)　ｘ　1台</span></p><p style="padding-left: 30px;">&nbsp;</p><p>&nbsp;</p><p>　　　　　　&nbsp;<img style="font-family: verdana, geneva; font-size: medium;" src="https://www.physical-computing.jp/data/pclab/product/20190301_370636.jpg" alt="" width="435" height="223" /></p><p>&nbsp;</p><p><span style="color: #ff0000; font-family: verdana, geneva; font-size: medium;">※1.本キットは、WRC参加チーム向けの特別価格のキットです。購入条件は、WRC日本大会への参加申込が購入条件となります。</span></p><p><span style="color: #ff0000; font-family: verdana, geneva; font-size: medium;">※2.大学生クラスの参加者は、下記のWRC用カメラ＆Arduinoキットも必要となりますのでご注意ください。</span></p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>268800</dc:format>
                    <dc:date>2025-01-31T10:03:57+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1729">
                    <title>WRC 2018用競技フィールド（大学・高専クラス用）</title>
                    <link>https://www.physical-computing.jp/product/1729</link>
                    <description>WRC用競技フィールド（高校生クラス用）&amp;nbsp;本製品は、WRC日本大会で利用する競技会の練習用フィールドです。&amp;nbsp;サイズ：140cmx60cm材質　：ターボリン&amp;nbsp;&amp;nbsp;&amp;…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1729" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20190308_b3cded.jpg" width="250" border="0" alt="WRC 2018用競技フィールド（大学・高専クラス用）" hspace="5" align="left"/></a><h2><span style="font-family: verdana, geneva; font-size: large;">WRC用競技フィールド（高校生クラス用）</span></h2><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">本製品は、WRC日本大会で利用する競技会の練習用フィールドです。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">サイズ：140cmx60cm</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">材質　：ターボリン</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>9800</dc:format>
                    <dc:date>2025-01-31T10:03:57+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1728">
                    <title>WRC 2018用競技フィールド（高校生クラス用）</title>
                    <link>https://www.physical-computing.jp/product/1728</link>
                    <description>WRC用競技フィールド（高校生クラス用）&amp;nbsp;本製品は、WRC日本大会で利用する競技会の練習用フィールドです。&amp;nbsp;サイズ：140cmx60cm材質　：ターボリン&amp;nbsp;&amp;nbsp;&amp;…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1728" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20190308_4df5fc.jpg" width="250" border="0" alt="WRC 2018用競技フィールド（高校生クラス用）" hspace="5" align="left"/></a><h2><span style="font-family: verdana, geneva; font-size: medium;">WRC用競技フィールド（高校生クラス用）</span></h2><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">本製品は、</span><span style="font-family: verdana, geneva; font-size: medium;">WRC日本大会で利用する競技会の練習用フィールドです。</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">サイズ：140cmx60cm</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">材質　：ターボリン</span></p><p style="padding-left: 30px;">&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>9800</dc:format>
                    <dc:date>2025-01-31T10:03:57+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1714">
                    <title>WRC 2018用DOBOT Magicianベースキット</title>
                    <link>https://www.physical-computing.jp/product/1714</link>
                    <description>&amp;nbsp;WRC 2018用DOBOT Magicianベースセット（WRC参加チーム限定）&amp;nbsp;本セットは、WRC日本大会の参加チーム用の、競技に利用する必要な機材をパックした特別割引のセッ…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1714" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20190303_c30965.jpg" width="250" border="0" alt="WRC 2018用DOBOT Magicianベースキット" hspace="5" align="left"/></a><h2><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;WRC 2018用DOBOT Magicianベースセット（WRC参加チーム限定）</span></h2><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">本セットは、</span><span style="font-family: verdana, geneva; font-size: medium;">WRC日本大会の参加チーム用の、競技に利用する必要な機材をパックした特別割引のセットです。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">参加</span><span style="font-family: verdana, geneva; font-size: medium;">1チームあたり2セットまで、<span style="color: #ff0000;">20％OFF</span>の本特別キットを購入することができます。</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">□&nbsp; <strong>ベースセットの内容物</strong><strong>(定価￥336,000-)</strong></span></p><p>&nbsp;</p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">□&nbsp; DOBOT Magician(￥139,000-) ｘ 2台</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">□&nbsp; コンベアベルトキット(￥58,000-)　ｘ　1台</span></p><p style="padding-left: 30px;">&nbsp;</p><p>&nbsp;</p><p>　　　　　　&nbsp;<img style="font-family: verdana, geneva; font-size: medium;" src="https://www.physical-computing.jp/data/pclab/product/20190301_370636.jpg" alt="" width="435" height="223" /></p><p>&nbsp;</p><p><span style="color: #ff0000; font-family: verdana, geneva; font-size: medium;">※1.本キットは、WRC参加チーム向けの特別価格のキットです。購入条件は、WRC日本大会への参加申込が購入条件となります。</span></p><p><span style="color: #ff0000; font-family: verdana, geneva; font-size: medium;">※2.大学生クラスの参加者は、下記のWRC用カメラ＆Arduinoキットも必要となりますのでご注意ください。</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>WRC 2018用カメラ＆Arduinoキット（</strong></span><strong style="font-family: verdana, geneva; font-size: medium;">大学・高専クラス用）</strong><strong style="font-family: verdana, geneva; font-size: medium;">：￥12,800-(定価￥16,000-)</strong></p><p style="padding-left: 30px;">&nbsp;</p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">□&nbsp; Pixy Cam 2(￥9,200-)x 1台</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">□&nbsp; 取付パーツ（￥1,200-)</span></p><p style="padding-left: 30px;"><span style="font-family: verdana, geneva; font-size: medium;">□&nbsp; Arduino Mega(￥5,600-)</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>268800</dc:format>
                    <dc:date>2025-01-31T10:03:57+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1656">
                    <title>ベーシックトレーニング（基本操作編）</title>
                    <link>https://www.physical-computing.jp/product/1656</link>
                    <description>DOBOT Magician ベーシックトレーニング（基本操作編）&amp;nbsp;TechShareでは、DOBOT Magicianの正規代理店として、DOBOT Magicianのトレーニングコースを…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1656" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20180418_41182c.jpg" width="250" border="0" alt="ベーシックトレーニング（基本操作編）" hspace="5" align="left"/></a><p><strong><span style="font-family: verdana, geneva; font-size: large;">DOBOT Magician ベーシックトレーニング（基本操作編）</span></strong></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><span style="font-family: verdana, geneva; font-size: large;">TechShareでは、DOBOT Magicianの正規代理店として、DOBOT Magicianの</span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><span style="font-family: verdana, geneva; font-size: large;">トレーニングコースを提供しております。</span></span></p><p>&nbsp;</p><p>&nbsp;</p><h2><span style="font-family: verdana, geneva; font-size: large;">■開催概要</span></h2><p><span style="font-size: medium;"><span style="font-family: verdana, geneva;">DOBOT Magician　ベーシックトレーニング（基本操作編）</span></span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><span>開催日：</span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　　　　　開催日程はお問い合わせください</span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: medium;"><span style="font-family: verdana, geneva;"><span style="font-size: medium;"><span style="font-family: verdana, geneva;"><span style="font-size: medium;"><span style="font-family: verdana, geneva;">費用：</span></span></span></span></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana, geneva;"><span style="font-size: medium;"><span style="font-family: verdana, geneva;"><span style="font-size: medium;"><span style="font-family: verdana, geneva;">&nbsp;&nbsp;&nbsp;&nbsp;30,000円</span></span></span></span></span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　　※講師派遣の場合には</span><span style="font-family: verdana, geneva; font-size: medium;">、別途お見積を致します。</span></p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span><span style="font-size: medium;"><span style="font-family: verdana, geneva;">&nbsp; &nbsp; &nbsp; &nbsp;</span></span>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;">会　　場　：TechShare（本社）　セミナールーム<br />　　　　　　東京都江東区東陽5-28-6　TSビル<br />　　　　　　東西線東陽町駅　徒歩6分<span style="font-family: verdana, geneva; font-size: medium;"><br /></span></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><h2><span style="font-family: verdana, geneva; font-size: large;">■トレーニングAgenda</span></h2><h2>&nbsp;</h2><p>&nbsp;</p><h3><span style="font-family: verdana, geneva; font-size: medium;">1. デモ紹介-Dobot Magicianできること</span></h3><p><span style="font-family: verdana, geneva; font-size: medium;">　・マイクロ生産ライン</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　・スライダーレール</span></p><p>&nbsp;</p><h3><span style="font-family: verdana, geneva; font-size: medium;">2. ハンズオン－基本操作演習&nbsp;</span></h3><p><span style="font-family: verdana, geneva; font-size: medium;">　・<span style="font-family: 'Arial',sans-serif; font-size: 11pt; mso-fareast-font-family: 'ＭＳ Ｐゴシック'; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA;" lang="EN-US">Getting Started&nbsp;</span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　・<span style="font-family: 'Arial',sans-serif; font-size: 11pt; mso-fareast-font-family: 'ＭＳ Ｐゴシック'; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA;" lang="EN-US">Teach &amp;Playback&nbsp;</span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><span style="font-family: 'Arial',sans-serif; font-size: 11pt; mso-fareast-font-family: 'ＭＳ Ｐゴシック'; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA;" lang="EN-US">　・&nbsp;Write &amp; Drawing</span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><span style="font-family: 'Arial',sans-serif; font-size: 11pt; mso-fareast-font-family: 'ＭＳ Ｐゴシック'; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA;" lang="EN-US">　・<span style="font-family: 'Arial',sans-serif; font-size: 11pt; mso-fareast-font-family: 'ＭＳ Ｐゴシック'; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA;" lang="EN-US">Pick &amp; Place</span></span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><span style="font-family: 'Arial',sans-serif; font-size: 11pt; mso-fareast-font-family: 'ＭＳ Ｐゴシック'; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA;" lang="EN-US">　・<span style="font-family: 'Arial',sans-serif; font-size: 11pt; mso-fareast-font-family: 'ＭＳ Ｐゴシック'; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA;" lang="EN-US">Blockly </span><span style="font-family: 'ＭＳ ゴシック'; font-size: 11pt; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA; mso-bidi-font-family: Arial;">プログラミング</span><span style="font-family: 'Arial',sans-serif; font-size: 11pt; mso-fareast-font-family: 'ＭＳ Ｐゴシック'; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA;" lang="EN-US">&nbsp;&nbsp;</span></span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><span style="font-family: 'Arial',sans-serif; font-size: 11pt; mso-fareast-font-family: 'ＭＳ Ｐゴシック'; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA;" lang="EN-US">　・<span style="font-family: 'Arial',sans-serif; font-size: 11pt; mso-fareast-font-family: 'ＭＳ Ｐゴシック'; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA;" lang="EN-US">Visual Programming </span><span style="font-family: 'ＭＳ ゴシック'; font-size: 11pt; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA; mso-bidi-font-family: Arial;">から</span><span style="font-family: 'Arial',sans-serif; font-size: 11pt; mso-fareast-font-family: 'ＭＳ Ｐゴシック'; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA;" lang="EN-US">Script</span><span style="font-family: 'ＭＳ ゴシック'; font-size: 11pt; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA; mso-bidi-font-family: Arial;">へ</span><span style="font-family: 'Arial',sans-serif; font-size: 11pt; mso-fareast-font-family: 'ＭＳ Ｐゴシック'; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA;" lang="EN-US">&nbsp;&nbsp;&nbsp;</span></span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><span style="font-family: 'Arial',sans-serif; font-size: 11pt; mso-fareast-font-family: 'ＭＳ Ｐゴシック'; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA;" lang="EN-US">　・<span style="font-family: 'ＭＳ ゴシック'; font-size: 11pt; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA; mso-bidi-font-family: Arial;">外部</span><span style="font-family: 'Arial',sans-serif; font-size: 11pt; mso-fareast-font-family: 'ＭＳ Ｐゴシック'; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA;" lang="EN-US"> I/O</span><span style="font-family: 'ＭＳ ゴシック'; font-size: 11pt; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA; mso-bidi-font-family: Arial;">の利用</span><span style="font-family: 'Arial',sans-serif; font-size: 11pt; mso-fareast-font-family: 'ＭＳ Ｐゴシック'; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA;" lang="EN-US">&nbsp;</span></span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><span style="font-family: 'Arial',sans-serif; font-size: 11pt; mso-fareast-font-family: 'ＭＳ Ｐゴシック'; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA;" lang="EN-US">　</span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;"><span style="font-family: 'Arial',sans-serif; font-size: 11pt; mso-fareast-font-family: 'ＭＳ Ｐゴシック'; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA;" lang="EN-US"><br />&nbsp;&nbsp;</span></span></p><h3><span style="font-family: verdana, geneva; font-size: medium;">3.技術情報、Q&amp;A</span></h3><p><span style="font-family: verdana, geneva; font-size: medium;">　・<span style="font-family: 'Arial',sans-serif; font-size: 11pt; mso-fareast-font-family: 'ＭＳ Ｐゴシック'; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA;" lang="EN-US">TechShare / Dobot</span><span style="font-family: 'ＭＳ ゴシック'; font-size: 11pt; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA; mso-bidi-font-family: Arial;">社のサイト</span></span></p><p><span style="font-family: verdana, geneva; font-size: medium;">　・<span style="font-family: 'Arial',sans-serif; font-size: 11pt; mso-fareast-font-family: 'ＭＳ Ｐゴシック'; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA;" lang="EN-US">FAQ</span><span style="font-family: 'ＭＳ ゴシック'; font-size: 11pt; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA; mso-bidi-font-family: Arial;">、</span><span style="font-family: 'ＭＳ ゴシック'; font-size: 11pt; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA; mso-bidi-font-family: Arial;">技術サポート、</span><span style="font-family: 'ＭＳ ゴシック'; font-size: 11pt; mso-ansi-language: EN-US; mso-fareast-language: JA; mso-bidi-language: AR-SA; mso-bidi-font-family: Arial;">その他</span></span></p><p>&nbsp;</p><p>&nbsp;<span style="font-family: verdana, geneva; font-size: medium;">　　</span></p><p>&nbsp;<img src="https://www.physical-computing.jp/data/pclab/product/20180406_46ea58.jpg" alt="" width="537" height="378" /></p><p><span style="font-family: verdana, geneva; font-size: medium;"><br /><br /><br /><br /></span></p><p><span style="font-family: verdana,geneva; font-size: medium;">お申し込み後こちらから確認メールをさせていただきますので、</span></p><p>&nbsp;</p><p><span style="font-family: verdana,geneva; font-size: medium;">メールをお受け取りいただきましたら、</span></p><p>&nbsp;</p><p><span style="font-family: verdana,geneva; font-size: medium;">下記の必要記載事項のご連絡をお願いいたします。</span></p><p>&nbsp;</p><p><span style="font-family: verdana,geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p><span style="font-family: verdana,geneva; font-size: medium;">＜必要記載事項＞</span></p><p>&nbsp;</p><p><span style="font-family: verdana,geneva; font-size: medium;">1）会社名 </span></p><p><span style="font-family: verdana,geneva; font-size: medium;">2) 部署名 </span></p><p><span style="font-family: verdana,geneva; font-size: medium;">3) 氏名 </span></p><p><span style="font-family: verdana,geneva; font-size: medium;">4）郵便番号及び住所 </span></p><p><span style="font-family: verdana,geneva; font-size: medium;">5）電話番号 </span></p><p><span style="font-family: verdana,geneva; font-size: medium;">6）Email&nbsp;&nbsp;</span></p><p><span style="font-family: verdana,geneva; font-size: medium;">7<span style="font-family: verdana,geneva; font-size: medium;">）参加人数</span></span></p><p><span style="font-family: verdana,geneva; font-size: medium;"><span style="font-family: verdana,geneva; font-size: medium;">8）いつごろ購入したか</span></span></p><p>&nbsp;</p><p><span style="font-family: verdana,geneva; font-size: medium;">&nbsp;</span></p><p>&nbsp;</p><p><span style="font-family: verdana,geneva; font-size: medium;">ご不明な点等ございましたら、お気軽にお問い合わせください。</span></p><pre><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></pre><p>&nbsp;&nbsp;&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><span style="font-family: verdana, geneva; font-size: medium;">ご不明な点等ございましたら、お気軽にお問い合わせください。</span></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-family: verdana, geneva; font-size: medium;"><strong>■お問合せ先</strong></span><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">TechShare株式会社</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> Physical Computing事業部</span><br /><span style="font-family: verdana, geneva; font-size: medium;">TEL：03-5683-7293</span><br /><span style="font-family: verdana, geneva; font-size: medium;"> Email： store@techshare.co.jp</span></p><p><span style="font-family: verdana, geneva; font-size: medium;">&nbsp;&nbsp;</span></p><p>&nbsp;</p><p>&nbsp;</p></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>100000</dc:format>
                    <dc:date>2025-01-31T10:03:57+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1480">
                    <title>Expansion Suite（DB15 Expansion、DB62 Expansion&amp;Cable、4-channel Switch Kit）</title>
                    <link>https://www.physical-computing.jp/product/1480</link>
                    <description>本製品の情報は、ロボット専用ショップ TechShare Storeのページに移転しました。下記のリンクからTechShare Storeの商品情報にアクセスできますので、ご確認ください。Expans…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1480" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20200831_9f7638.jpg" width="250" border="0" alt="Expansion Suite（DB15 Expansion、DB62 Expansion&Cable、4-channel Switch Kit）" hspace="5" align="left"/></a><h2 class="banner-set-h2-1"><span>本製品の情報は、ロボット専用ショップ TechShare Storeのページに移転しました。</span></h2><h2 class="banner-set-h2-1"><span>下記のリンクからTechShare Storeの商品情報にアクセスできますので、ご確認ください。</span></h2><h2 class="banner-set-h2-1"><strong><span style="color: #0000ff;"><span style="color: #00ccff;"><a href="https://www.techshare-store.jp/product/22"><span style="color: #00ccff;">Expansion Suite（DB15 Expansion、DB62 Expansion&amp;Cable、4-channel Switch Kit） - TechShare Store (techshare-store.jp)</span></a></span></span></strong></h2><h2 class="banner-set-h2-1"><span>尚、本ページは、2021年12月末までに削除される予定です。</span></h2></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>29800</dc:format>
                    <dc:date>2025-01-31T10:03:57+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                
                <item rdf:about="https://www.physical-computing.jp/product/1479">
                    <title>Creative Suite(3D Print/Pen Holder+Pen/Laser Engraving Kit)</title>
                    <link>https://www.physical-computing.jp/product/1479</link>
                    <description>&amp;nbsp;本製品の情報は、ロボット専用ショップ TechShare Storeのページに移転しました。下記のリンクからTechShare Storeの商品情報にアクセスできますので、ご確認ください。…</description>
                    <content:encoded><![CDATA[<p><a href="https://www.physical-computing.jp/product/1479" target="_blank"><img src="https://www.physical-computing.jp/data/pclab/product/20180824_3657bb.jpg" width="250" border="0" alt="Creative Suite(3D Print/Pen Holder+Pen/Laser Engraving Kit)" hspace="5" align="left"/></a><p>&nbsp;</p><h2 class="banner-set-h2-1"><span style="font-size: large;">本製品の情報は、ロボット専用ショップ TechShare Storeのページに移転しました。</span></h2><h2 class="banner-set-h2-1"><span style="font-size: large;">下記のリンクからTechShare Storeの商品情報にアクセスできますので、ご確認ください。</span></h2><h2 class="banner-set-h2-1"><span style="font-size: large;"><span style="color: #00ccff;"><a href="https://www.techshare-store.jp/product/21"><span style="color: #00ccff;">Dobot Creative Suite (techshare-store.jp)</span></a></span><a href="https://www.techshare-store.jp/product/18"><br /></a></span></h2><h2 class="banner-set-h2-1"><span style="font-size: large;">尚、本ページは、2021年12月末までに削除される予定です。</span></h2></p>]]></content:encoded>
                    <dc:subject>Dobot</dc:subject>
                    <dc:creator>Physical Computing Lab</dc:creator>
                    <dc:format>38400</dc:format>
                    <dc:date>2025-01-31T10:03:57+09:00</dc:date>
                    <dc:type>shop</dc:type>
                </item>
                </rdf:RDF>