4256 lines
2.5 MiB
4256 lines
2.5 MiB
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<title>Paint in 3D - Documentation - 3.1.1</title>
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h1{ font-family: 'gilroybold'; line-height: 0%; font-size: 80px; color: #0075D0; margin: 30px; margin-left: 0px; margin-bottom: 60px; }
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h2{ font-family: 'gilroybold'; font-weight: bold; line-height: 35px; vertical-align:middle; font-size: 36px; color: #0075D0; margin: 0px; }
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h3{ font-family: 'gilroybold'; font-weight: bold; line-height: 22px; font-size: 22px; color: #0075D0; margin: 0px; padding-top: 40px; padding-bottom: 10px; }
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h2 b { font-size:20px; vertical-align:middle; opacity:0.5; }
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p{ font-family: 'open_sansregular'; font-weight: normal; line-height: normal; font-size: 15px; color: #024274; }
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a{ font-family: 'open_sansregular'; font-weight: 600; line-height: normal; font-size: 15px; color: #0075D0; }
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a:visited{ font-family: 'open_sansregular'; font-weight: 600; line-height: normal; font-size: 15px; color: #0075D0; }
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pre{ font-family: 'fira_monoregular'; line-height: 20px; font-size: 14px; color: #000; tab-size: 4; }
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.code{ background: #EDF7FF; border-radius: 5px; padding: 10px; margin: 15px; }
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.tip{ background: #EDF7FF; font-family: 'open_sansregular'; line-height: 25px; border-radius: 5px; padding: 10px; color: #0075D0; font-size: 15px; border: 5px; margin: 15px; }
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.warning{ background: #FFDCBC; font-family: 'open_sansregular'; line-height: 25px; border-radius: 5px; padding: 10px; color: #FD7C09; font-size: 15px; border: 5px; margin: 15px; }
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.error{ background: #FFB6B6; font-family: 'open_sansregular'; line-height: 25px; border-radius: 5px; padding: 10px; color: #FF4545; font-size: 15px; border: 5px; margin: 15px; }
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::-webkit-scrollbar{ width: 10px; }
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::-webkit-scrollbar-track{ background: #f1f1f1; }
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::-webkit-scrollbar-thumb{ background: #0075D0; }
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::-webkit-scrollbar-thumb:hover{ background: #555; }
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</style>
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</head>
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<body style="margin: 0; height: 98%;">
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<div style="background-color: #0075D0; position: absolute; left: 0px; right: 0px; top: 0px; height: 20px;">
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</div>
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<div style="position: absolute; left: 350px; right: 0px; top: 20px; bottom: 20px; overflow-y: scroll; padding: 20px;">
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<div style="padding-top: 30px; padding-bottom: 50px;">
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<h2 style="font-size: 75px; color: #0075D0; text-align: center; vertical-align: middle; line-height: 50px;">Paint in 3D</h2>
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<br>
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<h2 style="font-size: 30px; color: #0075D0; text-align: center; vertical-align: middle; line-height: 20px;">DOCUMENTATION</h2>
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</div>
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<div style="overflow:hidden;"><a name="ThankYou"></a><h2>Thank you for using Paint in 3D ❤️</h2><p>If you haven't already, please consider writing a <a href="https://carloswilkes.com/Get/PaintIn3D" target="_blank">review</a>. They really help me out!</p><br><br></div><div style="overflow:hidden;"><a name="Upgrade"></a><h2>How do I upgrade?</h2><p>First, make sure you <b>back up</b> your project files.</p><p>Next, install the latest version.</p><p>If for some reason the latest updates breaks your project (e.g. errors in the console), then try deleting the root folder for this asset, and reinstalling it.</p><p>If it still doesn't work then go back to your previous version, and let me know what the errors are, so I can fix it.</p><br><br></div><div style="overflow:hidden;"><a name="SRP"></a><h2>Is URP/HDRP supported?</h2><p>Paint in 3D supports all 3 render pipelines (Standard, URP, HDRP) in a seamless way that automatically detects your current project settings, and makes the required modifications to the scene so they look similar.</p><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Better Shaders</span></h2><p>This compatibility was made possible using the <a href="http://carloswilkes.com/Get/BetterShaders">Better Shaders</a> system (not required).</p><p>The Better Shaders asset generates multiple variants of each shader ahead of time, so even if you don't have this asset, you will still be able to have full render pipeline compatibility with Paint in 3D.</p><p>BetterShaders (and therefore this asset) currently supports:</p><p><b>Standard Rendering Pipeline from Unity 2019 on</b></p><p><b>URP7.x in Unity 2019.3LTS</b></p><p><b>URP10.x in Unity 2020.3LTS</b></p><p><b>URP12.x in Unity 2021.2</b></p><p><b>URP14.x in Unity 2022.2->2022.3LTS</b></p><p><b>HDRP7.x in Unity 2019.3LTS</b></p><p><b>HDRP10.x in Unity 2020.3LTS</b></p><p><b>HDRP12.x in Unity 2021.3LTS</b></p><p><b>HDRP14.x in Unity 2022.2->2022.3LTS</b></p><p>Support for newer versions will appear when it does in this asset.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Lights</span></h2><p>Each rendering pipeline handles lighting differently. To make the scenes look consistent, each light has the <b>P3dLight</b> component attached to it, which overrides the light intensity for each pipeline.</p><p>If you don't like this behavior then you can set the values (for example <b>IntensityInHDRP</b>) to -1.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Opaque Texture (URP only)</span></h2><p>If you want to use the SgtBlackHole feature, then you must enable the <b>Opaque Texture</b> setting in your pipeline settings asset.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Volume (HDRP only)</span></h2><p>To make HDRP compatibility seamless, each demo scene contains the <b>P3dSceneManager</b> GameObject, which adds the <b>Volume</b> component in HDRP.</p><p>This volume will adjust the scene exposure, disable the visual environment, and disable fog. These are all done to make the scenes look consistent with the other rendering pipelines. If you want to adjust these settings yourself then delete this GameObject, and create your own volume.</p><p>However, for your own scenes you may want to remove this volume component and use your own exposure settings.</p></div><br><br><br></div><div style="overflow:hidden;"><a name="Shaders"></a><h2>Are custom shaders/materials supported?</h2><p>Yes, Paint in 3D is compatible with almost all custom shaders/materials.</p><p>The only requirements are that:</p><p>1 - The texture you want to paint must be sampled in your shader using the mesh UV data (e.g. uv, uv2, texcoord, texcoord2).</p><p>2 - The mesh UV data shouldn't be modified in any significant way (e.g. no tiling or offset).</p><p>3 - The mesh positions shouldn't be modified in any significant way.</p><p>Keep in mind that shaders that perform minor modifications to the position or UV data will still work, but the paint may appear slightly offset (depending on the magnitude of modification performed). Minor modifications would include parallax mapping shaders, tessellated displacement, heat distortion, etc. If you want to paint these kinds of shaders/materials and notice this offset, then I recommend adding some kind of effect to your object when it gets painted to disguise the offset (e.g. particle effects).</p><p>The reason for these requirements is that Paint in 3D applies paint to your mesh using the mesh position and UV data. Paint in 3D doesn't know how your shader is modifying this data, so any modifications the shader performs will result in a discrepancy between where the texture is painted, and where it actually maps to when rendered with your custom shader.</p><div class="tip"><strong>NOTE</strong>  By default the P3dPaintableTexture component targets the <b>"_MainTex"</b> texture slot, which is usually the albedo texture. Some custom shaders/materials use a different texture slot like <b>"_BaseMap"</b>, <b>"_Albedo"</b>, etc. You may have to experiment with different texture slots depending on the shader (you can click the texture slot dropdown to see a list of available textures).</div><br><br></div><div style="overflow:hidden;"><a name="VR"></a><h2>Is VR supported?</h2><p>Yes, this asset has been developed and tested in VR, and supports both multi-pass & single-pass rendering modes.</p><p>Demo scenes like <b>VR HVLP</b> and <b>VR Pen</b> show you how to implement painting using Unity's XR system. While these demo scenes don't have integrations for third party VR systems (e.g. VRTK), integrating them yourself should be easy enough, as the components are designed to work using any system that support inspector events, and thus they shouldn't require any code changes.</p><p>Most of the example components and scenes that come with Paint in 3D are designed for mouse/touch inputs. For example the <b>P3dHitScreen</b> component uses mouse and touch data to paint, so it will not work in VR.</p><p>To paint in VR, you can use the <b>P3dHitBetween</b> component, which allows you to paint between two <b>Transform</b> points. The <b>Paint Between</b> demo scene shows you how to use it, and you can apply the same approach to your VR tool. Most of the example scenes can be modified to work in VR with this change alone.</p><p>Alternatively, the <b>P3dHitNearby</b> component can be used, which will paint anything near the current GameObject. The <b>Asteroid Holes</b> demo scene shows you how this can be used.</p><p>Keep in mind that by default both of these components paint continuously with the same pressure/strength. If you want to be able to toggle painting on and off, or associate your VR trigger pressure with paint pressure, then you will have to write a simple script to connect the two together. If you want to be able to preview the painting without applying it (e.g. when not pulling the trigger), then you will have to control the <b>Preview</b> setting yourself.</p><br><br></div><div style="overflow:hidden;"><a name="Save"></a><h2>Can I save my in-game paint to my project?</h2><img style="float:right; clear:both;" src="data:image/png;base64,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"><p>Yes, while in play mode open the <b>Window/Paint in 3D</b> from the top menu bar.</p><p>On the <b>Scene</b> tab you can see a list of paintable objects in your scene. Under each object you can see a list of its paintable materials, and under those you can see a lise of its paintable textures.</p><p>If you want to save each texture individually, then click the <b>Export</b> button next to the texture name, and you can choose where to save it in your project. It will then be saved there as a .png file.</p><p>If you want to save a copy of the material with all of its paintable textures, then click the <b>Export</b> button next to the material name, and you can choose where to save it in your project. It will then be saved as a material, and all its textures as .png files.</p><div class="tip"><strong>NOTE</strong> When saving a material with its textures, the textures will be named like this: %Material_Name%%Texture_Name%.png For example: MyCoolMaterial_MainTex.png</div><p>This can also be done in-game from code too, using the <b>P3dPaintableTexture</b> component's <b>GetPngData()</b> method, which you can then save to file, and later load back using the <b>LoadData(byte[])</b> method.</p><br><br></div><div style="overflow:hidden;"><a name="InputSystem"></a><h2>Is the new InputSystem supported?</h2><p>Yes, all of the non-VR comonents should work automatically in either input system.</p><p>If you're using the VR components then you must manually create a <b>PlayerInput</b> component, bind some VR controls to an input, and use the events to send the <b>CallbackContext</b> information to the <b>P3dVrManager</b> component.</p><p>The VR examples use the <b>P3dInputAxis</b> component to send (legacy) input axis data to functions like <b>P3dVrManager.SetLeftTrigger</b>, and you can replace these using the new system.</p><br><br></div><div style="overflow:hidden;"><a name="InGame"></a><h2>Getting Started (In-Game)</h2><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Step 1 - Make Your Object Paintable</span></h2><img style="float:right; clear:both;" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXYAAADXCAIAAACBC+3NAAAgAElEQVR42u2dd1wUR//HZ69xHL1JRDhBMQTsBRRR1EdRjBo0logxtiRiwShEsWGsEbsBCwZNNIZgixoENbEEARHxZ2IACyaAcKBI5wpX93Z/f2yezXnNQ4Egz/f94sVrb3ZmdnZn97Mzs7ufwTIyMhAAAEALYGlpyYCjAABAy8FqagIFgyU2s5BzLdksNodjxjUzRwjJFTKlUqHCVeZyiaWi0YzA4cgCwBtBVFQ0s4P309IKSysLJpPFYnIYLMRmMbgcDpvFMmMzu3W0C5k4rJUkhiTJwk7de5sxEcI4TGTBYpgxGSRJKs3ZUjWBSKxOjhcSpI/gDwzDoPIAoI2zZt1upqP30MH+KxKn21uZ6Y0z+eNoQ8kJgkhMTEQIzZw5k8FgNIPE4DheKJCM7eMgkKiEMqJERQzoYJ5Z0chlMSzZDG87MwsW++f7dW/jOJvNhvoDgDbO7d/v/Hrz98Pfn90Yd0YikTg5OXR2cezs9pZrJycbS7OOdhYsDAllSt2mhkAgSE9PDw0NzczMRAiFhoYmJiYOGzaMz+drNS+aJjFqtVpBEiSBHlYr/t4YgRoVZKNCXYvUXjZmP5eIFSpCTajfOIkJDAxECDVp8PvatWubNm3y8/PbtWvXv16YlssnMjLy7t2769evHzlyJFyT7Qy1UsnicuQy2ZDxwY+LyxFCFfWy4ooCkTC7sVHsZGsZvWAiQRC6EpOWlpaVlUXpC0Jo0aJFVKNm1qxZBiXmzp071dXVuoVwcnLy8/Ojf8qVSoIklWr13y0lRCrVaoIkcYLECVKhwuVKZdNHeF6guLj40KFDDQ0NhYWFFhYW4eHhY8aMaWt109jYuHfvXi6Xu2bNGvp65vP5CQkJPB6PCnnw4MHixYtv3LjRcpqoCSUlhmTlleVmzZo1oaGhe/fu9ff3p3cNaB8w2WYisUyFqxBBdHZxGOPngRC6lF1YUS1RI/Lx/XyEkN4hjylTpmRlZSGEZsyYgRBKSkqiAnVj/tN98vHx0R1AwTDMx8dHM0ShUqsJMtjdaqy71Vh3KzVBBne2GutuPaGLDUmSIZ42CpX6NXf7+vXrt2/fDgoKOnfu3IEDB3755Zc2WDcpKSlisXjs2LH29vZ0oEAgiImJoZZVKtX27dt17wDNS4YGmiHNuAlHR8fg4GCRSHTx4kW4JtsZGJNZJ2yUy+VCqWxIL9fT1x+duvYweFBXgiAwhJmZmUmlUkSSWuMvx48fj4iIoIZg+vbt27dv35kzZyKEIiIijh8/rnXO/9PesLS0dHNzEwgEmqvd3NwsLS01Q5Q4QSDyx4d1CMMIkpzqbX/qYR21aqqP/an7NUr8dS+q3377DSHUp08fW1tbW1vbPXv2/DPyNHmyUChECLm6ui5YsGDQoEH0/XnEiBE5OTnOzs4bNmzw8PBACD169OjAgQN//vknQsjBweHEiRNaN3NDN3a5XH7kyJG0tDSxWNytW7fIyMiuXbtqxaEkXKspYWFhkZ6efurUqQ8++ODMmTMlJSUvzVNvISmOHj2akpKiVquXLVs2YsSI1+kc0eWk1xoqDxUhMjLy3LlzZWVlaWlpCKGhQ4cmJyffvHlz6tSpcFm2J1gMtlDcqFLK5ArV9z/nYxj2tpu9VI6TDAZJEiRJCoVC9OIwLkEQtIiw2WwLCwtqQXOt5tDvC10aLy+vZ8+e4fjfj5xZLJaXl5dWmXAV3kiSUiWOMAwhJCVJJf53s4VaxlWv+8S6rKwMIeTi4qK76uzZsyRJFhQUhIWF7dix49y5c/SqBQsWDBs2bMOGDXFxcXv37kUIrVu3rqqq6ujRo7oCYZz4+Pjz58/v27ePw+GEhYXFxMQcOXJEK86TJ08QQu7u7pqB4eHh27dvP3ToEIfD0WoSGsrTSCFHjhzp5+e3cOHC/fv3G5IYTY0z0njJyMjQkh7j+6gp6wghSrKpXQbaE1xLK6lMKZdKVWocYzIsOMzAPvy/BLW4CifUBIPBbmhoIHW6SlOnTh03blx0dPTRo0e5XC51O0QIbdmyRbcr/YLEcDgcT0/PgoIC6qenpyeHw9GWGKVaRJAKnKAuoUYS0c0WKUEqcQJXvm5HiSRJqjBa4ZWVlYcPHy4oKKipqUEIUf9pOnbs6ODgQLUL/u4EMhgIoejo6P79+0+ZMkVLDoxAjZ4sWbKE+llUVKR3LAYhZG1trRk4bty4jIyM7OzspKSkxMTE+Pj4l+ZppJB8Pp+6XegdI3uprLzOPp45c8bJyYm+F9na2iKEJBIJXJPtDAaLLZEpFHK5XI6rFKpqsTQ7t+RWXglJkgSB5NLG+vp67SQMBpfLPX36NH2volelpqYGBgbu2LGD+rl27doePXpoD8x6eHgIBAKpVMrj8ah7lxZqgpCSZFDvDgghBobkJDm6txNCiCCRjET/6d2h4HLha+62q6trQUHBkydP3n77bc3wiIiI8vLylStXDh06dPz48boJVSoVQoiSVYTQtm3bkpKS7t27d+HChTt37tAHhVIxI2/uUBp35coVOitdLCwsRCKRSCSidI0mKipq9uzZCxYsMDMzMyVPI4WkBaglML6Pzs7Omj+pzqlWlxloDx0lJqestEQuldTV1ckkCgsec4BPp6y7j2pFYhaLg+OK2tpaRCLdczIgIECtVk+YMOGLL75ACG3atCklJWXw4MGurq4DBw7MyckZOHBgx44dXxjupdNTnSMvLy+957dCppQQ5LnssvO3y8/dfiohyHO3n567/fT87XIxQSRnl6kUqtfc7SFDhlC32YaGhqdPn0ZFRVHhIpGIGqOpqKjQUzCF4vLlywghf39/KqRLly7R0dGUptK9R0dHR4TQ48ePqe6Ykd7HlStXlErl06dPly1bphuH0l/N0RYKBweH1NRU3ee7hvLUW8iWwM7ODiH0119/mb6PNKWlpfQuA+0JjplZeWmpXCYVCAQVz8oLC5+s/+rEX4VFddXVNZUVovoG6u6ii7u7+4wZM3g8nq+vr6+vL4/HmzFjhoeHB4ZhQUFBCKGgoCBKQPQ8XnZxcWloaNA7FIIQUioU9Wqig7O5RKJUKPB6tVoql/PM2ebmrHqC8Onu9Keg9jV3e8KECeXl5dnZ2adOneLxeNTYNUJo6dKl+/fv//DDDwcOHKibasmSJSUlJQEBAQsXLqRCQkNDqS6Gt7c33SNYtGjRvn37Vq1aNWHCBEMFCA8Pt7KySkpKiouL69atG61ZmgwePDg3NzcjI6N///6m7JShPPUWsiVYvHhxQkLCp59+am5ufvnyZVP2Uas7FhAQANdkewOzbKyXKOS4sF6ICDWTxZTJZf9t52KNwjqpVM8rvxiGcTgcDoejVqtDQ0OprgOTyaTv4gMHDnR0dKRCsCZ15uVy+ZIb+Dt9O1pbca1suVbmHFtrM5JEQrFCLFPKZPiz4uqSooZ9w1lGuhjNTnO9qNYkGhsbp02bplKpTp48qfncuv1RV1c3ffp0Dodz6tQp6vEB0G4oeyLIuvV7Zn65giDYTB6PZ8Zkm7NYbDMLKyabVVNR4uOM8/kuwcHBepPTT5cYDAbd6VGpVDiOs1gsNpttaWnZtJfkmEzm5z6i+6UPSiWMKhKTkWwhycEQssaU5piKi5FelsRkHy6Tadfu68bCwiIiImLTpk0xMTE7d+5sx3u6detWuVweFRUF+tL+cPPgT/fgT0dILBSJGkQNDaLf8gtLnjeInleK5XhDVXGw7ygjz0k0lUVTJegWTZNbMSRJKhQKpVKJ47harVar1dSoIYZhVL4sFovD4ZiZmcFnkAAANLkVg2EYl8ttzU4QAABvNCw4BG8E3377LRwEoPWZN28eSMz/BP7+/s7OzvBmCtBqSCSSyspKaMX8D+Ho6EgPuGIMBgPDEIZRY14kSSLqk5IW/uoS+N+By+W+kRITGBgIhuSvXlssFkKosqa2SqxQkyTbjMPgcEmSJFVKAlfhKtzFlufs6ND6BevZs2d+fj5UEKALo6kCER39j8ve1q1bdV1LgJYm61a2ma0lgRE1tdU2thYlhX/W1FQ5vOXE4Jll3crWjFlQULBw4cJBgwb5+fmFhobevHkTjh7QbOdhVtbs2bMDAwNnz55NGQ80TyumrKysvLzc1dW1rq5O7/eBQEuD4ziBMe799gdCqFOXLhXPKkiEnFzd06786mL9z8O+R48eLViwIDIyMiYmhiCIhw8fXr9+nfo4AwBeX18uX768efNmPp8vEAgSEhKQgfe/m/yV3ZQpU06ePIkQOn/+/Pvvv0+HC4XC6Ojo4ODgWbNmPXjwgAq8fv361KlTx44du3HjRjrmsWPHJk+eHBISQnmRAE2FJAlpI+7WpRu/SzccZ3bkd+nQiS+RKp1cXEnyn7GYXbt2RUZGhoSE2Nra2tvbDxkyZP369fTaMWPG9OvXb9SoUbTRVM+ePXfu3BkYGBgSEkJ/bX/58uXRo0f7+/vTX4r17NlTs3+kVbb6+vply5YNGjRo4sSJeXl5UFntlYSEhPnz5/P5fIQQn8+fP38+pTLNIDFjxozJycmprKzMyMgYPXo0HR4XFxcYGJiSkrJs2bLdu3dTgbt37966deuZM2c8PT3pmDY2NseOHYuKitq/fz9U1StpDFJI5WVPikufFNfV1gueFD0tLZHLpDXPKzQ/is3LyzPSjf3ll19+++23uLg4zVeTe/TocenSpcmTJ9Pf42/evDkuLu7KlSvvvPOOKUXbvn37qFGjMjIyVq9evWnTJqir9sqTJ08ofaHOMT6fb8hOqMkdJQ6H8+67765YsWLUqFGaHuA5OTlXr17dsmULQoh+fdjNze3w4cP/+c9/Jk6cSMecNGkSQmjQoEFGbFAAowpDSuTS2poqhJBcIRM11CGEVEplo1hI8uw0Gjsk+aIlIo1AINi/f39eXl5tba1cLqfDx44dSzVUDx48SIW4u7vHxsYGBwdPmzbNxPbzxYsXV69erXkaAO0PyvWFz+dTT28EAoGhD/FfxY5k0qRJdXV1mqpBndDJycmUcSzdA4qNjQ0KCrp165auVwCcf6+jMUqF3KVzl07uXTAM6+TetZN7F4yBOXXspKkp3t7etEG8FmFhYT169Pj222/1jtKpVCra7Obbb78dP358RkbGxx9/TEcwYjpBEER6enp+fn5+fv4ff/wBddVeoXpGlA8vNRYzf/78ZpMYW1vb1NRULcO3AQMGnD17ViwW19TU0M3sEydO+Pv7z5o169mzZ1ArzQVBEkq54nm54Hl5mVzaWPlU8Ly8rFEiqXleoSkxy5cv37VrV3JyslAorK+vz8rKmjVrFrVKLBb7+vra2NhoDYeVlZXJZLKEhAR63O7bb78NDAycP39+eXk5FdKhQ4ebN29KJBIt9ywKf3//pKQkkUhUVVW1YcMGqKz2SkBAwNixY9etWxcYGLhu3bqxY8ca8vpotvdiIiIiYmNjQ0NDbW1tP/jgA/qUnTZtGpfLpT1fgGZoxBBkbU0N28xcIZeKhOLGRimHy22or7e2dySJf3o9vXv33rFjxzfffLN7926JROLh4UHPFbNy5UrqnkN1WjVVqbi4eMCAAV9++SUVUlpaOmbMGHNz87Vr19Jx1q1bx2Qy9VqFr127NiYm5t1337Wzs5s9ezZUVvtWGVMshDB4Ee6N4NGjR927d7exsUEI3cy69fuDgkaFCjGYBMZEJMlABAORHCby7dl9SMDgV9sEvD4HaCIUCh88eODt7f06mTT5S2ugLTCgfz8PD3eJWKxQKOUKOTXfjZkZx9LKyqFdm2MBbyIgMW8SDg4OOI7b2Nho2Xc3C1pTaAH/07rAYhly7QWJabcUFxcXFxfDcQCgFQM0P6/ZJQaAfwsGHAIAAEBiAAAAiQEAAHgR1oULF+AoAADQEri6usKrdwAAtBSWlpbQUQIAoCU7Sq+WjCAIibxaZH7T2cWRxWLVVgnNhL4WHAfdqeEAAGjLREVFMzt4Py2tsLSyYDJZLCaHwUJsFoPL4bBZLDM2s1tHu5CJw1pVYgiCqBIWPed936/zeFfbviwWy5L34EHpD/LK8U42nrrxq6urc3NzZTKZ3tzYbLZSqXzvvfegsgGglVmzbjfT0XvoYP8VidPtrcz0xpn8cbQRKUhMTEQIzZw501Dz4lUkRi6XP6o9YcOTqdW4mlAjHOG4So1Jn8iSLdgLeTyeVvzc3Fwv31F2HbsihEhEYggjEYkQoha2RX2S+evPtbW1c+fOhSoHgNbk9u93fr35++Hvz26MOyORSJycHDq7OHZ2e8u1k5ONpVlHOwsWhoQypVYqkiQFAkF6enpoaCjlSRQaGpqYmDhs2DA+n6812fQLEnPnzh0fH5+XzgdWX18vZRZx5JZ/VvzaqKxlMpnVkj+ljWI5u6Kurk5XYmQyGc/RXa7EaVnBEIYQQhj6NfV05q8/s9nsESNG/LvHmvIHbLnBb838TdlWS5cHABBCaqWSxeXIZbIh44MfF5cjhCrqZcUVBSJhdmOj2MnWMnrBRF0HMpIk09LSsrKyaM+zRYsWUY2aWbNmGZOY6urqjIwMNzc3Ly8vDodjqFgikQg3kygUWG3Dc4m0nslkqtVquUIuV0rEYrH+ho8C/++GSYQwhEiEUNmTv77eFY0QCgoKcnd3pyMXFxcfOnSooaGhsLDQwsIiPDycNjppOzRXIUFKgH8RJttMJJapcBUiiM4uDmP8PBBCl7ILK6olakQ+vp+PEML0JZwyZQplmThjxgyEUFJSEhWoG5OhtwmUlpZWVFRkyD9RpVIRhIIkG+VSYX1DXV19bX1DnUjU0NgoUalUepMoVWqFkvojqP8iUePeLxYrFfKAoEndu3fXjHz9+vXbt28HBQWdO3fuwIEDv/zySxusm+YqJGVFCuc68K+AMZl1wka5XC6Uyob0cj19/dGpaw+DB3UlCIIyCZFKpehFB2iCII4fP06ZzM2cObNv3759+/adOXMmQigiIuL48eNauqF/LAbH8YKCAoFA4OXl5eLiohuBJNW4WqZSKpUqJoZhJEmqcVylxg3tiUJJkIi8kZo0YGiwpY09htDRr9Y9ExR2dOs6feF6QfYPmpF/++03hFCfPn1sbW1tbW337Nnzz8jT5MnUN+aurq4LFiwYNGgQ3RAYMWJETk6Os7Pzhg0bKKfiR48eHThw4M8//0QIOTg4nDhxwsQOi1wuP3LkSFpamlgs7tatW2RkZNeuXbXiGCqkSCSKi4vLyclBCPn7+y9ZssTKysrEVoxQKNyxY8fdu3c7d+5sSnmotJGRkefOnSsrK4NJY4CmwmKwheJGlVImV6i+/zkfw7C33eylcpxkMKgZjIVCoVY7hCAIWkTYbDY1CTI9UwC1VnPo19hwr1QqvXfvXkNDg4+Pj7bEIESQaqVKLZOTpuyJQolnXj55OmFzWuoPS7d8d//ujezrP7E53Lkr9iCGdo+srKwMIaRX2s6ePUuSZEFBQVhY2I4dO86dO0evWrBgwbBhwzZs2BAXF7d3716E0Lp166qqqo4ePaorEMaJj48/f/78vn37OBxOWFhYTEzMkSNHTCwkNSXI5s2bCYKg5i1as2aNids9cOBAZmZmeHj4uHHjqMkATCmPpgQDQJPgWlpJZUq5VKpS4xiTYcFhBvbh/yWoxVU4oSYYDHZDQwOp01WaOnXquHHjoqOjjx49yuVyEUJHjx5FCG3ZskV3KNaYxPB4PEOtGAwhDGvCnihUhI/fKOdLSc/Livas/qihpgIh9P4na+zf6qJQ4rqdNYSQ7mBQZWXl4cOHCwoKampqEELUf5qOHTs6ODhQjZe/O4EMBkIoOjq6f//+U6ZM0RzuMc6NGzcQQkuWLKF+6p300lAhb9++jRAaOHAg9TM7O9v0o0SlHTduHHVnMLE8Z86ccXJygjeSgFeAwWJLZAqFXC6X4yqFqloszc4tuZVXQpIkQSC5tLG+vl47CYPB5XJpc/j4+Hh6VWpqamBgID07wNq1a3v06GHgUTaL9c477wwbNkyvviCE1GpSIUc4TpoqMUqczbWetzqhQ6cu1c+eqJTyvkMn9Bo8QaHEFUq1VmRXV1eEkO7MTxEREVeuXAkNDdXrfU8NEiGEKFlFCG3btm306NFKpfLChQv0ZIaaAmEIau2VK1e05mwxpZB0NbzCLC5U+TVnpzKlPM7OzqAvwCt2lJicstISuVRSV1dXV1VDKCUDfDqRSlltbbVYLMRxRW1tLSL1nNsBAQG+vr70bHybNm3y9fUdPHiwq6srdX8dOHBgx44dke5wL4ZhfD5/xIgRXbt2NXTiYhimkDIbpaTqxfaHWsXADLRtFEq1UkVweLazohKcXLo4uniM/XClUkVQf1qRqXmXb9y40dDQ8PTpU1odRCIRNfxRUVGhZxMKxeXLl6kRECqkS5cu0dHRlKbSvUdHR0eE0OPHj6mejpHxkStXriiVyqdPn+pOAmWkkNTWs7OzqTnq6cKYAjXsnZ2d/fTp06aWBwBeAY6ZWXlpqVwmFQgEFc/KCwufrP/qxF+FRXXV1TWVFaL6BkP2mu7u7jNmzODxeL6+vr6+vjweb8aMGR4eHhiGBQUFIYSCgoIoAXmho+Tk5GTKezFsNlvVYGNhXqcpMRw2ktTZsJ3ZuvHNzc1JcbmC64IQYnKtPog4KJeK1BhbrcARhjjyCnNzc834EyZMKC8vz87OPnXqFI/HoydIWbp06f79+z/88EO6G6LJkiVLSkpKAgICFi5cSIWEhoZSE056e3vTvYxFixbt27dv1apVEyZMMLSD4eHhVlZWSUlJcXFx3bp10ysThgq5ZMkSkiSpWVzHjBlDb9cUPvvss40bN3755Zf9+vVrankA4FXALBvrJQo5LqwXIkLNZDFlctl/285Yo7BOKjXT28jgcDgcDketVoeGhlJdB7rZ7ujoOHDgQEdHRyrkVb60fvr06c83Trw1PI3FIJVKEsMQh4Op1NjzG8PHDAulehCaGP+AwNzcvHfv3k5OTq98lODVEgB4NcqeCLJu/Z6ZX64gCDaTx+OZMdnmLBbbzMKKyWbVVJT4OON8vktwcLDe5PTTJQaDQXd6VCoVjuMsFovNZr/iJCd2dnbvuPtnnGiw7pH3lqeKJFHpA5boQa9A/8H2+ibZcHJyGjVqFFQnALQ13Dz40z340xESC0WiBlFDg+i3/MKS5w2i55ViOd5QVRzsO8rIcxJNZaFhMpmaA5Gv6BcjFAofPXqUm5tLzSTr4uLSu3dvb29vai4xAAAAhJClpSVYUgEA0IISA8aaAAC0FGCsCQBAy7Zi4JUtAABakCY/UVIwWGaOzhjPgsdmW3O5lhw2ichGJS5WyHE1UVNdxZYIzQgcjiwAvBG0LWNNkiQLO3Wf6GReJlGJceJZPd7LgXWzQmrNwaw4HE9rs7csrS/WyX0Ef2i+5gvGmgDQNmlzxpo4jhcKJAp7s7ya/74C6GAmw9UyHFVKcXcr9jWBpLBO8TaOa35oA8aaANA2aW1jzZeiVqsVJEESCP9vT0hzmSCQREkoVISaUGtKzL9orPlvvfgLLxwDbwStaqx5584d6oseLZycnPz8/OifcqWSIMmgzn+7DRCIDOpsQZKIRAgnyHfdLXdUinWFq0nGmoGBgXw+PyEhgfaeePDgweLFiylPgxaSA6rL5u7uHhkZqeXCBwDtlVY11vTx8dH9ThrDMC0/KoVKrSbIswV15x7Xn3tcrybI04/qTj2qO/2ojiTJUw9rFSq17maaZKyJEBIIBDExMdSySqXavn27IZfP5iI9PX3r1q1//fXXtm3b4MwD/kdoVWNNS0tLNzc3gUCgudrNzU3rw2slThCIVOIEwjCCJNUkqcD/zhFHpEpNKHE9WtAkY02EkIWFRXp6+qlTpz744IMzZ86UlJT80yAy4DKp10aT4ujRoykpKWq1etmyZYZ6ZBiG9e3bFyFUWVlpfENUq2fu3Llaeb6+LSYYaAKtTCsYa76Q2svLi8X6R3RYLJaXl5dWmXAV3kiSUiUuVeJylVpKkkpcTf1Ry7gK1ycx+PXkH07Eb9q58qO6mpr0n380YqyJEAoPD0cIHTp06Pz581ptq/j4+NOnT3/xxRexsbH5+fl0Y2fdunV5eXnx8fFXrlzR1BeE0MiRIzdv3lxfX79//35Dx5ogiPT0dM1+k6ENGcqTssX8+OOPKVvPlxaYYs+ePSUlJWq1ukkxAaBZ0DbW5LIC+/DLK4W4ClcpcCPGmlu2bKFu3vn5+fn5+bSx5tSpU7VVTPMHh8Px9PQsKCigfnp6euoaRxI4ISLIMT0cqStfrCb62Mjqa2pkEvGd25yuPMu8BhXS+dy6ScaaCKFx48ZlZGRkZ2cnJSUlJiZqmvcZcpk0YqPJ5/Mp3dU72EQxfPhwhFDXrl1XrFhhfEOG8nx9W0ww0ARamVYw1tQemPXw8BAIBFKplMfjUT7+uu0RKUn+8nslQkgurPNkVXewfyvQ5+3OTnZShfzPZ3UZef9XXi7x9OyqlYoy1vxm66dVT4sRQrSxpqGdj4qKmj179oIFC8zMXnhcT7tM0gaaFNu2bUtKSrp3796FCxfu3LmjZb750ivzp59+CgsLKy4uzs/PHzBggJENGcrzpbaYevNxdnZ+hZgA0DwdJQ1jTZlEYcFjDvDplHX3Ua1IzGJxDBlrIoQCAgLUavWECRO++OILhNCmTZtSUlJoY82cnByDxpoMBoPqHHl5eem9LFUKlYQgOzmZW5kzZc+Lpg0bNGtEP69OTrf/FJTWNgzy4h8Jn2Tn4FBVXfOixDTBWJPCwcEhNTV15MiRWuGGXCb12miajr29/Y4dO3g8XkxMDDXhXFPtLF/fFhMMNIFWprWNNSlcXFwaGhoMGYMrFYqcR5U8czaDFAf7vcN3tEcIPamuS3n0RImrF7PN3unkNGLYsJOnznRwcqSSNNVY0ziGXCb12mg2CQ8Pj82bN0dFRe3Zs2f9+vVNtbN8fYbkt7EAACAASURBVFtMMNAEWpu2Zqwpl8uX3MA7OnHZLCaTidRP//xq/gRvtw64mtjxYzqGsJVTh5EIXb58WaVSOTk6UKla2lgTAIBXoxWMNZsmMSqVqqii/v5zeamEISexRqm8USKcMaLP6H6eXm4dqhvEz55X3bqV7WjF7cx3hfoDgDcFbWNNsZwy1pz7wSh3d/d33nnH9KzoYQoGg9FkiSFJUqFQKJVKHMfV/0UoEjc2ypQqlZmZGc/cvIOTg4ODPdakmdwAAGiPNNkeHMMwLper9byjUyc4kgAA6AdesgAAACQGAACQGAAAAIMSc+fOHYlE0tT09Bc9r7DWlAgAALQTiamurs7IyMjPz1cqlaYrwiu4LmlmAqZNANC+eeGJEuWX9+zZM09PTw8PD/jiDgCAZmvF0OA4XlBQkJ6eTk0ma2KTRCgUrl69evTo0WFhYdRXyxTHjh2bPHlySEgI5XJCxQ8MDKQX6Hy0YhrJEwCAN1hiKKRS6b179x4+fGhiRgcOHHBxcUlOTl67dq3mV4g2NjbHjh2LioqifFWonlFGRoZuF0krppE8AQB4IztKmvB4PC8vL0MfQ+qSk5Pz/fffm5ub8/l8zfBJkyYhhAYNGmTEq8VQTEN5AgDwBksMi8V6hbEYhUKh619FQ3+F+VI0YxrPEwCAN6yjhGEYn88fMWJE165dmzrW6+XllZqaKpPJXvqQqEOHDrSxXnPlCQBAW2/FODk5+fj4aJmB62LokfPSpUs3btz4zTffDB8+3JBNHB1z+fLlCKHU1FTj2zI9TwAA2iZY8zYQCILIzs7Wctttg3kCANAKNPlLa+O8//77DQ0NfD5/1apVbTlPAADe1FYMAACAZisG3t8FAKAFAYkBAAAkBgAAkBgAAACQGAAAQGIAAGhnEvNqrnfNy2t66AEA0HYlxkTXu+joaPrn1q1bm1cU4CUdAGjPHSXK9S4tLa2oqMiQP0tZWVl5eTlCqK6urqioCI4gAACmSgyFcde7KVOmnDx5EiF0/vz5999/X3PVtGnTRo4cOXny5KtXryIdgzuhUBgdHR0cHDxr1qwHDx7QzRy1Wr19+/aRI0dqtXq0ctPk+vXrU6dOHTt27MaNG6EKAeANkxgKQ653Y8aMycnJqayszMjIGD16tOaq06dPX7t2bevWrXoN7uLi4gIDA1NSUpYtW7Z792461cWLF8PCwq5fv661Ia3cNNm9e/fWrVvPnDnj6ekJVQgAbZkmu95xOJx33313xYoVo0aNYrPZdPjTp0+PHDny8OHD+vp6uVyum2FOTs7Vq1e3bNmCXvSdeu+993QjG8/Nzc3t8OHD//nPfyZOnAhVCABvmMS81PVu0qRJZ8+e1bq8P//880mTJoWFhTk4OFC9Hi1IkkxOTrazszOlWMZzi42NzczMzMzMPHv27OHDh6EWAeDN6CiZ6Hpna2ubmppqbW2tGSiRSPr27WttbX3z5k06UNPgbsCAAWfPnhWLxTU1NTt27DBeLL250Zw4ccLf33/WrFmmzJEAAECbaMWY6HpniCVLlkRGRiKExo0bRwdqGtxFRETExsaGhoba2tp+8MEHr5AbTVlZ2bRp07hcbkREBFQhALRlwC8GAICWAvxiAABoWUBiAAAAiQEAACQGAAAAJAYAAJAYAABAYgAAAIzDgkPwplBdXZ2bmyuTyfSuZbPZSqVS7wdfAAAS83ICAwNb4S1B07fSEjGNk5ub6+U7yq5jV4QQiUgMYSQiEULUwraoTzJ//bm2tnbu3LlwWgNvqsRQfi5MJtPW1nbAgAEzZ87s3Llz6xTU9Kv0+vXrR44cqays7Nix4yeffDJixIj2UVUymYzn6C5X4rSsYAhDCCEM/Zp6OvPXn9lsdrvZWeB/txWTkZGhVCqrqqpu3LixZMmSvXv3du3ate3sz61btxISEtasWfP2228/fvx469atXC7X39+/fdSWXIFjGIYQQohECEOIRAiVPfnr613RCKGgoCB3d3c4p4E2xasM93I4HFdX15kzZ4aFhX399ddU4Ny5c/Py8hBCeXl5H3/8Md3qOXbs2OTJk0NCQtLS0ugcdB3tAgMDv/rqq5CQkEmTJp06dWrXrl0hISEhISG0VRVtiCeVSqm18+bN++2337TK9sMPPyxbtqx3797m5uZ9+vRZunRpUlKSoYRGstL036OXGxoaVq5cOXr06E8++YReq9fNT2/M10epUiuU1B9B/ReJGvd+sVipkAcETerevTuc0EB7kBia4cOH5+fnU8vBwcHp6ekIoczMzODgYDqOjY3NsWPHoqKiNM3r9Drade7cOTExceXKlQcPHvT09ExMTFy1atXBgwe1Nrp//35XV9eTJ0/GxMScP39ea21JSUnPnj3pn7169Xry5ImhhMaz0oWKn5ycrGnoqdfNT2/M10ehJORK/Odzx2uqq+RKXKHEj3617pmgsKNb1+kL18PZDLSHjpIm/220I6qVvmjRovDw8OzsbE3hmDRpEkJo0KBB1dXVVIghRzsqpq+vL0mSlN+Vn58fnYomMzPzxx9/NDMzMzc3pzz0TEQ3YVOzunPnTmJiorm5eadOnehAvW5+emM2h8TgmZdPnk7YnJb6w9It392/eyP7+k9sDnfuij2IwYGzGWhvEpORkdGnTx9q2d7e3s3N7eLFi25ubra2tloxNZ00jTvaacbUXH6h6WXYLovP5+fl5Q0ePJj6mZeXpzk8oZvQSFYEQWitVSqVml6iFHrd/PTGbAaJURE+fqOcLyU9Lyvas/qjhpoKhND7n6yxf6uLQonD2Qy0k46SSqV69uxZUlJSfHx8WFgYHT5mzJiDBw+OHTvWeHLjjnYvxc/P7+eff1YoFJWVlV9++aXW2pkzZ8bGxubm5srl8j/++CM2NnbGjBmGEhrJysnJKScnp7GxMTk5mQ709vZOTU2VSqU3btygA/W6+emN2SytGDbXet7qhA6dulQ/e6JSyvsOndBr8ASFElco1XA2A+2hFRMYGMhgMGxsbHx9fePi4jQfWg8aNIjFYr308Y1xR7uXsnTp0q+++urrr7+2srKaPn261tqAgAC5XL5t27bKykpnZ+eFCxfSLRrdhEayWrRo0bZt2xgMhubLbJ999tmGDRuOHTsWFBREB+p189MbszkkRo1hGIdnOysq4bvt80lEjv1wpVJFwHkMtFma0/UuJSWluLh46dKlcFhbgmvXrpEO/ZRcak4IslFUL5eKHN7qTD2/5sgrsNrfR40aBQcKaDtYWlo229u9BEGcPHnyiy++gMPaQvTu3Ts393dClkX9NEfIHCGi8P/+vleYm/fu3RuOEtCeWzEAAABarRj40hoAgBYEJAYAAJAYAABAYgAAAEBiAABoPVgXLlyAowAAQEvg6uoKD60BAGgp4KE1AAAt3FFqUuwHDx6UlJToXeXu7t6tWzcOBywFAOBNIioqmtnB+2lphaWVBZPJYjE5DBZisxhcDofNYpmxmd062oVMHNZKElNSUrJi5Womk4EwBoYQZRcjbpQ1iBvv3sn5888/u3TpwuPxtFKBdT4AtE3WrNvNdPQeOth/ReJ0eyszvXEmfxxtKDlBEImJiQihmTNnGvJFafI3SkocZxAYA2EYxsAwhDCMa8bhKpU9+vR7lJ9bVFTk4eFhaWmpmQSs8wGgbXL79zu/3vz98PdnN8adkUgkTk4OnV0cO7u95drJycbSrKOdBQtDQplSKxVJkgKBID09PTQ0NDMzEyEUGhqamJg4bNgwPp+v6VT3KhJDECRCCDEQgyRyq2RiJe5ixe1qZ4lI5N2z98P8vCdPnmhaW6J/zzqf8txtU+PZhor0CkW9du3apk2b/Pz8du3a9a/sS2Rk5N27d9evX6/rKwa8KaiVShaXI5fJhowPflxcjhCqqJcVVxSIhNmNjWInW8voBRMJgtCVmLS0tKysLEpfEEKLFi2iGjWzZs0yKDF37tzRdbFECDk5Ofn5+f1TJoJECD2qkX72y5+PahoRQr2dra5+1N/W2hIh1OXtd1JO3dGSGNRE63zajtvc3Lxbt27Lly/XNdZPTk6+d+9ednY2k8ns0qXLvHnz+vXr16Tr3Hj+Tb3+W1nOGhsb9+7dy+Vy16xZQ4WIxeKEhIRbt26JRKLu3bv36dNnzpw5zSvHWnHWrFkTGhq6d+9ef39/3d4x8EbAZJuJxDIVrkIE0dnFYYyfB0LoUnZhRbVEjcjH9/MRQpi+hFOmTMnKykIIUZZvlAn/lClTdGP+033y8fHRkh+EEIZhPj4+Wr0vpZpYkHKfi5FXPuz7PGLolQ/7IZJECNlaW3awt9HfvWq6dX56evqqVavy8vJ0re0QQnv27HF2dj5//vyXX36Zl5f3Ci7cxvPXJCMjo6092k9JSRGLxWPHjrW3t6dCNm/enJycvHjx4osXL86bN+/WrVtNyvAV9tHR0TE4OFgkEl28eBGu1TcUjMmsEzbK5XKhVDakl+vp649OXXsYPKgrQRAYwszMzKRSKXV1ayrA8ePHIyIiqCGYvn379u3bd+bMmQihiIiI48ePa7V6/mnFWFpaurm5CQQCzdVubm5aAytqgrj3XFxUI06bO6ibI49A5Morj6d2f+tace1gvt1/POz17olCSZCIvJGaNGBosKWNPYaQpnW+IPsHPTuPYZRhXVlZme7atLQ0BoNBEATl79ulSxcqXCgU7tix4+7duy+dQ05v/pMnTxYKhQghV1fXBQsWDBo0SOvuTS3PnTs3JSVFrVYvW7ZsxIgRdLNIM6berCgOHjx4+fJle3v79evX0yX/p8Unlx85ciQtLU0sFnfr1i0yMlJ3pirqBqI5E8sff/yBELK2tmaz2b169UpISKDCpVLpwYMHMzMzJRJJhw4dTpw4QSeMjIw8d+5cWVlZWlqa7j6OGDEiJyfH2dl5w4YNHh4eevdx6NChycnJN2/enDp1KlyubyIsBlsoblQpZXKF6vuf8zEMe9vNXirHSQaDJAmSJIVCodYnAARB0CLCZrMtLCyoBc21mkO/L6T28vJisf4RHRaL5eXlpd15UxMPngtdeEx3W3OCILelF137q2Jnxp/f/F9xzI0CQ3uiUOLXk384Eb9p58qP6mpq0n/+8aXW+QRBUMa3tAP5C60vBgMhNHz48PDwcDc3t1WrVlHhBw4cyMzM/Pjjj/fu3fuyQSU9+Z89e/bq1av79u0rLi6mjXh1GTly5ObNm+vr66m5Fuj7v2ZbwEhWkyZN+vzzz588eRIXF6ebeXx8/OnTp7/44ovY2Nj8/PyYmBjdONTMLZr9u169elGq8d57723fvr22tpYK379//4ULF6ZNm3b16lVKXzRbgiUlJWq1ftPfBQsWREVF0YXUu48eHh50YYA3Ea6llVSmlEulKjWOMRkWXFZgH355pRBX4SoFzmCwGxoaSJ2u0tSpU6kpN44ePZqfn5+fn3/06FGE0JYtW3RvNi8M93I4HE9Pz4KCv5XC09NT9z0XNUFUiaQOHEQQBEKMiMHu6YXPTk3v57fv+oWZflptqn8kpunW+cOHD+dwOEOHDl2+fLmRzk5OTk5UVNSGDRvi4+MRQrdv30YIjRs3jhJXI+jmX1lZefjw4YKCgpqaGoQQ9V8vfD6fEnK9o1cvzapjx44ODg4IIfpQa0IJ35IlS6ifRUVFesdiqDYLHbJp06bTp09nZmYWFRVdvHixpKSEOiBUe2fixIm6zxTPnDnj5ORk6FkjXchHjx4ZOg7UVBMSiQSu1TcUBostkSkUcrlcjqsUqmqxNDu35FZeCUmSBIHk0sb6+nrduzuXyz19+jR9R6RXpaamBgYG0jfUtWvX9ujRQ/uJkoeHh0AgkEqlPB6Pukfp3vw5GNkok6sJQqrEpx3PLGuQjj10vapOuPv6/bWjextqxVDW+d9s/bTqaTFCiLbONzI68PKeJIZRbRD6hUCVSqXZbDM++qAVEhERUV5evnLlyqFDh44fP/4ldcMw9mL0S7Oiyqn3TUWSJBFCV65c4XK5hvK3sLAQiUQikYhSAYQQj8ebM2fOnDlzSktLP/roI1qYqNz0ltbZ2dn4PlKFNFIMqieo1ZUG3qSOEpNTVloil0rq6upkEoUFjznAp1PW3Ue1IjGLxcFxRW1tLSL1nPkBAQFqtXrChAmUl+6mTZtSUlIGDx7s6uo6cODAnJycgQMHduzYEel+ac1gMKjOkZeXl97zUq0mutiZC2rEdRK5GYsRP8VvpKfToakDx73z1qqgHiRJGJAYtVJFUNb5Ti5dHF08KOt86u8VDs2HH364du3aqqoq6jPOAQMGUOHUyHF2dvbTp0+bmqdIJKL6TRUVFU1NS82j9Ndff5mSlVwuv3z5MkJo4MCBumupwY4rV64olcqnT58uW7ZMNw6l/ppvWs+fP/+3336TSqVUIH1AqDGgCxcu6D56NI5CoaAKSU8pobWPCKHS0lK6MMCbCMfMrLy0VC6TCgSCimflhYVP1n914q/Corrq6prKClF9A3UX0cXd3X3GjBk8Hs/X19fX15fH482YMcPDwwPDMGrWjaCgIEpA9LwX4+Li0tDQ4OLiojdrNUEM7uz4liVr8Zlbq4N6O1hyw4e8w2Uxw4d6EwSp1xzC3NycFJcruC4IISbX6oOIg3KpSI2x1Qqcss43Nzdv6qEZM2bMnTt3ZsyYYWVlNW7cuIULF1Lhn3322caNG7/88kvTn2HTLF26dP/+/R9++KHeK984ixcvTkhI+PTTT83NzS9fvmwkKwaDMWvWrLq6On9///DwcN2swsPDrayskpKS4uLiunXrpnfSmMGDB+fm5mZkZPTv358KGTZs2PHjxx88eGBpaTl+/PgFCxbQO8VkMpOSkr7++mtHR0e6fftSlixZUlJSEhAQQB9brX2kW4IBAQFwrb6pYJaN9RKFHBfWCxGhZrKYMrnsv+1frFFYJ5Wa6e09cDgcDoejVqtDQ0Oppi49saKjo+PAgQMdHR2pkKZ9aX3x4sUpH33MZDDqZcr4rII/q4QPKho8HC2vLpnAYDCYDIzBwGJ379SaIMn4BwTm5ua9e/d2cnKC6jadxsbGadOmqVSqkydP0s+tmwsT3/Gpq6ubPn06h8M5derUS0e+gLZJ2RNB1q3fM/PLFQTBZvJ4PDMm25zFYptZWDHZrJqKEh9nnM930ZylXmvYhGodMxgMutOjUqlwHGexWGw2+1UmOVGrCYSQnTln3eg+TCaDwWAwGQz1341w/cMTTk5OML9P82JhYREREbFp06aYmJidO3f+K2XYunWrXC6PiooCfXlzcfPgT/fgT0dILBSJGkQNDaLf8gtLnjeInleK5XhDVXGw7ygjL6ZqKgsNk8nUnCq6aa2YvLw8vW+pvFBoNzfqASoAAP/jWFpagiUVAAAtKDFgSQUAQAsCEgMAAEgMAAAgMQAAACAxAACAxAAA0C4w6dU7tVqdnZ19//59+KYWAABDWFpa9ujRw9/fX/PVO5MkJisrq0OHDnv37qW/6wUAANCitrY2OTk5KytL0yzNJInJz8/fv3+/tbW1IfsiAAAAW1vbSZMmhYeHN1liZDKZhYUF6Etbg8fjSaVSUwL/lZK8cpH+lV0AmgULCwutD55N/QxSjYO+/Av06t0Lw7DcP3KbVC+6gVbWVhMmTEj6IYn6GRYWlnQiSSwSG8rWytrKyFpdxCKx8TNE79q8vLwNGzZk384mCML7He+10WuDRgXB+dbOMFVicByHg9XK3L1718bGhiTJnDs5/fv1N71e9AYWFhY+fvy4a9euVVVV9x/cf2mdNm+N6+aWl5c3ZeqUjRs2Hjp0SK1W5+bmXki+MGL4CDjf/kclhjaqAVqNEydPhISEqNXqkydP0lPN1NbWRkREZGVleXp60vWiN1CLefPmxcbFbt++/dDXh+bMmRMZGUlH8/Pzq6ysdHR0XLt27fvvv0+5kdnZ2yGEnj17VldXt2LFiszMTBcXl927d1MmWC4uLgKBYOXKlT/++GNpaamLi8uzZ8/05mbo/Fmzds3atWsnTppI/QwYEhAwJICORi1UVFQsXbr03r17ffv23bdvH+UE6uLisnz58sTERBzHt2zZQk1VbEoh4Yxq260YFdxVWhW1Wp2ampqakqom1CEhIWvXrKUeBK7/Yn3nzp33xe2rqakZGjiUqhe9gVpMDJn41d6vSktLL126dDH1YmRkJB3tVtYtkiTv378/e87s9ya8JygV8DvzBaUCqt7XRa8bM2bMvrh9d+/eXRm18ueff6ZSJf2QFLUiavu27VQ+hnIzdP78/vvv+/ftN3ReUeFr1qzx8/NLSEhI+Dph7Zq1hw4dotba2thevXL1//7v/9ZGr3137LsIIRMLCbRdiaGcooFWI/Nmpoe7B/WWgJubW2ZmJuVfeSP9xtUrVzkcDtXWoOpFb6AWDAZj8pTJH3300XsT3qPm5KOilZaW7tm7J/eP3JraGplMRqelF9JupJ3/6TxlIcxkMulwajoLrfgvzY2GJEmVSmXovKLCs7Ozd2zfYcYxmzNnzrDhw+jIlJnjkCFDKioqqEATCwm05bEYqKRWJfmnn3Lu5HT1/HuStuTknwYO9EMIKRQKBgOjq4Na0BuoW4Oh06d/9913H3wwjYpA/Z89Z/aHM2ZERkQ4OTn17NVLNxOCIG5lZdGvRBnaiom50Xh7e1//9fr7kyYZP99UKiWOqzQLrJUbtWxiIQHoKAGIkoxf09IybqRT10xtbe2EkPeiG6UcDqdnj54nT56a/P771ARJVL3oDdStQWsr61s3/4lA/ReJRP3797e0sLxy5Sod+NZbb+X+kUtN5zDY3//48eOzZ82Wy+UHDh7YuGGj3lPCSG56i7T88+WLwxeTamL48OEEQTx8+DD+60OJx7/XjD+g/4CjR4/OmT3n26NHfX199eZGLZtYSKDtSgwM97Ymv/76q5eXF8+CRx12ngXP6+23r16/9p8RIyIjI1avWRN/KJ5ybKYi6A18aQ1SIZ9HRn7y6acIoZD33qMDl3/++adh80mS/PX69c8//3znrl1jxgbb2dnNnDlTa0TWlNz0bt3L6+0vt2w59t13O3fvkkgk7u7uQaNGacWPjIzYsHHjt0ePdu/efdPGjXpz+3u7phUSaH1MMtbctWvXmtWr4WABAPBStsbE0DOsmjoDgbm5uVgk5vF4cPgAADCCVCrVmhbNJInp2bPnrexbfn5+FjyYzgIAAP00Shvv3LnTo0ePJneU1Gp1RkbGo0eP4MsRAAAMwePxvL29AwMDaTMHmOQEAIAWBCY5AQCgZQHXOwAAmq3NAq53AAC0FOB6BwBACwKud28wLWFw1xLJwbDufxxwvWu7NKPBHVXT/fr1i/0qtlu3boYyNG5VZ4rxnYlF0pu53vKYfria6ssH/FuA612boHkN7urr6hsbG7/59pv5YfOvXrn6yqV6aaWbXiTdElILdvZ29HJTzzE4J9uVxMDnZC1K8xrcyeQyBpMxY8aMnTt3GrK2QwjRVnW6PnJaxnfIgJdd1Mqos2fPOjo6xsfHe3t7a54qem3oXnpq6U01f/78wMDAmTNnxsbGPnr06NChQ1rF0/Tc09wpTcs708sD/EutGPgovsVodoM7XIULhcKvE772HeBrohmdlo+clvGdoeR9+/SNiIg4fer0uuh1J0+e1MzTkA2d8VNLb6rNmzZPnDSxZ4+eZ86c+en8T7gK1y2err0DetHyzvTyAP+OxIBvWMvR7AZ3/M58Lpc7ZMiQrVu3mmhGp+sjp7nWUPIxY8YghCZPmbxz106tVIZs6IyfWnpTWVtbR0ZEvj/5/X1x+ywsLPQ66eld1rS8M708wL81FgNV0lI0u8Hd44ICrYp7qRmdro+c5oLx5DKp1MzMTCvQkA2d8VPLUCoGk8FgMEQiod5yIoQUCjn9upfenTK9PAB0lNoVLWRwpxXyUjM63Y6GpvGdoeTFRcUdOnSIj48f7D9YKytDNnTGS6s3VX19fWxsbOL3iYvDF/v6+tnb2WkVz7lDhxs30vv163fp0iVDO2V6eYB/R2JguLeFaB2Du5ea0en6yL1gfKcvOYPBWB61oqioqF/fvhs2bNDKypANnfHS6k21YdPGGTNmuLm5TgwJ2bBxw/Zt27SKt3Tp0uh10QwGgxqH1rtTppcHaF7A9Q4AgOYEXO8AAGgpwPUOAICWAlzvAABoQcD1DgCAVgVc7wAAaFnA9Q4AgGZrs4DrHQAALQW43gEA0IKA6x3wEtqgZx3Y6L1ZgOtd++el7nmtWdFW1lYTJkxI+iGJ+hkWFpZ0IqmpbnVw7r3RgOtdu8IU97xWrujCwsLHjx937dq1qqrq/oP7CNztQGL095Xgs7E3Ab3uebqmdlS4XiM7qqJHjhwZExPj5+eXk5MTHR199epVKh96Q5SznClWcvPmzYuNi92+ffuhrw/NmTMnMjLSiC1ecnLyli1bxGLxiBEj4uPjqRy+3PqlbuGBdteKATOHNo8h9zykY2pHBRrxwZs8eXJKSkq/vv0uXbo0ZfIUKpBymfv222/vP7hvurXdxJCJX+39qrS09NKlSxdTL0ZGRhpJu3LlylOnTrm5uv3www+GHPmgotunxIBLWNvHkHse0mdqZ9wHb/y48VOnTV29avX169dPnTxFr3348OHJUyfPnDljupUcg8GYPGXyRx999N6E9zAMQ0Zt6Dw8PLZt2zZ+3Pjp06cbd+QD2t9YDFRtW8eQex7SZ2pn3MjOzs7W3d395MkT7u7u1tZWVKBUKl2+YvmO7ds5bLbp1nY4rgqdPv2777774INpVAQjab/77rtrV69evXbt2HfHzp09a6jwAHSUgNbGiHse0mdq91IfvPfGT9i0ZfOWzVvokPXr10+dMtWzqycdYoqVHK7Cra2sb938x6PPiC1ewtcJsz76qItHlznz5hpx5APaocTAcG8bx4h7HtJnavdSH7wBvgNYLJafoiXhAQAAAINJREFUny8dciEl5UJKypYvtyCE7v7f/yHTrOR0A43Y4hU/KQ4aM5rL5UatWGHEkQ94gwDXO8BAtys5ubCo6PPISDgUQJMA1zvAJMaPG4/gtTegiYDrHQAALQW43gEA0IKA6x0AAK0KuN4BANCygMQAAAASAwAASAwAAABIDAAArcf/A/44MIf2Q5evAAAAAElFTkSuQmCC"><p>Any GameObject that has a <b>MeshFilter + MeshRenderer</b> or <b>SkinnedMeshRenderer</b> can be painted.</p><div class="tip"><strong>METHOD 1</strong> Add the <b>P3dPaintable</b> component to your GameObject.</div><div class="tip"><strong>METHOD 2</strong> Click the context menu (⋮ icon at the top right) of your <b>MeshRenderer</b>, or <b>SkinnedMeshRenderer</b> component, and select the <b>Make Paintable (Paint in 3D)</b> option.</div><div class="tip"><strong>METHOD 3</strong> Open the <b>Window/Paint in 3D/Paint in 3D</b> to the <b>Scene</b> tab, and click the <b>Make Paintable</b> button.</div></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Step 2 - Make a Texture Paintable</span></h2><img style="float:right; clear:both;" 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"><p>Next, you need to mark which textures you want to paint. Your <b>MeshRenderer</b> or <b>SkinnedMeshRenderer</b> component has the <b>Materials</b> array, and each texture used by these materials can be painted.</p><div class="tip"><strong>METHOD 1</strong> Click the <b>Add Paintable Texture</b> button from the <b>P3dPaintable</b> inspector.</div><div class="tip"><strong>METHOD 2</strong> Add the <b>P3dPaintableTexture</b> component to your GameObject, alongside the <b>P3dPaintable</b> component.</div><div class="tip"><strong>METHOD 3</strong> Open the <b>Window/Paint in 3D</b> to the <b>Scene</b> tab, and click the <b>Preset</b> button next to the material you want to paint, and select the texture preset to paint.</div><p>You should now see the <b>P3dPaintableTexture</b> component added to your GameObject.</p><p>Inside this component, you can click the dropdown to the right of the <b>Slot</b> setting, allowing you to pick from a list of materials and texture slots.</p><p>For most objects, the default <b>0, _MainTex</b> setting is all you need. But if you have multiple materials or need to do advanced painting you may need to change this. For example, to paint normal maps you may need to choose <b>0, _BumpMap</b> or similar, the exact texture name depends on the shader/material.</p><p>The rest of the settings should be OK at their default values for now.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Step 3 - Make Your Material Clone Itself</span></h2><img style="float:right; clear:both;" src="data:image/png;base64,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"><p>The <b>P3dPaintableTexture</b> component takes over the texture slot of the material you specify, which means all other objects using this material will see the same paint. To fix this you must make sure the material is turned into a unique clone before your paintable textures are applied.</p><div class="tip"><strong>METHOD 1</strong> Click the <b>Add Material Cloner</b> button from the <b>P3dPaintable</b> inspector.</div><div class="tip"><strong>METHOD 2</strong> Add the <b>P3dMaterialCloner</b> component to your GameObject, alongside the <b>P3dPaintable</b> component.</div><div class="tip"><strong>NOTE</strong>  If your <b>P3dPaintableTexture</b> was added using a <b>Window / Paint in 3D</b> preset, then it should automatically have been given a <b>P3dMaterialCloner</b> component.</div><p>You should now see the <b>P3dMaterialCloner</b> component added to your GameObject.</p><p>Finally, make sure the <b>P3dMaterialCloner.Index</b> setting matches your <b>P3dPaintableTexture.Slot</b> index. For example, if your slot is <b>0, _MainTex</b>, then your <b>Index</b> should also be set to 0.</p><div class="tip"><strong>NOTE</strong>  The first material is index 0, the second is index 1, etc.</div><div class="tip"><strong>NOTE</strong>  You only need to clone each material once, even if you have multiple paintable textures targeting the same material.</div></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Step 4 - Paint It!</span></h2><img style="float:right; clear:both;" src="data:image/png;base64,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"><p>Paint in 3D comes with many ways to paint objects.</p><p>One simple method is to make a new <b>GameObject</b>, and add the <b>P3dHitScreen</b> and <b>P3dPaintDecal</b> components. These components will automatically work together, allowing you to paint using the mouse (or your finger if you run it on a mobile device).</p><div class="tip"><strong>NOTE</strong>  The <b>P3dHitScreen</b> component uses raycasts, so your mesh must have colliders (e.g. MeshCollider) for it to know where to paint.</div><p>You can now adjust the <b>P3dPaintDecal</b> settings to your liking. I recommend you at least change the <b>Color</b> or <b>Texture</b>, because the default paint color is white, and if you paint on a white texture then it may look like nothing is happening!</p><p>Once done, press play. You should now be able to click on your object in the <b>Game</b> window, and have the decal you paint on your object under the mouse.</p><p>For more advanced ways to paint I recommend you go through the demo scenes in the <b>PaintIn3D/Examples</b> folder and see how they're put together!</p></div><br><br><br></div><div style="overflow:hidden;"><a name="InEditor"></a><h2>Getting Started (In-Editor)</h2><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Step 0 [Optional] - Make a New Scene</span></h2><p>Before you paint objects in-editor, I recommend you make a new scene (e.g. copy+paste your objects into a new scene). This is because configuring your objects for painting requires the scene to be modified (these modifications can easily be removed though).</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Step 1 - Open Paint in 3D</span></h2><img style="float:right; clear:both;" 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"><p>To open the main Paint in 3D window, click on <b>Window > Paint in 3D > Paint in 3D</b> from the top menu bar, or select the Paint in 3D tool from the top left tool bar.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Step 2 - Make Objects Paintable</span></h2><img style="float:right; clear:both;" src="data:image/png;base64,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"><p>Make sure you're on the <b>Scene</b> tab.</p><p>Select at least one GameObject in your scene that you want to paint, and it should appear in the list.</p><p>On the right of each object you should see the <b>Make Paintable</b> button, which you can click to configure the GameObject for painting.</p><div class="tip"><strong>NOTE</strong> For a GameObject to be eligible for painting it must have the <b>Skinned Mesh Renderer</b> or <b>MeshFilter + MeshRenderer</b> components.</div></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Step 4 - Make Materials Paintable</span></h2><img style="float:right; clear:both;" 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DqdDg8PDwYOHMj+/ftRqVQNDki434m1NduBXq9vdkkrQRCE3xuj0XhfzV8mk8msHq3ZoUMHUlNTCQ0Nbbbc1NTUBidNB5g5cyYmk4m5c+eiUCioqqpi/PjxvPjii0BtULJ7927mzJmDyWRq1eA1Z2dn3nzzTZYsWYKTkxM3btxg8uTJuLq6otFozPZtj/OpVCqWLFnCu+++i6urK2q1mueee46uXbtanM+aY+quwdfXV2pednV1xdPTk0GDBrW4fvcD2alTp+6f35x7kF6vJycnh+rqasrLy+92dQRBEO4JdfOUaTQa4uPjiYqKwsbGBqVSiVKpRKFQIJfLLX5kMhkymczicV2Z9TvY1z1urlO9NVo6z5larebgwYMYjUYGDRokBRHr1q3jpZdeAiAjI4P4+HjkcjljxoxpNECD2kC2pKQEZ2fnBicY1mg02NnZtamVyWg0olarcXZ2bna0b3ud7+bNm7i5uVk9aXJrjnkQyXbu3Gnq0qVLuxaamZlJQEBAu5aZkJDA9OnT27XMO+Hbb79t9WCJ2y0hIeGerVtz7ue6C8LvzcqVK+/54Ky16gdggwcPZseOHUyePJkTJ05YBG6CYC3RrCkIgiAIrdS1a1e6du3KtWvX+O2331AoFPz2228MHDiQwMDAu1094T4lgjNBEARBaKPAwEACAwMxGAzSvF+C0FqiF7sgCIIgtBMRmAntwargLC8vr91PnJ+ff1+N4hEEQRCExuh0OhITE9m/fz+JiYnNTt4qCE1pNjjLy8tr9dJMTcnMzOTIkSMiQPud0ev1FBUV3e1qCIIgtAu1Ws2RI0fYsmULarWa4OBg1Go1W7Zs4ciRI6jV6rtdReE+1GSfs8LCQn766Sdqamo4fPgwgYGBbR51Ul5ezoULF8jIyKC0tBS5XM6IESNaXZ5Go2H16tUcO3YMOzs7xo8fz0svvXRPp5Zff/11qqqqgNpZkQcPHsyUKVOanSstMzOTl156iW+//bbZiX/LysqwsbFp1TDolJQUvvrqK7KysvD09OTRRx/loYceanE5tzp37hxvvPEG7u7uvPPOO7z22mtWXYsgCMK9pri4mKNHj1JSUkKfPn2YPXu2ND1Ft27dGDp0KCkpKezcuRM3NzdGjBjR6FQaFy9e5JtvviE7OxtPT0/+8Ic/MHToUKvqsXjxYt566612n8hduLuajAbc3Nxwc3MDakekpKSkcPjw4VZnu65fv87u3buxtbWlY8eOyOVy/P39W1VWnSeffBKDwcBnn33GqlWrOHLkCO+9916byrzdEhISmDVrFvPmzWPKlCns2bOH9evXN3ucj48P77zzjlXBzIcffsjPP//c4rqdPHmS1157jUGDBvHuu+8SGxvLqlWr2L59e4vLutWuXbt4/PHH+eqrr+jWrZvV1yIIgnC7nTx5skVzVf7444/Y2dnx5JNPEhUVZTFvmJ2dHVFRUTz99NP4+Piwa9euBss5ffo0b775JgMGDODNN99k9OjRrFmzhri4OKvqce7cOfR6vdX1Fu4PTWbObG1tmTBhAnv27JFGohw5coTk5GR69+7dohNVVVXx66+/Mm7cONzc3Dh58iQxMTFtGmqs1Wo5deoUO3bskLJO69at4/jx49I+NTU1bN26lZSUFLp372727aZuW3JyMt27d2fOnDnY2dlRVVXF//7v//LII4/wz3/+E1dXV5577jk8PDyaPK4lgoOD6dSpE1A7R8/8+fOZN28eAKWlpezYsYPc3FxCQkKkrJperychIYH+/fuj1WrZunUrI0eO5Mcff8TZ2ZnHHnuMDh06cODAAS5duoRGo0Gr1TJt2jSr67Vq1SqWLVvGwIEDpXr6+vry+uuv84c//EGqx65du7h8+TK+vr5MnToVR0fHJusUFxdHcnIyN2/eRKlU8l//9V/StQBUV1fzww8/kJmZSXR0NEajEQ8PD3r27Nmi91UQBKE1bty4wbFjx6xeIaCyshKtVssXX3xB//796dWrl9kcbFDb+hQfH09BQQFarbbBcurWsaxbEDwoKAhvb28WL17MhAkTSEhIoLKykuHDh0vHbNmyhYkTJ0prWhYXF/Pll19iMBgYP3483bp1A2q7kezdu5f09HQCAgKYOHEitra2aLVavvvuOyIjI9m3bx9z5sxpct1L4c5rts9ZXYBWZ9CgQSQlJbX4RKmpqQQFBUmZuMjIyDbPAWNvb0+PHj1YtmwZxcXFQG12acaMGdI+zz77LIcPH2bkyJGkpqby2GOPmW375ZdfGD16NKmpqTz++ONA7S/d2rVr+eSTTxgxYgS5ublmC6s2dlxrKZVKDAYDUBtwzp49m9LSUh566CHi4+P5xz/+IW37/vvvpcdffPEF33zzDQMGDKCgoIDXXnsNAH9/f9zd3fHz8yM4ONjqemRkZFBTUyMFZnV69+7Nvn37pAB4yZIlxMfHM3ToUPLz83nhhReoqalpsk6BgYFSnUJDQ82uBeAvf/kLFy5cYOjQofzyyy+sXbuW9PT0Vr6jgiAILWcymcjKyuLw4cNcuXIFo9HY5P5Tp07l4YcfJj09nS1btnDp0iWgdsDbzp072bNnD/7+/jz99NMNHp+VlUVNTY0UmNXp2bMn27dvRy6Xo1Kp2LBhg7Tt6tWr7Nq1S/pbCvA///M/BAUF0bVrV1577TXS0tIAWLZsGWfPnmXgwIFkZGSwaNEioPbL8FdffcU333xDRESEaMG4BzWYOSsoKMDJyQmVSgVg9g3CwcEBuVxOdXV1i7JFpaWl+Pn5Sc9v/VaSkZGBv79/i9eo/P7771m+fDkDBgyge/fuzJgxgyeffBKFQsH58+dJSkri1KlTKBQKJkyYwL/+9S+qqqpIS0sjLS2N48ePI5fLefjhh4mJieHkyZMEBQVRVVXF8uXLcXR0ZOzYsQQEBFBaWkpGRkajx90a1DSlsLAQg8GARqNh/fr1jBkzBqgNOD/99FPpW4yLiwsrVqxg/vz5FmVotVoWLFiAg4MD0dHRjBo1ivLyckJDQ+nUqROhoaEtWhft5s2bNLdaxOXLl7lw4QLff/89tra2PPTQQ7zwwgscOXKEAQMGNFqnnj17SnXq378/JSUlUpkpKSnk5OSwZs0alEolw4cPNwuGBUEQ7iS9Xs+lS5fIysoiNDS0ycXPu3TpwtSpU8nLy+PEiRP8/PPPuLq60q9fP8LCwiyyafXdvHmz2dUNwsLCsLGx4dKlS/To0YODBw8SGxtr9rfyiSeeYMCAAUBtv+5vv/2W6dOnk5WVxebNm5HL5URHRzN37lySk5Px8/PDYDDw1ltvtbjVR7gzGgzOMjMzUalUDTYpGY1GampqWrzmlb29PZWVlQ1uMxqN/PLLLzzxxBMtKhPAw8ODNWvWsGrVKo4fP86HH37IxYsXWblyJZcuXaJv375mgwOeeuopAC5dukRhYaEUFEHtdWdmZhIUFISrqyuOjo5AbWbL2dmZ8vLyJo9rSXD23nvvoVQqcXR0ZNCgQcyZM0fadvnyZdauXUtmZmaTw7GdnZ2lbzwKhQKVSkVlZaXVa8PdysnJidLS0ib3uXLlCuHh4WbBdd++fbl69SoDBgxoVZ3qboBK5f//OFqzmLAgCMLtVFlZydmzZykpKZEW3G5MXZC2bt06Zs+ebVX5KpWKsrKyZveLjY3l4MGD9OjRg8OHD/P++++bbQ8JCZEe9+rVi4MHD5KRkYFareaFF16QtuXl5ZGXl4efnx8ODg4iMLuHNRicBQUFcfDgQbp3724RhCUlJeHr69viDFe3bt0aLfP8+fOtypqVlJSQkZFBZGQkNjY2jBo1iqCgIMaOHcvKlStxdnZudBizk5MTkZGRfPbZZ2avOzg4NPnL0tRxLbF27Vqpz1l9KSkpUr+v8PBwrl+/zhtvvNGislurW7du3Lhxg5ycHHx8fKTXCwoKWLVqFR988AEqlcoigCstLW3T2nbOzs5mmTRADD8XBOGuc3R0bDZz1haBgYEUFRWRm5trdo7CwkLWrFnD8uXLkcvljB07lnnz5jFixAhcXV3NWqGgdnR+XTNnSUkJjo6OODg4EBoayjvvvGO2r52dXaOJEuHe0WA01LFjR4KDg9m9e7c0J1VNTQ0JCQlcunSJQYMGtfhEHh4eFmXqdDrOnDnD5cuXGTx4cIvLrKys5JFHHiExMVF67d///rfUGXLYsGGkpKRw5swZoDZDEx0dTXV1NUOHDiUpKYnMzExcXV0xGo0sWLCg2W8xrT3OWgUFBfj7+9O3b1/s7OxaPcecjY0NN2/ebPExs2fPZvHixdLEw8XFxaxYsQJPT0/kcjlRUVFcuXKFlJQUqb4HDx5k2LBhraonQL9+/cjKymL//v1UVVVx5MgRs/9TQRCEO0mpVNKjRw9GjBhx2wIzqL3nPv744yxdupT8/HygNrj64IMPpHsuQKdOnfDz82Pt2rWMHz/eopwffvgBqG2F+ve//82QIUOIiIggPT2dvLw8nJycMBqNfPDBByIwu080OlozKioKd3d3jh07RllZGUqlkq5duzJ16tRmR7E0pl+/fg2WOWXKlFaV6e3tzUcffcSMGTOk7Iuvry+bNm0CajMyGzZs4JlnnsHd3Z3CwkJWrlyJnZ0ddnZ2rF+/njlz5uDi4kJeXh7PPPMMHTt2bDKocXNza/S49hAdHc3OnTuZMWMGRqORqKioVpUzdepUFi5cSEJCAn//+9+tPm727NmYTCbmzJmDQqGgqqqKiRMnsmDBAqA2c7h06VLefPNN3NzcuHnzJi+++CKBgYEW2S9rOTg4sHbtWtauXcuGDRsYPHgwMTExrSpLEAShtWQymdWjNTt06EBqaqpVXTBSU1MbneNs5syZmEwm5s6dK91zx48fz4svvmi237hx4/jwww8ZNWqURRmenp7Mnj0bnU5HaGgojz76KDY2Nrz55pssWbIEJycnbty4weTJk3F1dUWj0TRbZ+Huku3cudPUXCfwlsrMzCQgIKBdy0xISGD69OkNbjMajeTn52NraytNd1GfwWCgoKCAjh07WrSxGwwGCgsL6dChQ4sm8bP2uG+//bZVAVZJSQl2dnZtGkVjMpmorq5utH4JCQmN1s1oNFJcXIyLi0uD/QuNRiNFRUV06NChxf0PG1JcXGx283r99dcZO3YssbGxLa67IAj3lpUrVxIVFYWNjQ1KpRKlUolCoUAul1v8yGQyZDKZxWNAel6n7nFbulXUOXnyJOHh4Vb32VWr1Rw8eBCj0cigQYOkCdrXrVvHSy+9BNQOdIuPj0culzNmzJhGAzSovaeWlJTg7Ozc4D31wIED/Prrr7z77rsNHl9WVobRaMTV1dWiXLVajbOzs+hjdh9pcp6z+4VcLm8y9axQKBrdrlAomh2h2J7HWav+MOnWkslkrZ41Wi6XN5kNlMvlDfaZaw2j0ci8efPo27cvffv25cqVK1y4cIElS5a0S/mCIAjNacmALgB3d3cee+wxKQA7deqU1D0nOzubEydOWARuTZHL5dK8ZfUZjUY+//xzDhw40GhgBrUtRY2V21DSQri3PRDBmXB/k8vlfPLJJ+zevZukpCS8vb3517/+ZfENUBAE4V7TtWtXunbtyrVr1/jtt99QKBT89ttvDBw4sM1zeUJt32wPDw+WL19OUFBQO9RYuB+I4Ey4Jzg7O7d5Ml9BEIS7pW4VHYPB0K5rO9vb2zN58uR2K0+4P4jgTBAEQbitqqurKSkpwcbGBoVCYdbnrK5PWf0+Zrf2Oavf16yhPmf150gUhAeB7JNPPmndKuaCIAiCYIVdu3ZJM93fjuCsPQYEtFVNTQ1Xr15FrVbj7u5Ot27d2mWwlPD7pAwLC7vbdRAEQRAeYLt27brbVbhtNBoNaWlpZGdn4+vri5+fH3l5ecTFxeHn50dISIjoPyu0mMgFC4IgCEILlZaWcvr0acrLywkJCeGRRx6R5kbz9fUlIiKCK1eucPToUZycnOjfvz8uLi4NlpWWlsbOnTvJy8vD3d2d2NhY+vfvb1U93n//fRYsWCCmyXjAtGy9JEEQBHvhkGAAACAASURBVEEQOHToELa2tkyYMIGwsDCLSWttbW0JCwvjD3/4A15eXhw9erTBchITE1m5ciWRkZHMnz+fYcOGsXHjRn7++Wer6pGSkoJer2/z9Qj3FpE5EwRBEIQW0mq16HQ6du/eTXh4OMHBwWb94aB2otrk5GSKiorQ6XQNlrNp0yZeeeUV+vTpA0BAQACdO3dm5cqVjB49Gp1Ox/bt25kxY4Z0zNatW5k+fbo0EEKj0fDDDz9gMBiIiYnB398fqJ0s/dChQ2RkZODj48PYsWNFP7j7hMicCYIgCEIrxMTEMHToULKzs4mLi+PatWsAFBUVcfToUY4fP46Xl1ejU2Hk5OSg1+ulwKxO9+7d2bx5MzKZDJ1Ox759+8y279692yxb9sknnxAQEICfnx9Lly6V6rF69WqSk5OJjIzk+vXrrFixoj0vX7iNROZMEARBEFrJ09OTmJgYbty4QVJSEvHx8Tg5OREeHs7w4cMtsmn1FRcX4+np2eY6TJ06lcjISAAqKirYtWsXkyZNIicnhzVr1iCTyRgwYAALFy60ej1Q4e4SwZkgCIIgtFFdkPb1118zceJEq45xdHSkvLy8zefu1q2b9LhHjx4cP36c7OxsSkpK+Otf/yptKygooLCwUARn9wERnAmCIAjCXeDv749araagoAAvLy/p9aKiIjZu3MiiRYuQy+UYDAZpm8lkMnsOUF5eLo0E1Wg0ODg4YG9vT1BQEK+++qrZvmJU5/1B9DkTBEEQhLtAqVQyZcoUVq9eTWFhIVA7RceGDRtwd3dHJpOhUqmQyWQkJSVhMpnYs2ePRXC2Z88eoHaR9D179tCvXz969uxJRkYGhYWFqFQqTCYTGzZsoKqq6o5fp9ByInMmCIIgCC3k4uJCRkYGXbt2bXbfjIyMRuc4mzx5MkajkYULF6JQKNBqtYwaNYqnn35a2uePf/wjK1euxMbGhmnTpllM2+Hh4cHLL7+MTqcjKCiI8ePHY2Njw/z581m1ahWOjo6o1WrGjRuHs7NzWy5buENkx44dE8s3CXeEVqulsLDQ6jl5lEolnTp1wt7e/jbXTBCE22nVqlUP3PJNGo2G+Ph4TCYTvXv3xtvbG4Cvv/6axx9/HIDc3FySkpKQyWQMHjy40QANapsrNRoNTk5ODa4VajQaMRqNja4jWlFRgdFotAi+jEYjJSUlODk5WQR1wr1LZM6EO0YmkzFs2DDc3Nys2r+4uJj09PTbXCtBEISWc3V1JTY2VgrAkpOTpSkx8vPzOX/+vEXg1hSZTNbkvbEugG2MSqVq9Dh3d/dmzy/cW0RwJtwxer3e6sAMoEOHDuj1etGBVRCEe5a3tzfe3t7k5OSQmJiIXC4nMTGRXr164ePjc7erJ9ynGg3DL168yN/+9jeef/55lixZwunTp297ZbKzs5k5cyZarbbB7d9//z0nT55sUZnl5eV8+umn/PnPf+bll1/m66+/xmg0StvLysqorq62qqyW7Fvf22+/jUajsXi9uettyK3HtLZO97L2GFouCIJwJ/n4+DBu3DimTZvGuHHjRGAmtEmDwdmZM2d466236NevH4sWLWLMmDF89NFH7N2797ZWpkuXLixcuLDRPkaZmZkUFRW1qMy3334bg8HAkiVLmD9/PmfOnOGzzz6Ttq9bt44jR45YVVZL9q0vMTGxwaU7mrvehtx6TGvrdK/aunUrM2fOFAGaIAj3paaaHgXBWg02a65du5Y333yTqKgoAAIDAwkKCuLll19m1KhRpKSkUFlZyUMPPSQd88UXXzBp0iTc3NzQ6/X89NNPpKenExAQwIQJE7C1taW6uprvv/+eiIgI9u/fz2OPPcaxY8fMnp8/f56+ffsCoNPpiIuLIysri0GDBpnVsbFz1FddXc2FCxf4n//5H6nj6MKFCzl37hwAR44cIS0tjdLSUrRaLZMnT6asrIw9e/aQn59Pt27deOSRR5DL5Q3ua00dmmIwGKTrrXtvBg8ezO7du/Hx8eHRRx/l559/5sKFC/Tp04dRo0aZHdNQne5nW7duZdu2bcycORMnJ6e7XR1BEASr1dTUcPXqVdRqNe7u7nTr1k2sYym0mkWIn52djV6vlwKzOn5+fgQGBpKYmIiTkxMbN26Utl27do19+/bh6uoKwHvvvcfZs2cZMGAAmZmZLF68GKgdrbdt2za+++47evfujVwut3i+Y8cOqdx3332XixcvMnDgQH799VcpqGrqHPXZ2dkREBDAxo0bKSsrA2pncR47dixQm4Z2c3PDx8eHbt26UV1dzfPPP09ZWRlDhgzhzJkzbNq0qcF9ra1DU7RarXS9Wq2Wb775hp07dxIVFcWRI0d47bXXuHnzJhEREXz66ackJCSYHdNQne4Xt2ZA6wdms2bNuku1EgRBaBmNRsPp06eJi4ujtLQUPz8/SktLiYuL4/Tp0w12abkXGQwG1Gr13a6G8P9YZM5u3rxpNlNxfV5eXty8eZNBgwahVCqlNboOHTrEmDFjkMlkpKenk52dzaZNm5DJZAwdOpQXX3yRlJQUfH190ev1vPnmm9jZ2aHRaCye17l8+TJZWVn885//RKlUMnToUP70pz8BNHmOnj17mtX5/fffZ/PmzcyZMwd/f39iY2MZP348crmckJAQPD09CQkJoXfv3gD8/e9/l9Y6c3Z2ZvXq1cydO9di35bUwVo6nY4XX3xR6gD/zTffSEOy09PTuXjxIkFBQdL+DdX/flBWVsYzzzwjBWIiMBME4X5TWlrK6dOnKS8vJyQkhEceeURqOfH19SUiIoIrV65w9OhRnJyc6N+/f6NTaaSlpbFz507y8vJwd3cnNjaW/v37W1WP999/nwULFrR54NSOHTtQqVSMGzcOk8nErl27SEpKkpIOe/fuxd/fv9V/34SWsQjOVCqVlGW6VVlZmTRcNzY2lkOHDhEaGsqRI0dYuXIlUDvZnlqtZt68edJxeXl55Ofn4+vri6Ojo9mH6NbndTIzMwkJCTGb06V79+7NnuPWD46bmxuvvvoqL7/8MufOnePLL7/k2rVrvPTSSw1eY1paGhs2bOD69esN9hOr05I6WKv+e6FUKs36otna2jZZn/uJs7MzM2fOZNu2bdIQdBGYCYJwPzl06BAeHh5MmDChwbnHbG1tCQsLIywsjJSUFI4ePcqkSZMs9ktMTGTt2rXMmjWLadOmkZmZycaNGykpKWHMmDHN1iMlJaXNo9pramr46aef+PjjjykuLuaDDz7A3d2d5ORkaZ++ffuyevVqVq1a1erzCNaz+EQFBgZSVFREXl4eXbp0kV6vqKggOTmZBQsWADBmzBjmz5/P8OHDpaY1AAcHB0JDQ1myZIlZufb29lRUVFhdMUdHR0pLS81eq+sk3tQ56isrKyMvL4/u3bujVCrp378/vr6+vPTSSw0GZxcvXuTjjz/mjTfeIDQ0lNzcXJYtW9Zg/aytg9CwukBMZMwEQbgfabVadDodu3fvJjw8nODgYLMJcgHUajXJyckUFRU1+uV606ZNvPLKK9IcaQEBAXTu3JmVK1cyevRodDod27dvZ8aMGdIxW7duZfr06VJQqNFo+OGHHzAYDMTExODv7w/UNlUeOnSIjIwMfHx8GDt2bIP94BISEggICMDW1pbc3Fwee+wxgoODmTt3rrRP586d0ev1XLlyxawFR7g9LPqcKZVKZsyYwd/+9jfy8/OB2v/4FStWMHz4cDw8PIDa5SL8/f1Zt24dsbGx0vF9+vQhPT2d/Px8nJycMJlMrF69ukWBWV05V69eJTU1FajtC3fmzJkWnUOr1fJ//s//4fLly9Jrhw4dMhvibGNjI7Wz37hxA19fX/r06YOdnR2HDh0yK6/+vu11nW1Vv073m1mzZrFs2TIRmAmCcF+KiYlh6NChZGdnExcXx7Vr14DaPrVHjx7l+PHjeHl5NTpYKycnB71eLwVmdbp3787mzZuRyWTodDr27dtntn337t1mK6188sknBAQE4Ofnx9KlS6V6rF69muTkZCIjI7l+/TorVqxosB51XZQAunbtKg3Ku1Xv3r05f/68Fe+M0FYNjtacMWMGJpOJP//5zyiVSqqrqxk/fjzPPfec2X6xsbF88MEHjBw5UnrN2dmZRYsW8c4776BSqSgqKmLSpEm4urq2qGOks7Mzr732Gm+99Rbu7u7Y29tLo0ObOkd9np6evPrqqyxevBhHR0fKysrw8vIy67j/yCOP8M4775CYmMjSpUvZu3cvzzzzDCaTiYiICLPy6u+7cuVKq+pQ509/+pPZt6qPP/640X1b4tY63W8auwkIgiDcDzw9PYmJieHGjRskJSURHx+Pk5MT4eHhDB8+3CKbVl9xcbHUx7ktpk6dSmRkJFDbyrVr1y4mTZpETk4Oa9asQSaTMWDAABYuXGgWiNWpS0w0x8vLiytXrrS5vkLzmlxb02QyUVJSgouLCwqFokUFG41G1Go1zs7ObWoL1+v1lJaWNrj8hLXnMJlMFBUVYWNj0+AM9SaTCZ1OJ5Wh0Wiws7NrsIny1n3b6zrb4tY63auqq6sJDg6mQ4cOVu1ft3zTvX5dgiA07UFcW7P+Gpqtff3q1ausW7eO1atXN3qesrIyXn75ZT7//HPptSeeeILPPvsMe3t75syZw7p166TBBpcvX2bTpk1MnDiRzZs306lTJ+m4goICnn32WbNpsAD++7//mxEjRjB06FCz886dO5dt27ZJr/3666/88ssvLFq0qNH6Cu2jyeWbZDKZ1X9IbyWXy6Um0LZQKpWNrgtm7TlkMlmT305kMplZANBURuvWfdvrOtvi1jrdq+zs7EhPT2/Rwuf3w3UJgiC0hr+/P2q1moKCArNZEoqKiti4cSOLFi1CLpdjMBikbSaTyew51PbHrgvONBoNDg4O2NvbExQUxKuvvmq2b0P3VJVKZdHHuyFVVVVi8fQ7RExlLNxRdnZ2qFQqq35EYCYIwoNMqVQyZcoUVq9eTWFhIVA7RceGDRtwd3dHJpOhUqmQyWQkJSVhMpnYs2ePRXC2Z88eoLYlZ8+ePfTr14+ePXuSkZFBYWEhKpUKk8nEhg0bqKqqsqiHr6+vdP6mqNXqu56M+L0QC58LgiAIQgu5uLiQkZFB165dm903IyOj0TnOJk+ejNFoZOHChSgUCrRaLaNGjeLpp5+W9vnjH//IypUrsbGxYdq0aRbZKw8PD15++WV0Oh1BQUGMHz8eGxsb5s+fz6pVq3B0dEStVjNu3DicnZ0t6hAREcGGDRuavY7U1FSzAYDC7dNknzNBEARBaKsHsc+ZRqMhPj4ek8lE79698fb2Bsz7luXm5pKUlIRMJmPw4MGNBmhQ21yp0WhwcnJqcN40o9GI0WhscBvUDgQwGo0WwZfRaKSkpAQnJ6cmmyQXLlzIX/7yF7M+avVVV1czf/58/vGPf4hlqe4AkTkTBEEQhBZydXUlNjZWCsCSk5OlKTHy8/M5f/68ReDWFJlM1uCAtTp1AWxj6iaIb+i4xvpt1/fUU0+RkJDAww8/3OD2w4cP8/DDD4vA7A4RwZkgCIIgtJK3tzfe3t7k5OSQmJiIXC4nMTGRXr16mc2pea/r2bNnk6vbDBw4sF2mfxKsI4IzQRAEQWgjHx8ffHx8MBqNTWa47lfWZN+E9vPgfYIEQRAE4S55EAMz4c4TmTNBEARBaKOamhquXr2KWq3G3d2dbt26if5ZQquJ4EwQBEEQWkmj0ZCWlkZ2dja+vr74+fmRl5dHXFwcfn5+hISE3Bd9tQwGAxqNRjRf3iNEcCYIgiAILVRaWsrp06cpLy8nJCSERx55RJqqwtfXl4iICK5cucLRo0dxcnKif//+jU6lkZaWxs6dO8nLy8Pd3Z3Y2Fj69+9vVT3ef/99FixY0OZJu3fs2IFKpWLcuHGUlZWxdetW0tLS6NSpE48//jj+/v7s3bsXf3//JgcOCO1DNI4LgiAIQgsdOnQIW1tbJkyYQFhYmMUcYra2toSFhfGHP/wBLy8vjh492mA5iYmJrFy5ksjISObPn8+wYcPYuHEjP//8s1X1SElJsXpJvMbU1NTw008/MWrUKABWr16Ns7Mzf/3rXxkyZAgrVqygurqavn378q9//atN5xKsI4IzQRAEQWghrVaLTqdj9+7dpKWlYTJZzueuVqs5duwYqampVFRUNFjOpk2beOWVVxg9ejQBAQEMHz6c1157ja1bt2Iymaiuruabb74xO2br1q1mAZlGo+GLL77gn//8J1lZWdLrBoOBAwcOsHHjRvbs2UNNTU2DdUhISCAgIABbW1sMBgMKhYLHH38cT09PHnroIdzc3MjOzqZz587o9XquXLnSmrdMaAGLZs2amhr0en2jE9oJgiDcLRUVFSiVygY7WldVVaHT6Rr8IyncOTKZDFtbWxwcHO52VW67mJgYbty4QVJSEpcuXaJXr14EBgZSVFRESkoKGo2G0NBQoqOj+e677yyOz8nJQa/XS5PX1unevTubN28GQKfTsW/fPmbMmCFt3717N48++qi0WsAnn3zC6NGjqampYenSpSxZsoTAwEBWr16NUqlk2LBhnD17lhUrVvDOO+9Y1CM1NZXQ0FAAFAoFS5YskbaVl5dTVFREly5dAOjduzfnz58nKCioje+e0BSz4KympgYXFxdUKpUYDiwIQrtTKBRtOt5kMlFTU0N+fr5ZgFZVVYWTkxM+Pj6NLm8j3Bl6vZ6cnBzKy8t/FwGap6enWZAWHx+Pk5MT4eHhDB8+3Gy5qVsVFxfj6enZ5jpMnTqVyMhIoPYLzK5du5g0aRI5OTmsWbMGmUzGgAEDWLhwoVkgVufGjRv4+vpalGs0Glm3bh0TJkyQEjZeXl4ic3YHmN3F6jJmIjATBOFeJJPJsLGxQa/XmwVnOp1OBGb3CKVSiY+PD0lJSb+L4KxOXZD29ddfM3HiRKuOcXR0pLy8vM3n7tatm/S4R48eHD9+nOzsbEpKSvjrX/8qbSsoKKCwsNAiONPpdNjb21uUu3HjRuzs7Jg6dar0mqura6NNtEL7MbuTicBMEIR7nUwmQ6VSYTQapddMJpMIzO4hSqVSNC9bwd/fH7VaTUFBAV5eXtLrRUVFbNy4kUWLFiGXyzEYDNI2k8lk9hxqmx7rRoJqNBocHBywt7cnKCiIV1991WzfhkZ1qlQqSktLzV7btm0bhYWFvPHGG2bZv6qqqiYXUBfah9WRmF6vp7Ky8r7p02E0GkV0Lwj3iZKSEs6fP8/x48c5fvw458+fp6SkpN3Kf/bZZ4mLi2tw21tvvcXGjRubLaO8vJznn3++Xeoyc+ZMZs6cyXPPPceXX35pFmg25sqVKwwaNIjKyspm99VoNFRVVVldn4bKbK/rFRqnVCqZMmUKq1evprCwEKidomPDhg24u7tLX0RkMhlJSUmYTCb27NljEZzt2bMHqP27t2fPHvr160fPnj3JyMigsLAQlUqFyWRiw4YNDX4ufH19pfPXlZeUlMTChQstvvSo1Wo8PDza+60QbtHsV02dTseNGzfQ6XTIZDKMRiNKpRIPDw8cHR0bPKagoIBz585RUlKCSqWiZ8+eBAYGWlWhPXv2EBsb2+ZvwWfPnsXOzo5evXphMpk4d+4cOTk5Uro5KSkJd3f3+2phWkF4EF27do3c3FyCg4Pp0aMHUNsXJyUlBR8fH7p27drmc/znP//h+vXrFs1NV69eZcuWLWadrRuj0+k4ceJEu9Tl448/xsPDg5s3b7J27Vqys7N54403mjwuICCANWvWNHrfre/tt99m2LBhPPbYY1bVp6GpGNrreh9ULi4uZGRkWPX5zMjIaHSOs8mTJ2M0Glm4cCEKhQKtVsuoUaN4+umnpX3++Mc/snLlSmxsbJg2bZpF5srDw4OXX34ZnU5HUFAQ48ePx8bGhvnz57Nq1SocHR1Rq9WMGzcOZ2dnizpERESwYcMGAMrKyvj888+xtbXlueeek/Z55plnGDVqFKmpqcTGxlrxDglt0WgEZDQaycvLo7CwEA8PDzw8PLCzs6OmpoaKigrS0tKwt7cnMDDQ7IOSnZ3NgQMHGDx4MP3796eoqIijR49SWVlp1cR1OTk5GAyGNgVnBoOBpKQkZs+eTUVFBXv37sXJyYnr169L+/j7+/PTTz8xffr0Vp9HEIS2KSkpITc3l4EDB5r1IfPy8sLd3Z2TJ0/i5uaGm5tbm89VVlbGmTNn6Nevn/Tal19+adERuqSkhG3btpGdnU14eDgzZ85scCBDcnIyx44d4/nnn0ehUKDX6/n2229JSUkhODiYWbNmNToxaFhYmDT6zcfHh1mzZknBWWPnr6mp4cSJEwwdOpSqqio2btzIww8/zFdffYWLiwtPP/00HTt2ZNeuXSQlJVFcXExlZSVPPfVUs9dUVFTEunXr0Ov1TJ8+XQqS62vJ9f0eREdHEx8fT2pqKr1798bb29tin9zcXJKSkpDJZAwbNqzBcmQyGY8++ihTp05Fo9Hg5ORk8fdvxIgRPPTQQ1JypP6XjC1btgAwduxYjEajWfAVGRnJP/7xD0pKSnBycmq0OTIoKAiZTEZhYSGdOnVqcGQpQHV1NdnZ2URFRTX95ght1mizZmlpKXl5eXTt2hUvLy+cnZ2xtbVFpVLh4eFBWFgYJpOJa9eumR137Ngxxo4dS3h4OB07diQ0NJSHH36Y+Ph4TCYTer2e+Ph4s2NOnDhhlqatqqrit99+4/jx49y8eVN63Wg0kpKSwtGjRzl//rxFardOZmYmHh4eKBQKqqqqGDBgACNHjjTbx9XVFYPBYJbKFQThzsrKyiI4OFgKzPLz88nPzwfAxsaG4OBgs3mb2mL27Nl88cUX0nOtVsuPP/7IrFmzpNeqqqoYP348JSUljB07lmPHjvH+++9blJWSksKf//xnRowYIQU58+bN49dff2XkyJGkpaWZZT6aolQqpXtZU+evqqqSJgCtqqpiw4YNbN68mejoaPLy8vjjH/8IQGBgIB4eHgQGBhIWFmbVNb3xxhv06NGDkJAQZs6cSUpKikU9W3t9DypXV1diY2Pp3bs3SUlJ7N+/X/rs5ufns3//fpKSkujduzexsbGNZs7qyGQy3NzcGk1MyOXyJpMWKpWqwayYXC7H3d292X5iTz31FAkJCU3uc/jwYR5++GGxZugd0Oj/dF2/sqKiIm7evImzszMeHh5UVlZy48YNaaI6nU4nHVNcXIzBYMDPz8+srM6dO0s3Dr1eT3JyMoMGDZK2nz9/nn79+kk3ucOHDxMeHo7BYGDHjh1MmjQJT09PfvrpJxQKBSEhIWRmZhIXF8fkyZMt6p6Xl0fnzp0BpKyfVqu12M/Pz4/r16/TqVMnq98wQRDaT2lpqZSlyc/PNwsKOnfuTIcOHUhLS2uXcz366KOMGzeO4uJiOnTowK5duxg0aBCdOnUiMzMTAAcHB/79739LWRBXV1cWLVrEm2++KZVz6dIlXnzxRdavXy+1BqSkpJCens6BAweQy+WMHTuWRx55xCJTVycvLw+DwUBxcTGrVq1i0qRJVp+/TlVVFW+//TaOjo7ExMQQHh5OWVkZvXr1okuXLvTq1YuBAwcCNFvmiy++yIgRI4DaDOPGjRt5++23pe0tvb7fE29vb7y9vcnJySExMRG5XE5iYiK9evW6r7rN9OzZs9nWrYEDB94X64Q+CJpsO3RwcKBbt26UlZVRXFws9ePy8fHB0dERrVZLTk6OtH9FRUWDkXtL9evXD39/f6A2jXru3DkiIyMpLi5m5syZyGQyAgMD+fbbb8nPz5cCsTrl5eVWLd7q4uIiMmeC8DuhUqmYMGEC3377Lc8//zxffPEFixYtMruHQW0g8t5773H16lWqq6vNtlVUVPDEE08wbNgwevXqJb2emprKjRs3pCALarOCWVlZDQYvr7/+OjY2NqhUKoYPH86LL75o1fnrc3FxkfqfKZVKnJycKC8vb/Ae3FyZ9a+lX79+7Nixw2x7S6/v98jHxwcfHx+MRuMDO+uBWBT9zmm2Y5dCoZD6fOTk5JgtxnrrqA87O7smbybWqj8pX5cuXUhLS0OtVlNZWWnWFl5aWopGo7EIzmpqaqxKuzo4OLRLfQVBaB0XFxeKi4vx8vIy+z2ue1xcXNxsc1BLzJkzh+eee47o6GjKysoYOnSo2T3l7NmzLFmyhLVr1xIREUFGRgZ//vOfpe1yuZytW7fywgsv8N1330kd7lUqFX369OF///d/zc7X2DxfX375pdTnrL7mzt8a1pSp0Wjo2LEjUDsaz8nJyWx7S6/v9+xBDcyEO6tdP0Xu7u6Ul5dbzJdSVlZGXFyc1FR667DxW/uO1Q+YqqqqsLGxwcbGhk6dOjF58mTpZ/bs2QQHB1vUw87Ozqph5DqdTsyNJAh3kb+/P+np6dKaf507d5YCs5qaGtLT06UsensIDQ3F09OTV155hTlz5lhsz8vLIzAwkEGDBmFvb2+RQXJwcCA0NJRNmzaxYsUKkpKSABg8eDApKSlkZ2fj4uIijb4rKytrUf2aO7+1bG1tpVYBa8r8/PPPgdp78WeffUZMTIzZ9va6vgdZTU0Nqamp/Oc//yE1NbXRdSwFwRqNBmcKhQKFQtHknGYVFRVmGSqFQkFUVBT79u2Tfmmrqqo4cuQITk5OyGQyaRbi7OxsABITEy2CtfPnzwO1/d4SExPp2rUr3t7eFBUVUVpaip2dHSaTicOHDzf4C+Du7m4RIDZW/1u/IQqCcOe4ubnh7e3NyZMnKSgoQKfTodPpKCgo4OTJk/j4+LTLSM365syZw/Xr15k2bZrFtpiYGGxtbRk1ahQjR46kuLi4wTKCgoJYsWIFc+fORa1W4+rqykcffcSzzz7LuHHjGDFiBMHBwS1uBrL2/M2ZNWsWn3/+ObNnz7aqTG9vb0aOHMmwYcNwdXXlmWeeMdveXtf3INJoNJw+fZq4z4F9TgAAIABJREFUuDhKS0vx8/OjtLSUuLg4Tp8+jUajudtVtIrBYECtVt/tagj/j+zYsWNS9CWXy6XJ5YxGIzk5OajVary8vHB1dSUhIYEBAwag0WgoLCxELpcTFBRkMQrkzJkznD17FrlcTk1NDWFhYURHR0sd/lNTUzl69ChyuZwBAwYQHx/PM888g42NDRs3bqRfv35cvHgRvV5Pp06diI2NRaFQkJWVxZEjR7C1taWiooJevXqZDSyoU1hYyJEjR8ymydBqtfzzn//khRdekF7buXMnvXr1Mlv6QhCE26extTVLSkrIysqSvlS5uLjg7+/faGBWUFBg9qWupKSkXYf3q9Vq7O3trZpTrD6DwcCNGzdwc3NrcDmc233++kwmE1qtVmp6bK5MjUaDwWBoMuBqyfUlJCRI/3+rVq0iLCwMGxsbFAoFSqUShUKBXC5HJpMhl8ulx3U/tz6vm6W+/mz1dY9v7dpyJ5SWlnL69GnKy8sJCQmx+Fuo0+m4cuUKaWlpODk50b9//0ab6NPS0ti5cyd5eXm4u7sTGxtr1oWoKe+//z4LFixo87QmP/zwAyqVinHjxmE0Gvnhhx84efIkdnZ2TJgwgSFDhgCwd+9e/P39rZoaS2i9Rtv05HI5fn5+uLu7YzQayc3NxWQySWltPz+/Rj9o/fr1IyoqiqqqKuzs7CxuyKGhoXTv3h2j0YhCoSAiIkLaVjfpXXh4OIDZDcDf31+au8zBwaHRG33d6MuysjKpc6y9vb1ZYKbX67l58yYBAQGNvzuCINwR7TWXWXtpbUZIoVC0S6DQHhkpmUxm1iesuTKtGYXXXtf3IDh06BAeHh5MmDChwe4xtra2hIWFERYWJk0BVX9ARZ3ExETWrl3LrFmzmDZtGpmZmWzcuJGSkhLGjBnTbD1SUlLQ6/VtCs5qamr46aef+PjjjwFYv349Wq2WBQsWUFpayurVq+nYsSPdu3enb9++rF69mlWrVrX6fELzzD5RFRUVuLu7m3VorFv2QaFQSGt/OTo6NtvpUSaTNfmtTyaTNRpcAY1+K5PJZFY1RUZHR5ORkUHv3r0b3H7x4kX69OnTZB0EQWhfJpPJLPPRGgaDQfqCVkcmk6HX60Uf0nuEXq9v8//zvU6r1aLT6di9ezfh4eEEBwdbXLNarSY5OZmioiKzaafq27RpE6+88gp9+vQBaleC6Ny5MytXrmT06NHodDq2b99utorF1q1bmT59uvR512g0/PDDDxgMBmJiYqR+mgaDgUOHDpGRkYGPjw9jx45tcLBcQkICAQEBUuave/fuDB48GGdnZ7y9ven3f9u78+io6rvx4+/ZMlknK0lIICQkrAkoIASBCiIE0FosP2oLFgQflaoH6Wqhp3J+fZ4eqzynVWhdqYrFpSBVUYygP8tSKhALgYQRISCQkD1kJpNMJsz6+yPMNcNkkglJIMDndU6OmXtnvsuNc/nc7zpuHMePH2fo0KEkJyfjdDo5deoUmZmZ3b+Qol0+EZZWq8VqtfqNAfMGWpGRkURGRl4Ts1FSU1MDBmYAgwcPZsyYMVewREIIt9vdrb15XS4XjY2NfkFYSEgI5eXlMvu6D7hw4QJFRUU3xObY06dPZ9KkSZSVlbFt2zZlUXbvzjh79+4lKSmp3fU4oXVHHKfTqQRmXkOHDuW1115DpVJht9vZvn27z/mPP/7YZ8utl19+mUGDBjFw4EB+97vfKeX405/+xNGjR7n55ps5d+4cTz31VLvlOH78OMOGDVNez5w5U+l1qqmpobi4mBEjRijnR40apYwNF73D5w6n0+mwWCzU19cTERFxtcp0xQS7MbAQom+wWq1otVq/p/+wsDBKS0s5fPhwUJuIi97jXZG+L3VT96Z+/foxffp0amtrKS4u5sCBA0RGRjJy5Ehuu+22DlsQTSaTz9JRl+v73/8+N998M9D6Hfnoo4+4++67KS8v59lnn0WlUjF+/HieeOIJv0AMoLa21m8bM2jdVcNmszF37lyflRGSkpI4depUt8stAvPrA/AuWyE3OCFEX9PRulreRUCFuBq8Qdrf//53n70vOxIeHk5TU1O38247qW348OHs3buXsrIyzGYzv/71r5Vz1dXV1NTU+AVndru93aFEf/vb36iuruaFF17gww8/5Hvf+x7QOj7RarV2u9wiMBmgIYQQQlwFaWlp1NfXU11drYzphtZu0fXr17Ny5UrUarXPWqAej8dvbdCmpiZlgl5DQwNhYWGEhoaSmZnJz3/+c5/3tjdxICIiQpkp7XK5KCsrIz09HZVKRXJyMvfccw8ffPCBEpzZbLYbotv6avILzhwOB06n84bo1hRCXFsCdWtC6z8Ydru9W2PaRPepVCpCQkJk94AgaLVa7rnnHv70pz/xi1/8gsTERCwWCy+99BL9+vVDpVIRERGBSqWiuLiYnJwc8vPz/YKz/Px8HnzwQdxuN/n5+YwbN47s7GxefvllampqyMjIoKmpiZdffpmHH37Yb4uvAQMG+Gxl+Lvf/Y7ly5czduxY3G43BQUFPntm19fXK8tuid7hE5w5HA4MBgMRERHXxKB/IcS1pbuzoz0eDw6Hg6qqKp8AzWazERkZSWpqqszYvMqcTifl5eU0NTVd1wGawWDgzJkzpKend/reM2fOBFx6au7cucqOCxqNhpaWFm6//XaWLFmivOeBBx7g6aefRqfTMX/+fL9Wq4SEBB5//HHsdjuZmZnMmTMHnU7H8uXLWbNmDeHh4dTX1zNr1qx291696aabeOmll4DW7+jPf/5zXnzxRdRqNTabjWHDhrF8+XLl/cePHycvLy+IqyQul88itDabjYEDB0pgJoToFT2xdI3H4+H06dM+//A3NDQwatQoCcz6CKfTSXFxsbJ22vW4CG1DQwMHDhzA4/EwatQoUlJSAPj73//Oj370IwAqKiooLi5GpVIxceLEDveJ9Xg8NDQ0EBkZ2e7/x263G7fbHfD/ce9KC5cGX263G7PZTGRkZIddkU888QS//OUvlXVCoXVxZ71e7/Ndu3DhAsuXL+f5558Pag9rcXl8/srSYiaE6Ou8XT1tJy15PB4JzPoQrVZ73XcvR0dHk5eXpwRgR48eVZbEqKqqoqioyC9w64hKpepwhqs3gA0k0FAk7+zZztx///0cOnSI2bNnK8faK8/OnTuZPXu2BGa9LOhIzOl00tzcfM2M6XC73TKbRIhrhNlspqioiL1797J3716Kioowm809lv6DDz7Itm3b2j335JNPsn79+k7TaGpqYtmyZT1SlgULFrBgwQIeeugh3nzzzaBmx586dYrc3Fyam5s7fW9DQ0PQSwU9+OCD7abZU/W93qWkpDBr1iyys7M5cuQIarWaI0eOkJ2dzaxZs4IKzPqC7Oxsn8AskAkTJgRct030nE4fNe12O7W1tdjtdlQqldKsmpCQEHAHgOrqag4fPozZbCYiIoLs7GwyMjKCKlB+fj55eXndfgouLCxEr9eTk5NDS0sL+/bto6amhqioKCZOnEhcXBzFxcXExcXJ9HshrqLTp09TUVFBVlYWw4cPB1rXfzIajaSmpgY1pqcz+/bt49y5c35LHHzzzTf87W9/81l9PRC73c7+/ft7pCx//vOfSUhI4Pz586xbt46ysjJWrVrV4ecGDRrEs88+G9R+m6tXr2bKlCn84Ac/CKo8bRc09eqp+t4ovEu5uN3u67oHSja7vzICRkBut5vKykpqampISEggISEBvV6Pw+HAarVSUlJCaGgoGRkZPv3YZWVlfPbZZ0ycOJFbbrlFWSm5ubk5qI1Sy8vLcblc3QrOXC4XxcXFLFq0CIDt27eTnJzMnXfeSWVlJR999BH33XcfaWlp7Nixw2eDdCHElWM2m6moqGDChAk+3SRJSUnExcVRUFDQY/tuNjY2cvDgQcaNG6cce/PNN/0W3zSbzbzzzjuUlZUxcuRIFixY0O5YuaNHj7Jnzx6WLVuGRqPB6XSyefNmjEYjWVlZLFy4MOB+hyNGjKB///5A6z/qCxcuVIKzQPk7HA7279/PpEmTsNlsrF+/ntmzZ/PWW29hMBhYsmQJ8fHxfPTRRxQXF2MymWhubub+++/vtE51dXX85S9/wel0cu+99ypBcltdqd+l9Ho9MTEx6HQ6tFqtz5izS3/aG3PmDXbajj3zvgZk5qC47gQM7y0WC5WVlaSnp5OUlERUVBQhISFERESQkJDAiBEjlIG5be3Zs4eZM2cycuRI4uPjGTZsGLNnz1YGTjqdTg4cOODzmf379/tMDbbZbHzxxRfs3buX8+fPK8fdbreygWxRUZHfdGKvs2fPkpCQgEajUTZXz83NJSoqiqFDhxIeHs758+eJjo7G5XL5TCEWQlw5paWlZGVlKYFZVVUVVVVVQOuC2FlZWZSWlvZIXosWLWLjxo3K65aWFt5//30WLlyoHLPZbMyZMwez2czMmTPZs2cPzzzzjF9aRqORRx55hKlTpypBzmOPPca///1vpk2bRklJic9su45otVrlXtZR/jabjTfeeEP5/aWXXuK1115j8uTJVFZW8sADDwCQkZFBQkICGRkZjBgxIqg6rVq1iuHDhzNkyBAWLFiA0Wj0K+fl1k8I0XUBm6e848rq6uo4f/48UVFRJCQk0NzcTG1tLS6XC41G47OZq8lkwuVy+ayHAq0zabw3DqfTydGjR8nNzVXOFxUVMW7cOOUmt3PnTkaOHInL5WLr1q3cfffd9OvXjx07dqDRaBgyZAhnz55l27Zt7fZ9V1ZWKrN31Go1d999t3KupaWFpqYmZRbRwIEDOXfunM8MFSHElWGxWJRWmqqqKp+gIDk5mdjYWEpKSnokr3nz5jFr1ixMJhOxsbF89NFH5ObmkpiYyNmzZ4HWHQj+8Y9/KOOEoqOjWblyJb/5zW+UdL7++mseffRRXnzxRaU3wGg0cvLkST777DPUajUzZ87krrvu8mup86qsrMTlcmEymVizZo1yjwomfy+bzcbq1asJDw9n+vTpjBw5ksbGRnJycujfvz85OTlMmDABoNM0H330UaZOnQq0tjCuX7+e1atXK+e7Wj8hRPd02HcYFhbG4MGDaWxsxGQyKeO4UlNTCQ8Pp6WlhfLycuX9Vqu13TVUumrcuHGkpaUBrdN2Dx8+zM0334zJZGLBggWoVCoyMjLYvHkzVVVVftOom5qa2u0X93g8fP7554wePVrZqsJgMEjLmRA3gIiICO688042b97MsmXL2LhxIytXrvS5h0FrIPL73/+eb775xm8jdavVyn333ceUKVPIyclRjh8/fpza2lqfB8HS0lJKS0vbDV5+9atfodPpiIiI4LbbbuPRRx8NKv+2DAaDMv5Mq9USGRlJU1NTu/fgztJsW5dx48axdetWn/NdrZ8Qons6Hdil0WiUMR/l5eXccsstyrlLZwPp9foObybBarsRbP/+/SkpKaG+vp7m5mbeffdd5ZzFYqGhocEvOHM4HO1O8921axc6nc7nZhIWFtYjZRZCdJ3BYMBkMpGUlOTzPfb+bjKZOlwbqqsWL17MQw89xOTJk2lsbGTSpEk+95TCwkJ++9vfsm7dOm666SbOnDnDI488opxXq9W8/fbb/OQnP+Hdd99VBtxHREQwevRoXnjhBZ/8Ai3C+uabbypjztrqLP/LEUyaDQ0NxMfHA62rv0dGRvqc72r9hBDd06NTSuLi4mhqalL26PJqbGxk27ZtSlfppdPGLx071jZYstlsymbsiYmJzJ07V/lZtGgRWVlZfuXQ6/V+geOBAwdobGzkjjvu8Dlut9tlfSQhrpK0tDROnjyJw+EAWoMyb2DmcDg4efKk0oreE4YNG0a/fv1YsWIFixcv9jtfWVlJRkYGubm5hIaG+rUghYWFMWzYMP7617/y1FNPUVxcDMDEiRMxGo2UlZVhMBiUFd8bGxu7VL7O8g9WSEiI0iMQTJqvv/460HovfvXVV5k+fbrP+Z6qnxAiOAGDM41Gg0aj6XBNM6vV6tNCpdFoGDt2LNu3b1e+tDabjV27dhEZGYlKpVK6E8vKygA4cuSIX7BWVFQEtHZDHjlyhPT0dFJSUqirq8NisaDX6/F4POzcuVO5qbcVFxfnEyAWFRVRVlbGnXfe6Tfrymq1+j0lCiGujJiYGFJSUigoKKC6uhq73Y7dbqe6upqCggJSU1N7ZKZmW4sXL+bcuXPMnz/f79z06dMJCQnh9ttvZ9q0aZhMpnbTyMzM5KmnnuLhhx+mvr6e6OhonnvuOR588EFmzZrF1KlTycrK6vKyA8Hm35mFCxfy+uuvs2jRoqDSTElJYdq0aUyZMoXo6GiWLl3qc76n6ieECI7P9k1qtVqZkux2uykvL6e+vp6kpCSio6M5dOgQ48ePp6GhgZqaGtRqNZmZmX5bQhw8eJDCwkLUajUOh4MRI0YwefJkJTA6fvw4u3fvRq1WM378eA4cOMDSpUvR6XSsX7+ecePGcezYMZxOJ4mJieTl5aHRaCgtLWXXrl2EhIRgtVrJycnxmVjgVVNTw65du7j33ntpaWnh1VdfRavV+qw9M2XKFEaMGMGHH35ITk4OgwcP7pULLIT4VqDtm8xmM6WlpcpDlcFgIC0tLWBgVl1d7fNQZzabGTt2bI+Vs76+ntDQ0KDWFGvL5XJRW1tLTEyM8iB6JfNvy+Px0NLSonQ9dpZmQ0MDLperw4CrK/U7dOiQ8vdbu3YtY8eO7bWlNK7G9k1C9KaAwZmXd7+umpoaKisr6d+/PwaDAb1e3+k+YTabDb1e3+4N2ePxKMtctKelpQXA7wbg8XiwWq2EhYV1uE/f5s2bmTNnTocTFJxOJxs3bmTx4sU9suefEKJjPfU96+3gTHSfBGdCXD6fwVZWq5W4uDifFqaIiAg8Hg8ajYakpCQAwsPDO10BWaVSdfjUp1KpOrxRB3oqU6lUQXVDTp48mTNnzjBq1KiA7zl27BijR4+WwEyIK8Tj8fj843o5XC6X8oDmpVKpcDqdMn60j3A6nd3+OwtxI/O5k2m1WqxWq98G6J0FWn2RdyuNjgwePFhmGwlxBXm3trncf7hdLheNjY1+QVhISAjl5eUkJycHvWq96B0XLlzAaDTK30GIbvC5w+l0OiwWC/X19QF3uL/eBLs5sBDi6rNarWi1Wr+lcsLCwigtLeXw4cNBbSIueo9arSYuLq7HJ3IIcSPx6wPwLlshNzghRF/TUUt3MK3lQghxLejRdc6EEEIIIUT3+LWcORwOnE7nDdOtKYS4dgTq1oTWIQp2u73DtRlF71OpVISEhMh4XiG6wSc4czgcGAwGvwkBQgjRE7o7M9rj8eBwOKiqqvIJ0Gw2G5GRkaSmpsqMzavM6XRSXl5OU1OTBGhCXCafCMzbYiaBmRCiL1KpVOh0OpxOp89xu90ugVkfodVqSU1NxW63X+2iCHHN8onCJDATQvR1KpXKb9iFx+ORwKwP0Wq10r0sRDcEHYk5nU6am5uvmTEdbrcbq9V6tYshhAiC2WymqKiIvXv3snfvXoqKijCbzT2W/oMPPsi2bdvaPffkk0+yfv36TtNoampi2bJlPVKWBQsWsGDBAh566CHefPPNoGbHnzp1itzcXJqbmzt9b0NDQ9DLBD344IPtptlT9RVCdF2nj5p2u53a2lrsdjsqlQq3241WqyUhISHgwrTV1dUcPnwYs9lMREQE2dnZZGRkBFWg/Px88vLyuv0UXFhYiF6vJycnB4/Hw3/+8x9Onz6NTqdj1KhRZGVlAVBcXExcXJxMwRfiKjl9+jQVFRVkZWUxfPhwAEwmE0ajkdTUVNLT07udx759+zh37hzf/e53fY5/8803/O1vf+OHP/xhp2nY7Xb279/fI2X585//TEJCAufPn2fdunWUlZWxatWqDj83aNAgnn322aAWBF+9ejVTpkzhBz/4QVDlubSbGHquvkKIrgsYAbndbiorK6mpqSEhIYGEhAT0ej0OhwOr1UpJSQmhoaFkZGT4bHxeVlbGZ599xsSJE7nllluoq6tj9+7dNDc3k52d3WmBysvLcblc3QrOXC4XxcXFLFq0CICdO3ficDiYOXMmLS0t7Nixg6ioKJKSkkhLS2PHjh3ce++9l52fEOLymM1mKioqmDBhgs8A/6SkJOLi4igoKCAmJqZHFjRtbGzk4MGDjBs3Tjn25ptvMmDAAL8yvfPOO5SVlTFy5EgWLFjQ7kSGo0ePsmfPHpYtW4ZGo8HpdLJ582aMRiNZWVksXLgw4Cr5I0aMoH///kDr+mwLFy5UgrNA+TscDvbv38+kSZOw2WysX7+e2bNn89Zbb2EwGFiyZAnx8fF89NFHFBcXYzKZaG5u5v777++0TnV1dfzlL3/B6XRy7733KkFyW12pnxCiewJ2a1osFiorK0lPTycpKYmoqChCQkKIiIggISGBESNG4PF4OH36tM/n9uzZw8yZMxk5ciTx8fEMGzaM2bNnc+DAATweD06nkwMHDvh8Zv/+/bhcLuW1zWbjiy++YO/evZw/f1457na7MRqN7N69m6KiIp/PtHX27FkSEhKUm09SUhJTp04lNjaW/v37k56eTmVlJQDR0dG4XC5qamq6eOmEEN1VWlpKVlaWEphVVVVRVVUFtC6InZWVRWlpaY/ktWjRIjZu3Ki8bmlp4f3332fhwoXKMZvNxpw5czCbzcycOZM9e/bwzDPP+KVlNBp55JFHmDp1qnKfeeyxx/j3v//NtGnTKCkpYcmSJUGVS6vVKveyjvK32Wy88cYbyu8vvfQSr732GpMnT6ayspIHHngAgIyMDBISEsjIyGDEiBFB1WnVqlUMHz6cIUOGsGDBAoxGo185L7d+QoiuC9g85R1XVldXx/nz54mKiiIhIYHm5mZqa2txuVxoNBqfGTkmkwmXy8XAgQN90kpOTlZuHE6nk6NHj5Kbm6ucLyoqYty4ccpNbufOnYwcORKXy8XWrVu5++676devHzt27ECj0TBkyBDOnj3Ltm3bmDt3rl/ZKysrSU5OVl63bbGzWCycO3eOESNGKMcGDhzIuXPnSExMDO6qCSF6hMViUVppqqqqfIKC5ORkYmNjKSkp6ZG85s2bx6xZszCZTMTGxvLRRx+Rm5tLYmIiZ8+eBVp3IPjHP/5BSkoK0PrwtnLlSn7zm98o6Xz99dc8+uijvPjii8q9xWg0cvLkST777DPUajUzZ87krrvu8mup86qsrMTlcmEymVizZg1333130Pl72Ww2Vq9eTXh4ONOnT2fkyJE0NjaSk5ND//79ycnJYcKECQCdpvnoo48ydepUoLWFcf369axevVo539X6CSG6p8O+w7CwMAYPHkxjYyMmk0kZx5Wamkp4eDgtLS2Ul5cr77darURFRXW7UOPGjSMtLQ1o3UT38OHD3HzzzZhMJhYsWIBKpSIjI4PNmzdTVVXlE4hB60DWuLg4v3RfeeUVHA4HY8aMISkpSTluMBik5UyI61xERAR33nknmzdvZtmyZWzcuJGVK1f63MOgNRD5/e9/zzfffMOFCxd8zlmtVu677z6mTJlCTk6Ocvz48ePU1tYqQRa0tgqWlpa2G7z86le/QqfTERERwW233cajjz4aVP5tGQwGZfyZVqslMjKSpqamdu/BnaXZti7jxo1j69atPue7Wj8hRPd0OrBLo9EoYz7Ky8u55ZZblHOXzgbS6/Ud3kyC1a9fP+X3/v37U1JSQn19Pc3Nzbz77rvKOYvFQkNDg19w5nA42l1B/OGHH6ahoYF//vOfFBYWMmbMGKA1CO2JcgshusZgMGAymUhKSvL5Hnt/N5lMGAyGHstv8eLFPPTQQ0yePJnGxkYmTZrkc08pLCzkt7/9LevWreOmm27izJkzPPLII8p5tVrN22+/zU9+8hPeffddZcB9REQEo0eP5oUXXvDJL9AirG+++aYy5qytzvK/HMGk2dDQQHx8PAD19fVERkb6nO9q/YQQ3dOji5rFxcXR1NSExWLxOd7Y2Mi2bduUrtJLp41fOnasbaBks9mUzdgTExOZO3eu8rNo0SJl1mVber1eCRzdbjd1dXXKuejoaMaOHcuZM2eUY3a7XdZIEuIqSEtL4+TJkzgcDqA1KPMGZg6Hg5MnTyqt6D1h2LBh9OvXjxUrVrB48WK/85WVlWRkZJCbm0toaKhfC1JYWBjDhg3jr3/9K0899RTFxcUATJw4EaPRSFlZGQaDAbfbzRNPPEFjY2OXytdZ/sEKCQlRegOCSfP1118HWu/Fr776KtOnT/c531P1E0IEJ2BwptFo0Gg0Ha5pZrVafVqoNBoNY8eOZfv27cqX1mazsWvXLiIjI1GpVISGhgKtszoBjhw54hesFRUVAa3j3o4cOUJ6ejopKSnU1dVhsVjQ6/V4PB5lFual4uLifALErVu3KmNKPB4P33zzjU+3p9Vq9XtSFEL0vpiYGFJSUigoKKC6uhq73Y7dbqe6upqCggJSU1N7ZKZmW4sXL+bcuXPMnz/f79z06dMJCQnh9ttvZ9q0aZhMpnbTyMzM5KmnnuLhhx+mvr6e6OhonnvuOR588EFmzZrF1KlTycrKand4RUeCzb8zCxcu5PXXX2fRokVBpZmSksK0adOYMmUK0dHRLF261Od8T9VPCBEc1Z49e5ToS61Wk5CQALS2OJWXl1NfX09SUhLR0dEcOnSI8ePH09DQQE1NDWq1mszMTJ+lNAAOHjxIYWEharUah8PBiBEjmDx5sjLg//jx4+zevRu1Ws348eM5cOAAS5cuRafTsX79esaNG8exY8dwOp0kJiaSl5eHRqOhtLSUXbt2ERISgtVqJScnx2digVdNTQ27du1Slsc4d+4cO3fuRKVSYbfbSU5OZsaMGUq5P/zwQ3Jychg8eHDvXGUhBBB4b02z2UxpaanyUGUwGEhLSwsYmFVXV/s81JnNZsaOHdtj5ayvryc0NDSoNcXMGBrjAAAgAElEQVTacrlc1NbWEhMTozyIXsn82/J4PLS0tChdj52l2dDQgMvl6jDg6kr9Dh06pPz91q5dy9ixY9HpdGi1WrRaLRqNBrVa7fejUqlQqVR+vwPKay/v75cObRHiWhcwOPOyWq243W5qamqorKykf//+GAwG9Hp9h2NBPB4PNpsNvV7f7g3Z4/HgdrsD3qxbWloA/G4AHo8Hq9VKWFhYh5sob968mTlz5vgMjm1ubla6SL2cTicbN25k8eLF3d6UWQjRsZ76jvV2cCa6T4IzIS6fz0Arq9VKXFycz/6aEREReDweNBqNMsMxPDy80z04VSpVh099KpWqwxt1oKcylUoVVBfk5MmTOXPmDKNGjVKOtVeeY8eOMXr0aAnMhLgCPB6Pzz+ul8PlcikPaF4qlQqn0yljR/sIp9PZ7b+zEDcynzuZVqvFarX6bYDeWaDVF6Wmpga1JdPgwYNlxpEQV4jb7VZaRC6Hy+WisbHRLwgLCQmhvLyc5ORkWbX+Krtw4QJGo1H+DkJ0g88dTqfTYbFYqK+vJyIi4mqV6YoLdoNgIcTVZbVa0Wq1fkvlhIWFUVpayuHDh4PaRFz0HrVaTVxcXI9P5BDiRuLXB+AdkyU3OCFEX9NRK3ewreVCCNHX9eg6Z0IIIYQQonv8Ws4cDgdOp/OG6tYUQogbQaBuYWgd3mG32ztc2zIYKpWKkJAQGcsrRDf4BGcOhwODweA3IUAIIcTV191Z5R6PB4fDQVVVlU+AZrPZiIyMJDU1tdszXp1OJ+Xl5TQ1NUmAJsRl8onAvC1mEpgJIcT1R6VSodPpcDqdPsftdnuPBGbQOus/NTUVu93e7bSEuFH5RGESmAkhxPVNpVL5DVvxeDw9ukacVqvtdveoEDeygN9Gl8vFhQsX/J6wvNRqdaer9F9Nbrcbm80mY+eEENe9rm5/1RWffPIJX3zxBf/zP/+jHKuvr+dnP/sZTz/9NP379+92HkIIXwGDM+9q2wMGDGh3wcjm5mbq6+vRaDR+e2tWV1dz+PBhzGYzERERZGdnk5GREVSB8vPzycvL6/ZTXGFhIXq9npycHPLz85UN0nU6HWlpaWRnZyv18ng8/Oc//+H06dPodDpGjRpFVlZWwLQPHz5MbGwsgwYN6jTtQEwmE1u3buXHP/5xp3VtaWlRtjzpTKDrZ7fb+fzzz5kzZ06Hny8uLiYuLk6WJBDiGnH69GkqKirIyspi+PDhQOv9xWg0kpqaSnp6erfSnz59Os888wz5+fnceeedAPz+97+nf//+EpgJ0UsC9mF6t1kJFGSEh4cTHx+Py+VSghOAsrIyPv74YwYOHMiMGTMYMmQIu3fvxmg0BlWg8vJyXC5XF6vhy+VyUVxczIgRI5Q0b775Zm699Vays7M5fvw4+/fvV96/c+dO6uvrmTlzJhMnTmTv3r1UV1cHTN9kMmG1WoNKO5Do6GhmzJgRVMD1r3/9i5MnT3b6Pm952rt+brebioqKTj+flpbGv//976DyEkJcXWazmYqKCiZMmEBSUhIhISGEhISQlJTEhAkTKC8vx2w2dysPvV7PM888w3//93/T1NTEgQMH2LVrF6tWreqhWgghLhV085TNYWN78ad8Z+gUvqn9hvHptxAWFoZWq8Xlcikzf/bs2cPMmTMZOHAgAPHx8URHR5Ofn8/IkSNxuVwcPHiQ3NxcJe39+/czfvx4pYvUZrNx8OBB3G43I0aMID4+HmgNMI4dO0ZdXR2xsbFkZ2e326169uxZEhISfM7Fx8cre3JGRUWxdetWbr31VgCSkpLIzMxU9vNMT0+nsrJS2UvU5XJx9OhRTCYTgwYN8suvo7RbWlr46quvsFgsJCQkKK1qbreb8vJyBgwYgNPp5PDhwwwePBij0UhISAijR48mLCyMkpISamtraWlpweFwMGrUqIBpKn+rANevrUDXMjo6GpfLRU1NDYmJiZ3/jyGEuGpKS0vJyspS7r9VVVVA60bgOp2OrKwsSktLu929mZuby+23387TTz/Nvn37WL16NdHR0d0uvxCifUGN/jdZTRw8c4gLjgscKSuixlLDeWu9//tMJlwulxKYeSUnJ/PAAw8omxMfPXrU53xRUZHPjgQ7d+4kPj6euLg4tm7dSm1tLQA7duygvLyctLQ06uvr2bZtW7vlraysJDk5OXCl1WqfwarZ2dlKYGaxWDh37pxPc/0nn3xCdXU1aWlpnD59mnPnzgWVttPpZNOmTVy4cIGMjAzKysrYt2+fcs57HZxOJ4cOHeLIkSOkpqZitVr5+OOPAYiJiSEsLIyYmBji4+M7TLOz69dWR9dy4MCBHdZRCNE3WCwWYmNjgdbAzGg0YjQalSAtNjZWGYfWXatWreLvf/87ISEh3HPPPT2SphCifUG1nIXrw4kKjSIhKh6Px82AuAFE6v0H2lutVqKiorpdqHHjxpGWlga0bqJ7+PBhbr75ZkwmEwsWLEClUpGRkcHmzZupqqryC8SampqIi4vzK5vH48Fms3HgwIF2x5S98sorOBwOxowZo7Sa1dTUYDKZuO+++1Cr1QwePJi33347qLS1Wi3z5s1TrkloaCg7d+5k0qRJfnk7nU6+853voNVqSU9PZ/369djtdvr160dkZCT9+vUjJSUFoNM027t+3/nOd5TztbW1HV5Lg8FATU1NZ38mIcQN5IMPPmDo0KGcPXsWo9FIdnb21S6SENetoIIzh8uB2+MmNiIWs9VMpD6CEG2I3/v0ej0XLlzodqH69eun/N6/f39KSkqor6+nubmZd999VzlnsVhoaGjwC84cDoffCtiff/45Go0GnU7HwIEDGTt2rF++Dz/8MA0NDfzzn/+ksLCQMWPGYDKZ6Nevn88SI5d293WUdl1dHV988QVmszngzFdovXbe8WdqtZqQkBDsdrvfZItg0mzv+rXV2bUMCwvrkb+jEKJ3GQwGTCYTSUlJPvdB7+8mkwmDwdDtfCorK/njH//Ili1b2L17N7/+9a/58MMPZeklIXpJUMHZufpyztaVEh1uoMJcSVRYFAPjHOi1ep/3xcXF0dTUhMVi8bkhNDY2snv3bu666y4Av03VLx3AfuHCBWVlaZvNpmzGnpiYyKxZs3wr0M6Aer1ej81m8zn2ve99TxkX1pbb7aa+vp6EhASgdaD+2LFjOXToEGPGjEGn0/mldWngEijt6upqdu/eTV5eHklJSZjNZrZv3+73vq4IJs32rl9bnV1Lu93eo2seCSF6R1paGkajkbi4OHQ6nU+A5nA4OHnyZI+0cK1atYrFixczZMgQBg8ezAcffMAbb7zB0qVLu522EMJfUI89WUmZJEUnkZOaTagulLFpY/wCM2jdWmTs2LFs376dxsZGoDU42LVrF5GRkahUKmVsV1lZGQBHjhzxC9aKioqA1hmjR44cIT09nZSUFOrq6rBYLOj1ejweDzt37vSZKeoVFxfXpXEWW7du5ezZs0qe33zzjdItmpKSwvnz55XZmyaTSSl7Z5qamoiJiSElJQWNRuPXghUsjUajzA4NJs32rl9bnV1Lq9XabrAphOhbvPeCgoICqqursdvt2O12qqurKSgoIDU1tduTAbZu3cqZM2dYvnw50Ho/euaZZ/jTn/5EZWVlT1RDCHGJoJpHVKgYGJtKiDaE0QNz0GoCf2zs2LF4PB42bdqEWq3G4XAwYsQIJk+erLzntttu45NPPkGtVjN+/Hi/lp3IyEjeeustnE4niYmJjB49Go1Gw4wZM/jkk08ICQnBarWSk5OjBHttDRw4kF27dgV1AdRqNbNmzWLnzp2oVCrsdjvJycnMmDEDaB3TNX36dPLz84mIiECr1ZKZmRlU2unp6Xz11Ve89dZbAMqYsa7Kzs4mPz+fiooK7rzzzk7TbO/6tQ1iQ0NDO7yWVVVV5OTkXFZZhRBXVkZGBrGxsZSWlioPawaDgezs7B5ZhHbu3LnMnTvX51h2djbFxcXdTlsI0T7Vnj17lGmLarVa6d67cOECKpWK5OTkgGudeTweqqqq8Hg86PV6v3M2mw29Xt/uchcejwe32x1wh4GWlhYAv+DL4/FgtVo73Z1g8+bNzJkzp0sTFJqbm5Uu1Et5d0wIDw8POj2vriwi2xHvwsDBpBno+rXV3rV0Op1s3LiRxYsX99ndH4S4UfXUd7K6utqnx8JsNrc7Drc7Dh06pASHa9euZezYseh0OuW+pdFoUKvVfj/e9TUv/R3wW3vT+3tHs/OFuBb5/MtutVqJi4tDrVaj1Wq5cOECZ86c6TgBrdYvMIPWL01HgYxKperwRhMoqFCpVEF1uU2ePJkzZ84watSoTt/r1VF5NRrNZQVm0HGA1BVtA7HO0gwmz/au5bFjx5SWSiFE3+JdHLw7XC6X8lDm5V3mqKfGmjqdzm6XU4gbmc83UavVYrVaiYiI6FYw0hekpqbKFkSXYfDgwT43bSFE3+F2u5UWpcvhcrlobGz0C8JCQkIoLy8nOTm53Yftrrhw4QJGo7Hb6QhxI/P5hup0OiwWC/X19bJh+A3s0tmpQojrg9VqRavV+g3dCAsLo7S0lMOHD/tN0OoqtVpNXFxcj4x3E+JG5deG7R1z1d0vqBBCiL6lo1Zx6W0Qou+QFQSFEEIIIfqQHl1p1OFw4HQ6pUtUCCEI3I0IrcMH7Ha7zz6/1wOVSkVISIiMXRWiG3osOHM4HBgMBiIiImRLDyHEdaG7s5Y9Hg8Oh4OqqiqfAM1msxEdHc2gQYPaDdyuZQ6Hg7Nnz9LQ0CABmhCXqceiKG+LmQRmQgjRSqVSodPp/PbAtdvt12VgBq3jlgcNGoTdbr/aRRHimtVjkZQEZkII4U+lUvkN9fB4PNdlYOal0+muu+5aIa6kXt/d2ul0Ymu5gNPpQq1Wodfr0Yfoem2BQrfbjc1mk3FvQoheYzabKS0tVfbwNRgMpKWlXbHlIxYvXqzstxsZGcn06dNZtGjRFXtANpvN6PV66bYUopf0anBWa7bylSmUcosOm12HTgNJkWqGRzcyKMng9/78/HxlD8jQ0FBSUlIYOXJk0OM+Kioq2LFjB2FhYcyfP/+yVru22+18/vnnzJkzBwh+66X8/HyGDh1KVlaW37k9e/ZgMBi4+eabO83/crd6MplMbN26lR//+McdfvbS+gkhuub06dNUVFSQlZXF8OHDgdbvn9FoJDU1lfT09F4vwxdffMFLL71EQkIC58+f549//COlpaU8+eSTvZ43wG9+8xtuu+02fvSjH12R/IS40fRacFZrtvKvcj3psXBHpo5yi5vCChelDW6qm0L5jsZORkKIz2fKy8vJy8sjLCyMxsZGvv76a44dO8b/+T//J6gA7dixY9x0003d2iPO7XZTUVGhvP7Xv/7FwIEDlZtwIOXl5TQ2NvoFZ2azmeLiYkaOHBlU/sHmd6no6GhmzJjRaVB3af2EEMEzm81UVFQwYcIEn27JpKQk4uLiKCgoICYmpsda0CoqKtBqtSQmJvqdGzlyJCkpKQAMGDCA+fPn8+STT2Kz2XjxxReZPHkymzZt4uc//zlJSUm88847HD16lKFDh7Jo0SJlBf/a2lrefvttKioqmDZtmvLg5nA42v3MBx98QFFREfX19TQ3N/PAAw/0SF2FEN/qlTZwp9PJV6ZQ0mNVjE3RkBTZ+t8xKa0B1gUXFFSosFgv+H02Pj6exMREMjMzueuuu4iIiODw4cPKebfbjdFoZPfu3RQVFeFyuQD4+uuvqa6upry8nMLCQqC1FerQoUPs2rWLo0ePKmMgnE4nBw4c8Ml3//79SlpeJSUl1NbWUlJSQnFxcaf1ttvtVFVV+Rw7evQoBoNvK2GgcrWXX6D6Op1O/vOf/1BZWcnOnTtpaGigvLy80zyEEJevtLSUrKwsJTCrqqpSvvM6nY6srCxKS0t7LL833niD999/v9P3abVa5d5gs9lYt24dL7zwArfeeisRERE8/PDD7N27l+nTp3P8+HEWLlwItN4nZs+eTWRkJLNmzWLNmjXk5+cDBPzM4MGDSUhIYPDgwUE/dAohuqZXWs5sLRcot+i4I9N3wGuqQc3B8tYbiNXuoaKuAUOE/xNhW6NHj+bAgQOMGzcOgB07dqDRaBgyZAhnz55l27ZtzJ07l9jYWMLCwoiJiaFfv344nU42bdrE0KFDycjI4KuvvsJisTBp0iScTidHjx4lNzdXyaeoqEjJwysmJkZJMz4+vtN6Z2dnc/ToUZKTk4HWfexOnDjBTTfdpIxN6ahc7eUXqL5Op5NDhw5RU1NDZmYmKpVKqVNHeQghLp/FYlFatauqqjAajcq55ORkYmNjKSkpuSJlqaysxOVyUV9fz1NPPcXcuXOVc06nk5dffpnQ0FCKi4s5efIku3fvRq1WM3v2bGbOnMmXX35J//79aWpqYv78+URHRzNhwgTCw8OVz2zcuBFAqfOZM2cwGAw899xzSl5nzpxpt3zeVj2AVatW9cIVEOL60dzc7PO6V4Izp9OFzd7alZkU+W13ZLnl2y2hXB5obnF0mlZUVJQy8LW2thaTycSCBQtQqVRkZGSwefNmqqqqSE5OJjIykn79+jFgwAAA5s2bR1RUFNA6hm3nzp1dClD69eunpJmSkoLL5eL8+fPK+dDQUJ9WsWHDhrFp0yZaWloIDQ2lpKSElJQUIiIilOBMq9UGLNel+XVU35iYGFwuF7NmzUKj0dDS0qKUo6M8hBB93913301paSmNjY2o1WpeeOEFxowZw4YNG5T3/PSnP0Wr1RIZGcm0adNYvny5ci4iIoLQ0FAAjh8/Tk1NDbNmzVLOnz17lrNnzzJ+/Hjuu+8+cnNzueWWW/jud7/Lvffeq3wGYOjQoVem0kLcoE6cOOF3rFeCM7VahU4DhRWtrWSpBrUy5sxLo4IQXefjyGw2mzI2wjvG4d1331XOWywWGhoalNaqturq6vjiiy8wm81+6wxdjpaWFvbt26e8TklJYfz48crrkJAQMjMzOXbsGGPGjKG4uJhbb72VpqamyypXR/WNiYkhJCQk4Fi8nq67EKJ1VqbJZCIpKcnnnuP93WQy+Q1juBzvvPMOLpeLZ599ltjYWJYsWeI3nnTTpk0+rVOBREREcNNNN7F+/Xqf496ZlqtXr+aXv/wl+/fv5w9/+ANVVVUMGzaMm266qdv1EEJcnl4JzvR6PUmRakob3BwsdyldmW2FalUkxUZ2mtapU6eUG5BOpyMxMdHnCRBodxB8dXU1u3fvJi8vj6SkJMxmM9u3b1fOX7qx+6XjzdoTERHh03XQnlGjRpGfn8+AAQOw2+0MGDCAr7/+OuhytdVRfb2zWtvTlTyEEMFLS0vDaDQSFxeHTqfzCdAcDgcnT54kOzu72/lERrbeG/V6PaGhoURHR192Wrfeeiu/+MUvKC0tZdSoUZhMJn75y1/yv//7v9TV1bF+/XrWrFnD9OnTOXjwIOfOnWPJkiX84he/8Enn0ntmb5N1M8WNrFf+79eH6Bge3Yy+g4axEfEO4qPDA55vaWnh8OHDnDhxgjFjxgCtLVV1dXVYLBb0ej0ej4edO3e2G6g0NTURExNDSkoKGo3GZxyIt7m/rKwMgCNHjgS88Wg0GqVbNRhxcXGEh4fz2WefMWrUqC6V69L8ulLfruQhhLg83u9VQUEB1dXV2O127HY71dXVFBQUkJqa2qNrnc2ePZvbbrutW2nExMTw/PPPc//99zNt2jQmTpzIkCFDiIuLIyMjg4aGBnJzc7njjjv4+OOPWb58ufIZIcTV0SstZyqVikFJBqao7XxZqcJq9+DytHZlhmpVjIh3MGZg+4HZ22+/DbQGKSkpKX5jp2bMmMEnn3xCSEgIVquVnJwcJdhqKz09na+++oq33noLwK/5/7bbbuOTTz5BrVYzfvz4gKt1Z2dnk5+fT0VFBXfffXdQ9c/JyWHnzp3tLofRWbkuzS9QfduOMetqHkKIy5eRkUFsbCylpaXKg4/BYCA7O7vHF6H1Pphe6uTJkwE/ExcXx/Hjx32O3X777Xz55ZfU1NQQGxur3DN1Oh2vvPIKDQ0NeDwen/LffvvtAQf7CyF6VnNzMxqNBo1Gg1qtRrVnz54eWWNBrVaTkJDgd9xivUBFXQPNLQ5CdBqSYiOJjw7vVpO1x+PBarUSFhbW6fpnHS3q6vF4cLvdQa2h5nQ6L2tR28sp16X5daW+XclDCNGx7m587lVdXe3TOm82m6+JCTpnzpxRJgRIt6YQvePEiRMcP36c0NBQwsPD0ev1PddyZrVaiYuL8/tCGSL0nS6X0VUqlUoZk9GZ9lrV2qYT7M23pwOcjsp1aX5dqW9X8hBCdMzj8XR7qzmXy6U8XHmpVCocDsd1vb+mECJ4586dw2AwkJiY2Np61lMJa7VarFbrFX+6EkKI3uJ2u7u1gLPL5aKxsdHv4S4kJISzZ89y4YL/QtxCiBvP+fPnsVgstLS04Ha7e67lTKfTYbFYqK+vl03HhRCC1h4FrVbr10IWFhbG6dOnOXjwYJ9+oL311luvdhHa9enjBuazBcu6vLZHedzwDMMKP+exzLa/X3YuPZBGkDl1Wp++UU7Re1paWrDb7bhcLjweT89OCNDpdOh0uj59sxFCiCulbVfmpVJTU0lNTb2CpblOnHqeZ4xLWMIzPH8q79oPSK63+ojL4m2l97bUy4hLIYQQ14xT29+DeStYMQ/e237qahen2663+oieIcGZEEKIa8Qptr8H82Znkjl7Hry3nQ7DmVPPc4fBgMFg4I7nT7V73GB4nE/bfX9JwLQMBgOPf0oHTvH8HW3S7XZ9PuVxwx08/2mA+nRQ108f/7bMho4LLfoQCc6EEEJcG05t5z3mMTsTyJzNPN4jcGPTl6x6Bl6xWLAU/gFWPUxrzPIpj495j3mFFiwWC5Yt8Mzzpy4eX0X2ltbjr/AeG5S0fM9ZCv+Acf4dXBofXZ36XHJuyxK+XLVWCQzz1l0ss2ULSzY80/0yiytCgjMhhBDXhNYuwNm0DsvKZPY8WLU2UGvQeP7wymOt7818jF8v+ZLjp4BTJRj5klVjLrYmzd/Al8dPtR4f/wdWXByTn/nYr1miZFyCkSV81ztev216PgX0tl6NYdWXG5jfSStbj9Tn0nN532UJRkq85z59/GLL2fw2wabo62R1UiGEENeAT1m76ku+ZAyGVW2Pb+PTdXnkBfoYAKcoMQLf9b5ewhbLOt/PnOqBbe4yH+Nzy2O0dmuuZcjn6zooV0/WJ9DbnueO+bDFYiGPUzx/x8NBVkRcbdJyJoQQou/7dBsbxv+BQou3m86CxVLIH8ZvYFu7jU1ffjvA/tR23vvyYstX5hCy2XCxK7ONzCFkf7kKb8PVqeef+bal6eJnlHxOPc8zG9q0pF3N+nTk1HG+HD+stUXt1Hbe+7Ib5RVXlARnQggh+rxPt21gvNIF6JXJ7Hnj2dBuNDOe7OMPt3bpjVlF9hZvK1Ye6wr/AKvGXDJQPo91W5awYX7rsYeZ92235sXPGC+eM4x5j3mFHbWKZfJYh61mPVmfDuSt4A+sYozBgOHh42SP7+wDoq/osb01hRBCXF/Cw8Nlb80+QRaavZ6dOHGCDRs2kJiYyKBBg0hMTJSWMyGEEEKIvkSCMyGEEEKIPkRmawohhBB9Wh7rLN2ZfSCuNdJyJoQQQgjRh0hwJoQQQgjRh0hwJoQQQgjRh8iYMyGEEJ3a8HXIFc1PpVJd0fyEuNKWjnAEPCctZ0IIIYQQfYgEZ0IIIYQQfYgEZ0IIIYQQfYgEZ0IIIYQQfYgEZ0IIIYQQfYgEZ0IIIa4pXz0dxoqnd1xydAebcqeyq+zS3y9XT6QRnM7r05GeLOcONuV2pyy94WrmffVIcCaEEOLaUfZndpQ8wKSSp66Pf7D7XH0mkF5yD5v2Xe1y3NgkOBNCCHHNqNu7BWb8jDtmQOHek1e7ON3WF+sz5sE1VPz1z9Rd7YLcwCQ4E0IIcY04ydH/B2OmZJEwZT78v086DiDO/Zlnc8NYkRvGs++0CXzKvj2+Ivcxvmrn+LPvnPBNy+czYZ20LJ1k13+1Sbfb9bnYtbcvQH06qOtXT39bZv/uygAGLGfWkCfYeGkeXgGvRWs5Nz099eJ19S/3pn1Q985U5bPdLut1SoIzIYQQ14ayTyhkPjkDgYFzGMMWjgbsCizg/b/CogM21m5ZA8/917fj0eZvYcwWG2sP2Fj7HOx45+TF40+Q8lzr8UVs4QslLd9za7esoeKnPTAOqkfqc8m55x7gzHPPKoHhyJUXy3zgAya9H3zX6ciVH5Dik4dXZ9eigIpBr7L2wPOMbKdsX/w0jI28evHa90xZr0cSnAkhhLgmtHYBziEBgCxyZsD7bwVqYZnA9//v8tb3DlzOrO8XUH0OKDtBBQW8P/9iC81PX+PM2VOtx3PWcMetrZ9OWPAbJnmTKjtBBQ8w6uI5n/TaUlqURvH+0dd4uZNWth6pz6Xnbv0ekzhKjTew2ffYxdaoe9oEm8GYxQ+fy/EvT6fXYgJjpmS1X+5bv8ektud7rKzXH9lbUwghxDVgB58/V8AZRrHiubbHP+SrlbMuttIEcpKaEmCq9/UDLFNadi4qO+H3qS4buJyfHVhOa7fmsyS++nwH5erJ+gRQ9mee/SksO2BjJCfZ9V//FWRFLrr1Z3z/r6PYtO+Drn3ucnS3rNcZaTkTQgjR9+37kC9y1vDkAW/Xl421B4r5fs5rFLfbMlXw7QD7sk8oPHqxtWfgUFJ47WJXZhsDh5Jy9Ak+v5hW3TtPfdt6c/EzSj5lf2bH+21aj65mfTpy7mvO5AwnUflMVwuZxbT/u4aKn97Tu9eiR8p6fZGWMyGEEH3eV7tfI31G8cUuQK8scmZM4P3dO/ihX3AwgZSz/8WK3AIAJj1nu9gaNYsfblnDs/PbtFh9/wPWrpzFD597gBU/DeMLIP2na5jElotv8ATm7goAAASYSURBVH4mjBUX0/7+lt0dtG5lMe3V569QfTpwseXrf3KfgJwHmJRz8fi+x1jx1+E8+eryS/Jvx8DlLPrpFv5Had3r6rUIUqCy3qBUe/bs8VztQgghhOh7wsPDGTp0KACvfXVln+VVKtUVza9v28Gm3KdI2rKbaQO7n9pXT4dRPNXWTgAorqSlIxwAnDhxgg0bNpCYmMigQYNITEyUbk0hhBDixrGD4p7ohhS9Sro1hRBCiBvGLH54YNbVLoTohARnQgghRJ8mAdWNRro1hRBCCCH6EAnOhBBCCCH6EAnOhBBCCCH6EBlzJoQQolNLhtuvaH5qtbQdiBuX/N8vhBBCCNGHSHAmhBBCCNGHSHAmhBBCCNGHSHAmhBBCCNGHSHAmhBBCCNGHSHAmhBDiGvApKwwGDCs+bef4DF44dbXKdLXyFtczCc6EEEJcIyYwwTgfv/hMiOuMBGdCCCGuGfOeeBrjmheQxipxPZPgTAghxLUj81GeyF7JskB9iadeYIbBgOHiz7etbK1dkCtWzMBgWMGn3i7JT799/4pP4dQLM5TPzmiTx6crvk3Tv2tViJ4lwZkQQohrSt7aLWSvXNbOWK9PWTFmJdlbLFgsFiyFT2Oc33ZMWAHGYS9jsawl7+LrlWvgZYsFy5alvD7fwDJebv3slqUUrFzHp0qeF9O0bGHp62tknJnoVRKcCSGEuMbksXZLNivXXdKCdeokRpZyV97F15mP8sTSAo4rgdQE5s3KbPOBCTz98qNkAuTdxdK25/PuYilGTno/++mKiy1n83m9l2olhJcEZ0IIIa49eY/z9JWaHHDqBWbMhy0WCxZLIU9PuAJ5ihuaBGdCCCGuQZk8+vLTGOe3acnKzCKb1/nYG7CdeoE1r7dpSbtcp45TMGFYawvbqR28V9DN9ITohARnQgghrk2Zj/KyTzNWHmsLn8Y4/+LA/THvMa/QO76sG/Ie52lWMsZgwLDsONnSciZ6mWrPnj2eq10IIYQQfU94eDhDhw4FwO12X9G81WppOxA3hhMnTrBhwwYSExMZNGgQiYmJ0nImhBBCCNGXSHAmhBBCCNGHSHAmhBBCCNGHaK92AYQQQohLXekxbkJcaR2Nq5SWMyGEEEKIPkSCMyGEEEKIPkS6NYUQQnRKlrYQ4sqRb5sQQgghRB8iLWdCCCECOnHixNUughA3HAnOhBBCtKu5ubndY+fPn+fcuXOcP3+elpaWTmdW7tmzhwEDBqDRaFCr1cqPSqXy+fF2nXpft/d7W97XUVFR3a6rEFdTeHg4er0erVaLSqWS4EwIIUTwNBoNoaGhGAwGAOx2Ox5Px7sAhoeHEx0djVarRa1WK0GaNyALFJy1/fEeb8v7OiYmpqerKcQVpdfrMRgMhIaGolarJTgTQggRPI1GQ3h4OImJiRgMBlwuV6fBWVRUFImJiWi1WjQajfLTNkC7tCWtbaDWXotaWwkJCT1fUSGuIK1WS2hoKOHh4Wi1WgnOhBBCBE+tVqPX69FoNERERHQamAGEhYUpLWfen7ZdnO0FaB21qHl5f09MTOydygpxhahUKp+Hlv8Pfjx3Ck9XsRMAAAAASUVORK5CYII="><p>After you make an object paintable, you must choose which of its materials you want to paint. Below the object you can see a list of its materials, and on the right side you can click the <b>+Preset</b> button to open a list of preset configurations available for this material.</p><div class="tip"><strong>NOTE</strong>  If you don't see any presets, then read the documentation <a href="#CreatePresets">HERE</a>.</div></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Step 5 - Export Material & Textures</span></h2><img style="float:right; clear:both;" 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"><p>After you add a material preset, you can see a new <b>Export</b> button next to it. If you click this, then you can save a copy of this material and all its textures to the location you specify.</p><p>Once you finish painting you can use this new material with painted textures in your scenes.</p><div class="tip"><strong>NOTE</strong>  If you don't want to save the material and all textures then you can click the <b>Export</b> button individually next to each texture.</div></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Step 6 - Open Paint in Editor</span></h2><img style="float:right; clear:both;" 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"><p>To open the main Paint in Editor window, click on <b>Window > Paint in 3D > Paint in Editor</b> from the top menu bar, or select the Paint in Editor tool from the top left tool bar.</p><div class="tip"><strong>NOTE</strong>  You must enter play mode to be able to paint.</div><div class="tip"><strong>NOTE</strong>  You must paint in the <b>Scene</b> view.</div><p>At the top you can see 3 boxes: <b>Tool</b>, <b>Material</b>, and <b>Shape</b>.</p><p>If you click the <b>Tool</b> box, then you can choose a paint tool. These control how the paint is applied in the scene (e.g. dots, line, triangles).</p><p>If you click the <b>Material</b> box, then you can choose a paint material. These define a set of textures that allow you to paint a type of surface (e.g. brick, dirt, chrome).</p><p>If you click the <b>Shape</b> box, then you can choose the paint shape. These change the shape of the material as you paint, giving more interesting edges.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Step 7 - Save</span></h2><img style="float:right; clear:both;" src="data:image/png;base64,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"><p>Make sure you're on the <b>Paint in 3D</b> window's <b>Scene</b> tab.</p><p>After you've painted your textures, you can click the <b>Re-Export All</b> button at the bottom right. This will automatically save all previously exported textures with the current paint state.</p><div class="tip"><strong>NOTE</strong>  If you exit play mode before pressing this, then your paint progress will be lost.</div><div class="tip"><strong>NOTE</strong>  If you don't want to save all painted textures, then you can manually click <b>Export</b> next to each individual texture.</div></div><br><br><br></div><div style="overflow:hidden;"><a name="UV"></a><h2>UV Data Requirements</h2><p>For Paint in 3D to work, the mesh you want to paint must have UV data. Not only that, but for best results the UV data shouldn't have overlapping areas (e.g. no mirroring), or exceed the 0..1 range (e.g. no texture tiling).</p><p>If your mesh fails any of these requirements, then I recommend you modify the UV data in your favorite 3d modelling program (e.g. Blender).</p><div class="tip"><strong>NOTE</strong>  The default <b>Cube</b> mesh that comes with Unity has overlapping UV data. I recommend you use the <b>Separated Cube</b> mesh that comes with Paint in 3D instead.</div><div class="tip"><strong>NOTE</strong>  The default <b>Cylinder</b> mesh that comes with Unity has overlapping UV data. I recommend you use the <b>Separated Cylinder</b> mesh that comes with Paint in 3D instead.</div><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">What if I don't know how to UV map?</span></h2><p>Unity can automatically do it for you. Just keep in mind that doing it manually will allow you to achieve better results.</p><p>To automatically generate UV data, you can enable the <b>Generate Lightmap UVs</b> setting in your mesh import settings. This will generate UV data suitable for painting, and they will be stored in the <b>second</b> UV channel.</p><div class="tip"><strong>NOTE</strong>  Most shaders (including all default Unity shaders) only read data from the <b>first</b> UV channel, so this new UV data won't be used. To use it, you must either use a shader that reads from the second UV channel instead of the first, or copy the new UV data from the second UV channel to the first.</div><div class="tip"><strong>NOTE</strong>  If you want to remove UV seams from this newly generated UV data, then you will have to run the <b>second</b> UV channel through the <b>Seam Fixer</b> tool.</div></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Does Paint in 3D come with shaders that use the second UV channel?</span></h2><p>Yes, Paint in 3D comes with several shaders designed to solve this issue.</p><p>If you want to keep your original shader/material that uses the first UV channel, then you can use the <b>Paint in 3D / Overlay</b> shader on top of your base material. Paint in 3D already comes with a pre-configured material called <b>Overlay (Second UV Coord)</b>, which you can add on top of your base material. Keep in mind you will now be painting the second material (index 1), so you must update your <b>P3dMaterialCloner</b> and <b>P3dPaintableTexture</b> component settings to target the second material slot index (1).</p><p>This technique is demonstrated in the <b>UV Requirements / Automatic Overlay</b> demo scene.</p><div class="tip"><strong>NOTE</strong>  If your mesh has multiple sub-meshes, then this technique won't work.</div><p>If you don't mind replacing your original shader/material, then the <b>Paint in 3D / Solid</b> shader can be used instead. This shader uses the first UV channel for base textures, and then allows you to override the albedo/opacity/smoothness/etc using secondary textures that use the second UV channel.</p><p>This technique is demonstrated in the <b>UV Requirements / Automatic Secondary</b> demo scene.</p><div class="tip"><strong>NOTE</strong>  The secondary/override textures in this shader use premultiplied alpha blending, so you should change your paint brushes to use the <b>Premultiplied</b> blending mode.</div><div class="tip"><strong>NOTE</strong>  You should expand the <b>P3dPaintableTexture</b> component's <b>Advanced</b> menu, and change the <b>Conversion</b> setting to <b>Premultiply</b>.</div></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">How do I copy UV data from the second UV channel to the first?</span></h2><p>Paint in 3D comes with the <b>Coord Copier</b> tool, which allows you to do this.</p><p>To use this tool, select your mesh in the <b>Project</b> window, and click the context menu (⋮icon) button at the top right of the inspector, and select the <b>Coord Copier (Paint in 3D)</b> option.</p><p>Your <b>Project</b> window should now contain a <b>Coord Copier (YOUR_MESH_NAME)</b> prefab, and you can click <b>Generate</b> to copy the coords over.</p><p>The generated mesh with the copied coords is now placed as a child of the <b>Coord Copier</b> prefab, and you can drag and drop it into your <b>Mesh Filter</b> or <b>Skinned Mesh Renderers</b>.</p><div class="tip"><strong>NOTE</strong>  This tool will overwrite the UV data in the first UV channel. If you still need this data, then this solution isn't suitable for you.</div></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Can I use the second UV channel with the Standard shader?</span></h2><p>Kind of. Using the following steps you can get it working using the detail texture. Just keep in mind this isn't the best solution, because it doesn't replace the albedo exactly.</p><div class="tip"><strong>Step 1</strong> Select your material that uses the <b>Standard</b> shader, and change the <b>Secondary Maps > UV Set</b> setting to <b>UV1</b>.</div><div class="tip"><strong>Step 2</strong> Select your <b>P3dPaintableTexture</b> component, and change the the <b>Slot</b> setting from <b>_MainTex</b> to <b>_DetailAlbedoMap</b>.</div><div class="tip"><strong>Step 3</strong> Change the <b>Channel</b> setting to <b>Second</b>.</div><div class="tip"><strong>Step 4</strong> Change the <b>Shader Keyword</b> setting to <b>_DETAIL_MULX2</b>.</div></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">How can I use the second UV channel with a different shader?</span></h2><p>Most shaders only the first UV channel, so you will need to make an alternative shader that uses the second.</p><p>For example, instead of using <b>uv_MainTex</b> you use <b>uv2_MainTex</b>, or instead of using <b>texcoord0 : TEXCOORD0</b>, you use <b>texcoord1 : TEXCOORD1</b>.</p><div class="tip"><strong>NOTE</strong>  When painting using the second channel, you must set the <b>P3dPaintableTexture > Channel</b> setting to <b>Second</b>.</div><p>Paint in 3D comes with a range of shaders that allow you to specify the UV channel used (e.g. P3d Opaque).</p></div><br><br><br></div><div style="overflow:hidden;"><a name="Seams"></a><h2>Fixing UV Seams</h2><p>When you make complex 3d models it's inevitable your mesh will have UV seams, where one part of the texture is disconnected from another.</p><p>This normally isn't a problem with clever texturing, but when painting it can result in visual seams between these disconnected UV islands (see the seams around the shoulders on the zombie image).</p><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">How do we fix them?</span></h2><p>To fix these UV seams, Paint in 3D comes with a tool that can convert a normal mesh with UV seams into a fixed mesh without UV seams.</p><p>To access the tool, select any mesh in your project, click the context menu icon (⋮ button) at the top right, and select <b>Fix Seams (Paint in 3D)</b>.</p><p>This creates a seam fixer in your project, and automatically sets the <b>Source</b> mesh to the one you picked.</p><p>If you want to see the result of the seam fixing, set the <b>Debug Scale</b> setting to 10 or so.</p><p>You can now press the <b>Generate</b> button to generate the fixed mesh.</p><p>If it was successful, you should see something like this in your <b>Scene</b> window:</p><p>Where the green lines are the original seams, and the blue lines are the new fixed seams. The blue lines should be outside of your original green lines. If your blue lines are overlapping then try reducing the <b>Border</b> setting a little, or the <b>Threshold</b> setting.</p><div class="tip"><strong>NOTE</strong>  Fixing seams adds vertices to your mesh. If your mesh was already close to the mesh vertex limit then this tool may not work for you.</div><div class="tip"><strong>NOTE</strong>  This tool isn't magic. If your original UV map is laid out poorly then this will won't fix it.</div></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style=""> How do we use the fixed mesh?</span></h2><p>The generated mesh will be placed as a child of the seam fixer in your <b>Project</b> window.</p><p>To use it, just drag and drop it from here into your <b>MeshFilter</b> or <b>SkinnedMeshRenderer</b> that uses this mesh.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style=""> Auto Seam Fixer</span></h2><p>If the above steps seem too tedious for you, then you can let Paint in 3D automatically do the seam fixing for you.</p><div class="tip"><strong>STEP 1</strong> Select your paintable GameObject.</div><div class="tip"><strong>STEP 2</strong> Find the <b>P3dPaintable</b> component in the inspector window.</div><div class="tip"><strong>STEP 3</strong> Expand the <b>Advanced</b> settings.</div><div class="tip"><strong>STEP 4</strong> Change the <b>UseMesh</b> setting to <b>AutoSeamFix</b>.</div><p>Your mesh will now be auto seam fixed just before you paint it for the first time.</p><div class="tip"><strong>NOTE</strong>  This technique doesn't allow you to adjust the seam fix settings.</div><div class="tip"><strong>NOTE</strong>  This technique has some performance overhead when you first paint your object, because the mesh must be seam fixed before it can be painted.</div><p>If either of these caveats is an issue, then I recommend you follow the previous section and manually seam fix the mesh.</p></div><br><br><br></div><div style="overflow:hidden;"><a name="UV_Examples"></a><h2>Examples Of UV Maps</h2><img style="float:right; clear:both;" src="data:image/png;base64,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"><p>Below are some examples of different kinds of UV maps.</p><p>To view these yourself for any mesh, simply open the cotext menu for a mesh (⋮ button), and select <b>Analyze Mesh</b>.</p><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Example 1</span></h2><img style="float:right; clear:both;" src="data:image/png;base64,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"><p>This is an example of what a good UV map looks like.</p><p>As you can see, the whole mesh is unwrapped making good use of the texture space. All triangles are within the standard (0..1) boundary, none of the triangles overlap, and there is sufficient spacing/padding between each UV 'island'.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Example 2</span></h2><img style="float:right; clear:both;" src="data:image/png;base64,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"><p>This is an example of what a bad UV map looks like.</p><p>As you can see, most of the triangles have no UV data, so they cannot be painted. The remaining triangles have UV data, but it's all overlapping, which means painting one area will cause paint to appear in multiple areas, because they share the same pixels.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Example 3</span></h2><img style="float:right; clear:both;" src="data:image/png;base64,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"><p>This is another example of what a bad UV map looks like.</p><p>As you can see, most of the triangles are out of bounds. This means most of the mesh can't be directly painted. If you paint the remaining areas, the paint will appear on the out of bounds areas due to texture tiling.</p></div><br><br><br></div><div style="overflow:hidden;"><a name="Undo"></a><h2>Undo & Redo</h2><p>Paint in 3D supports runtime undo & redo, but to save memory it's disabled by default.</p><p>To enable it, you need to follow these steps:</p><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style=""> UndoRedo Setting</span></h2><p>The first step is to select your <b>P3dPaintableTexture</b> components, and enable the <b>UndoRedo</b> setting.</p><p>If you're painting animated objects then you should set this to <b>FullTextureCopy</b>, but for most scenarios you can use <b>LocalCommandCopy</b>.</p><p>If you use the <b>FullTextureCopy</b> state mode then you must also set the <b>State Limit</b> setting. A value of 10 means you can undo paint operations 10 times, and then redo them 10 times. If you paint 11 times with this setting then your initial paint state will be deleted, and you will only be able to undo 10 times to your first paint operation.</p><p>You can read the <b>P3dPaintableTexture</b> documentation for more details.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Store States</span></h2><p>The next step is to find your painting components, and enable the <b>Store States</b> setting.</p><p>This setting will automatically call the <b>StoreState</b> method on each <b>P3dPaintableTexture</b> in your scene, letting Paint in 3D know that you're about to paint on them.</p><p>For example, the <b>P3dHitScreen</b> component has the <b>StoreStates</b> setting, as well as <b>P3dToggleParticles</b>, and <b>P3dTapThrow</b>.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Buttons</span></h2><p>Finally, you can add the <b>P3dUndoAll</b> and <b>P3dRedoAll</b> components to your UI elements, and they will automatically be set up so when you click them they perform an undo or redo operation.</p><p>And that's it, your game should now have Undo & Redo paint functionality!</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Memory Usage</span></h2><p>Keep in mind that when using the <b>FullTextureCopy</b> mode, each undo/redo state is stored as a full texture state. This means that if your texture is 1024x1024 using the RGBA32 format, then each undo/redo state will consume 1024x1024x4 bytes of memory, or 4 megabytes.</p><p>If your game requires a lot of undo states and you want to reduce memory usage, then you should use the <b>LocalCommandCopy</b> mode instead, which will store a list of all paint commands (e.g. decal texture + paint orientation). This approach can reduce memory usage a lot, and it allows unlimited undo levels, but performing an undo requires rebuilding the texture from scratch, which can be slow if you have a lot of undo states. It also may not work correctly if your mesh is animated, because the paint will apply to different areas if your mesh has changed.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Manual Undo & Redo</span></h2><p>The undo & redo functionality listed above works well for most games, but it's not suitable for all scenarios. To get full control you can manage it yourself using the following methods in the <b>P3dPaintableTexture</b> class:</p><p>Call <b>StoreState</b> before you apply paint to your objects.</p><p>Call <b>Undo/Redo</b> after, when you want to undo or redo.</p><p>These methods can also be accessed from the <b>P3dPaintableTexture</b> inspector context menu (⋮ button at top right), so you can test it from the editor.</p></div><br><br><br></div><div style="overflow:hidden;"><a name="Blend"></a><h2>Blend Modes</h2><p>Blend modes allow you to change the way your painted pixels are applied to your textures.</p><p>If you're using in-editor painting, then you can right click a material to select it, and change the <b>Blend Mode</b> of the <b>P3dPaintDecal</b> components you wish to modify.</p><p>If you're using in-game painting, then you can change the <b>Blend Mode</b> in the painting components (e.g. P3dPaintSphere, P3dPaintDecal).</p><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Alpha Blend</span></h2><img style="float:right; clear:both;" 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"><p>This blend mode increases the alpha channel of your texture, and blends the RGB channels of your texture toward the color of your paint, based on the opacity of your paint.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Alpha Blend Inverse</span></h2><img style="float:right; clear:both;" 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"><p>This blend mode works similar to <b>Alpha Blend</b>, but it applies the blending in reverse.</p><p>This allows you to paint 'behind' the current painted areas, or fill them in.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Alpha Blend RGB</span></h2><img style="float:right; clear:both;" 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"><p>This blend mode works similar to <b>Alpha Blend</b>, but the alpha channel is not modified. This is ideal when you want to paint on only the solid parts of an already transparent texture.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Additive</span></h2><img style="float:right; clear:both;" 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"><p>This blend mode works by increasing the RGBA values of your texture based on the paint color.</p><div class="tip"><strong>NOTE</strong>  This modifies alpha channel as well. If you don't want this, then set your paint alpha to 0.</div></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Additive Soft</span></h2><img style="float:right; clear:both;" 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"><p>This blend mode works similar to <b>Additive</b>, but the strength of the blending fades based on how bright the texture already is.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Subtractive</span></h2><img style="float:right; clear:both;" 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WI5K0i0ZJwCXdsz2RHrHbPZnLIsaZsRqQRd1xM8KBVLIWMMeZ6jlWYaBwIKISU+eJQS7LcblNakaYp3FikVi8USnRj2zZ5FUTEOA904kBhDnhfkeUaSGNquIQQVT0QcaZ4xm1eAAi9JTPpNKTYMI0miMUajDydpbE0C3ltE8BAMQXhu3zol0QlN3RJ8LCPbtsMYg1KaN9++w6effsmz85rvf/9tbDsxjZbqKCc3Cf/yX/w71s3IB995h3fffh03Dmit2O5qIHDv1ilu7FHGoJKMq/We/X7LycmSO3dv4Z1FKUiyFK0MfpowRjM6yX7bIMNEWiqENlxtdiRJCl6BEDg/MU2WxOSkmSaguNpskSK2Sh6Q2mBMwm67JU3TX5/KwOQdCEizjH3dIKWkKDIg4J3FWYfJctqmwTqPzkv+9M/+mkVp+Ad//0dcXF4zqyrSPGOYRsaxRwBHyyV939F2HVobAgF7OCSSRKMPLdw0jiidMCsK8jTl6NZt/vZnHyGGjtdfv4dMDdPQMU4WY5J4eCiFVobMZOy2O4ahR0ooy5I8L2JVZ0eGaaQfOiZnmaaRoizQxpBmGUpJpmmiO1SwSmm0Njx69IiimDGfH7Hbt6y3O+ZVRaIVXVPTdT3TNGGSFO9jW1TkOUPfEUIgK3KkVhhtEB6GqWe+nPP06TlfP3jE/ft3mM9LrB1JEkNVlRhjmM8quqHHGI0Qkv/wFz/loy8e0jYNF1c79AfvvsPV9TWb7Zbdeo+SgtQkVEVJM4zIxDCOHa/dv02RZwQkaVry0Uef4oWGy2t8iD1PlimmpmMYJgqluL68wvc1VVlihDyc3hkigLcjKjVoofHWH3rnHLPM0QZsP9G1Lc6PaGUwRgPxze1Gi9YpboxtiBLgJfTTiHEKKQXOWZgEt46OCNayrnekiUErKMucAHjvY3/bDVw+v+DNd9/m2fMnqCShHizSCxQSKST+0N8niUHpFKXAOUtd12w2W4xOyLMca0ect2il8EHSBYE3EbtQmaGUDu8DzkKaL0mzgmW1osxSRtMyW5VkScL/6//zL7moO/67//qfofBcnT+PvyOv6JqOaZpIP5ixmB/x5Pk55xfXPHjwNbePZrz11hvs6x1SeVSYYnvkPM6DHS3BQZanoBzXVw3GOKxzpJlgeTSj73t8kJgko95dMTs+iliGmDi5e4ftribRGpxHAEVR0Pc9eZ5/064lRlOWBV3XA8R6GdjVNVIKFvP5ofXrOT45ZrvZgoDf+u3vcL1ekyQG5yy7zQYfPMa8CHZLEAIhBNM0InWG856u61BKYYRACEirBQ++fszXjzqOy4x7d25zevcu/99//Vf8d6+dkGUZnYU0rUiNROU5TdMxjR3tobWdz5dUVcloB6bRoiX0TY9ODEVRMgwDUkm6rmMcRzabDbP5HIvDThND25EnKbvdFucnzm6dMI4Ts1lOlicIAXYcUDIhzxPqumbf7CnLkqEdKIqcYZzw3iG1RiuN0IrgHcM48vTzr3h+fsWds9sslgsSI7h39xZt33N9teHLB49Zb2v2bU/TtDhnqWYF77z7NjiLTkH94LvvfDifzXn48Am/+NXH3L57n91+z9X6kqPTI9584/UIjhGwdqKuW6r5grKaMY4D19fX7HY7qtmMzXYHKNKswAZHcDaWw+PA1fU188WMpml4/vyc+2+8jtIKIQRaKcY+9o5Xl2smN0QMwDmkErFXPHw8evyE0XpOj0+/yXLWTuhEMw0TOE9qFE3T0fcD3jq00lytr0lSw2q5JM0ytI6lqPeB3a6mKGexVAeGfqTveoZpZPKWpm+xIaC0RCtx6FsnpBTkec40WYL39MOEl5qySJimkWmytH3PNI0EBEpJRHAoFTP0T/76Z1yst/y9P/xdhjaekk3f8c//+f/Co/Mt//T//E84XRquLq+QUjPaCSsCk3M8P7/i6M5rfPrwCZ9/9hnK9bz72m2uNzuePjtnvpgBnuAhKyqUTg5VCCBi790PI9PoETL2tUoq0swwWctm19GPnsQotJHU+5YiNZzcusd6U6MlKBHjWh1ex2kayYucqpodKjNN0zSEIGi7Dn/oXbM84+T2LS4vriNm4C15VpDP5uw212RG0/cDIdgIhLpAXhQUec7V1RVNXaOUiuVxmiIE3wBmdhw4Pjnlbz/6nF/87G9ZHJ/w6aef8/XjRxTHt+kHx1dfPMROA0fHc9548zUePnjG//Kn/56u3nHn9sk3yWy1XNH2HW3fEQApJXVd470jTWPFm+UZm82W/X4PgDxUQeMwMA5jjJvguH/vHvv9nouLC6SEPEuw9lDOF8U3mEjbtCijIxg4DCR5hUxSxnaPFhqpNHmZcnW943/6V3+GTDK2ux3D0BGC58nTcz7/4in/+n/593z6+VOcg3I2w4fA6dkJv/+j3+XO8RylFEfzGer7v/3Wh5v1lqKo0GnBw8ePCBKOTo5wXU1uDCbJ6PqJaZoQBJrtFm8HVqsFy9Wcu3dus1ouaJqBNC9QWnPv3l2ECLRDh04SgvfMV0uKcoExKTrNUIfgH8aR8lCqXF6tUUYxTAPBS5IkgyBITEKWpgQkQhqCswgVL76+7xAuxAyJQCvJZH1805QkM4YQQpw+JCkIiRCCWTXj8uqacbKsjk+5uDgn05q+61BC4MaRYD1GKhKtGbqOYRyQUpKmGSEE8jzDe08InroZGK0jSRRaSIxSjG2DdB6mETdZTFKwXC7wvuff/tmf8c677/P+O6/x7PEFu/WWjz76DFFW/MN/8HvcX5VsrjfsdjHpro6WFIkmEYJnTy/5+uvHJL7hvXff5L3336UoS27ducWzZxdsrre88+67BJXxi48/ww4jKljOLy+QSjMrCnABZKAoklhOe0nfNaR5yWY3IEzFbLZCupo0Tfj0yRVff/E1mVQE4UF4AJx1WDvRti0CgfqmNVOHyU/AO08IlllRorRmt9/T7VqSRCFVoChz8rLgk1/+ijxNOD45QiqFdZ4QAqlJGPv42vd9T5qmzGdzdvsN1jqklBEP0Yan52v+9M//A7/z3Q/40fe/x6ya8fo7b/L2/TvcO1swOzvjp7/8il/97CPOH19wsd4wW51wfnkO3jGfz0mMJssMkx2Q4vDYUkbQ0XmscxRlxdC/AD0VR0dHEZPQBqkkzkeQ0uiUzWaHs1DNFvjgkd6jtcGkGcF79vs4RUmzjH6I7U1qMm7fu8cYYGj2cQo3Wcoq5ZcffY5OS37ww99lnDrW2w2bbc162/DV18+YLWb8o3/4B/z4xz/gtdun3D1bcftkxX6z5mqzZ350m3I2R737zlsfjkKjEsNbr99lcgPL4yX/9//mv6GvO7786ivmixlt11DvdhilUEqQGI0yhqaJPUqaJIRgSRLJfFYS8KSZoShLFIJ6t2exXHB6enJ4QVOUMYcXT7Lb1lycX2LShMlC38Vxymq1JE8zyiwjSVPyLCdPDWDxAdqupWkaZuWMvCxJ85QgBAjJMA4MQ08QYIyiGwasC5gkwYVYvl9dbVku5igcy6MjJueZ+p7Vas58uUSqiOJOwSGEREmFmxxZnmOdYxwmttsdALfOzhACpqGnynPSNCEoRZaVpKkhCIdHYIXkiy+fYlTF2dkJSZrQti0ff/o5ZVXwR3/wuyQShrFlshapEtIsJYQJN3TMqxmnx0cUqeA733mPLC+pm56+6xFKkJUVDx6d8+TrJxRZghM5X376Kf/V/+kf8ff+8X/Op18+4+riGXmqSQ59q1IqIslGYUxBkJJ5VaCDYLu9pHcOmazoxxEdOs6OlmSzFZdXa5rdFsFEkpbkSU6WRGxEKYUwmr7tsE3H2a1jbHD0XU/XtqSJocxz8jzDOsvl+SVFovnOB29y7/4ddruOfhjRErI0w4qAF+HQPkwEAcEGRBAcn5xyeXHFv/m3f80vfvEp7751n+/99ru0TUuezwje0ew35IXh1tmKN958nUfPtjx88JD//T/8Pf7BH/+YTT3wz//lX5Clmq7ryDPNyeoY7wIXl5d0XYe3kKcZeabZ7fYkWcbp8TGJFkglkUIzDSPaKF577XU26z2/+OVHnJzeYbU8Yuw7nI/j2iRJmcaRaXQM48DkJvqh4+TkGK0T6nZP3+3BO1yQuAB5qnn86Dkff/qY999/j9NlytG84O6d29y7e5sP3nsbLS3vvPk6r792h932imZXs93EQ74oS4IU5FmBdw71xttvftjZgAsBpp533n6L/WbHl598zg9+5wfU9Y62aVBSkJnkG7DHWodJEow2JGlC1/cIEZhVM7z3jH2PFCICGHkO2oAI+Gliv9uRpEkcm0iJtRNXl2uCi+W6RFHkOYtFhbUT+7qhmzzdGGfts9kMnWiGcaBpWhKtyYucYRzo+pY0S7HOsd83OAdSKsbJUuQleVHStgPOTlxeXeNt4M7d26SJoW0anj55htYJebUgSIGdJqyzcfSkFMGHb/rc0drDREHig8BbR5kYtFZ0Y480hiTNI5pbZgipefzkOZvtFpzl5HhBVmmMUbgg+PyzR9y7dUJZGPp+YCJgrSBNMso8o+9a9k0PSlBWGYvFjP2+Y5gsVVVgjKTeb0kSzb3b99HKk6SKW/fu8/jrh7z37rucvvkeP/kPf44ILWm1IliBMRopBOMUCCphvauZxgE7tCAnpgn2uw5vByY7UuUJs6pk3w2Mfcu8KGN7lJY8+PoxddtQFDl5loKA3W4fpyRKsGtbrPVIIEs0SZ6CEhTlnH/zZ3/BvdtL3n/nPc7Pd0gCzsV59jhNFFVFmqZxjHuYWKRZwXZX8/Nf/JJfffwFzln+4R//mB/+7vdACi6v17T9gFSa0ULXTSgJ2J779075oz/6fYyWPH32hLSY4bzj6dNn1E1Ds695dn7FJ1884MnT5zx5fsGXXz7k4tkFpyfHVEWCFIAIJEaT6BgHo7PkZcHDrx9zdb3mtfv34/8ffAXespzPaPueLM/ilMQ7xnHATxYRAgjFbtswWYuRkjBZ8qJgXhWsjpb8i3/971ktj3j3jdvsdpf040TwgURqpr5n3+yYz2Z47+i6LmIlSjKbVWhj0Aj2m02sCv/kD7/74dDsSLXh7NYZ0sPVxTWPHj2i7VpC8AQfECH2YUop2rYlTdOILEqBCNA2NT4ErLV4H8s/O1kSYwgBBmtjWWUSQPD84hnbXcN8NmcaBxaLObdunTKbVThnmc9LTk+P2dd7rHXs24YQHM6OPD+/JASYzRf4AOV8xjBZNusNJ8dH5HlKnhVIqZFCMg4jbdMyX8woioKm6UiSFCEl1WIe25qmAQJ5VuCQ7PY7pq6NM+UkxSiFgEPfloCAcRwJwWO0oppVSBFQwSGUxIuAEBqCxBhJnhc8fviIsW1QAi4vnnLx5An35iturebsp4lffvIFx4uK07NjrAskWUYIimka6LuWk5MztEkiFuAmnAsIJGAJOPrBAoHUCIIPzOYFWkm2+x0g+Ku//Cn/7t/+Gas84e7tY3abnq4fMEbgnEcgGR0EP3HreElRpEgDVTZDephsh5Iwn5WM1jJaD0HQtRO7ekeS5fSjxXrPen1NWRQHwo8gyQrqOo6l8iwjS+NkxVnLMA5k5YxdO2GYUEJyfrHh8uqcsio4Pj1jshOJ0odxcI+znjQrePDga375q4+oZiXf/53v8YPvf4csVfR9hw8BqRTuMJJzzlEURZykbK5YznLmsxn7tmO/3ZFnCT/60Q8Zug6lJEYndHZEJYqT5RHf/e5vc3L3Dl89es5nXzzk0y++5uHXD7lzdkaaVQzDSJ5nFGXBV1895OuvH/P2O28iCTx+8oSyzKjKHBHiwSiFZHW0JMtSJAKjNAHBZlezWh0zm83RRiODpyozijLnf/gf/xVX25o/+eM/xE0RN8pnC6SU4D1ffPYFs+WSe/fvYu2E8xE4nc3mGJMwDiNN0yGkYrGco/7eDz/4UCBI04y+GyAELq+uKJYLsiJjtCNKKVxw3yDhWkWgw9oI0kzDgHcObQz2MAZyzmFSE0vLpiEROs6B04TEJOzrPXXTkyYp81lk5nnhSdKEvuuxWJI0xduYMWe5IU0ThBB0bUvfdlxfbdjua7ph4ssHD0nThO/+1neYrCX4GKxCeObzGSYxmEShdOznyiIlEFjvdkzDEKcQWYpKEhCGzAQkDgKk6aH/VBIAayeSNKXIUzRA8CTGIAV4AdvtjnGaCEESUFRVydMnz/j53/4CaSSX+4akOMGUx3z0+ed4P+K6Hjta3n73TcDhnWQae7JEc3S0YN+0bHZ7jk+WZGmGtzCOFotFeE9mEoZhom47iixWHtvdHu3jCW8SAy4wL3N21nN+ecHJrKCoSqwbEUKgjMbZiVTBvMxweJptQ5kbZouCfopJfLGYI4RGJxnOzLjadGw3V5RFxv179zg9PUVpw1ePnqCl5OjkBA74TKYFZZ7SDRPtaBnqnkQb9k1D3bRIIVksK1QqESpjmiz7dsd+t0fYQF5koBRpkvHJR58wjiPf+95v8Z333yNRMPQd1jm0UUxuIktzpnFiGnuMhjTRjH3Ha6+/hvOSp88uENaxrGYkSrLfbTg5XfDd73xAVZasjhe8du8O909POV7MmS1y3nn3NabBoZKMLM345OMvudrVtH0DTNS7mvXVlt/6re8wKzOatmW1XLFaLhmnibbvSNMUGSBYR5KkJEkCUjI5xzQOIMDZkX5oWR0tGfqe/+F//J+5WDf8Z/+7f0iRCg7sOrxzGK3QicIRaPYdy9WccRwICKQyOBvo2whMWuFpuwGpJeq3v/v+h4vFEedPHiNkpMA+efqU1WrFbFZSZAlD3wGK/EAf7boOoQR5EkkwPgRCgHGyeB8OhJlY8rV9iw2eo+UKHyJY8vzpOettQ1lkaCUoqwJjUgKCrm2YnKXrLeNkSdOMcRhJk0gs6bqOW7fOWCwXDGOLkpBoyaLKubi4YrNrqKoFXR9ntFWRkyQpSkqkgl3dgUrIEkPXNDz6+muqwxxXCAjO0fcdWZahZIiTBBfo2xrvAgoYpgkhBVpELkLTtWw3kcHVNj3TBIKI6D9+9py/+enP2bUtq9NbSJny2r17rJYFb739JjIx/M1HX/I3f/sZsyIhywzXlxtMahitQ+uUaXRU8wVNV/Pk2TlSHvpMpSgyg1LxuQvvyZKMrh3wBOw0Mow91oGdPGWWUM1nmLzg008/o8xz3njrbZqmxpiUYQpIGRNnvW9IpGBeFXiR0LqGrunp9z1TAF0sycoTVDLDeU+iBm6fLJnGkeAjRpKkkXkmpcDZCaUEznt2+45906JkYF5U7IPk6y++5P23X8crjfCRiTebL1BKEbwnywqsg65vUcrwyadf4MeJP/rxH5BkCU3bIIBhGGMV6jxaasoswwaPPZDBxnFEeE+uBD5I+gOvI8lS9vuacZwQQlI3DW1TM3SRDDRNIyE47DhC8CyWFXdOV/z9P/h9rrZbPn/8lKbZUSQJWZ7xxttvUhYZXVNjVIJSgmma8IcDZbGcA4p93YKMr9FqOaPK0vg3y8AwTuRpxseffcW/+Nd/SZCG/8t/+c84WRXUdY3zIKREJ5F0h4Cj1RH7/Za2a6nmM7I8J08jn0AIkFKgpCBPU0TwqN96/80Ph37k6uISR+Bqs+HWrTNunZ1ipxHvJrIsZ1bNGceeumnwIURyhDZ45+ntRLmoSJOc3XZLURRUZcl22yKUQWt5YIh5vPPf6AJMXtKNkfzSNntAYL0jMZrcZDjnSPOEvuuYJodWEkH4hnG2WBxxcnxKlia88fp9Vqs59W7D2I9cnV/QtD1FNUMpCd5ilEZIxcOvn3B+uWW723K0nHN8fIK1lnjme2SIvVjfdTRDT1WWXFxe0Y4TQx+Bqd12z3a3Z1d31LuazbbmerujHy3SLLA+4fnFMy4ur9E6IctSnJ3o+hY7OrabDdeXz3GjRZmcUSjSsuLpswu+fPCENEvpBkvXjXgvmWwkO4UpVkYIj0kMWhsmJ+iGgXEYyMuCIATd0GMni/PucNFlBG/RWPJqhkgXfPbV12zXl1hynjy7pJCO5awgEBAIiiQhLUs+++ohTx4/QVhBsJbJ9QzjhEQyLzWu35JnkBoNCCY7ggAtBeIFp/1A5Y64UYq1jtOTJVle8vjiivXFc26fnbA4O6Uf+gggeoeUkT6epQl5mTFNnk8/+ZK+b/nxj3/ENI20fY/zcSLhncc5F6+dJAUZ+QLG/DoIrbV0dcPk4wh0mmLSMEmKD540SaibmrrZg5BY55GJiuW4jKSoal6xW6/54ovP+J3f/R3u3LnHL3/+EZlJeP+9t1FGs95s0TplX7f0fUdZ5GitkFLTDx1tP1LkJWEcyZKMX/3iEx49ekoxyzFZzvnFlq++esrHn37B93/4I/7pf/Gf0Tcb2nZPQDCMA0WWY4TEjlMkQ2UJRCIkEsk0jgx9pFpneYYyKl4naUbf92gtAkLA5WZHZi2nJyuM1tS7LUIJvIvMrcREnvM4Wax1zGYQELR9z+gcoh9RIbYH1lkYA9frHW+/9RZ5rmjbHVIqEBKVaFZVhTAzHjw5p2kbKiMJQbJYzfDThBSRs2ykYLmY8+zpM+q9o5pVXF2vSbOcvFgwjhapNFfrNVlieOP+Xfp+ZOhammHgwYOHVEXOe++/R7ADWnTME7i42vLWu2+hNZHPnxdsmxY7jaQE1u2efdtH1H68ZFsP1GMX2wLnmCaLB+xksVMk0oQDfx+uCSHQtC1CaZJkwXp3Ad5FVqPeIGSCcwNCCIRI0EKw3zaMk6W3gQePzkmSGUJMaBkoqmPstKfMEmQyIpWnaQeqagFSsdvuKTJDN4wURU6SGOqmgZAiRYAwYrKM1msuHl2znFd88ObdyJpMUpRJ2G2uee32EWk6A6nITM4nXzzg8vkjfvC93wMUw7iPExyd0A0t188umCbHYlEhhCIEDwjGYWCyntVyifceay15npGlCSFI3NrR9RNBeM4fP+H+a3c5vX2LxjrmizlT1+PDhEky+q5nHLvICUEgteK3332fyVn2+z0mSRFCxImSVpSzCucc2+0W3UeA0yhPP1iMMZg8xxjN9XpNUzeUeaSzSylJkwTvHEdHK8qqjHoLG3Ge5WqFtxbrPOv1Buc8ZTVnv91QGcPd27f5+NMv+e3vvEsxK/A+0HRDrJAPBCUZ4iFHgDyNbWjrLD/58//Adt/wnQ/eI0lSvn78lBAU7777Nm+9dYfl8Yrrq6/pm4YkjZVMVVUR42p7QvBYZyObNcQWvK0bEmNAa4qyRIpIA6mqirbpkVKiV8uKTz9/SFoVnN2+Rd/UjEYjkjgKKbI5znnqeo8yCavVMcM4sNlu6YxmuVqiu4G263Ey9tECqOuGvEip6y1KRG7A0A1ok7JYLgnjyFBfkhvHIGCxKllWFVpobBKJHXmagQcbHGVZYr3HI7naNBydlCgj6eotaVYw9APnzy+4fes2RTVj5T3HSjEOlgePHuM+/ZL5Yk5q4O333mPb/oK26zBaxqQkFfvdHtuPbKaR59dbJhtLpq6rGcZAO3rsNIB3CKkIzHF2j3NT5AIAhHh+xn9jaxTCFiEOVDg0QvSE4A60oxc38c1nIQSeX6yRskEIi1YSYwJStiQm42ItSVNPngrKso2nigjkSWSLSRHxAxUEmAQ/dSSJQeiE+rLG6IK27ri1XHF2+5S27cjeuMUvf/Uxm33D3fv3eXxxxdXY8/VXD/ngg/u8++5bXO1rLi5GjlZHSALVLFB3CX1vUVqgZAJ4TCKp6xYpDft9zXxW8vabb3JxeUnT7hBBcnpyTBDw7HrD2A0sljOQgtIk7PvIvMtzjdAxkSqp2O8bphAIwlLkGW034b2I1aWAPMvi324nJmvZ7XfMZguyJNJ+s2qGCwHnPQpJXhQ4GysqpVQU8DiL85ZSlMyrWQwm76n3NVfPzsmLgmboUEYzm83wXlDvGjSOt966zy8/+Yx/+T//B/6rf/aPuXN2ytePnpAahUkyglBRHKUUi5MVD774mgePnrA8O0YbzX/+T/6E1WJB13a882aB9452vwedUG/WaJOQqMgqraoq8l+EJClTpDuIqqaJ5XxBu91j8ozZask02cjh0TpWP12HQDGbzVDHi/mHH332BT/+8e9T5Slu6jBaoQ7AQVkVdH3L0E8HskXG8WqFVpH95YNjnAYyk5EVGUpLZuUMow0BT9/2eALjONB1kR9dlgVZYmjqmizV3Dk7oiwSZIB+HH+NL4yWru+pmxplNPN5xcXlFUJolqsjpOCQ1QRSSJyFzbZhGmO/KQWsjpZUZcF+u2HsRjb7nj//659B8JycnPDo8VOuLq/o+4nziysurzecX2/Z7tsIvG1rtnXLvm5p245hGBnGKf47OKapxTqN8wrvp1+zFkPkRYQQvgnq+JEQwnD4nBsfgRAEISggVgre28PpWTGMjn7Y0PXdoTytaVrLvtnT1C1D30eANTVM08T19TXjYFms5gjhD0kJcAPSO4xRFFXEYAiOtmtxXvHs2XNGN/Crj77mi6++4Gie8PZ7H3C92VDv1yRJjgge6yc2TY8LktxoBBCUou8HilmBlYp/9xc/51e//Jxmd03wnj//y1/ys7/9BfdvLXnzjTvILOPZ+Zp5mfHeO29HPvw40NVxypTmUTPhDtOkKUjWuy1lbljOFnTdhDaaPE8OwLQlSSLp5urygnk1Y7Vc4qzFZClCKZwPKGXoui6ewnlO13dRgGZjYkEa1o3FtT2pEWy7DqNTmralswPeWow4sPXGHpNonA/kaUpeLfmbX3zGMtPcvX3C5AVt3yElpEmCs44QPEJ6fvo3v+K1+2/w3ruv89q9uwjvqfe7CAA6y3hohQJRp+KsI54jgq6f6IcohjJGI4Ik0Ro7TTRthzKKoiyx1uLchJ3cQfUYRebaKNIsQdmp+/D9999nWeXgHFVVsG8iQr9aLtAaFos5eVbEseCBrpimKYnRDGMHSjANE1mWURUFwzThvI9Iuw+IoA7SyIQgNWVVRdUhMPQ9eZYzdBOTszg8RVnR7Hv6cUBogUBg+4ntZoOUiiTJGMaBqipYzBcRqPOesopy3c12g5KCfhjp+jESfaTg7GhF33U8eXbJ66+/TrvvOL+4ZLtvuVrvubresd3VbHcNddPRdgNdPzBNAudfBLMBUsAePgDcjc9f3HJgPHxe3fj85fsBJIfHCIA/fE3eqBCGw+8dv0kM0zSn6y19v2XoI1vNpFGLIKQkL3LGcYrApVYoHYEfeRCnrBZztJGMU8QIgozS0SfPzmmaPbdPz3jnzXu8fv8e4yi4XG8JPrCclVxtaurBkhmFtw4pITGGfhgQSmKD4q9/8jcUmeQf/6M/Zt0M/PlPfk6ead599wM+e/SMjz77gltVweQcl9sNR4slk7PYaWK+WCCkYr2pGduOREiM0SidcH1xyclqhUkTggDrIrakD5JhkFxeXpEYw727d5FK0k9DZDraiA/oROOsxdkJqSVFESW90zRFgU5ecr2LmhatBNW8QmuDCzEAtdTsd3uUlpRVRZZlSGUI3vH2W6+z3e/5dz/5mEePHvP6a7dYLOb4w8QMHLPFnJ///DO0Nnzvdz6grnfYKY5wm65FSIExJtLkjUHKELk144T3gSzLGEcbKdypwVmLEIpm37DbbymrEucmBPF98cGT5xlNXdO2XZyQTFMkgP3h3/v+h3dvneGG8ZvxXRCw3zdYN0XwJc+ByMkfhuEbEYQPDqRCSRXJGfuOcXSM00iWZQgJ9b5mmhzO2jhGE5rl8hiC5frqgjTNAImUCpPFcUjfdmR5RV7kEcwxCRx041oZsrzAuglvR+wUKxOEwE5x8hBRf4U2CXXTUNcNwUM3Tqy3ezbrPevtjidPn7Ldt/FjV1O3lq6fsDa+0OEFtPpNUGaHQA4vle8v3zKgPXx+DOxfur986f8O0IdEMbxoBF6RUF587+iQEK4iB986Rhsg5IQQPQhm1YyqrNht92hl4kUYHEJq+mGgrCouL68YhiGOCbWJY1zvWV9e86MffMB8PsMGgZASqRIePHpGu9+xPDpCaEOiFFmSRIn1aCnyHIzhf/5X/5ZVVfGP/+RHpNpxdusOb775Gu+/eYv7t48JOufx+Y4vvvyaYRwYu4FUJmyu15zdOmG2LPHec329I80M5aLEese266m3NXaI+pKTk+OowEQyWkeWlnz98CEBz7vvvIPRhtFO8fXpo4mISZODj0WI1aMPMW2ISO+WwTO0NRcXz5gXKWWR43xgu90x9D1pElmZeZEjpCRRht2+Jk0zrJvo6h2/+4Pvky9W/OSnv2Jsd/zgu9/j4vKSzW7P5AKX19cMneeD99/G+R7nwuFgS6j3NW3TkBx4EtZO3yQDJU2sPKcBpUw0Ken7wwQgsN1tmSZHYg5jv2E8VEhZ9PZIIuW7LKN/xTRNqD/6e7/3YcDi7Ig6/HFKCvSBxDJOBybWaL+ZgfsDempMQt0MbHct9+7cxvrA118/wRyQ1e12T/CCo6MjjBGxpHWeZlczdDukkMznS+bzGUrBNI1oIdGATqMDkRYaBFzvNhhtkCg8xKyvJCCibl0p+t5y/uz6ED8OZQxCadbrLdttw65L+PLrhzy/uKLvLdt9Q9NG7b517tCXixsnModA8y+d3uEVAX/zZC9uBCvA9NL9wyt+jz78v/+WpBJu3Hc6JJUXyaTE2p6u2yNlitEKgY8nqbBs1jvapsM6Sz8M7Oua9eaazXrNosjIsgS8J/iIFF8/uSJLA+VigfUBITwmSxmD5me/+BV3FjkfvPMaH331BCkk+92eL7/6muAdn332gMUs5w9+9D12u5Zd3SHcRGkkJsu5rjtmRcZb926j8gRMyuXlnmfPLxmC48nj5/zNT3/Bk6fnXF7t2e82dM2e3a4mSQs2mw1VVXFxeYmRgXt3biO0Iktzvn74hKurK97/4B28td9UrMEdrtcXJiTekyYpWiq6rsM5hyBWSP1kefTsEikFJ0cLEqM5v7jEWR8nXwcuikkTvD1cMxKCd0gMzgeyRPHBe6+zr2s+/vQhRktG7zk+vcNrb7zH0A0E0ZEmCiE0QYSYrPoBpSI28ezZ8+gwJSXbbU0AjJFMdmAaJ5IkiwEsJdZB39UorTg5uUU/TvSjx3kRCW1TlPc3+54sy6lmRSSMpRmqSPhwMZ9xdHwUmV5KHIxAJKe3bxFCYLeNEsX5omK321PvW05PTsnzlK5rmJUFhMimy8r04Dyi2e/7qI7yU2RlCUnXdkghOD45xnrPbr+jqkqSNInZTmuCEEyHeew4jTRNQ98PWOvJqxKlI7uL4JnGkTwvCH5i6Af6YcCrAELQ1D27veVyvebp+RVPnz3h6nLDOFq6HqyNF0MMLnXjZE9uBLR/KRDFDcBOHT6/GeAlUN/4/viKYDav+F5y+F3VtyQBd2g93OF+q8PjiEO1EXCeyEGQkrJcoBNBlmQgA+IgZR6ngdQYdtst2kiOV0dkxiCEYr3d0dR1LDuVJhwSlTIJUmmyLCOrKn76N3+Lbid++Ae/y08++ow///O/JC1KPn/4jL5t+PHv/wA7jVFrpGIfL4TA+oMbTjcRXE+iJffvv4EPHhcc77//DsPQk+RFJNnkJSrNeXq+YbfrMAju3jnl7XffQOmUj371Gf2uYxKert3Tdz3vfPAeiYpUbecdfd8fSGbxpBdCoHX827QxpGmGFhIRAC1wSLwTHB8vqcoSOzm0NhyfHZMfvAmkiq1PQETHqeCihl8BBxBSCc/R6R1+9ekXrC+f8+Mf/S5FkTJfHmGMYbvbxJOdQGrS2OgNA0VRkGXRzIOgMDqjbVv2+5pERxKdkFGP4LwnzRKmqQedIoQheE+ZF1SznK5ryYsC6zxZqkmzlEdPn7Hb1YBgV9eo1+6uPry4uOL+a2/ghoGu7QlBkVcVzlsSk2BtDIZpHKjrSKNVWlDXzUEHn0XnHTeRldGqSglNUZR4b+m6FmMMR6sjmrZjmuJJUzcNwzCy3UUziuVsSdO21E1HXXc0bXMggWRIRBTGaInRGjtZsjRBAH3bM04Tdor9b9t0bHcd55cbnp1fcXG1Zb3ZUTfxd/sQDgHub5zmN0/1F8Gf3mgBXi7bsxuBeTOwkxun/9khmF+uGPyNnxM3fmc4VA/upce9mXz8jZagvpF8JJBjbXOQrgqCi31ekWcoFe9irWVeVWitKKoKaaLuXhlD24+0XQ0iUFTLb+izPkTwyI4jd0+WFMcn/Oyjz7m+vKaud/zgB9/le9/7beaLBatZxWo5Zxwi08xIFR/jxd9tLW070vTRJSpMliLTzMsC5S3vvnWPD95/g3t3znjnrfucnB5x995t3nrjPtvdhiSJbMW6aQk+jgX3g+eXf/sxP/r+B8yXJdvtPk49hMROliCJfohT1JpMNr5mSZpAgK6LxC+hFIRAVWZkqSEccJ+8LClnJUrIyHsZeiQiTl9UnKs7f+AepCl2srRdx3y+4OJ6w+XlNe+99RpZanj27BFuGtDy15UsPk4msizDB4+1U6Tcdy0Iyer4Fk3TUe87iqJCqUh4MibFOY+UgnuvvRFl71cX5FnCbJ5jEsV8vqAqSoKLrbJJ4s80TZRUq3/2f/yTDy/Or3n6+BmzMvKZrfMgwNsJ5yaOj1YgAg8fPCL4eJIgPM55go+JYBwHjMm5vNzincSoBGs7slQzn1UoGccp2+2OxCSM40CaaGbzGVJE/X7TdgzjSJplSCW/MZvIsoymrcmy6M9nXRylSCVYzhd0Xcvl9YYgDZvNnovLHc/Or7na7A6BPzJN0zeI/KtvN0/18NLX8lec5Pbw/XAjObz42ZvtwPiKXt7eKPv1jWD3h8fsXvFcXlQN5vDz/Y3HkoefjRe29wKtAlliSExkfgkhSHSCSdJvytimHZAqAaPi6ZMXUdOfpVHZJjVZHtl8wUfPQ+0njk5Pmd+5w1/86V/y/Q/e5v0P3ox4jow8AO8ty+WScXIRuVaSNMsQB27+9TqSWe7fvx/FNN6z2axRwqONZphcbC26lqndw9TR9+3BIDY7aE4cSgpO7p1w+/Yd9vuG7eYJR/M5wmTUbR2p64ioGhQQnD8Qvjhw50MEmqX4hkXYtjXyQBhy1h7wD4UUglkedSqbzYYii8zUcRpxh747MdHNx1tL13aUecrZrTv8/FefxNFinjH2Pdmh2kUIxnFiGPqYgIRgHAfGoSf4EP0bjWa2LDlazUlSRcBGv8BhRMhoPHp8chYVssHT931U4qbRWzPS3MHagJSao9WS+bzEe8dqsUD9/g+/8+GsmlM3DReXFxyfHpHnCRIfS408p+s6ttstZRGnAVVVEHDkeQYi3i9NTZwF6ygQyrN48ZVFEXXUAbquRynN2ekZw9ijTXTumc0qqqpku92yWh2xmM8AR54V9ENPcC662FpLWZacnpwghGC93TJNlnrX8OT5Nbtm4Nn5NevNnt2+pWk77GHs8utT0hyCanUA6HaHIDQ3UPjjQxAGYHkosV+FzocbQa0PwTi9lCReTjr6RgKQr8AHipeAQH2oRKYbrcJ4owopD/f/9e/xXpGYlKLQLBcls1l5wMcVPoBWgZOTIxCG588uQEUkpdAZQzdhjCLg0AeTUecd3vn4WgqPawa6aeLkaMHZakXdtZFSqzKSzNA0O6ZxxLsQ6dJaYbIEicB5x3a3J8uS6AHRdqw3G6SW5FkEqYwxjGOPdRNCKNpuPJx0iuViHsdXKlYWiTEo5zi9f4uPPntEiuHWvTPqrmXqehKdRI2Dj2KnqiwPtN890zR9AzTLIJiGERf8N/6PUqhvwL2mbpA+qhNdcEiiPyQIiiyLjVjTRvcirdFCkSSas9tnXF5e8fnnX/DGW2+xWK6wIdqPCREg/FoL8AJ8BoHzAaNSlDQoKUi0pioKlFD0Q8+sWuB8ZNXu9i1uGjg6WSG1wR0k6tbG8a8QHp3lKBNJYc6N4EEKgfrgvdc+rKqCW7dO2O527JuaqoyusMLHy8ZOAWsDzlkmN3J0cnRAKB1ZmjFNUSYqlcDho8ZcgJsmtIyqQIGgbjtOj49IjKTrBwKecRgoiggCeh9HStEFxqGMJs9zxmFgfbWh63umaaBpagYXGBw8evSU55dr1tuOq+st+7qlaXusdb+h935Rurc3AvFFWX4buAdcHL7WvdQCJIeAFzdObnf42hxoblQP+hUYgn0pGbiXqpD+Fe2CPfzem1jAixP/xff1jb9Do9TErCo5OooTl6LIKKs8siGTlLqbWG93uGGPmwaG3jJYiw2WsY/P4ej4GISk6z3r7RpnJ4KUtG3H2HacHi9QStAPE3lRYBKNd47gJUNvcSEy84qiiAKusUcIHe3ZEwlIdnWDloblfAUqalGioYslOEl74JFUs4okKdhvtqRakmdRZZjlc7ztudrsGPuJu6czvBQoZUi0xhPHfsKDEZEL0fb9N62lOZiWIDj4FhYIBEYfhGx9tNPyziEPrkMgcCHghSBLEpSQkRHrJ7zz0Q4/zxmsIzjH518+RJmUN1+7Q5HPuLjaMowNAh/NbJOUrusPoz2BMoY8L0GAUSJiW91wUEG6aOcmovBpNlvQdhP1fo9WksRoCKCNRisVp2RCIWS8dqR34GA/jEhtkC9cWxKtePP+Pfq6YV93FOUCBGyur7CHXnK329K0NdvthiRJYwYRGq0yPAnTFAgOml1D23TxhZWCO/fuMk4T0zghleR6fU1VlaxWR+R5FDbsdjuOjlZIJeMopO0Y+579Zsuz83MG5zk6OUMnKZttzfnFFY8fPWOz7bhc12x2LdtdQ9e9yKI3b+pGOf7ilO5vJIUXJ686JIWfvhSYNwPZ38AP9I2v7YDzGz9zcgjI33QbX4H0cwN/eBkETA7P/cXn2aGSUTeeV3xc5wPjMFDvNgd6csQFbt2+RTmbcXFxyfnz59y7c8bbr7/O8dECrWBW5XjvUFIjBVSzGUmaYtIkzpfHnrQ03L53jBcjo5+YVTO0lPR9C8GT5zmz+YKyKiP9FcHUDxil2Vyv2V9vWFYzCm3ITYlIc8gLTFZgxwOnYzZnQhJ84NbJkjxPmRUZSidsm+4g/rHkmUHqaF5i7cCu2VGkGukCeZIjpUKr+D49f37Os+fPsNZyfBz3K9jJkpoEqaPzsJvsAZCL9NoQHM5FtN0pRTtOhEB0BCoKpDFsmj1SSY6XR5R5RpCBIAJJqvj4i6/45cdf8v3vvM2iyPnswWM21zum0RG8QauUcRiiTsKY2KsIRVBRDDZ5S5InBBmwfsKGaOxa11uM0ZSFYrmQLBYZ3WDxaJI0KmeTJGG+mEf/ir476G2gaTuyvIgmpr//g/c/1FLjXeCjX31EYhJWqxVaa7quxnvLOE0475jN5ygp6ZouqucQ7Hc78rxktlgyDj0EQZampInGE+jHyEpDSpaLOXXbIqXGaB3psiIghaAsK6pqFsuqEE03ri7XXF1fU1ZzhBJsNpsocEFxdbnn/OKa5xfXbLY1wzAeevxwOI3VtwBp1Y2+WR9OeHnjdO5v9N6zQ5D6l07kF6X5+Iq+/sWtf8XXbrYg4T+SHNxh3r88gH3+RhuQHZ5jc6PSEDc+IjFmXqbMZwVZZpBKUZRzhEoIHry1jMPAYnGEUCruQCiy6GAcAmkaKafOB5rdnvm8QpuMehsvVJ2mTF6w3+6QAvphIElMRMrHESECWgusjeCYkioi7Ylis6tJ0gSVaqauw/kJkypWeU6iND54kjxjtJ5gB7LEsK9burpmtljQH7AprRWbyyuu11tunx3RDY7NZs93P3iXzWbD0E8kWU7dtdR1g/UBrTVlUURClfMHU5EU5+NE6YXhTVxyomm7FqEE4zSBVLENzSPQjQ9IrZiCQwYQNmC0RB4wFREcV5s9n372mFxYPnj/HfbjyNGq5Oz0FCUDXd8giBoSraNuoetHqmpBXpZs1utocnpA/aPlWHRuLsuci4s1243laHXCrdsnBB+xixBAKY33DmMkZVEghWK0B5syFTE+9Qe/+8GHdhr55S9/RT06vvuD75Onmq7dH8Q/HudAHIgKRqmolJvGaJSpBDJEu6VpsIyjxSSGPEsYx+mbj6qq4vna9qR5RaKjSiwQyLKUoijpuj6CGAGGtmWwntfefAchBLvtju12x64deH5xzfPnV1ytdzRtf4OhZ26w8l4g8uYGcCYOQTgevlbeOFG5gQW8CPSbJ/TxISG0L522Rzdm+uMhYKcbSUMdWoMXfXr2ir5/cWO893IS2L4iOUw3HmM8fK4Ojx2BSa0Fx8sFJ0dz5rMKYxL6cWKcXLRctxNHyyVOG/ZNjyTQ95H9Vi7mWO+YxpF9XUdZbZlT95YgFFLBOE0024aub6MJRl6glaHvOkS0yYlj3TRlmCaC9/FiTFOEjydSOSvQZYbwjn7T0kyBIAzWWvq+I7gQJbg+EIhEJW8nEinIs4y+mxhGRzs6tB+4c3LGF4+egZ9YLmYMbsSkOX074Zynms0IBIxRUfYrBVkWpzl102C0pizKb3Qb0xSt0UOITtllYmLLoGIA7uo94zAwK8vo5Nv37JuGpuvwAabR4aaR3sGnnz9hWWlef+0WLkgEGu8su90WfRixmiQhMYahraO/49kxj75+QN+PzGYzgvPR8txOVNWMtu2YJo/OZ7Rdzaww4Cb6fowtvBCYxCCFwE82ysidxxiFdzbK89999/aHcUWUpbWO49MjhmFguTxGAuv1mvliGW21+hZBwLpAcAGpBOGg9JqcRSqDD4q26xEyqgzzPKUociY70XQtyyrjdFmAiDPUF66+L05vrROQnrpuKaoZeWq4urzk8mrDph64vt5zeblhu2+ZpptouroRbN2NUv9msNyc2ec3AkffKOu50W/fZOaVwOWNn3sR/P3hhE4ObcTupUAOv4EU9FuHhFLfSF7qJZDxxee3buALvMQ7mA7P/9etTp4VnJ3eZrUoybIE7ybGvqPvepwbDyYsganv4jad4KPAScZ5dFWWEen2UJQFSkcnp3HsuV5fIRB4Hw1GjpbH4AXb7RqtI213GgaMNjgXWXpewOXVmnlVIXXBxaNHvP3afUgS6n0bgTcNmzE6DVVpJGD1Q49JElbLJcPQs92u48mGjMrJYcIc7OECgeOzYx4+eMb11TW3b52y29SMQ0dZVVgXy2iTKPI0RwYRT0vCwWpMsNvtkIckOvQ9WseElGdp9LkYJ6RUSBkPwnGcaOsWSUAagzQmVrcE+m4ieMmtO6cxpmZziiSj70e6Nq7AS7I8+iWMI0oKwoGnv9msefb0aTx6jo6w0xg3c3mHCIFpsgx9FC8tlylZptjvWpwDx0SqFIkx32ynGqcJoWTE8YYBaTTDaFE//P77H966e5vttubBF19xsqg4XlSkWnFxuUanCUWRoZRgNivxIeCJa7ayJCFJM9xhejWOE/JQOhEseZ4iZfRNPzs7QwgJdsBIEMqAjAIO59yBnaVx00SaaryHet8xjgMXF2sePbtku2vY7vpoMe39K+bq4VuChFcg7eEQfPYbnv2vGXrj4fHGlwL5Rek/3QjmF0j/eAh08Z9Q3r+4zYH1jecvXpE8uKEHePG9uzdO/3DAC7K/k2CW8xNOT5bMlwVKeaSE5WoRTxoTA2a0I2leUM1mOGsPzLJIckmSFJNEK/Hoh2hItGK/25Jqw+3bt6KbsARno8FqnkfNfdyRGPtrqRNGZ3GHfYuzsuAXnz7g/tkxy8WMpuuoioJt3bLbrJkv5gjrmBUZwzTRD5Y8ybm6vOB6vUaZhCAUw+jZ7Rucs/RtS9cP9OOEUgl1O/D8/JIsSdjXLZu6RkmJkhHoMzph6HvGw8g5IPDOfaP3kDIyYNuuoz1UBrPFLGpZDiNEfZj/e0J0se4ix6QoisOmoAaB4v5rcUfDL3/5Kae37sStSZkgyxVlljH1QwTPrcOHQD9aJhtIkjipSNPI+w8helsmxpCmKrYFeUIInudPnrNYrOKSHklcIKI0Inimw2RBaYU5cCOctTjv40KWxGRcX9ecX16x3Xc8v9gyXyzYbC9pu540i5zk09NjtDZItSeZJiCw2zaU85zJDUwHPzSl9YFDEJ2B4l44uLi4YLFYYMnYNAPO95gkJc0zlIrtBTgEsF5vubrYI3XKer/j4eNzNruWtu2Jh/6rAkx+y9ePD0DZlzdK/fZGImhvzN1fRew5BR4f7jO7QcF9lbDnVb198i1swAT44qUJwM2xYvfS9+xLz3F+eC72UKm4b6qdxKTMqpI8V2RZXIaitCQ5nGLOCtrLKzyeq+eXlHnO2fEKZzc0+5qiKtE67mdMM4MxCiEdbdexWMzIspShr+mHjtQkEX1Oo9W6d9HFKQiBHwaEtDHwUKTKoyQMXceTx3uSBPrgOV4eQRAEDIUI6NxQ7xuutjsSk1K3lvWuQSrDvgl0FxeMk2UYhkMf3xNlcgLERfy69zx4vEbquMchhC15Gv0phdiB8KxWC2bzJW3TUXebb7CTYRpp6joakWY588UcO1mmqYuKTSliO2wMKMFiteL68ho7jvR1TTN0FEXOvDpivb7COcdk4fzymrfe/G0048EyzpEZg5eQlkVUsjrPYr5Aa8FisYhtjwOjNVKoSJm3beQnEMizhLNbt9ntWk5Pl9EiXaUM/YhzI0mWIKSI+xes+0YbMFhLmubon//il1gveOONNxA6wWNRWtH2I2d3ThmGnr4bGXqPKYkMJmlJk4Spt1xeb0BK8iRjVpWoRKO0jB56Ii7LREDXRpnxMAR0mjHs9wzjSF4WCAHGaD777GuEMOzrDc5KrIenz59yvamp2+4V6P7LRJ4XJXRxI1BPD2V5egj2/AY7b3zppH1BtOkP5f31Ifhf3OpXVBLtb3hOLx5PvjTeS24w/sJLjEReCv4Xye2mNuH8pftvDq1ACgzkuaYqNWmmEN6jtWaWl2Ad0kDXOfbbmuOTGflS0w8j+/0uLiQ1Ol50k8UNI8IkTNNAkmgEDiHBjiPBK7rasR2uOTqasVguuL7akaiASAM+CJI0xU5DbLBGiwsdg4779C6+/IjT0znZchWNO7RkuaoY7ICV0RMgCnk0F9cXbHaXhBDL52HssVPUpVh3QOsJEORBahuXu15c7phVOUrHbVFpEjkGAPfunDAOgYcPHsQFNcQEJnUkBZkkYRgGlFZs1huSNI7mXiwgeeHjb6RibPs4Y5eSqirJfckw9NR1zZOnz1meHPPa3Ttk0nF2NGezqUF4WmspihlGCC7Pz6OadpYw2Q43Qn7YseEBGaBtW3TQJCZ6BSRaQRiYLxS7uqVtJ8oyxxMQRuGdOizqiTyDPM149PAh292Ou6+9Rp6l6Funt6PbySwnkSf81U9/wdXpHW7dvoNJNXmacdk9p+tqdKoICFKZ0NUtLnj8NKKEJK3SuDI8jYILo+OYcBwmNpsareH8+SU6TZgVKbM853LXRDMKDQ+enDPYgNEOguJ637DZXHJ1vabr3X+ExXdzpu5eOqU/filYbpbxN1l0LwI6OXxcvxTIL4L1zqFsf1Fupzd6/Ozw2P0hIOUhmMVLBCAOz1G89PtvVgw3pwUvVyX2pf+/ADLjfHwxKyhyyJLoFVhUUdHW9yNZnjC5kXKWkSaR8poXnqv1FWWeI6qCYXRs1muWi4p93eKRKG3pmn20nTJRaWnyEuuh6SzDFHvz692Ofhq5feuMpu/wztIPnmkM5ImK6733G27ffZ3V8YqJwLbu6McJe3DsCSJjvd2z3Vwx2Zy262m76MtnnT2QuwwhvEjqxQ2sx95or3Z0w4hS8puy3WiJSTTTZFnM96SHE/FotSRLE/zoonWWkCjiQpp2bA6WYpEqvN1saLuO47NTjlYrrq/WGJMzWy7ZbK8Y+wGdGKqq4N13X6MZHV89fsz33r5FbiTXBLq+I8miF2bXRs5+WeQ44uozJTRaCtw0oBKFdRYlQlxPNrRoFcfuUsUEXWSadrfmeH6PZmhIlWS2WtDZkSePHjHLCx5tah4+vmTTdch0RpV06FunK3bbNVoHbt05Y/ngCU8eP+fe7Vu0zY4iSTleLllv19TtniIrwAm2+5q0TLl37zaX5xf008C0t+jE4DzsN/sDY1AcxhyCJEtR2hw2nSqU8jx99gyJIgjJ8viI3XrN0+dXXG0b9nX49W65v4OYvwoZH36Diu7l2bu5cXr7G3N3B1y9dP+jw302h/9f3LjIkhunvL9xyt/k878QFrnfMP/nW7wExOGxmhvPs7+BWZi/QyNOk56j1Yq7d++xmqfkiWGxiGSddugjCOagrHIWyxl2tFhvaYeOcbRkSaAfeoQ0ZHmOSjRaGdo+aufn8xlCStJE4pxjuarQWVz/td3tKIs8+hQaw+V6ExeVCHAyYcKhXKDeDzjbMb99xDB6RjsyOU8/OHbrGmsdgy3ZbK9o2g3jpHEuxbmbQOv28L7ubrwP4UarpP6Ou5K1JWAZaQ+yWsm+7ri83jCrSo5XR3H6UWbMZwXOR7rtfL5AKkkQMDmHtBPWObpx4Pbt22RpRr3f44WnypLDVuJoUFMWJdYOlEWOSjKSNOOvfvk1v/XdhxRFhSBQmoTdZsvXzy+5d+cUaTR2mEhUgpKayY1Y60iFYBzivkVvbZRua0nb9SgpOV7NcNPAzz7/jM+++pokybl9csx6vaX3I0mScRH2NN3Ia+++y+8dVTx59ICvrteoN+8ffSi1jm4+acLJaoXtOx49esRyOePWrVsgJH7ySGL5s93XnN65S5alrNdXtF1LeiiPuqYlMQk++Kj8GgfKIiMISVkWaCkRCMbJ0o41QqZUsxOywrBeb3n27JKnF9fsdg3D0L+EuvPSuEy/4gTlP6FSGA8Bf9OAw71iPHd2OO27lwDHF4zC6aX24aZcd7zBIHQvJRluTC1eNfqzN1iHN70Fjm6M/bjBCNSUxZyT4wW3bh1xdrKiLDLyLMOYuMmpa3sEgiSNTk7b7Q4tJdoo1psNXTsig45mInlKliZx9bl1mFQjBJRFSt3UB6v0NFqhuQHhJjSBVAlOj4+YzVc8fnoRIc3AwRjUoQSkaYHzDpXA2HmuNju2u5aryy1X2z1X64bL65bdvmEcLc7pg0z7xVj3BSnr5cnKi0mQPNxP3vBiGA7XURRq+RBwLhpsdN0Ql4C07WHkJ7GHVV/yIDVHiG+4+tebNUVZkuc5Q9tFlquWrFYLLi8v6LuOo6Oj2JQKwTQN5Lni7p27fPrZE3710We8df8Wi8UCow3rfc2uHZjPokGOIk7WovBNI4SCIMnynCwxpEkWLdm1ZLmoUFLz07/6BX/z888IMuH2/ddJUsHkRharJSdnJ7xx7x55kfP2m3dJjafbNyyXS968fwv1uz/8wYcEQSJg6AfOTs6o65aL6zVJWnK12bPZbQjeUc5mCKm4urpEGwXW4+zAfDHn+mobZ8QczBkThQ0BpgnbdVgRd6VVWRo16W2NDyl3795jnBrWz685P19zcV2z2ewZpxdBML0UPP6lYDY3yvNvu8lXnLDNtyQOc2P819wA57KXysu/qx4UQiDlMULEjUhx3VaFUhalHFrlKJ1GQE6C0mcolSJlLFGVlGiVHcanGUK8qCC6l1oR+U1lI6UlMYr5LOX4KOf22QlHi4K+bzFpSrVY4KYe5yzDMDFNDmOibZTRCuc8Q3coqYWLfWWakaQaRKDMZ3gHCIW1HjeNdMNEcII8zZjc9I0Fd54VXF5cM3Y9g4Vd2yGVJzFZVG4mGo8geIvQKQ8fndM1Lbum48nTi7jFthbUrcO68ZD03A1MZH54/Zsbwqv08HrYQ2KUNzwWusO1I24kjBdVlfnm/fM+2m/3w0TbjVFO7gNpWhJEdDPOswJn4wq71WKJDHB5eYnQivlyxTBMUfJuRdxaffCIlFIyWUfbNZws5/zOD36Hv/mbj3jy8Cl/+OM/BBGwbuLs5IhUxwkYUsWlK9NEVVQkOqGaVTz6+iF/9Ze/oK570kRS5IYvv3zMX/7lz7nYD9y6c4vf/9F3efP1WyzyFK0Vs6pgUeYMQ1w4KoSnTNShzYo+Dur3fveDD8syj+jnaFEy8PDBVyyWx7z/zjtc7a/Ytw2bq4btrqYdJjySrhso8oTVco6zjq7v6ZoBPAgZ0FKQKEM/jHipWBwdE1ycYZo0wXsHQdMNPU3dcH6x4fn1hqt1wzhOrwho9y1suelGaTj+BjDO32gJpm+5X3m4mLpvmS74wzZjjdYTaZaTppI8SymLjKrwZKlhNitYzo+ZlZJ5lTObzZnPZsxmhiIXFHnGbAZlFphVObOyoCwyitxQ5ClJItFakqYmGkoag9KKNJmRJpo0FVRFxWyWM69ylrPisMNBMitztMno+4Gx70i0POy5y5BSME5x0YsU6jCqGwgqwQfBreMjkDDZiSyNW4mkNuzrHbOqxFp3sJlKYi8+DhwdHSOSkov1LrL+gsOLwKyqGLuBRCvSNG5i3rcT682OcRzp+5GLqw3Xmz3bfUvXj8SdMi96eXNjPGpuBLC88TV/o5rjxijW3lBlpoex6fYl/kf4O2YvcbtxJNG0bUfXdUiV4b3FKIUWgTwvSNJofZakKcvVAoSIVnUq+mVG7oMDEadgQRjqdmK9WXN8VDFfLfjpLz7j1smMW7fntM0YzeinaHAjzeGvM4Yyy9HC8fHHv+TnHz8gn6/Iy4phmvjJ337CZw/OuXv3Fn/yj/6A1+8c07V7Lq+uCF5hlESHuGOzmM8iJ6AfomeEHVE6JSiNlsGipIn78HwsjayD62fXvP7GwFu3bzGOlvW2Z5o6tNFRaZaXBDkRcFxvdpik4Nbpkq8ffskwSrzXeHeNUILFckW3XUcjDyk4Oz5GCMkXX36FSTLWm46nl9dcr/cMw8j/9tvwUkn4YoymX/LrM68I/vxwkWwOp4v8XyWZuEwhYEyK0dGEMk1nJEYeTm9FmiYoQVyLlmiqYo4ILvr3OU9eLtFK0u7XdONIlsW11kIajDSMY0M/jAilsXZCBIHA4AL0Y8t+t42QoTJIlbGYnyDkRJoIcqNpehv15NZTzWckiaard4zDgFL6wNCT2CDwo6Uscq6uLumHGpVVdN1AZhK0VihpMNrEi3tfR6GWG+Nq+OpgDxcCaZax26zZdyMSy/3bK8rFgn3TgAO1WLHb7wh9d+jFBU03sl5vaLrAdvfy+z3cOOnNjdL+BalL3jBB6Q9VWXiJ6GVunPSzw/8f3kjwL6q6F+Dtr8HZEGAYo6PwOHkmV7BaasZp4GS5QCYJNjjSIgrUnPORjecmivwY5yaMSUhFgvc2koW8YDmvGMaEaZh49+373Lp9xv/7//dv+C/Dj5kvFngP213NbF6RJ4bbyxlSJfz3//0/5+Jqy3x5wh/+g3/C3bs5lVE8eXJJ3bT8g7//eyRG0G6vmYYej2S5PMEYzdjUODfRjwPjxdVhN4eN7sRSIpxD+IBOs5wQoO87pFKINOX43n0uPvmCZ5eXHKcGLQLzWUKSlPR9h7MeKSzdGF16hEo5Oz3DS0vHRN95jt54n7LMefrVJ2y++prlasXZyQqpBA+/fszXXz8hr3K6wXF+cRWFPP23BX9yePPWh4tAfcsp/uJN7V4xp785slMvlZf9Sz1+FM5orSK/PY3Id5pXlGWO8JHzsJzNkXhkYiL9Oc/JkoSL58/wPhxIUv5gwKER3nPpErSRzOYVRZmDDygko81AiW82MOEDm+2W0Xq0OoJwl/X6inG0JGmCkQLrBKvjOWM3UCyOOT064urZI4RwEW8R1a9rnnE8+CbayIALgW60TFNAq4ngHdu6IU8yskzTdDVlWSGcRQuis44UrPc1mUkP69AnurZluVxQZBlummj3e7z3OB+YvCMozfpqByHQtQOXmz2bbU3bBby/KWvuX2JK9jcCfrzBkHzB3nwB/JU32JbLw31fEKTqQzv38vXhDv++aB+Kv8MY9T7QtB3j9BV1UzJOt0Ck9M5x5/SUNE1jJSXjQg6tIktSSn3gGYAQ6pu14YkyVEUk9oxDyz/9L/6IP/+LX/Gn//6n/D/+b/+UthmZ7EBdBxJzzCefPOTf/LufcHR6xnd//w948803OF2tuH7+BS5JGfY77p0tENOIHT1BQDc5skyTaIEde7pxjGvItaTreo6qY4SNLlqLeckwxKpd/eB7730YZ6gBJT3jOHCymPH68YKpbdgNHQOePM1ompq+75kmh5BxTCJE3LlX5prrq0sWVcV8NqNcnnF0cpv99SV5okiKgmBH+qbl2fkVaV7hnOLJs3MuL3t29e43jPqObgRr+A2g38vjMn+D0tu9ZK7hXmnmacySIofZrOT0eMZ8XnD37JjVPGdx531ms5JEDFRlzunpMVWVsVwsWczjEg+CRbrDAssDMC2FRVjH9dUVFs+9114jMZqqyNAythhpnlBWBZpAsJZ905FXJYsyReHJioST02Nev3cXKTxD33D//n3mZQZ2ZHTg7cAsM+hUEjwEG2Whox3Isjy6Mi0jfvHs2TlCKk5OVgjv4krzsqQfBpSCvIgz92AniiI9WF2B9Z7F8jgGiJ1ItaEscnyAwUkGO5AVCc4GdptdBI13Ldfrmsv1js12oO0sIQw3Wiz7ErlKHtSUL7wP9Q3jFXUjwSc3yv5ww6k53BB7tS85M+c3ks3sJUn1S0Js7xmGiXFw+KDxU4sdBlzwJFVB1zZgPWleIA8024DHTjD0MQkao0i0PExEAljBcjlnfmvJn//Zz3nt1in37t9FKjg7OeZP/91P+OVnj/n7f/SH/MM//gNOVwn1+jn1+pqToxVfPzqPEwmj2Ox2eBe1NFlZxbV83hG8Y/RgDvZhSWJYrSKRL8+T+F4OkTuhfv+HH3xICHgXTR+MVPRtwyeffMbseIlOIv1wGi1Ka6QyES0lkKUGJQSJ0Tw/PwfvuX1ywm5bs6976v01F08fcHZ8hB0nrnc76jaKRaSUnF9c8fz5FevtJvZN33prX0GOUf8R4M/fKAvHG/et/leP9cIvbzG/w9EyYbVIOT1ZcXK0pCpTTpYVSipUkVAZyHRUMxZlRZ4neD+R5ympjg1cVmSsjlccLZdkWiO0QkkZ+3ClEDqKa8IUtxoZEyuNtusQzqMRcU+fyaiqFKOiow9SYf3EOE3cuXePsippdnuSIiPPU7ztyYscRaSWFlWF89FY5cXiC6k0zkGz32M0+OCZVdXhPYWTs4PXwxg34gQ/opMC6yFNZHSA2u3JU8nRsiKEwDj0zKqKwVqkgERr6roDmXP+/IKLqw2bbctuV8e1Yd8QtsS3JPMXvoj9jRZO3MAE/A1AdHiFUjO/wfewN6qM6SV15/QfOVAgBMkwFvT9NU1b07UtqdbMyorJHUxPtIqLbF1MPC74w/bs6JzVtjV105GmOUIlOG85W8745NOHfPz5l/zeb7+ODIrtvuMXv/qY7//Ob/HD73/A7uo5Y9tGNyYtubzaMPnA4ihuBPJIemfjTso62ut7Z+n7AakTQoAyy3HWcX5xTlHmFHl58PewSBVQP/7Rb3+ovplfHnpak/DJg8foLOPdN1/Htj0+CLI8RxtNWeSEEBimES0VbR0punlV0LQNaZ5h/cDV5XNWixnaaJzzZNUc66MLytX1hifPLtnsmhuinuolIE9/y5vzm0Z/+jd8z/ydcl8IQZpG4G1e5dw+Kzk5rrhz+zaLWYqUitdef53j5fzAya4JdkRrTV7kZEUek+PUM00TxmQIqRFKIANoEXDecnR6ilISb+OFvN5vmc+quNQh7iZjGC3DGP3dFB5t4ix+6HsSoxnHiRCivVdZ5qRJAs5ix4nhUGqOo8WkhlkZy14vfbThkholFX3fst3t6QfLarWkKHOGsY8eiSImmdlsRl132MkhlQOVgCpI8jJiAdOIdyNaxa3I3ifIIHF+JDGKEAT7XYsn5eKq5dGTx6y3I02zv6HavGnE6l9RsWWHk98fRrHTjVJ9vBG09qW9Ci87MWU3rqfkRvlffIv68lXXS2SMTlPPaD3daOmnkWZbk3rD82dPKeYFy9WK/a5hd72mTBVFpsGNNPuaYbTR6ERqbHCoQ4q6fe8Wv/rsKz7/9CvWVzuu11v+3h/+Hm+9fovL83O8h35yLI+WpHnK5dWaPC+RUoCLQHtRFpSziuuLNc7aw+5BRTkrD6o/943acBijQGuyca19keeoP/i93/owMqsC3kfXn6jptux2NSdHxzT7KA2erKVtmsOeAOj6AYFks92hTcJiHvuxvMzROqqYVosZqVFM3kYRxtBzeb1lvWlYb+tD369uMOi+7RT/TeSev4vU//p2U0H3a7ddIYgleJVzerLi7u1brGY5ZZnx3rvvcfvWMamOyTCtSqoixQgOiyQd5axksVqQJgl5loL32MkxTZ7J28h18D6W00aRaYM2mslamq5lVs3IspzgXFzAGjx13eGDYj6vDqYNNVJ4/ORASoZpigssnEXKaEcVgsfIwMX5OQ7Nrbv3wY3RAUepg+e9oGnq6MGYZiRJwjj2BARBaObzSCsNwZPnBc+fXdD3I1IGqnkeE1/bUOUJ7X7POLbcuXM7yooHz9W6PphqxAqn7SZ2zcDz8x2Pn1xwvQn0vbxRivtXvL8vKNvNK0hdzaG3l4ee/jdpLcxL3x9f+jy8xBNIf8NE6GZF4b9pCUIApVcMU8vlboeQcHy0ZLvbcXl5eeAORP6DdZ5xcgeptIyOSs7TtQOPnz7i/Q/e57OvHvL4Yss/+OPf5+xsyWo54/r8AqkNeVFFl0jhsVNM2lpLtE6ZzUsknkQbtEnI84z9fsdqueL4ZIkQsTLb13vyPP/G2i+EKAeepolxdNETUEjBMI4EBNlhPXHd9KyOjzAqIPEHNVGCVNEUYbffRbLBYh6zjpYoGUAolEyx3XhwllH0bcf1ukWbyDt/fhER/7p1N0geN+f9L9NdX/D7y2+xzA7f0vs3/6sLRWtJWWScnBxxcrzgeFUdDBpW0YpZCorMMK8KEiWomx0+DgBJjGGW5XF+O1ncOMa3WwiU1AghKWclidEEASpNohZ7mLDOk1cVUsD58wvSLGO+XMQrhTgaVUaQJJLJBtQL1RYenRQk2qBEODAoVRTehGhIkSYZV5drpBRkqcGLQBCQqEgk6bsWYzRVtSDouErq4vKc4B1FUZHnBev1jr4fyA7e+UJKkCraUdU1RZKyr2sE0azShkDQmsl7prGjLFKUyljvep6f73n89Jzr9SXTtHup5TIveSWEV7xXL9+6l4L5he5hfIWpKjewAv+KgyC85Az1v+UW271hiO9BWeUsVzOE94zTxKyccXR0hEwUyhiU1hHolVFqHZehCnRqqJue0QlCCHznnXt88P6b5NWCf/vv/4a0KnjtjTeYppGyyNnv93TtFK8lO5GmGSIxpMWMYZjYbLZx/VsIJCbH+Ym+aXEuxm3bNHRdh1IqyogHe9ikFFA//O7bH0pEnM8f1it99MkX+ACnq4rHDx6SZUWcHapIAW2aFsFh7mk0dd0yn81J0oPbzOHkCS5KNnf1gB1HtrttpGCu92z3I9b2rwDv3A0qZ3hpKcb0n1C2vfr7Uk7kWcpiXnFyvOJ4MeN0Nef0eEGiJWWacHK0Is+T6DHfD/RdT/COWTWPXvLOMUwjJi/Jk5S+qan7+EIjJVli8GNPP0z4EPnn0zQxTrGkD25gaHv6CZJMR5hKm8gmE4I0TdnuG5z1UVglQehICw3OHbb4JCRJVGhOzpLmBWWasVlv2DU1aaIPewYl+pCUilmJTg3bzY6u7tBqYl4kLIsV/RQXpNS7mtsnK1bHM5SE1CTsN1ukVlgfaLuGsppFccx2T56XZIkiTzWpVvT9xPV1y7PzmsfPrtlsNzg3fAvX4kUSmL8iod86fO2FycrNU1rf2KegXzJz4aVe/6aWor1hyvKbJOLfRigTf+c69b5nGFvcNGJURlUtmM2i+WoIDq0jLiZFXOHtfEAdDFaj25KmqCrWO4tSCUmiscLwk599xucff87RfMmjqwakZFakBBcXiIzDRN23PL645vmzLY+fXbBtWu6dHeHGHkX0MBRKHCzRHcGDktExSh72JYxT9PKUUqB++DvvfTiOcWaZZwnPz88ZRnuQIVo+//IJXqbcvneHvt3HbaomY1bNKYv8UEpMSNRhNfhENAEOKCnZ7XdkRcE4dKz3A9tGcH3d0vXNbwDx5EtW3OZGz/Yq2e/sJZ3+36XdGqOZVQWrxYx79++xPKqYGUmVJ9GyWhmc8xgRkHY8eBcqqtkMEaKHYdPWjMOINClHJ2eoQ2mok/TggRANGD/56GOeXW6Zz1d4ZwnCIQ82V7mWXF9sSMoZZZUyDQNt25EkCUL8OjsnScI0dLRtwzA6hAhkeRbZeM4dEkBkrU2Di77BeUqSp7GCkyoqMKRiv9+htMF6y9C1JCbSfVdHJxHDkJonT54j05R7b96nHQbK+QKlEhDisPA0MJ9lcRI0DFHPESDVCmMSHj1+xm7fcX6558nzazbbLd7Lbwkof8OpaXjJIt3fSPThRrDfOySF6QYN274i2RcvYQvuW7Qi5UtV59mBBxJu2KuF38AojfTkcbLRLUsYjBEEomFH8HHpiE4S2qaNexuVJkk002jpx4Fbp0uaqw3r88dII/j8s894+uAr/g9//AesSsXf/u3PaCdBPQm6yZPN5nz0xQOabuT2rGJ3dU7drNn1lt/6we8hhSJLFEoGrJfRFFcSdzdqgTYqUpyNjrZnKmIF6r137n+oTUKW52w3W66vr7n/+j2OjmbMlytAkmrN8fEimimYNCr+nIvrwsRhWaWdyLPoB1fXDUmSRJBp6BEEdnXL1a5nswnsdhfR3/xbNfz+8FG8wpMvvAKoSfi723ji/E2IQJFnrJYVt06PuXPnhKJQLMqMZZkzOU9alge0PHB5uaEfPZt9Q9AJVVnRbHf0/3/O/qzJjiTb0sQ+VbXZ7Iw+O4CYIzIzMjLz5q2uW9XSJWyyhdJC/qv4UXwgpaWbwpeSKrKKdesOOUZkjAB8PpPNpgMf9DjC4qQjbrEhAhEMDoe7Dapb917rW3ogSlP63pDGKXHiJyVt05GmGUmcEAQButM0nSXOM+IkIgwVgVIMQ0cgg31stfOEncdnVHh0Vtt29IMmzWIQ9k3HPkm9ldM568dMDrT2GYhGW/rOYPZipWKSIxA+eCXxiTVRFFJXFUM3kBU52sGutsgopTEtQRqT51O++cvXtHXP0FvWqy1N7XfmMEko8ilxFHpMe9uSpilaG5qmoekd1zd33N5vuHvoWG9XONc+wTAY3696f5/aJ3bv9omxrh79eTBCp9v9iLg50BAEP7HbByOdwfjF7p+wXgdP4OB/wMc75+iHjq7zAjL/vGWEof8/2rbZV58Ss4+Pb8uaSZ7zX/7hT/wv/8//yKe/+hm//uwXxFLxsw/fZ3F2iotCfvn+Jbv7B776yzeYruHq++/QdcPp0ZKf/+ZTzi+PmKYRf/j7P/GHb1+yWB6xPPKbjnIShEUJCCKFDBRB7LF7SgYelBoEXvT1N5999HmkJFW54+5ux/L4hCiQRJH/5r/64i9Ms5Qij2ja7s2F6IfOSzedIIpD3D7RpO/7PeHU01jM4HXou3pgs+m4v/8ebd6WsTd+gR8XgfgtD9J4segOKDt+lj2dnrJcpsxmBbNZThQoIhVwfnpCmMaESUQY+xuaxCGT+Yw4z70ZJgq4vr4mznI++OBDQhWSpDFVtaHvG4SMydLCe+QRCAF2sEyLqafhyp5AKaI49dl6SnF9c4NQisV8wa5co6SHSjRNTRKnBEFAGPvKSypFmuYo5a+3Md4qa62XiQqJB1eG4V5TbrHWN/7MHq8upQ/FkHvMdRgl1NWANS0KS1cZqrrBtC3ogSSLSLNk3+lv6buKqhk4P3/GdnVLEIXMF0uqqqWqGtbbLU2rub2vubq5ZVdufFDlG6HWU6Nat2/IVk/srv2BrVofvNjhQfd/OoKljpvAi1HTMT+oDLPRgnG6/zr6g+fuqf7SbL+odT/6GOfkfmHvicKYJI5RSqACXxVmWbZfDLwzUipF1Rr+b/+Pf8/5s3P+T//Hf8v2YUWRTemc4Ga9oy5rnFBcXJ7y4fuXTCcpShh+/sn7zBcZL2/uaRpBkUSczWN219/zuz9+yX1lOL64ZLPb8PXLK6LJCUakXN8+eFSYtQi8RFns1Zzqk+enn796fUcnJReXZ+RZhnC+fEdAqxXffn/D8mhOnmaU5Q6tB+I4Jc8zur6l6zviJKZuera7kjxLMEPH3d0GqSSrzZa7+x2393c/ofZ7aofPDh6Mx4cr/YkGTrfHPkmW85T5fEIaCoos4d13Lmjqli+/u2Uym5HvQzHbpqEsa+IoYrrHXCVRTBiFDNr6puhuRRgEFMWE1d3GR0dHfod2UqCN9mc9EaJtTxh7rnweRtRlxbqpieKUbbUjT0Nip6h672+XMqCYTnwUl/a0W+scwvnGo97zFYT0D1uSJPRNR7nZ0rY1UeJnzk1ZkWQR00nhKy8V0GpHFkqCMGBXdwjhWCwmXtE5aPIoxpqeOA2QgWDoLZNp5p2g5xd8//1rXr6+4dmLF4ShoB161qsVejBUjeH7719yc3tHWTNKUzYH8NN3DqzXycGifQhKdSMZ8Hjk++joaw5KfHWwSZyO7NtudHQUB3yF7sAj8tTZ3z0hWHI/0iw41zHoCCkzrK2IY09JEvv0YYz1I92upR9gMp9zs7qnLxty6YVjCIvFEpieYOgQcUQ+m3lHLTA/OkbGMXEcUz+skSiKecbJ5TEfffAxaM3d1UtW24o/f/0tiZJEWP74u3/i/HhJtX5gt1qRhAGma9F6IElj1IfvP/98ulxyerIkjQM/23WOftDobuD45JgkT/njH75gt6nI8synqViDNpq+79htd/Stj5yeFDnGegKrCiK+f3XFZudHfmU1pvr8S8z8xwve7R8QO2rqDAc7vnpzg4NAMJsWPDs/xumBOAz4219/xunZOZ0xNHXD119+xWq15ZOf/cIfT3Y7lIrJc59I1DQNTefjrqtdTZZnBAG0TctkOidJJ1g3sNo8cLdaI6VgOin2RBlFGCj6RtP2PU25oa07gizl3Ytn1NWW1cM9wgi0FBR5ThiGlHWJCiQqCNDG7sGrBqyh1xpjPLXXOkPbtOhBYJ3wM12Ej0MP5B7l1TGZzsBBX1c0vcEKD+qEgWJ6BFIRRwIVBgRJQq8dQ2+QTpGnPi0HJ5kVBV9+8SVFPmUxnXO/uqFre9brkldXt9zeb6iqHuceuQgxP6QZtQe25eGJ83g4qvYON4Fs399RoxdXj4Q+elRpmJFq9PXB9EeMqgIzqgoerd3jZqQamcLsEzb0Qwt3v28M9vR9iRCKOI5JkshLhXWPlJI4idHa0u1qnp0vWZU7jPF04i+/u2Lb9WRpxHI+I0xi4jRjs9rSNT5cJwxCH4tet8RZCsIy9BorA8rO8uL8hN989hH//Ls/c/ew43/+d3/HPIHj5YTTsxOmk4LlfE4UxWRFQYchiCLUr/72s8/fefcZ0dB7NZgQBGGACjzKqm3XJLGk7wS//9MXnF9esFjOEXgb5aPIoK1qnPYmlyQr0EjCOOH66prtrqGqO9quf+Imp28p8cd8Pb1fBMwTfQO1f6AGwkAynxacnx/x4tkF7744J4wUm7Lh1fUNr2/umOcZn370nL9884o/fvkNJydzitmUbDJlNl34ZGJrSKMQZzygMc1SlIS26+mGnnw2Ic8S8qIgTjKGqqZrGoJQ0bUN2+2Ovhm8rdMMFJkPltTVlkjC7e0DRDGzyRSMV1iq/cQgivfMfyGJwpDtdg1CkKUpbdf56sBYtk3HIAKf/ae8sy8IfTPRWoseHEPbEgnN7a6n7Awns8Lnx6fe2Rfsga2r1ZZOW6xQCAyBkjgh2O3WTBYT0iTh5fffYRCEQcpq0/Lq6obb+xVVrbHu8UXMRov24w6a7HdjxY+Tj+Woqz8+72cHI2E1GgPaJ3gMTzEX9YH2345YAmOeghwtQMMTmoHx1/OYE2FHC86Pn0Wzzx5UKiAKFaGUBHFEmITgHHawLOczvv7mG/7hH/+J/+l//O/54P33cAoe7lfESnB5cc6mqtmVDc7Kva7AUNWVn0Q5h+57BNJThE1PHEQM2uKU4qtvXtE0Az//+UcYYYnSgqrpsEjCxLMAjRUIK3n96hq1TILPm2Zg8ewSgUU4iwpCrLFY15PHGUZDkifEScz56RFpErC+XxFJvzKrIGB2tPQBn1VFvFcdDV3N7e09u8qnCusn5b5PrapPnR3z/TnsqbOjJAgipkXM2cmcRREzX0w5OTsmChRlWZInEc+O56RZRDKd8t67L/jD735PPpny2ae/oK5qr90PY+5WGyZhQLl5oNOQZCkqEEQyYLvZEsQx0jiq3YaTkyWBEd7QVNU+aCKOmC0KHI4syhGBZLdb44aeAOXFRPOcSRSClPR9R5amvlmkDQKHkgKF5wqgJH3nCb5hlJAoKMuSZug9F067PdLbl99CCLq2QTvH4uQCYQZ0W5NNZgzG0PYDxnm/utaW1cMKawaU0z7QI0qwxlG3JYPWFGmKUoL71QOvbzbcPTS+7K96rNWjznsz2jkfo87Lg0ae2oM6zGhHNwdwD3VAWg5HuPdxWT8dSb0fxUT9wYbiDkhK4mCxESP5sBktFtPR5IGD//cxii34KzmzNn6BCgLlN8MwJI58iI7WmpvVHf/3//U/cnl5wa8+fZdys+GdF2fgJFdXN2RBQL1b0+vBU5mUzwJ8XFCjKEA4EEiyLMW5PechKXh9e82///f/mc9+9gEffviMvhtQIkZg/RHVGMLQZzfopiOWEvU//bu/+/yLv3zN3WrNs8sLP/oxFmHsntYbU1c1292ai+fnRGhWt3fsartnmoW0+yy5JE4IlAIHdoAvv/6OXdlR1i110/LXXp9wpM4aG3c4EIs8svUOX/45MCDFwHQSc3665Ox0wXSSUxQp5WbNpqz44OOPWU4K7NDRaUMQ5SxmM6aTlJfXd4TJ0ltTm9Kr89oO01ekRUo3GEIlmBcFm+0WlUTMp1NP05GK3XbLw2pFNvHqvslkQhzHxElIoELsYJBSk4bKx1Jbx7bqiJKURApklOKk9FoC5/36ANZo+qFH9wacoG5bBHaf7OvJMUkQ+hJe+aAN3XU+XUYGnq8sAwbtEMIQRxHbTUXf1QxDj+17urqkHbzAZDGdMpvPmBS5XxCcpih819hogxBeyHJ9dcv17Q27ssK5fATlOB0huuCv8xDGf/6IY8/fwnB4DGVtR6ivx7O/evOiKuXn7VGoPKdQNUhlfLaEs/7nj34MBw3C4aDX0I34jScj0AhPuEjtW+XEWnd7YIv/rPPJhL73oJH/8F9+x0M18H/9n/8P6N6PCIdeE8UpSZpys1rxsN4irGM+n1B3NSoMSeLYN/CkB5/GsY8zC5RiKLc05Y4//uFL4ijgf/x3/4ayLKnrdt84Hvapzzk4gYwEs8WcxckR6rPPPvz8ncszvvrjH7hrHRcXz1G6I1CGbjB7nntCHCZ0XcPXX35LGGacX14wWO0thwh0rxmsodMDSRIxmeQ8rFfcr3bsymZP+Hmbpn+M5+oPCLjnb2EAFvub15HnKSfHc44XE5bLOfl0ShIqrNYEUcJkNmPoWp+oMp0SCMFmsyXLIvq247/8/e+YRPDO5TGzyYTt6gEEnJ2fk+cpN1fXXm0w9YKguq5xWJyQBDJBRjF9a1ivt/TWcnP3QFUPTKdzwlihnEEOhqbpsKFgQDKZn7DereiMIZtPsXsDSd00tG1LURRop721c1ujhcMZjRkGBmvJ05S+bkAoimmOUoI48tn0Xd/5QjmO0W1Hbwe6tiEGTs9OvP27rr3aMQoIlSLPM9SemBtHwRuDUBCEaCv4/vU1dw9bHlY7Dwq1bgTpcAck5mcHiLWUH6LP3ybVfXEwGmxH91i+Ef1IGRDHR0yKJdNpwtFywdnJBUr2WAeL6YTlfOHp1FIgZLSX8M72n/MpivNj+Oow6jWsn1ic7Fuq05Af4tr0XlJvvAEs9YSgSZEig4j/+k9/5le/+pjPfvYem4cdfe8zM9M0IAoUKoqI8wkPtzfMZ76KHAbo255ARUzyCQhHsJfzWuMTuZ1z/Je//zPpNOMXP/uA27s7uq4jTiLyfEKaeIZB2zZewBdF3N7doX77yw8/n89yXjy/5A9//4+UTcXx83cIkxw7VDjTk6c507zg/uaW/88//pFN03OxyKmqHcZa4igmzwuaukQqSRxE/P6f/pGXr+9oO+0TXq37CdWe+RHq6sd/v33i3/2Q/hPHEafHpzy7OOP8dAFYojBkPptS1RVplmIHQ73bkaa+sy+VAOF13fPlMa9ffctyPuWjjz7iq2+/pqorFstjurpGYhAq5OrugZPlCaEUXN3cIKQkDAVCaJSM+eab77B2IA590Kpwhof7W7qhJ0pzjPbnwyiKsYNBqMin9qYp0vkkZaUCmqamqiqMMT5iy0LbGurWoITPW5zOpgSB2GfBh+RFhgwjjIOurYjiwI+OJHTDgHSGSPjRrSag63vCSDGZTrwnIs+YTAqGvmMYfOm52fiRnjGOV1fXfs5/v2W12flqheMDff/ugHg88OPUIjfq+KuDRT7cU5gPu+z9G6GXEA1hGDCdTpjOUsLIkGYJaR7hRIu1A5/98hM+ePcDppOUYs/tC5UlUArrIoyRB0eAQy+J+QlS1HDwtSUHX280OqKkPoLbOZywzOczFosF/+H//Z/p+4b/y//5f2Bz94ASiv5N382n+EghKNKYYWjZbbecnJwyDD1RtO8rhD630GhDlqVewJbE1E3H7/7wFZfPLzg/naOkYLKPXz8/fU4xmXB7d+1VilHC0Huat/rXf/vp55uqQUQxlxcn6Krm6vtr/vTNN2SLI4r5MdYpyrqFKOb82Rm397d89/IBFXkp8DRPmBcJX//lC/74xUtuVi2DVlghWW12B82/Q1FGMOrouifkl0/93jd2giDhaHHC5fmc05MJRRbhrCHNi31abUMQhMwm++aNVDg8Iz4Mg71oZkAFkn//n/6BujG8uDhhOs8JAi97fjyH+dBGn0h0enpKX3cILHVds9nUyBBePD/n8vyMo+WcyaTA9T3lusSFMWLf4Z9mGW1dsak7pvOZ7+S2mq7tKeuaOImIo4iqrn1z0AriICHOYqwbiOKAMPLgiTDwDHg9tIQC2qomSlKiKKYqS8rtmjSNKLKUJC2YnFywWq/JE8VimlFWFQQRSZjQDwYNbLdrrB4QUiFVyPXNLS9f37LeNKw2w965+UhAfqQpZaOd+3G2/pQYR+77OGPUVzhq1j022oofNfNUoFFKMp/kLGcZXb3hvXeeoXSH7VuSQHCyKHh+tmA2y4iTkCyJyPNkL8wRKOUZBNrIfTVQHxw5zFvkwcMTmobiCRHT8FeVgjHG30MhePn9FTd3W371619yPJ+wWm0JwgCkxDnfeM+ShDiMcE5QzGasdxXldsdyNmE6m6BCtRcWKfq+J4oivJNXEwaKP/z+C84vz3l2cYbVziv9VEDXt6xW92RpRppO0NoS7pOC1M8/fu9zZyWBEj4FJks4WhT0mwfubx7o6pZXL79HBYrBDBRZzEfvv0+SpMwWc+7vbmmrhr/86Qt6l3B8+Q6TWczxyYy+C1ivK7q++QnBT/DEzPUp5Zb7kUBECMF0MuX4KOH8ZM5yvg8YiVOiUKEcWCz90BOqYK/JNxTTqY97DkOf54bhvffeoe9a/tN/+gdOLi44u7gA5yW2Uu4Z+FHiTT+BwAyavmlpuw5tPZF3OvUxV0i1h2UY4iSnHQYQhjwK2G03rKuO6/sVvTUIK7lb39NZh8bjpyd5CsrnzktnKesGLS1honx0mrV0g0YgyfOUJPYsfutgmmbemWg1utdExRIV574xJQPausV2JXHotehBFNNUHU3TUjclKlD03YBziiTNWW+33Nzc8bAuPa6t70bTmccj24QfZyhU+xf6caeN9y/9sL9/mwO8V88P2Qlu5AXRKDVhNl0iaAlDxb/57W+5OC744N0L3nl2wrPLc957dsp7Ly549vwSpNdMxFFIkWVEoSLL/SZVZDlSOJzrMVZhTP0WHPtYej78hE24fxIo8wO7IMJaiRCKm7tbZvMFv/2b39BVJcJ6xaAIBFGS4Cz+2OYsURjRtR1RHHF0tKTte24ftgxlQxLHGOGFYEEQohBobRkI+OqbK25ub/nog+ekccSgNdYYn9JljV8wYu8habqaIAp96/a3n33yeRJFHB/P6IfWE2qc4P0PP+LydIF0A1Ekmc9ndHXJ0Pqk3yR0zNKc7797yZfffE9QTPn017/g2dmcEMd2veb27p71ZsegH33ZxUgf7kY7v33i5Y8PZq9jyKMiigTLRerP/YsZeRrRa8tssUQ6P80IwwhtLHXjxTLW2j3u2uff9b2HJNZlzYfvvcPp6ZL/5X/9f1GWLR9//AsUjgDrFVTSMSlyQGCMZTabYqyhG1qKLOPm+oay3HFxcUHbtj7EUQbMl0t2uxWbqkUGIabTxMUUg0P0lkgJHsqKMAhZ5jmYwe+NKmS3K3FSEgo/DiomEwIhYa/k0n2D7gfCvCDNM4auQ0lfbfStRmULjFC8fvXKH2WMFy+hQqwI6JoeYTS96cnynFApjPXaxrKsuLm94/a+5O6+2ns3xoIbMarg2pFarhud2eWo++/466xF/cTC70dycTRhvsi4OJvRtTVRHPHZrz8hSWLSIqUfBnoUKklp+55Ba4Tz5F4VhPR9R55ne6WmIY4CBI5ASW/mGfQoX/IRKls9oUl4anOST4iXwtHC90MvQ+uWJEk4Plpy9fJrpnnG5YtnrLcrmrZF4onQUvjEpSjyDkIpPHk5iFIcirJcs92sWSzme6+NQQV+QvDdyyv+8Z/+xG//9ld88tELurbGOZ/G7PkA/tiAcB7Xb326UhwmqL/77375ubaabhgQImToDUJIH1ToQCUpcZyiB81uV6LCkNlsQd91bOqKzlkun13y0bvvEiqvQ2/alqpqeVht2O5KtGmfmK++7YcY4b6HJ8Y5gwdX5DHTScazyxMW84kPGbWOaTH11kjhiFVAWzWIKKCYFORJSrXb0bWdd+DtHYvDoBkGy/MXFyznE774wxesHtZ89d0r7jYVJ+dnnJyeUJY7cLzJj59MpoRhxJ/++AXr1Zp33n3HC4HCkKbpGHSH0w0MmmbXUeQz5svc67SjnHmeYAZDnOXsthtCIYikZOh72nYgLWakscK1mqauibIQ0/ueipKCoRuomt6LkKz23fow9j4D03P/cIeSsJikyP31C/Oc6WxGv4+QVhEkcUzb9NRVQ92UBEHCal3y/ctXb2b9PxhzDkvkzcEO2o6Oa+MXRzzBbmDU5X+EtKRkacDRIubZ5Slh4Pjm25f89jcf88G7F0i8nFu4vVDK+Z5P2zbEUUQx2femzOCj66WnOHeDt2QHgf/YKAqxNtgTioJ/wSnIAXjEHHgGxuyAHzc/nfPXuSxLsmLCh5/8DBlaqrqmrXwKswoUSRxRpCm7cocVgmIyY9CO7cOGOBA8+/AFTduzvV2hnPEZjFGEc5q6KpFScv7s0tdle9JUEIRvdCGPi50QgjgMkULhrEX9q9/+7HOlJF3nXWbWGozpiZOI3a5k6Hx2vJTuDTq863riKMS6HiMEs8kM0Tc0TUXfaayFphlYb3bsymrffPmXbLzF6GMeff9PyzSjSLFcTDk5XjCdZAhhEAJm0ylCOs9kFwEKycNmTVJkKGOww8AgvM5BBgFSBTip9rfOsWt2FJMJz88uCKRPN76+uuV3v/+Cu/uSxdGS+TxF74Mdwzjj5c2KXbnj008/9GObukPrwbMThKNa3bN6dc1mtcIQsTxbsFnf8s7JM2ap5ItvXxPnBSenS9q2ZdsMODfQDQOh9NQfMVtw+eJdtre3lHWFRTCdTplMCvJJRhwG6F5jtcMJjYqg3JQYFIGEaZF6g4p1DF1Dvx8XxmniY6Md7DYb4tQbiF69vuLV6xseVlsvSHHDW87IwYFOvx7dr/FuGD+B6OJgoQApYooi5+xkzukyY5qGXF/fcny85H/47/+W9XpD0zmiJEAPHYPWJGmKNZ6k5CsYEMqPQvt+oOs6lssFg4G6N9Rtj8T6TcMZtDFo3e93dPkTjUAObOr2oC916H5M3giPnHMkacrx0RFRYIikQveGpm45Ozv19Ggk6XROp+F+tSGOIszQEsaSNItRvSEKM+42JV3XU5Vevu6sQ+HThAMp3hxbrbMY/ePvRUmPhXNYsjzDWFC/+vT9z6MgxAyaKJQYq/0LokJ2ux3aGWQUYB1ejBJFNG1NnmWcTids1iUiTpCBpa1rL1aIY3ZVzcN6ux8Z6beAGsaNFTM6/w08nbS7X1fjiOViwvHxnPmsQFjrY5ykByZoYxBKst5VDNr6WPPeUrcdKoop8tSDEQdDVVXUbUWchkgZ0lQ9SRSQFjFnF6f8/GcfkQSC77/+Cy+/+Z5BQzab8/zyHb799lt+9/t/5ueffMRkNkFbhxssbdsSKkVTNQRBykNdY9Kc5eUlkzAEKymmBSGGAUEah8yKDOMsaZZydnqKEpLt5oF+GEhmc56dnrG7u6V3Xlde5LlXng0Wa/FOvUaz3e2YFAmrbUlaHBOFltXq7g3Ojf14SinhXYK9o2s6b2bC0fWK2/sNVzd37MoOY4KfeCkOU4/EwWTnsZwO/gWiU4EUjsmk4OQ45+xkwvnpgjwp+N0f/szRyYxPPnyP+9tbjNaE+8izLMm8gMtqoijAOENVPxqrFEIqBA6JpBscu7omjCM26w2L+YTZ7Ji2qdFaM+h21LMYTyjkAbYsfEtvQI2Oq2pEJ/bXRpAjqFHKG8mF03z76iWL41M++vhj7h82/Od/+EfqumVzv6JqO6yQpEWBUArTW7q2J8pSpsdL0izHYbm5vWVTNkwmBUr65p4MYsJgD3YRnm7tnPMJwXtHaRwnvkn4r3/72edJugd+BOEeGDAgEHRVizaGIAhY3977AIs8Id/vFLu2py53ZNKP8II9HjtJUm5ub7m73/jZt31sFokD6aY4gH4cWoH1aMY6vMF5ZVnM+ekJi0XGbDohRFKWJTJQDL0G591923VJEiVEkWKz29Fph3ICjPYBFhq8/M8R7MMgddcipSVKYh42PqHo/GTBJx+/T5Jl3N7e86c/fUHbG1arFe89P+NoPqXc1HSDYVNuPHlFD3T9gAgCsmnB8dE5J8dzTF3TDo75+Zy+bnFKEO+z5qWU9E3jR6lhwHSas92WPNzesb67RSjIismeQzhgjbcID1ZjpaOY5whn2K621O1AHIfM98ivN7t+nOxz4gWB9ICIbugIopiq7rm7L7m63bFaPTDop2i50chYM4wss+MpjuLH0Wd6tMC7vzrySRkynRacnc559/lzlsuco6MFQ9fz5VeveO/DD1jMc6JQMClymqbj/PKSMAzYbbd0XbcXuiTgLHHoBWZSgN379q+vbqnrig8+eJ+j00turm9Q0lvaH5mLXqlaHLAnxmwK8cS0aixW4y09hARtvDkpTnOSOOL8/IyrV7fUveN6veK7b75imSZ88OyCfJoxWMtu13D1/RX3DytUFFHkGaHw8eqTPEcg0dahkhgcREG0x/V5SK2UflQcRj6T049vJWEQUFe1z7D4+IPnn3ddx3q9pW575os5USBxtsdZR55mZHu01a7pUHHKyek5d6ut15cXGeX9FSrJyYoJbVV7zXynWW/HBiDxRrjz48aJOWggHY5V7I8eHCEESRwxLTKOFnOy1LMM6rKi7TpE6OPJIjwUYbNbe0+0hEB5Lp9Q0o/2pCWIfLMl3Ovil8dHnJ6e8/LlNYmIqB7ueVg9YGXA9HjOxemcF8tjfv+nL/j61RW//uVn9F1HtMek3z2syBKfLhsECik8RVgJgRI+sy3OIs6O5txd3+CCmK7viZKEMIwwg6OuG8I4pKobuqZj0IPPn1seIaXEWkPbtkglUaEXgXh0oKCr1lxdbZlOlwRKIxxMJz6HDgdx6hto1kGSZQjpq6eq6ri+uefq5pbb+zu6zr4FvupG5/hD+2x8sPunB3i3x87/D70ApRLms4Lz0yNOjqZcXJwwnaZkWYJS8M9/+IJnz15wcjLHWI1AoYKAXV1R1hVSSbbbNV3bIfAPPM4hhWBSFEglud+sOT+5wHaaza5EW8H1S599mSY5fdchJAyD2VOMxMGu3h4Ihd7WILRv6RkM+yvniKOQxawgCgWhCvnmiy/JQ8WnP/+YDz/+ABkqVBhweXZKX+7AWObLI4SzTKYFTV9j+5YgCNhWtRe5tR3b1ZqzkzOstcRJgBQBdd1htMA6S1M3hEFEtM+4kIH0EXa/+vl7n+MscRR5mWjf+VFKkjGZFnSNNyFMFzOqqqGuam5vb+m7lq6qcSpEhAVOBkSRwjnL9e2tXwT6kO12s68AzBNNIPPE78VPWoSF8BbZ05NnHB/NSNMAKyCNE1zfE4URSRxzf3dLoy1CBdihQxrfSUcItPP9AtO3NGXFrqkp2471rmI6X+CkYrV64Gg5x1lNmmXIJKateiIRMDmbc7+t+PrLb/jlpx/TmoGHdUkQRMShb66YXpMmqW9GRiFad3RVh0HgFAw7741I8oRQSNinCBWTDGuhH2BbdSRFytnZks1qgzFwdLxk6HuiyOfRSyFRMqDa1Vy9umG7a5gezSmKiLap2FVeSuqc298Tb/qK49gTiHrLdtv4sv/6lrv7iqq2I9xW8IRTz77leGZGVd5jCs8wehEeo9f9jqmk2O/8C55fnHByPGU+TVEyQLuAf/ria6rtml989A5h4ANqnd2HbvY9dVmirAVjyKcTjPS0Iyx02lDXNYEUKAevXt+y3u6wSnB9d8/PPv6A09MFm22F7nuKyYR+0PRdh3Vm1NCzT2DreGITc08ARPRBzoBDSUWaxGRFwmyeMkkD3n/xgnwy5W7X0FloypKrl6+ZTKd89LOPiAPJt99+ixHqzQTnYV/xOqH481++Yb6YcbScMdgOa6CqGoZhYFIUhJGnA9fljigK0abH2b1x6d/8q08/n80KJpOM6XRK32vKqqbt966m2IsNBm1IQy8gacodSRRSVTvKqvPwyG4HuscZSLOCputYrx/YVc1o3MITGOfpSAJ8OFM9NFv4xSKKAmbTlMU8x+geFfi4cSkzYim5Xa0pe83F+SnHp2cMg+Xq1Q1RHGLQICTSWdq6Y7WpUEFEkuVkeUrdlFzfvma5nKGkIAhCzp5fEsQpbalpOs03r17z9//5vzLLUuZHM8qyYb3eUJVbpvMJKgrJpjnTxdQjnKXn7zdNgwoSpAqpyxIZCMIw9g9z1ZBkCWGkaOuW3bbk+PSYIo/BGrI4oStr0iTGCkcYKUIBzmmSOKIqt2weVrx7+YIkDTB2P4YT/qXQxnhQiJJMZ3OCIGK721LXPfcPa65vH7i7L9mVW5+I++Ye2SfOw4cY7oAfZ+6ZAyKQHLk+fVktpaEoIs6Ol1yeL1nMM4oiJY4U5a7kL199x1ffXPE//Lu/451nxwz9gEP4rL5A0nU96/sNgfTIeYdluZgzX8wJo5C6rqjantu7Fd98/ZKvv3/F8emS9955zmI2JYnDvenKHxeXy2P6wVuufTYlB65F+y8wKPOD4617S86AI81OEEJT73Z8+stf0liNNoZpmrG5u2e9WTOdzpmfnO5NPD0ISbkr2W23GAPlak2z2RIEku3OZwc8f+8c2xtsr1GhYjqfIIXDWkOcxF4TYAwy8BuClAL1N7/+6PMkib1TKMooy9pLJ43m9vbey05DSd/2hHFEEEXEacZqUzKfz7g4WpAnAWmW0DSNnxDEOd3Qc/+woarb/dlDjZBKY7rvYz7bcnROHO824V9JRAOliCJFFofYtidPYt/hNjGBtGyqivNn7xIysNqsyaYLDBbrNFmWMnQd1a6k1wYVBUwmHnAZqMDHOKXe+zAYy6Zu+f56zZ/++Beub75HygGGgcuzI3728w/puwEGy3yWcn56Qttayl1F03hlX93UCKHIiwlhHJEkKdIFNHVJmkdsdzXbsiROUpAS3fegHUkakWcxdujpu4HJdELdNvzlm1csz858Q6/vqbcrNtuSTW04On/G0SzyhauTzOYLrxZTCqMH4kARJQk45RkOQ48xkpvbHa+vb9jstvvj2vh+xaMZdzOa2HQj/33/hDhmzPp7TOzx52spGiZFzOX5Kc+fne6luymRVBgsSRJQ7nbcXt/xyS8+QUlJ3w6+5JcemlLVLVGSI4MQGShkKAmcwWjto7DmM7re8OU33xFlBe+//z7vvzgjDQQSQ1NVOBRK4sNXAomzhm4fXKq1Gu3sT2UX8IQSMDtAl/31x1obgqjAOp5fPifNM98al95EpHVHnmVMFnNWmw1K+N5CmnrRV11uWc4KTpdziiTk+HTK9asrqgbe/ehddjcPREFKsZhjkSih0EOPUF47YoxnVDrnyLIM9e/+7W8+N8bsRweOq9cvSZOY5WLBdDb1xhe759gFirKsubt/IMtyJpOMzW5L1fRYI4jznOlsgtUDu+2WTdlQN6B1PGqOmCcukhn5tNWo6ReNzprizflTKUmaRoRhQBR5TkCoQqy1vLx5zWI5IwkVbe8lrTifbb9arVBCEQivh5dBSJ7nxLGn5/ZtT1vXZGlCkU7IpinXd7d88U9fcLooeO+dU2ZTbzi6uDyjKHKO53NwBiMcx+fnDF1PGCr6rsUaQxwn3Nzcst36bIW6rrHaYHqNGQw3Dw9MJ1NPcdV+nDkMHUqFNJ1HrEVJgsYxWy6pq5ph6Dg7WnJ9dc26tcgwZlJknJ8uaXWPFdD3A8YaojTAOk0chxzNl4RhTFWXtG1HVbVc3214dXXNalOi9birL0bXPTwQ8nQHKs3uoDk2DniZjfQfIUJ0TIqcy/Nz3nl2xmyWMptNmU0Kn12Q+tTdpmv5w5+/5PT4mCQIMdoQSMHdwxorFOcXz5hMJt4t7zQyCNDWonuNGTRBmLC639C2FX/z618yyWKsGQhjz+fvhsGDNOOYOIr8eMyBVLEnQnfeRff2HAOe4Bcccgb/Wt3qCMANxFHAbDHHmp48iQjDCIIIFSZIhK+zVEBb13R953dsIZnOZpR1zWy5JJ8vscaQBAF/+PoVg5G8/+wElGO329K1Dc4aojDyvbMkoa4r2P9aD84Hg5RlhZKBj7hKfMwUWJI0oalbQhUSJyHXNzdo7R1ZQiiGTiOUwuJo6saz9BIvQ0TEtI1js9vS94/ikMMoqGzvDS9Hfx6MlGTB6MInb0pMR0YcQZrGPH/nXcLQEgWC66srVDHhw3cvaXdrtNgjtYUgjgJ63eKMJVMBgx3oraAocnADyiqCIEY77bMOJwXDAF/+/k+8uJzzm998ipBehegQoHzSLoEX7lSNX1Ck8oDONIt9VxpHEkcIHJv1mqHvsThsGPHy6oo0CpnOF/vr6lOGkyjgYbX2ib9pgjMWqy2RUhwvCh7u7/jmL99iRMA7H3/CJEsInaYvtzRNy6A1aZ4zdAO6aUEG5MWMQUPfa7blhvV2y2Y78Or1NQ+rDX0/HoGFI5fmI76recsYsHtLyXuxN3K1owauD1U9PXvO2dmCYpISh5IsiQnC4E1yUtv0XF3dcHO/4aMP3iMILCpUpKHCWu+5n01SklBijWNXlrRNjbISrEFFMQ+bmu12w4t3XuCMZhL7zaRpWx/h5SRRkiCwhEGANTD0HUla0PWGpt3sn9tHgdOhRiAd/froCau6PegLyJH6MSMMHUpYLwSKIqIooW0btpsNQRT7f+E8G0IoHy0XPkaSdR1l29JrjSPk8uKc7/70B37355f85t/+HVkKbVWhhBdCAcjAHwWr0idxZVmKNj3qbz778PNhTzGJI0UQ+vFNFMY4IXh9c0uSZtRNQ9PUpFnOblvStjXWWFARg9FM8oRJljGYFm16sBEPq3u2u+3eDORG50izv4D1gf2XkSGkO3CS6dE5CpQSpElEGktCYbm+uSdKU5Znx2xW9z5LT3hYaRJH0HdUdYMKQ5bzGXEU03XNPtBE+BjtOERGEcNguL5d8R///X/haDbjg4/eoWp7LAKhHNo4sjSHULGrK5/fZhRdPzCdFmhtCZSP4yrrkjRNOD46Io1jZrMJvXHsuoGy6diWFc8uLkiikE25Q3ee+OucY5rnZEnCoC1RkOCEw4iB9f2W+23H83feIbI11vQYJxAqIlIBXeddZeBoO9/V7oaeco82r+qWq5sHHtYNdw9bmkaPhDDjUvaR7nMYujof0XXGSr90NPLb/pXvI00iJlmCUholHbN5TjGdUZclm82a+dExq/WWpm7Qg+Dh7oGPP3pBmkV0bUtb1UznU4ahZ7vZYvTAZrsF4YNShqZhOpuwqytubm959vzCh3Y0LWHgr8uurPeUpwzjnFdNun3KldWEUcCgDV3b0LYdxri35A/o0ZSg+onjQfxX6HNre4JAMZ9OKfKcyXzK0LU05Y6uqXHOkGUJCEgSHz+nlPf+W2t9I9sYnLEIIXE4Pnj3GU3T8Mc//5EgTTlanhCHvkrGeSt5XVYkqcepeddnjPrtrz76vO8NQRjhnKOsa0+eVSGD7rh/WGGM9a0bKX0poiSLxRxtBlarB148f86sSH1kdOljxupyx65uqRtomhL3o3nwWEFmnrBXvo3Q+kO32TpLFGekqWJoG6zK+OBnHyOGmrrt/cPsDDIUSAXOGOqyJskTgihA6xajNVmWAx6d3BtNXbbc367485++YjFN+OzTj7BWUu52NF1N0xmGXrLd1KxXa+rah2pM8gnFNMe64c0YKggCotDz9ZvWizDCKOH66p6uafnZp79ExhnbuzvK3ZZ+0MynM5qmxhlLoCRRGhFlGdoajGuJVMD2bke/b4ZKa/Yk4wTdd/R6IAginDEICU7tx49d66GfFm7vdtzfV9zdPVDV1ahh1/wEyONx1+tGZ+NwxOoPn3DIRTzGeiVJzsXZJcup4mQx49n5OTLwSblWdzhrMCKg2vdGrq7uSNOQ9967xAy+AtLGEiWe6tN3lt7ofXksqOqGLI2ZL+Z88933nJ8dc3y0pNztEAi2VUXXD0RJQjErCMMQhyMKQ4w1lE2LQPg8PasZBk3b9bSd5aezJscZBmNr8Jg61I38Bn46IIWkKDIWiwlppGjqHUopzs7PfLbD43ldyn0MeY8xxh/K9hWBFCAwyEAi4oT3XpySOsdXf/qWdhhQSYSMvOnNGU2cJAjpI/6MEyRxjvqbzz7+vB98ZFagfCkShhK3h0gMfcdsMvE5dc6RpjFFliJVTJbGVOWGWCmEs1zd3fHOe7/Guohd+QAiZLtrKOvyIPrbjjrDw2hFFSPPgDl4kMLR37s95MEHH0ZxyCTPiIPAdxCimKEb6NqaJAiwxhJEIUoqzKNUeRgYjOX46JgoimjaltXdGiysNw+cncz4u3/zr1BBwMvXr1lvdhgLvXbo3rLZbnHGYXrLZrshy1OCQLJePaAHzWAMXdOSKr+wOhwoSd0MzCYLys2K6XTKw/2a16++Y7E8xjmBHjTT2YQkSukHS9trsI5EOTIlWd2t+fr7G4qjJRJHnsbEcUJdNx637nx1EgT++BTHvrkYBDG7Xc319R1XN7fcr1bsqgDnan46KFM80dh7TPaVBw/+4RHPNwujUDCfBeSp5J0Xz/nlL3+JDBSvX14jxT4bwQXcrTdEYYTRhi+//o4X737ApEhpm9IjrKV8Y27R2tDUNSqQBIH3BkRxzGq9pu96JtMpDw8r0iz3Md99j7UOJxyzaUG53fpoNwFRkmKs5PX1PZOJX0z7fqDrNXVTe/z9W8ee41+70fOqD/olj6RkjzCTMiaKBWniK4fpdEqWJbTdADIhDPyLa4z2OZD4ODqlFLrzX7cIHseeDj0MdH3PYrFkMS1IIsl2u+P61R1xMcEJR1PX3hzX9tw9bBBCoH75i/c/T7MEKaHIJ3vJYEuofKMsiGKCKKZrO4oiJ4sD4iDkm++ukGFMnibc3d4yWSxoWw+86PWWofHs/PV2TVnV+1JqPOJzb4EzhKOySY7mqeogFQaMkQghSeOIKJCEgX9YgzDACYeVIY4Y5QRN5yO8jAGlQtpW03c9TdNy/foKZx2T2RwCxae/+DkIKMsKYy1SSc7PzpnOCoTw45O8SAiVY+hbsukMFQaEUqCHniRJ6boO7QzaaiwOow2TLAVruL1bsas6qqZjs1nx8ccfkuQ5D6sVUhoWiylB6Em/u01FP2iEk7hBU1Ybyt4xPzkhdr5Z2O9R60maMfQ+qSlOIpTAo7x6TdP13N7cc3+/YbWp2WxLrG3e0tR63K2CA3LT+GHPRuf7R6VnPUK1tXtWY8FkYphPUl68eMbls3dQyhFISywlm92O+20NDtrNirasiaKYsuxAON5794y2ab2u3Vp6PRBFMbttiVK+ykriiDRJ2JY1r15fcXJ8jNaGMAixDjqtQQrPQQxi6rrzmYddh+18wvUjTzHLYgIl9xqJnqbxfoK/Hn0eLpLiiargr5H1PzRHU6LI4bDMpjlFnvtEqH5g6Brarqbt+/3G6QhUQFmWDMPgUePgQ2iNd6tGsdeFbLcbssWU2TzneDrl+6+/59vXN7y4fE6583zG+XwKQrB+uEf95mcvPjd6APmDRNBZnxRsrY+frnblPhw0pG1q+n6gNxBGAbNpzv2DDx54/933eHi4YlfeE8Upde0JuXXdjiLAoxHrfyyUmIzIr/MRIEKNZs9j4qzEOY3WFicUk2JGlkREaUIUBwhjSYolVir6riKIIqIkwboBIaAoMqaTCXf3dyRZwXsffMjd3R2r1YrZdEbX92y3W5+WnCREQcDQN97JpyRZGlFXpV91j5a+XA8UOIGQkqOjBbP5ks5Yyt0WZx03Nw/86Yuv+Oqbb/ng4w84OZ6zmE1I08QrBZ1lVmQkSUJTV1ghuXj3Y07Ozrhf3aGHmrbpuXj/PSaxRPcDaV5gjWUwxjcM7UAURxjj6HpDbwxVXfqX/2HH/XrLejvsx1z6CcTVYzpPP6rE1BPml2TE5w9HTbDsTXUg5cB0EnFyNOX55Snn52e0Q0MQSaR0xGlEHEYMTcfRYsLFyZQ8Tzg+nnP16ns6rXn2/BnoHmvZT5ss280OYx1RGhMEIaYbGHTHtmlRMuD5xRnaGAbtc/qGoQOrUDjyvKDXnmJlrRcUOevJUkWe4LRFOH/eNkbTD5EPTzHdTxiE5IFxzR1wK58OtJXCspxPWcymHl8m/OeZznKkEpRVRZrlKBVgjKaqKvRg9tDdfu/4C4jCkK6v0daSJMU+ts5xv9vy7fUts8mcy/NjwlCRxF4unSeJb0D++tMPP0eGHlFlHUPf7x1D/pvo6oa2rrzO3ljm8wVV05DmCXIfSZUkKQ9393tARYgzAmsdgzYM2u+kPwSCmANP+bhcfIx5qve/HsdIjQUW2RuHmTE9gwaEj9vKJ3MPJ3UQCksgB7JI0NcaGSTMF0v6vifLUuI4Yr5YYIBX33+D1QMnx8dU5Y4sTZlOc4wxbDYVAkUYeYJLHGc0dU0QhCRZzur+lum0wFlH03hSUBxG9N1AFEZMioKr63tevr4nKQo++eQDXlweEyqHwNH3A2mgQPdstlvqukGpAGscy/mSyCma7Zq//PGPaJnx8c8/RpcPBOmULElou5am9fNjO/QMVhOnOVXZUu5KrLXcP6y4X21ZbRx9b0ezazmS8NpRY2/slR+ewGfpg9CMscHLswMmxYTz81MuLk6ZL2b++JgEtFWJHjySDelVmU3VUiwXhFmG05o4VHz/+oEgSBBDw8N6Rz5bkkQJN7d3xEmMMZZAyn3qjSbLC3TbUeQh/b4k1kNLkqQYo3DGIdB7iGhIIJUPVYmCvYNUIpxAIOi1h87UbUlV1fTD8C9QrfQTWQdPjQbzN/iwMAg4O73Eg4HEG6Bs13UoqcBZkjjGWuiGZh85JomzhDiOcEbTVDX5JAehGfoWa/2czAyG7cZv1h++/4wsjxiGDq21nyzgcM6i/ubXH3+epinLxYKu76jqCocjjHwMlVQhUZJSdz1hFBJHXmiCHQjCkDiMEQg25c6LDZzA9p6YE0QhiJjtbrs3BR2WRWP9/yMYpDu4eNm+VyBGvQA9eni9nbPrBvqhpm07ApExmUTERURSTOmM449ffu2VVJs1aRYzmWSAYrOp+PKLP3E0mfD88gInLDhwVhBFEYvFEidC7lYbUAKJQAYRfe/7Jo94rmFwtHXLMLRMJhOf3tt3WO3n+F9/95okifi3f/srFIZQSqy1bMsdQRgQCmi6FhMGJGnKpChI4pDN+oa6rtiWLfe7lm1VYpz1x5Who2uq/WLkH2rbD1gkUfhYoQzsavj6u9fcP2zo+/rgbDqGsoSjc7x4y+zbHUxr+tGYVr95EbI04fTkmKNlShRJptPC500I/IsmPd8uCBVZFtP3mqpsGYyP0l4sF2we7unajvls7k/YbuDu4ZZmGFBITNfT6Q6x73RHKqSpapqm5fjoFNNphArY1S0qislmM5I4IBCGoe9IMx+m6jMvvUchyRKCWFJWNZYAa2G33dJ2miexlm+OpPIgS+BttOMfXIJh4MNZ5rMpJ8dLlIS6qhDWYgZNGEReCLR/Jvuup8hS8jDE6J5h8MeY71/ee0oQAbvNjrL2iLiLoyOyOEKFjlD9YEGOIq8EtJ4H8PHndVlhO0+SbTr/YEynUz9KMp6y4pxhOclYb3eeF4elbTuE8YEINlAUeYYzlqqpSSc5Kggoyw2Ddh6T9eYYcDTiuY9DFhp+nAprR5gpOXKYxSPxkJcLD7phGMAMLQ6DFiFff/OSL/78DV+/fMXp6RnvPz+nqTbEiYcp9r3h+5ffMlvOuLh8h77rSdOYOI68ByJO0NZRlSXb7QNNVbPbdcgwJggVzvp02DD0slIZSPK8wDlL17UgHCqMuLleg4CLsyOwmqLwAM6+730Tx0mEtVitKYoJcRAyDD29NRAohNO0/cD5O+9ytiz40+/+mXxxhtDtm5yCvJjhHESBIJ9NaPoeVMT1Q8l//Yd/ZLetfGLsj3bsYNTB16MXWY0WXfET0tZ0JPDSI15DyOnJGcfLjCILiENBHEgmWYZzkCQJcZyglM9zsMYiMBjrEMLjvLU2TPKCIAjI0pjOOKrtBmG0z4CYTmm6jjhUJHFGbyxd3wIBxklW6xVpHLLa1azKimfPznB9QxwIkizz+PTAJ+5IKT1R2XjwSqhCwiCkrjxJerP1C6nW9gkp+1gxKJ7gJKi3yoKVynxY7TTfY7x8LFwQhkRx7InccYRuW9qqJQpD4jBku95yd3+PimJmyyVtVXtrdN2BkkQhhIH0WZ5BSJymbLcNgzYkSUigxJv7pH77m59/ro1lvfZz2zzNiMMI4Ry6b7B6AGsoq5Km7QmCkPl8RhgmbHZb9OCFLSoM6OuGrEjprQUhMdpRN62fq/bCj7ecGzWPopHgJDuIktKjcqoYCSseeQHtyF027PFLA/0QUzcbvvn2W+ygOVvOvNNsOSGOAhbzBVIqdruG7XqNCgTnlxfUTU/f9yRxSJplLBYzhJB8+dV33Nzd8uHzc86Pj3BCYc3A0PU4K/dpMD3p4xTCWYZOM/Q90+WCm/s1u92G87MThHA+KViFlLvaz+sDhRAKJTy1pmlaHA5rDF3bEcqYVIUksVemHS2mNHXNelOznM09TjyfkKQZTvdEkSLMJ1w/9Pzj777gyz99Qd/vj0lvpi6PoRocXNexmacc3aNhxP8/dP/FP5oQhEHA8fKcs9M5RR4yn+U8u7gkTVKvSzcaJSXG+B3VQysEQkmC/TRpr11hMB5H13Ytu6YHEXBycolSIRZDlMTkUYwbDPm0oO38sezi2QVt3yOCmP/6D3/Pi8tznp2fwLAfxaYZWZb5HoHykIzBepw31lOEhVSsVmv/tcmQsqxGcFuzP9s/agTECH5iD6Tu6RPoMLuHe04pipg8TwmjgMV8RpzEDLpD70ecXd9hjaVpW7TuibMYF4dIFRG5CN31VG1JWdXsyp1v5mepT5cOQorZhLquMYMhjcM9ptxXeFmWoX776QefK+lNFnHq/2G522EGTVlX/sRuoWl6osmC5axg6FoIU8IwZleWREmEsJb1akOYJiwXR4QyxBmLCr0ysGkq2rYb7UKPD9fjirk5AC4Wo1L/bNQ0TEbd5mTUpDL7yUBL1/WEQcjR0XukWUzXbH1pGQTePfeohU5ikjTFIZBYhHD02lBMpqggwlifkVjuao6PT0iLgsW8YLrPfesGQ9t4BWSaTnDWstvc07QDRZFhneD27p4PPnhOoPyOIhVsVluEhSiOSPPUy7BxiCCCQL4RfSgpEdJPY9qhJQwl2kGeT2m2OxyC6cw7MbuuI4wiNq3jn//wJ/70z3/g+tU1Sim6Yb6n+hwGY5pRuW9H17x9gpYrR4vFYwXW/YgHoFTMdJpwclQwmyScny0pioK2s75hFUqksEipaJqGvhswumO7K7m9XXklapoRxTHWefJU0zTevCUDdmWDFQHFJEMKSxQEGOO8TdhZdN8TpyFBFBCFCX/40194/51LPnrvkr7rySdTwjjCWZ+KJARYa+n7nmboyJKUIi9o+56buzuOT4+YLy5YrUs22y1tJ/fXkRERORk1TsdRY8Ho+R0fF0Y9FdERRwEqkAhnfTp0oIgjXxX1Xc92uyPLC4ppgZA+tAfnmBRzej0Q5yn14CjbltliQRz43gBCeRJSV9HvxWUCR9/0REmMs5bVakWwK3dEcUQYxTRtjRACKy0DfqWczWbc36+IkpSz5QwwNL1kmmQoEWH1HUmcEccBq03JdtuQZzlJJMEK6rajyBPyJCbPErpejkIlyv1q6Q6Y/9VolX0Avtlf2Nn+wi727Plxl3q6vxE3WOuo6pBvvv2ShwfFbJJxbL0Mdj4rKCYTHA4VRQhrMMZ4eooKyLMJVd0Rh451XWLNwAeXz3BhzO22InOO6bIgsJrEGPo+QElfMTW9piFE02ElXL/8nhCJtAG73Y4iz1httz67z9bERUwUJWw2m72uwRGqgCRN0ENPnOZestk17MqarrekwvgsgUDStA1HwYKqrCmblj/fPXB390DfNqRxQpolbHYKY27e4l9PRy/yI89fjeTY/YHg5zFoc9wRL9/YtCfFnMVUEgYwnxVkqSfzYv0Yr9WAVAxDzcPdPdN8QpLHGFOTp/v0m0B6oZYJkTIjCCHPE3brktD0TCJNpAaitMCh2G3XGOdwEk7OznASqrJit96hdM8H779HnCfosmJXVV5AI/33L5UkjhMCFRBjSYKA1y+v6QfLcrEgjkMeHm4wukIIDuTQejTuG2chPlZYy4MG4GKvjqxHC4ZvxEksYSAQWC/53du3tdYslxFRGBAHEWGmKKuKKM7odUecKOazgt1qRX6y5Pl771DvSrqypGk6rl5fMZ0VPqtz0ARRhIj955VKsqtK1N/+zSef+yz6jFgFPg5KKWbzOVmWst1s6Pt+/9BC3Wq2ZQnWsVs/kGYxWZZQ1yV5mtC2HmjZNDvWqxIZxsRJAlbQa2jaHq3rv8r2+8EnPv459gjY/cUrRxfxaCRIyYGbNxMF5yr6oaXrB/pBezqPUAgZ0Pf+WCKl8quuDIiSGCkVuh/QQ0/Xteh2YF4UEBhW6xVdWRHGkiiLfdOx8yNFIQKM9WV/kU/IsoSX31/R9T0nJ8esVyVRGtMPHc5an/ZiLOybVlVdeZLL3rqppNo7wLzuoGtKhBO0vaDUPkxiWuQoJfnDn7+i3G3AWrquYxJHZFnOagurzRatywOlZXiQxygO0OtiFIQRHFQByeihD35U3uZZwvHRlCQKeO/5c/I8A6c8pTf0DdW6Gthudux2a+aLGadnx77uSGKKOCaII7JsQltX9F2LFJCnMdNJwaAHFkcLTs6O2G1LumbAmQHhNLPZ1MeQxgnfffUtQ9vx/MVzPv7kA/QwYLT2Iufe39cojuj7bm+OabDWkOY5bdPSty3LY1+5fP/6FXXdsNs13N6tGAYzErT1T+QajjkJhxqL9mDMGiJlzKSIOT854uRozmw2QQWKei+cG4YBKQVRHOGc/8x3d3dI4YijgDAIKDc1u82WNEtJVMjd6ysslmIy9XkDKiAOAgKlKMudX3ACgXVQTGaof/3bX3weRT53LAoj35TZQy9v7+6o65KTowVG93S9ZtADeZogXM9sWjDonvuHFdP5EUUa45wliBKcU6RZxnK5IEkzmqaiqryope3afTjDZPSCP3ZH25Eq8FGAMXvigvb7HevRM1AdTBe8tdhaSz9APzifulPXVFWNEJ6a6qk0/lgQBCFSSBwCbR1JFFMUGVpqQgSJCiCQbDYbhJVeGg303YA2AwgwnSYIFHerHXmScnJxRN33WDQCg7UC5wRpXiCEpKka8iLHmoE0jnyHXEkkCgR0XeuFHmGICBLudi1dW5OGAjMMlG3DrMiZFBlBELOueq5uNjyst3vYpTt4OOPRCM/+iMP/46lAfkBjika/X47GfYI0mXJ6ckwQGJ5dnvDuuxcY45uxSZoiZcigLSIIEc6SJiHHp8cMZiAIQvIk25+sHaFQBAiEhDCUZFlGEHqAaZLmdG3vpb3rDcpZLi4ucc7zDl5e33BzdcO7zy5JkxijB4LA36dBD+TTgjwv0INFBd4hJ8HL340hwNN5lXRcX99ye7MijBNe39zQ9QODfnQI8hbCMU8wBScHbITFmymAlANZGjPNE+I4fGPX7fuBzWbjZ/1CepFbtA/56Czb3Y4oCrBOkKYFRloQsNlsuH79ium0IE8yoij0o2vhGHRPPsl9BL30KdJRGKJ+++uPP4+ikL5t2Gy39IOHD95cXbPbbnj33fcopjNOzy9pmgrhDO+9+xwh8MRYfKiBHhzT2RwjHF3fc3x0SlEkrNd3GG14WG1I0wRjoapqtK4OcuAOm0uPYRHz/Ysejub/bwMzzkea9tmbWbdzlmGQtF1NXbdobb2YqfdNIbOP6I6jhGEwrDZrwiglTCK2uzXCQRQlOEKariMKFHmaYKzGOoHFsdtuSfKcrumI45hWa2IhiNOQttPobkCiEMqTeLCWQPgwligKiZQiTVOkCtFa+wUFfFyUDDwDvq0wugHd0lYb0jRisViAVGgT8+r6gZevXrHZ7tA6PTDrPDWzD0cv9die7UYlrhqVvI8il+ZN2RuFActlwSQPyaKQ996/ZOhb0jQhzzOs0XSdJkkysiLxo8mu8x4M53DWMJgBFcV0bYvDkmR7NsI+lFSFkSdNvbwllJK8iJlMcoy11L0GqZjMpvz+919QzKY8e++ZN4ulqX9xjfUoNK1x1rHb1kRJ5nssWA9KEdITdoxmdXeHsRAmGau7NX3fgVBUdYi1z0ZBKLMRtMaNqiV58IyOVZL1m8mJlIIsiYjjgCxLCPbKxTzPCMOINMvBwf3NHVLavUBsYDZbEkYBfd8hlSRNU9Is489/+pIwTrg4OyEKQ6I4pDMDdh9uo8IAKRWbhx157vMk1b/5159+bq1lkmcM+6bD7cOWwcJvPv2Zv91GIZIJ13f3CAFJnJFGGW2vyfOU0+Mlq9sbvrm6opgtOT09wwwNm+0OJ0P0Xq4YxzHWavp+oO36A1TYY2y0GznLxmeqRxORGZ1Hx2PF8aJxOJ/1/865FK0b2q6naTtv9mh7jHUgQobBoI0mikK6piEOvQ06CBR911OW9Z4zLwiDkDCMeHhYUVU1zhr00KGUoNctgQqoqx2TJPIQz95gnKDpNXmaEAURgRIo5cBZprMJMowYBp97YKwlzzIkPpJMSIFz0NcteZYSZRll01HtGu4fNlzdrri6vmW3q7wn4E132j4xtzZPzPij0d+Pu9j2iUWEN2CWxfKI0+MpUSCY5TnPnl1gnUbumYzD0BMEAXroyZKI3W67l6POUGrfiHOAC8jSKa3uGNzgz6xSYRwMumezWWMdLBdzmrpCKUWWpjigrHfoXvPFH/9Cnmecnp1SlbX/avchKlII2rqhbwemU18h9n3ty2wHMpAYLJPpFIH00unbe5qh5fmzD7i73bAtH3CuP9BQpKOGYPNE89Q8AbrZL8XCewHm0wnn5yfMZtP9aFQRRRFRFJJmBSKI2Wx2b2CgXsNiUEJitKZuO7Rx/PGPf+Hy2QumywVlXRMmCV1vUXswyHazQw+aLE8x1uCcQf3t3/7yczP4KPDeGIpJTlltydKMZ8+egZLsyoqvv/wLWRhxtFwQRSFN0yCcT1zRWiOlAuewTrHZlDRV6ZNJ05w0CZlOcqyx6H7YC2ckXd/vjwKMdpv+QAx0KAkeJ8pMRl71sSRzGEEqzAho0e7txBHDYGlbSTdA1zvquqRqPGwjCgKkMBjr8WFtUyOAth2w1rBceo1E13c0bedz9cxAEkTIMGJXlgRGMUhJXde05Y7JZMLV/QODc5ydHIHrydKEKNyP10SI1hYVSh9aYRy612RJyjB4Tbgxlu2m3HvWoaxaqrrh9fUdd/cP7MoWY8QBnTZ+wrTCW4wt9icYeON59hQpYT6b8ezyjIuzI+IoYDqbc3p6hDUGbayfxijlBVHDQFd53Njx6Sk4H1bRtT19q+ma1vea+o56r14USmIxVGUJxnF+eUlV+6lAXkz84mAgSTK++/Zr0jghiVO6VvP8xQuquiIKPBHHWIPVA2GSEIQBfb3DAmXtU4L6wfhQHATaDMyXy30lZui05WFtKKsNzrUHCDA96pfEIzrSU9e8+BErUMqMOJYczQqOjpbESYwQzht+tPYGL63Js8Q7F+OUOE1p2po0TYiTDKViVCD5+uuvsUZ7T0AUMpsm1LuSJCnQxr9PbdcRRRGTYkI3dCRxjPrVpx9/PgytZ/pb30ktqxL0gLYeoCCtYZlnLOYLr73Wg7+4oWTovac9zSecnxyju4GrV1cUxYQsiXDGN42klEilaNoG5wTd4JNoh6EalUrBgV3YHMgt+9ELLUcLxXQUx6RHvnRG5y87+n28txQ3dH1L3eyo64au0wxaUNUlw6DZlTXlHq7Y1B1JnOCkIwgC8jynaQfa3uvN49h3ah2S6WxKud2yOD5GBimdlbSd5k9/+D2f/fJnpHGI6f2iUkwXIASb7Q6c22vTLTjjJwFxRNM13N3fEUUhSRbTtC0Pd/fc3D3wsNasVg1VXWKtGpX1hy9yfFA1ve0Mqw4+Jv6rwAshaiZ5xOnpjIuzJfNpRp6n1E2FEI40Tem73oNRct+bmM4mDEazWm9I4+QN12HoW6Q0OGEY+po0TsiSjDhJWW021E2HkpL5dIJQil1VcXx8TN8PrNcr7m7uccYzHz7+4APSIuXl9WuquqYeHEmSECnvloukJA5D1usH6roiCkPCKMFaRyDVPiy2w1jNdDrj7v4B2xmqquHm/makA4hG17g+EK4NP7HI9j+qWlVwyWTiyOKA+WzCYjp5UwFLKVBKgrP0fcN0OiVOE8qq5OT0jEFr1qsNV1dXnkCtJD//+c8wRnP1+posnWIRyEhh2w6rNUkYksYRZVPhrCFUCvXf/ebnnweBb4pkac4f/vAFm/WO3/7NrzBDy263JUkToiSm6nvarkU6QRT42fWu9C/LYrHEusdUnn2AYah8f0Bb4thHEuO8yrCtK4xxDIPe89gZraLjzDj1hNfcjgRB8EM08zBafX8qiciOpK9eANIPoY/hblrazjPntHE4J/ZJuZKmrcEJnJXc3j+gjUCoECW8uMU6S6gEXddhhSOLIyazCYaA777/mo8+eIfj5QKsZTadgRA4Kf2xIhBoPXgqjjXkeUaSZJ7csylZHp+jZMbDesPDuuL2bsXN7YrNtqNtu9E1ezwuFU8sBPonAjqit3D73YHENaTIJcdHM15cXnByvGRSpHRtQ9fWTCYT8qLweOo4RsXx3voacl9WrO7XXJ6eoLXZG1kCgjAkS3OOlkckWYITUNcVUgis9bqINInRxkdi7dYrqqr084osJctS5vOFz2TEcDQr0HXL11+9pO4Gr/wLE/Jihh6sv2dZRhIk5HFMVkTEUUCShMgoJE2n/PmPf+Rhveb82bvc3W+4f1jvlazR6EUfh9v2T1zfQ9Wk/jEcLAiYFAIRSJbHc2aTDIWjq0uMHkjjGGMcTnjLu3TOMw/bjrqqMENLkoQIKVjMJ76QlJJESa5vHvj6+xvibMJ0khFEEVk+8XdYOA+OaTqCKJYMvUTImFfbirKs+c0vPqEXBiElZ6eniCjAOP9A1zs/Ckvi2KfQTCb7UYk/2w1DT5r7xNOma73ySip26w1lWaON5uTsnHdePKc336Gtxa0Luv5+fxGjt5yhngqRTPcv/u5g1KX/hRgyMwI1/DAf18ZQVi1N64ijhKqGSWFpu4EsC4jDgN2moig69DCQFYMnr5KBE5TljgEfsHI+u0BjKasd3/7+z0SR4tNf/Ypys6NtG+regJOYvvOd3igmLwrapkIKyTDAy1ff+rGTVNzebbm7v2Ozq3lYrajqhmHQWDtWUI6/7/q/IYfxcHcaVwbFfm49zgfwvMSTo1PefecZeQZ1vWXoFeVuw/nZOWmasFrdI6XPYjBth+4t7a6n3Ww4ms+9dVr8AKhEG3rdoyKJkzG9C9BOoqIQuhqjHTe3K5xwZGFIEsWoJNorBX0/RUiJrkt6C4v5gvfe/4Ag/T3ffP09fVnQiJZXr6+x1ofGBqFEZhlhkBInGX3X03ctQkVcrza0xvLJJx9zf1dR1T3apiPOn9hPQB6nKvUBEfipH+3BYjAgxQ1K+pFjEvsUo2EwhHEKMqBzgmbowFi6tvNEZKUIpSGOQ3QgSYucNE0RznJ7d08YZVx8eM7PYst/+I//X77/4kvku2cgJcb58R9DTxQELJdL1N/9q88+T5KQpur453/8PX/zN5+RFhm7TU0xmRGEMUIG7MqWpusRUtB1Pbi9ZBLQg6Fruj2e2dd2MvAqqyiM/MDJWY5PFrR9z8urV8gw2sMwFXro6DrjaTpP7lQ8kRfwVGqNfaL8epS2TkfIq8MQC0b4MYVzmkEb2mZHVftwk6qsqRvPYWtaD68M44jNdovV+J6ItMRxRBR6Pf03X3+LEvDi/WdcXF7SVRVuLzra7UqsdWjtQyuVCFhvNoggRBu4vrllvdkhVMz9esc3337D3cOGu3v/8mttvJvuyWmI+P/z5X/KtNIdON5y4thxsjzi4vyIxTwnS70adBh6jpYLjpZz6qomCkOkEBg9MGiN7g1Jsu9aC0+VCoJg31dp/UhPCIhCXt+veH11S115eEW5XRMoxWQyIQy8cSaMI4IgZLNZ0zbtvk/TooIAJQL6buDlq+/Qg+GzT3/OyfECISxtWxJIy3KakyYR2miK2fQNsz/JMnSv+fv/8vf8/Oc/AxPy7Xffc7+27MoO59RIgKZG7snwwB35aFoLfjJvME4Ui1nO2XzCNE+JgoCmN9xtq720t2T9cE+eJiC8J2dS5KR5SpZlbLflPszEMbQ9wgiGwVG3HbtdRRQq3n//GfPJHKs11W5LX9dkSUKQJTgJgbWOME65v3/F5dkp2TTnfrUidiF1U4OUCKuo1iXJJCNU8o3Yx1pLU/sdyzjIwhDr9B5WIJB4Go+Qgsl0ShpHHM0LtpsdUjuWR0sU0gc9DjWbXY8xh7bKsfW0GK28HBwbqgNG+zA6+w+jsrge/bvyJxhu1sMk+oGut1S173onSUoSK8rGkSY1QgxYfc90mnG0XLJe10DD9e0dpu04XkzoB0vfVoRSoe2AdY4gjui1wQ7e5VZVHXVT013dIZyiqna0nebl1YbVeuUFVMaOMhbeNgrlv/HlVyMNgBo9qPpggmL3jEjF8fKC87M5R4sps+mE2WwKOG5ueoZhwFjvInXOkaUpTdOiB81sMUEqUFVLGsdvjklICUqST3OkUGy33pQ2T0OEMyxnOcnlGV+/uuLs+QtCaVmtHri9vcMOXnRleSTcetHMal0iVMj1zb1vllp4uLsljEJevPsuzlqEc2x2O263O5J8QtfUhFHMJIj45pvveO+dd4mjjC++/QvbsmFXrjyb/0fJSOPMxP6Jamp8lH1EgZU/ol8FQfam248UrJuaqm5BG4SzXBzNcYucVdXy85//HN11dG3Dzd0tZtAoGYCxRKGgaweiNEZ3HRbDN199z/FiSRJP2FY7JvMps/kEYwxZlnG3WnG/ekC98/z489224p//8Gfe+8WHfkUdNHGs0IP2yGs9EIYhEgN6II4iur6nrBocnhF4dnFJFCratt7jqHyXXAhBHMcESrHdlQzGcnl5QRJHbDYPaOMnCG0/YKzFaI8e++EhHdsr+yeY67MD7boY5bSJkcPtsRnYH9iPH1WEgh9HPHOAIHNoY2g73/mvqnJ/XPDo7rJqWW92NK1kV5Zc3dwRJTG9tjQ11E3H3eaeTT1Q1j1l3bNabbi5u6euDQ/rDevNlvv7DXf3W+5XJXf3D6w2W5q299XVm+sy21+T5C203v+Wl//w+x3P+Sf7B9hXVIFSLOYzjhYR82noI7UmBf1QU6QJ2+0WISTT6Zw0SxHKO867znvs54sJD+stL1/ecHJyxKTw+LRmGFBBQBCF/iioNbGKmC9mhFFAoEK6wfCwa2i0pcgLvv3mO9qm4cXzS4rZnDCKMVqj9cDQt9zfr1FC8O6zCx5Wa6wxLOdTtNGkcc7QW3a7DdYYIikQFm7v7mmHDjdo/vTnv7A4vWC1euDm7o6HVctut9mP//Touvy3HDPdaKy6GWlVhM+KyBSnx0ccHS18nqHz4Z6XJ2dkRUGc5sgw4X5TESYZSZLy9Vd/oS5LTs7OOD4+JkoTEBKEZFPuMEYzSSYUeezHo9oHn+AsaZrTDz3rzQOm6xEGgnDPjjs7OWKoaoIsJQhDnFMoFdJ1DUkacTSfsNmUDPsXdRh6ZoW3dLZty/b+BhlGRHFK09QoFSCV2tse/Vhjs9mRZzlhGND3DQhHFCmOllOiKOab775nE1Zsty390I52uPKJhsrjuX/1xK7W7z+mGp3bmoNSLBlJjUt+SLcdDnbSeIQu80YlLx6ydL1AiBopA6T0qbtSPXijcz+gjeBhXSHENUplONcgRYJzep/cA85JrL3HGL1PgbH7n3Lf1T980Ir9957/73jpzROTgWx0DYNR5dTtMxiWzGYRJ0cp52dLkkSgbc/u4ZYsCrhrWoQUGKP58ssvODo+ZbvbkucZu11LU2/ZbFcEQcDp8QxtewanGAbNPMvorXf1RWHIzW5HkRVU5Q6hFMlsTrVeY9qal1+v2dy8JIlCjo6O0Abq9RprnWdABJIwVLz37jOSICQMA04XBX/86ivS6W9ZzBaUm81+Q0rQ2sfIDdoxnU5I05gQDbrjj7/7HdPZgqaWbHcPB1XpYxXZHcR/iVF1YEcV2jASDvFGsapkQJJMiOOEJItREobekE9yVtt7wihBqZj1ake7q/nj7/7AYpYxdB3HJ2fEUcJqvfbdhc4QhYrQOuIwANeSpBFRk7BrKxZLf8zZ7bwPJY5ienqfWfmvf/vzzydFzsnxEqu9IspaMNYhhQPhEHs3lk/TGXAClBBvXgSlQrQZMM4h9lFNXTd4u6FSbDYbn98e+o6l1l4MlKQZoVJst2uiwKuiojjzcshh2NsWxy99MOIGPPUjGu1qciR3fSrRtR99Tj3SxbuDfoMZlXztqML4IQLLuRhrA7TxYyTfnHN7N9tA0xqqektdK6p6TVU3NE23/ztN0/pA1WHQaG32xqC3JdEWo3Ky/2948eWBjuLxzx416WMjy5j2EyKE71KfHc95fnlOUYRMssyPeOOEeVGwqyuscJydniCV5NX3r8FawsAHrUyKlDCMyLMc3des7lZEyRTtJNYYZrM5beN5hQKJVCFxluIcaG1I4hjdNYQSVCAp8oxhMPT60UADddMQqL1mHotVAsKQ6bzAGc3D/YrT42M/kdoLvfq+o6wqdO/vvQGCMMFYwe3D2ntedhlVdXMQguJG3Ar7xHV2PxEi8vjnR4SRZTnPef7sObPZhKFr0YMh3HsinHFIoVBK0HWVr/6sZTGdobXAGuNt49ZnIDrnEeF1UxNGEdYqojhlMsn3moIaa43nDraa9W7nU4N/++uPPy9yXxpYa0jjmPuHe4Iowll/FomCiPV6S1XviBK/IwqEJ/4g6XrtMwSFYuj9efBR5imF8GfeICLPU7/7Ge9sUIFvFoWBIIkihBSeNBR4Wo4xoLUevYjRQTd1OjqLyVHjRT+RK7h8ohMrRyPDQ5abeIJirA8+LgZO9jtye7Bbz0aOL4NzAucinPMpL/6nJxs/PTIay3gno5e9OTgKKZ5OpX2KT+dGU5b+QGNhRjxGX50UuWK5yHjx/JKLszlJopjMF16dphRG7rPu4pg0y1BCMi3mLJdzppOcy/MTiklBkqSe5qsERls2Dxs2qxVBGNN2Pd98/Q1JHDMppmzKGhn476lrO4TzDMYgigkj75IUYp8FKRzlboc2FqEU2hhf55g9j8I40iSmLndstjsm8wlB4K3Tj7HZgfQmIRHEtINEa8fV9S33qw1N4/ZVWHcAqvlv6buEI7BKdjC2rolCON43Tl9ffUcYhMxnS7a7HWmeYR1U1Y4kDkBasiwnSVKGvvOgWilwWJqmRTjhPSTCeX9FmBNIrwdR0rFZbxgGzenZGUoF1FXHrqy9HPg3n370+dAPXN3eIaXk5GiJUoJd3aGihMV8Qt/XdENPludMigk4h7EGIdU+sggkEoRiV9U0Xcdk7juPzvlcu77XuP3RwVpLFAV7gm9IuCe7dsPgEVFJQhAEqCDBmGEf2+SeaHp1BxFMjzSbbmRd1fsbMD4CPMqM25ETUf/EDpqNJMnjG2z2L/9TZOPmLTgoNZKP2pGmQY6QXGOajBotXEdPfF7zlofRvqUSOKTXHH6sF1dlacRynnF5ccJykSOFIY4iH0+uvWOyaVqc1iRZznqzpW0agtCjqgdtqNuGej++GvqWNJtQzCcs5znLacHV7R13d3f87JP3OTqecf/wQJrmRJEEYQiDDCEcQaR42NRUu5IoCghDz8sLwpBARfTaMWhBIAK0HgjjiDROuX9Y8f3La1SQYRFMJjltU7N6WBPvqUR1U+0NXZqr1y9ZrbeUZcOuqrG2GlVG5kDhlx3cp3y0ODzey8fRYLN/vhZ767RhNs1J0pi+LfnogxecnZ2zWq2IwsDj4nBMigmhCkEoVpstXd/uSchgrSGMvHq065wXj9mBUCmkisgnKUkaUtc1QkiPVVehh/4KRxgE4CzqFx8//7wferI0ZburPE8szgijhCiCMNjv4GFIEqU0lWfQhYEHVSDcHs5pCJKUMIoZjPEswTj24RzOksQBQnkraxiGKBV4K62UPtXFDEznS9jr4MMoJAj2e7j152Jr3b/QdGHU5X+0viYHE4LlSCrMaAc1o5tmnljZzb+gmBP78jwbeemzfZUynj640f9vD3bm4MByG48equnI6xCNfPsBfx3X/VRVcChPjQ/OrKPuSBKxXEw5OZ6znOUUqSfIYh04r+/XQ48UoMKAvJjzD//wTzinOTs/pm0bnIPNpqJuDcvlEUo4hrZjMBZtHd0wYIXlnRfPmU5m7Er/skkhwTniOKZvB6yz3N3dEynF5ckMow1NP2C0QQ/am2aiBIXAWUvddQzWE5X6tiYOQ7q25fnlBVW5ZRgGsizfG8EMKggJo5iqalhvdjysex7WFVqP8yrME3P+4YnFnQOhUD9Squo3VWIc5Rwvp+STgA/fe8Hl5TPKcodAkkQRzvREQcgwOJx1bFa3GKMp8hRnHitjC074XTxUHmfWeUQd0hO7cf74nkQBZtAMXeeVpti9A1aifvOrjz8vphNOjk/AWb59+QqhAt575zmhFDRliW0Hmrqn1wNN1+xXz5gwCPfiH0MQhgzVjmkaE4WKIotIiwntrsYOPofPOn+ueXMKbxu0HojiGCGUX0z2LjmkIEli0jj64TV0CdrIv1JU/bXsNTw4+4/Hg9UIKOqeeNkfPQnjFT7nr9Ny7BMv3DBCaj/u5M3o5c9/Yi6sRvPkx9HR47872Z/5H/0PjwyF+kA1ycHRIPgJXLUZ0Wx+SLdJk5DFNOf4yOv8T0+OSOKQMAw9qGSfTpMXBSrw/aL/7X/79zgX8MvPPkEP3R7Z7hDC7SdAgjgOkVL5xCIR0A8+bcqYgc16RxRlgOX65po0yT0uzFqwls1mR5rnfPLxR/4E3nZ7oo/fLGbznCSRdLolCEKWe/KzQHJ0siArUna7HdYNXjSDIM0yql1J1xuqZuD+YcfN7Y7bh1vv/nvTb+mf2ADUqIoaS6wPF/Dx4vuD0rLIU2aTmKOTI5bTKXW1IUkz9KC5vb8nylKcddRlyWB61usN8+Ux77/3PliPB5NSovXgnaxCEAYKKSBOI7T2aDmAfugpy8pXZE1LFPtjuDdzBQRxEuOM4+bVa7Tpef/dFwghufr+a2QYU7ct6/WWUMXMphlKeNssQhAoUHIfQCgl2+0au9swnUy8bLOuwTma3rAtdyynEy5Oj9nudux2FacnRzjrib5JWlBVG89oDxVREuJQJFHkF4Lsnrv7HbsyYVey78z2bwm2SIH7J1bqan9TH8v/R21Ae/CCmAO+wO4nKo9xuIkbPQzhWxaNbjSWHEbTiP7g+KIOVH2PmX3VwSISv2UOPX74OFjY6lHf5AfZdJZGLBcFJ0dzTk+WXnQySVHS70TaagbjiEYd6l63BJHkgw/fIUtTdltNN/jjUhSHxFGIHhoGGRMnGSiB6Q26G7BW0OsBaxzWbn18e55iGZBIsjzzepJA8bDecr3aUNXepamCwMtliwlOBH58TIBS0kNVVUgYxzSdpu8sd6uSZ8+fEQUCgWG92bGtGvrBst7suL3b8bBe0/f64H5N+SHncPaGgfDDUUqOmtPyicbgo2owB3LCQFPkGXmREkhJXfucBL1e+7N8oBicIFSK+cK7A4dB0/cG62BwhjgJCIKIpu3o2p4oDTDOMpieXrckSU7fDwy9JU1TmrolUIqj8wucc+yqDUGoEEqgfvOrjz6PVIDpenZl6RVXSnF3f4ceNPlkRpSmWK1J05RYKIa2Q8Yxg9536n2dTj6ZkGYJ1XZHP+i9NbZDBh7LlagArTsG7fHPk9mMMFR0TYN2zlNKQ0kQhnRdh3CCOE1I04Qsy3wgqe29U8/48vDHO3Wxv0k3/4Lk9bG8ViOBkR5x8d6WSxj8RHc3HgmXAp7O1xuHozxKSPuDv3cHXL7l6AEci5rEE2PLn/I9iNEDqUY0n2b/8sccHx1zfDRjNitI45i6qenbjjTJ/C4dJmy2pcfAPzxwe33DfDnjV7/6mDiCtm5QQiKFY+g64jDEOuvJx8i9NTih6Voe7m9IJzOSrCAMBEpCbxzL5RyFV1QGKgDlUMrTqXdVydHxEU3deAXcHovlUHSdw+iWdujoWktXdzjpsM6ipOLq6pqqqVkenWCM5fb+nqubFZttxf1Dw8PaE39+3PwVwPloTDo9wKiPF3U3sqo/VmpjL4vbN1anLBcxUeB4cfmMrCjotY+SRziOj5bIfbc+TlIQEIYKY8x+sVB7J67AOYmUIUJKyrrBIYnilDSM0Ptj9PFisQfDWKZ56unL+wlL23aoX3/24efaWibTCYHy4z8VpSSTCU5YwkGTSYmRjsncX4C6axCBpDd7/KEMSMIYZz0bDiTWWMIgJA5CPz0vt2w2PgDTCkmUJqx3FferLSoOmS3nyCAgTpK9wskxXc7ph97LQrVBCUeWRQR7c4hSc6x1GNMeUILGI7PxDj3m2Pcj38AYjNH/CyOcn+pB6AMp8yMEMjlwPHYHJF5+girz2PR7dtDIfKQld0+gquMnPu98tNt3b5qPQhgmRcrZ6TFnp0sW85zpJCOKFEWeEsmQu+tb34PB0XQ9VVVxf3fNdJaznM59eKdzBHFMP/QoJZnPFwzDgMW9Ydw551hvNjRNQ5YVDP1A1zW8/94LhLA4IYiChCzNydIEqUAISaBCttstOEExm2MdRFGEQxAnEW3bUe4qj1IT0A8dZjD75tmOs4sL0jhh+3BHVsy4W1fstg13d/fc3q3Z7HYjWG12IBe/OTgi6pHpjCeQauPNohkBQn1o63TimE8zlospzvoJ0Yfvv+t7H4EiimOKzKdDCSFwzhLHIavVGm0cFxcvsD4kASEt+SSh2+PEsyTG6oEsi0mLhLbxDMQgjrECtLXeQZPmPl5tt0X96mfvfu6MpelbpJLkkylWSpB+1q+UwjqLcxZrDNbYffntqMqKOIoQOLquIYoC6rZleXREEoWsV2ucEDRNS123hFnKYB1RmOCsYXXzwHpdUVYt24c1bdPz7ffXBGFCOxi+/vYlZd3Stx2BcDx/dsnR0QlKQRSHpEnk+e4yR+t63yScjW5IdyDUeCy/D8/03VtexPGOr/536OvTg9k6B/0K88QoLnyiwQjw7kiHPtYu6CfO+IelaDqaX//wfUoZMptOuTw74+RkyunxEaESOGtYHi0Jwogo9lipMAl9+IYU+wwExfHpGUIp8iID6ajrljjP6QZLb6DtLdZqoihAKYUUPoZdqpDF8sT3C/amIGcdYZT4rv/+9ONpNzl12VDuak7Pz3n9+gqBIUtj8iz3idbV1je5BoN1ErlvfG12O8qqRiDo+p7p7Ihy13B1dc3LV9esNgNVvRvJq8dHxnRkNgN4wQ+odHug/7ejKZTjx7mX7o1FPc9CskyxmBc8uzghjARJEhEnCdb59G2B209blE8LKqaUu4qqrjg5OeXq6gYlocgLr3sQ3lLtyd4+EToIQorpPuez6YjilECFhLHXOUih0Nr4BuLffvbJ5wLfdJvMj+i1Zb1aEUqJ6w09lijPcN2AM9pbCaOQLEnBWNqqpO89y15KX0FY4xBY6rZhsBZkyOz4lNliwmq1pusMURBytMx5/71nTIsJdzevuXl9S1s3fPX1N3z17XcMQ8/ZySnvvvs+xydLVBTuc/lS+r6hyBMmkwlCNIRBslfXhVhrDl7wcfS45u3x1z8123UHDcanREjmYNEYRmfvCT/OPTAHYqXJqNP8VG/jZvTn4UGTkCeckk81Qx8nAVOiMGE6VZyfn3N6OmO5mDGfz1geL2n7nqZqcBa2u4qqaUniHKMtobRMJhnGCghCtO3p+v8fZ//ZbFl2p3div2W238dem6ZQDo0GGkB7S9OMmaCGo6GkUChC36e+hr6BXihCL+aFpBHFIWc4pMjuJrsBNEyhUSiT7tpj9tl+Gb1Y52adOsgsQHMjEAAyb1579lp/8zy/pw3AVa/3B4ih3e32N1nE0PcIJRmNocgz0jRjVzcgPFpHNHVNpGOSLMPj6PoguHLG46zj5uaWJEtI0oREJySRQmtQwrNratI0Qes4IMSAONZkaULdtEgBY9/z/PkrXl7dsNrWvHz5kvV6Q9sme0OVeUPpvwRuj6i+D+V8cqCa9Ect3OEq90vegtaCWRlzulzwzjvvkiWaLC8ZR8dmsyGKNWWWh5DUrtsDYoME/+rqPtCBsiRg7SXoSKGkou9aIiEZ+hAJN5/PEGOIFGvrjvX9mjxPGfqRpu0pJlOaaoc1Q3AD/tEfffejNM+JIo1xnq5pUEIQqwjhfRDRNjVNH/hjSim0jhH7E12qAF3M84JhNCRRCp69xl+ipNp/4SDx1G1LWk44OzshThTOObqu4Zvf+m2ePn3E47MpRaJ59OgRf/C73+Lq5Qs+++wldddDpBn6HsaB5XyKjhOst5R5TlEUdG1NEnu0znB23FcEh7ev/A1ucfEb9NS8oew+xGwdrxL10W1t3/DQdgetwde95UeYtN/0a3Wv+/8sjVksshBOOk85m89YlCU6Dg91VVWYfmCS5aSxDp4dLVGRpJyWIXXXhRirWZljLXvVmg+s/zGsmaI4hFoWZUgt7roe6z1Ka+qmJskytAyCniwLpF5jwfuIYTAMpuP25pZd0/L06WOUCu2mD05qpA5UZ2yI/x6HERmBjiRN06N0ALxWdUvXG+7v11xd31LXLaNJ9/p8z5cA1IeJ/jFklv371vuKoNu/34Q3k4EPD+BQ2ZV5zKNHF5xfnqOl5eLyDATc3d6TJyllme5hMAJPFAJnrOH5i+fs6h3vvPPO3kGY4LxAChDSEYiUIqhPjUOJAK3dVYEs7ARhFtcObKuaTVMT64giT1iv71G/970PP8I7zGgZ+obZNPRfbde8fhaGYQiOJYLyy+7BH8ZZHB6EZBgGolghhN9HP0X701WErD3vGJ2g2u5IlCSNFE0b1FhyH92slAQhODk7IU5iurYljVPauuHu9oZ6U+EHy2a9Zn6yJI5j3GACMddbvHOkScRkkhJFs33+2bhXcx1LhOVRv/e/5q14SzXxsGLTBwaS9jcYJL7pEHrQEbR8maxs+NVAyrd93C9bFylhOjnhZFmwmOU8urxkOgmZDVoFscjt9T1+NMynBUpY4liT5zlShsvBjCOT2ZzZfMnqfsX19R3dEAZLRZ4ymoHR2CBH9Z7BBhXo0PdY03O/qUFGKOHAmTAr2NN7oygOfD4Bu2aHjIOsfFJOiOMgatGRJE6DZmK7C1SprusYLSRpTt329IMNLetoeHWz5sX1mvvVmm0VsiODqOzpfrh3OIuZHph2fl3bN+wrML1/Hdg3XA4Bq55nEWenc87OThAYFrOU+Twg1OM4kKDTLMHjg6pRCrbbzV6401FOysDTtBYEyCjCi334rnXBiWkD5n4wFiMj4jxjMsnJigzjHV5IsjTj5vqGfFLy5Ok7vHp5hfqTP/z2R3W9Q4qg00+SmEhH9G2HjiLariNSGq00QoSpqnM+SDFVKEGUlMT7WYDSEeFMCL2dUhEhYtCidUQSaTbrFUoHaaezA0qFdBTvHdYJBmtx48AwBN/94yePePr0Ec4aNqsVfd8xmU5Jkphx7JDSU5QZFxePqeuKSZlSTCYoOaJVmJTah+in1/3ZlK/SiGf/f7QGh7ODt1UW7uBwiY40BfprDp70oL88XknGR/OMrxtQflWbHkea6TTn/HTK+dmS+bQgzTRlnqJEKKeVDr1hFGmSJCIvMrZVi1SKk+WCaZkT64R1XfPJZ5+jUUwnMcYNDJ1DjIJh6MmKDKU1woefdbXdIZVmsViy2e5w1nNychJuOQ/OGZQnGMiiUHEkiaYsZwgvQrTZOGBswK91XUtV1ey2NR5J3faMjlA9GEvXNGyqhuvbDVc396zXVYDRmMM5yepgdfegsmyOBoCz/e8j2bcAyRsqr4eh7+SgMoheVwZxFPh8Z+dngYmxmPH9736bcehRWtF3wQMiFUQ6CZwEOSAVTMoS60DF4eFv6x1xJAOSb9ew3lQ4J6jrAAWNkgytU2KpSeMEZ6DZBUu/V5Isy8E67tcr8skMYwXqn/6j3/+oa1uUDA6q0Yxst1t2VQUy0FS9Cz70YFIJwxkzWrAGayyjGYmjELvV9wNK6n2UcdgKCBEMQEIEzX/XdqT5lMXJEkGoJsaxp2tbjPVIFVJkozjGeI+x+wAOqRj6DmdDbxRFAZUkpCSKI27u72naltOTGd4NFGnMfDZHSosQwZXofbwHj3RfWc98aY75XwvQOBTzHKO1xjfAOt62ARBHwhJzZOE9LjPf9hYqgofp8GJeslxMKbKU2TRnsZiQJJIkjphPppTlhCiJqZow05lMJ2G9NjqE9HjhKCdzkr13/fNPv0Diee/pE87Pz8mLFJQF52jaNqQnKw1K750UGq1TIq2JtKSqdmx3DW3fBqaiDiBUKz1VWxHHEVol4OHTTz9BCCiKAuEcWopQDUhNP/QgoapqPvviC7xz7KqGV9f33N6v2W53dP2wv/WPq6RDlHd9dEg/QGR3Bx6A5mCF6o9EVt3RgRA0CfPZhJN5Rl5kDEND1zUslnPmiwXDaGnqniSNkSokZgkh6YegixFeo6Xmk08/CQjxLAvtdR/EPZFKQqid83S9Yb3ekhcZ3o20fcfoBf04MvYdUkcIFVpu0w88e/6CXd2g/tFf/OFHSoiA7t4/aF3XU5QFXoQyChG4eIH+K8mLAolgt93QO4+OU/o25JcnaYJ1FmsscaIZxz7kkKvA1TPWkpc5zg10XUeS5njnWd1vKIqCJI0Y+24fxBBCErwXCCFD72ktXReqhtl8RlkW9INhu2v47NPPOD8/ZzKZwtCHsIo4xuOZFhlZGqEiFbL4vMM5zZdZhMOv6b9/XbugD/QEh2tHd2Amio88DPoNh4A8EAWNbygp29/g4U+JdDB2LeZT5pOcNFI8eXzJo0dn5ImkSFNOT86IY81gDCOem7sVidAs5xOcdwH6IhxlESK0ndAM3mMHi+0HiumEYjan63vyLCEtEpyzeOvwLlSLeIkx4eJougaLo+/rgBGfzTFjz9B3+/UvRErjneDVq3s224br6xekieLi4gJrzB4lLtnVLbu2AR8SmXZ1T5pPaDrJq6sV682enGTdG6qk5NfMT8aD36M40EyIg4fdEjIr36z5ECKlLCMuzhY8eXzG2bLkO7/1If3QcHt3j+0tq1WF1BGTsgxDzD1Wftf0rKuOcbS8fP4MJeHkZImxBhVpkrSg7xq6vmcce9JIYJ1mMpsxmWZhC2O6sHGRkn4MuR3jaHEClqcLYikZuxZ1cb78KKwE8i/BF2YkjkNP4owLKSLpg8EgBSRtN1L3PV7qsJJQGiEkAhXsxCYYf8IOGKRSpHEIPxit4W69YjCGZlez2+14fPmIJNV03Y40DaGfXT+QxmkIzogiPJbnz58hUURRRlrk1E3F82dfUKQZ33z/fWazEilEAJnGEZ5Ap5mW+R6tHDMpir34xO6NEiE85Ot7v/ENoqPhCFjCkUrPvOGmOTSVPNB3Tg8e/OLg0EgPVkvDwdf1tqhuQxRppkXMpEgpJzlnFwsuzubkaUKcJMxmU9IkIU1TnIO6bbm/vw+eDCk5Xc6ZTKeMxoD06EhheoUdFaPvGI1jdb+inBQIpbnb1ey2O6ZZRoSgHXrSLEMoRdO0pFozyVOiRDGanlh5xrahHw15McEMBq0USRJCPZVUaKlZ3d9zd3PHxcUps/kMIQRxnNANhrvVNkRcCYEx8OrqnroXDOPv8OzFF6zXn9Pv8fNvnom86SA/OxgYq6OV6gMiTR/QfiJgzVcDUr+cDeWZZTkvuXh0yumiZDGfkWYx7zx5gsDR1y3r1Yr1ek3bdvvZVc449KRJzOeffcb13R2z+ZyLs9N9VkB4Pd/fV/RdS5wo5vMZ26ahmJ3yZ//4n9K0PTc3d6GilyqQf1UclJPOMJ2VwVxnHdPpFBXFyUfb7Y7lvMA7R9v1RDpmHIcw5ZeKJIlBgtYa72C92pDnOeWkwBlLmZcoJfD4fd69I4oinHPB9IMkS2Pu7yv+/u8/5vZuDSIOsVtjTxzFTCZT+r7dd+hBfxBSfEGIwMRv2pabqyv6bqCcTBjNyIsXL4m15uLsjEgKnB2I4gi7z8pLkohYh3CIJM6IpCdNFUVRkiQRWRYFObMQD0c33udvWcWNb9DuPwyBHgAmxQE3wPPVNN3Dm8gfVA41XwajNAe7fn3wefq38AEI+XGxZFJkTCcZ0yJjuZhyejZjPs2YTwom0zlNb9FasVxMEVLihabvOoZ+IEtS5pMCYwe0TnD7eK4sKxAeBB4voG9aTmYFs0lK2za4tmaSxHgh2fYhdNIMPVW1oywniFTRjS19tSXTEcrDyek5k3LB6uaONI3IixxjDDpKMC4cPE+fPqZpdkwmJVEcUzcNbdex29UMg6EfLFdX93zx/Ip11XB/f8f1zS+p6+dHe/03tWvzN/hAmgMMWn5klx6ODnLzhgoief33SSI4PzlhWiScnc0p8jikPokQUZYlMXma4rzbR5d5Xrx4wWR2wmQyR0uYTzKcGXny9OnetCRJkpjdbsc4GCaTIojufMCByShiV9e8ev4Fpt3RG4GQmqZegxQkabYPShHkRYHwjrbZoSZl+dGHH7yPt12YwgqFlBK8YrCBg5foYO4wg2O73uJc+AJwFiUESRzRjR1D3yIlRJHGC79/eOH88pzPPnvBD3/2M6YnU771wXvMioy2bTk9O2c+n7PdbnDOMymnjOOIUjFxHFNtK6TU9H3HZrXh0aN3AEeUxKRJytANLE+WxGlMniboSNP0HVIqxv1eOBLsE2I8i/kUnWiMg7LIKbOEJIkpy4JIy7CVEANCBG596B1PD3buycGAz/DVqGzesBs+9AjYN6wIHV/NmW+Ohoj9W4eTUkrSNGFa5uRJxHI54+LslLzIuLg45dHpnFiE30dAbyVBN+FFyEEYeiQCiadv6v32JmM0QeylVPDU53lM2+/oOkNRzJHSs9vtSPNpiFf3jratibQHGzBgwguUEGgkfTsi4oxsMsFHEUbFIATj0JJnMeWkAKHo2oH1rqaqW37x819yd7umLAs22w1mtBgLfT+w2VRc3dzz7MU1u7ZnV/c0bYsxvykeTR482OIttm3xhuGqfEtF8SVfMdLh5/3+B99kMcvJ44g8T0nThEgF/0KcBd1Cbwzz5YzT5ZxqV7O+X1PVLdvWsrrf8PLqJXmeh3kc7NV7FYJgtBpGj3cC4RxD37NZ3aG8oUg1u25kU9VMJjllkdL3Y4hFq2vOz8+Q+4tV/ckf/s5Hjy4XJHFK0/dB5JMn3N9veHlTBzmoJhg29vy/cDurgGIeR9q2eQ2DjLRGSIXWCZO8oG5q/u5HP+Zv/u5nfOvbv8Of/vEfEkmL7zuECHl4fd8gpA9thwun3Tha2rYJL8Bshsdgx4HZyQVREjG0LeV0hooUcZoxuoHReRAKZx1pHBJ1zGAQXlPMihBZJSOkSul2FUkE89kCrRKSTHN+drpfzQSpcZbm+yjp4KkWItoDPI6dXuN+YnzILJB8GVnevUEvcPji0QcS3V/z0pWSONaUeUaaaObTgsWsZDLJmU1LFrP9sC9X2HEgz4uwZRGeLFGMxjMYwWp1z9jviJIULT1FmRPnE7Z1Q183aAFJGgI0nfOMJqT4KGGRMgyEhQxDY+NciIyLQgxaWZZhregswgk6I8jO32O9rqg2d5hxpNltQ78vQMVpoCQ1FZMiwxjLL3/xKR9++AHWeu7u1tzc3LNa77i/33J9e8/N3Zqm7en7/gAa83VCLXFUyQ17dd/ma37ak6NK0L+loghtQhILTpczIhxSCT78zreYzgqkB73PkxzGgd44urYnikMuJNZzcrLEe0sSwf3NHR9//AV/8Iff5XQx5eb6nqauMaPDO0eSaPrBUFUtaZqSZjHWGqSQLE/mIDze9kwnKfPpFK0kWioiJckSxd11EBY9efIY9b/77/7yo7vbG9arsFKYTkqSVJMkmq6p0cqiY03T9WitSfewjq7viKM4lG5KhZ3vfl4gvMPbgW294Yc/+Jjrq4rv/943uThZsFutUVpivA1pQTjqeoeSgjzPEHtJY11X9H1PHIc8QakEEseq2qKkYz6dhg2AcNRtgE2EYVNQKvb7eOm6blhvG/L5gr7vg7tMhtPPe0OWBVOTc54s1Zws58SRYj6fUhYp1g5EWjMtM9JUEUfBRy2FQIo900DEe2T0IYv/YUrc/JpyND1YNX2pRxeiQO7XmFqpoBQrMqaTnMW05PJsQRqHvv3J4wtOlhOmRcpsNiXPE8a+36/0IvI821d1jr6pGcaRcjJhMp2xq7ckUYKQilW1oSyKkCWnFF4IjA18wyhSJLGiaSom0wlxEodcurpjtb7f/+5CiRnFMUJI/F6X7wW0RgYZ0rAjTzRKx5TTOWlesNnW++SegLrq+8BTrNqO1XpF0/Xc3m+5uV1xv96yrRr6fuCrlf7kDT6O7GtALw+ruoe5y3FOxANQJn1LO6gPJNchrns2K3nvG+/xwfsXXL16wdnZCY8fXbDbrFivVzgR2PzeWrwZ0QLKcoJUil1d4wXM5xNirUAolidL1psKLRV5XrBeb+i7nijWxElCHKd77419rbcpJiVt3zGbzphOSrbVGusMeV7g8SgFw9BxenJC1xv0s89+SdOO9L1jvkhBhPJvOp1yedGDFIwmPIBxHPqcOIqwxuxLdY0ZBgwerRTWjvTtgI4Uz69uibOMf/lP/ymTieb21RVNP2BMGARGSpNlGW6/KpRK0jYt1gTvQVHkSKkpy4I0TXjxeY1SkrOzM4R1iChivlzyxefPefX8GUmSkWU5cTzBOYMxhnxSohJLdb8iyyKKIsONA9F8RtPFSAmTSRbUan3P+dkJ1gyMxrBczOjbingZ9NpexqxWdxgLzkXUzYrRWKy1WDvgbIrzOjgVndkHMEqUWuwz5fYvMO/DvSEEQoYkJY9ByhwlFVI6tPIoVRJpjXeWJEspi5w4igM7UUuaWjJdnqCVwIw9Mk7ouoYsX5KmBaMMwSybzYaiyFFas1jO2VQ1WsG0nKCkD2GYbUuiNUWeMogBIRVOgHcGidtHfUmSOOPmbgtSUsYxWay57XuGYeTi8hFN01C3XRCuCMV8NsFZw/Vmgxt6Eq1RSuOsp6o2YfjoNZ6Idd1ihoHrm3tW6wqHoO07mqYP0fRj8BZ8WT0dVlTVW9yXC74Kjj2svqqDh3nzlgPaH61vDw+PFHAksWIxn3C6nHGyzDg/n5MnEdvVHZtpGV7racamdsRJSixaIiGIdEzb9vRjB1IwnUwoZyU3247rm2tOlgXdMBDrmDQtODs7AeHZbFbsdg1RnHN6eopSlqqqGfqBq1fXWGJ2u4rHl2ecLM959uwF1fYm6AC8IU3CyvWv//N/QY+DJ89KyjJCx+C9wRjN9fUd5WQKUrJZrymSGGtGlAqOJRXFIedvDIMf23fE8V5YOSm5vblnGAS/873fpu1u6JvQhxZFCBFN44Q0zcNusu3xKOq6o2t6QOG8JE4SsjSl73uyLMOiKYqUyWQW+AUMvLy6pW870kwz9j3rfkAKhxAWrRMQijQWSDOSqvBCL5KENEmxNlQfaZZydn5O3/UYM3L56CIAKqUkknB/d0c6mTGbn1HkEWYM2oSmDcIZYwIkwzmHVIH/tt3eUG13qChhefaPsbaja37OOARAahg6hsM0jmd4P+6NMCLw82TY4UcElWWSpcxnU6xQZEXOUO2oq4qTRUnfd+hyRpIEkxXWYo1BoOi69rWnXOsInSSUkxBH5m3PbDKj6UboOpzr6fuGOMno+oG67ShSjYoESuf0Xc84WPpxxCOQoyXSPqja0pxq24IQTKZzdrsKZx2dikiTnOVScPvqBSrNGE0gSLVtcHmOTrLahiFf33VUu4a+H0NUfd8ymofNSXSkixgOIC9vW+dt3yK26g5atc1bZNQPBqr8iDb1pR07S+csFymny4zLi1OmsynOC05Pz1gs5+yqCo+knE24vmu5u7vi4iwnn+UIrWnbfeJPHNN1HZmd8dnze9Is4+JsQVXvEDJmMIFZMZ/NSaIIYw136zXPn3/GyXKJ90Fsl6YpVgicAy9CzFyWaaQIODePYLk8Zb2qMN6gJ9MZSiiQgrrZoKUkyyKiOGKwjqHtiHSEjDRlGnz6ddsSxdm+xJQUeYFdB3++J3Djn3/yKevbhvwPCrSTGKvYbjcsFlMgBEO0Q0/XNpjBkOYL+n6k2lUkaUGSplS7hrYJbq7BKF7cbfnmhydoHYUdqDWsV1uEE3zrt94nSWO2u5phGOh7g3OGttkxnU5YnF0wNKHVsDqlbzu8s8Gm6va4qrEjKTIiGbNdV2zrHdc31+T5JJBpVtecLucYZ9lt18ynJyA0oxkCYqQPu9s4SdGqpGtb4kiTxr/g4vK3qDanOJuhtcYZixktRZ6SpBnGW/puIJKSJFWkSYwdBqpNw+L8HdI0YnN3A3HG5aMT1sPIJ3XH3XbH+XxClsZUTU8sNZgB4QzWS9JsErQZdsALQdf2QXYtINEx/dBSbSu6pmc6K3AuyFCHYSBNEiQeLWP6wdKPHSqSXMxmQe3pwSHoxoFh7Kh3TVgJLuchAdj17LYbhv0q2Eto+oG2aen7kb4baEdDVdfUdUddt3T9uE/lVXsJtzxYn45vgJ7UBwDY8Q19vzh68B+GuN3B+u/mDXODByFWcmDqEq8xc0IM5JnjZJlxdrrg7HQaLL7eonUOIkTinZ3M2W53uH7gYhZxUgjK6RQpBeMwEseKPCvZVDvq3vDxf/oBV599wZ/98ffxCNIsp+8NWZoF7FfTkkaaskyIEs3d3ZrPv3jOcnnKyek5t7dXnJ4sSPIFbdeQxzKItIwiS3N0ItGx5vruUx49vkR9/zvvfWTMGKKYnaPb45aKouTu5hbTD5RljhaS0QbjAS4YhHCGOE7Z1R3WC/K8ZD5bIqXn6vqaTz694RvvvstiVmKsIc+zvRovKJ68MyEqy4ZtghBBOrnbNSRpTBIHgq01jrv1liwNdJrb22uscZycneK8J9IJi3mQWmZ5iE0S4iHCDBbLBUmcoPMUdMR6dc/Q1QghMU6SFcn+ltPhMBgHFvOSZ89f8uLVDe88fcJ8NsG6gSRXTCcFeZqyXM6wbmBSlkRa8cMf/ZQX1/cgJfebHWmS8+d/8WdcXX3GdvWck3nBNz98j+WsJFYqSDW7DryhzBKmkwkqjjF2JC9y8mJCtliwuLjg8ZMnVE3Lrh1556zk1avndFIxm81DHPcYXsBKC7TWTGdT4iyhmEzp+g7rLEkSlHV93+G8o8wy4kQFXaKKcRa6ocOM415wI7Ao0qzE2RHvAuo9CMLCIb5rd0RakmUZ0+mEPE24ub1mvd4iVRzi4J1gs625vVux2dTc3m9YbXtu72tu7ipW645t1QUAyRhhnd9jq9yRa/LrpvrJG9iIHIh4OPDyqyOZ9ttEYA/Grv4rakwpPdNJyunJlLOTkvOTCYvFFGtM4CZiX3tn2rZlGEecNZRFQbYfBFprSbIEawIx+urqhroeEHje+8YZeaKpNhWDsYzGvG61nZA01tMPI1hBmZfkecpqtQUVYbzg2Wcvef7iirOzU9I0Zb3eoFUUkHxKooXgpx//kjTO0GHDK2j6Hi0V49hxv1ozDoY4Dn77AIOw+z2/Dm4kqYmj8IAOQxdwRb2mGtY0/Y5fPrvl3Q/fC4yAJiTbDDa8sOI4ZhzCD0FHKU1vkHYkiRQSSdc2TKY55WyKkoLVZkM3bPnut9+n2a5ovCTJp7RVT5mkuKnmRb3C1DWPlnPyssR7TxInxDqm7zu6tqNczELqrDfMz85Y3W/BO8ZhJEmCHsA7y9C3/PT5K25ut1xcXDKdlSSR5PGjD9i1DXd3az759As2m8D3r+sQYDmbz/jWb5/h7Mi0KIh0SrO75/vf/pDr65B3Z41D4ENv7ASjt0wmJdOiCKaoriHPcro+zBYWi5JFniPajveePiZPV/zob3+KLGM+fO8JZVZijMUOA2Nf41TG9PwCvKfbrmmaLd6Gz6GlBA1RLBnHnqHrGIYcrVPyE8F6tWa7qYPEOo5o2pZuqDEuEHniOMFYR103wekpJN55OmOJtKRzBotgNj3h9u6WFy+ehxeq11S7Dbs63PzdMDIMI8No98Tn6EAteYgpSw9ua8Hbk5+jt+zmOWgPJgd03sPB7PrX7F3ar4jDIu2ZTnJOT+Ys5xNOliVlGaMkpHkaEorGgdUqWOS7tmE5X2CdY1NVLBYLEGGLNgyGzXZLvQty5YuzRyzmc6LIs7q94+LRJSrJ+Pzzz0iSmCyNuL7bcreD954uSdXI/e0NQkY8ujzn6vaOLM+YL2b0bcNnn/wCHcVcnJ+zPJlT7XYYM1IPNUhBMS3ReRaQzg4fQhOikFU2GsNkMiOJI7wdiaME4R1N07HdBfzQ5XRJ39VMJzneWbZVIJte39zSDYKzsxlDt8Z5iVCa0fYUeRoAEBA4504gZPD5GxPKwtPTJdNJEfwH1lFVFUUR/n9wjiUBhZQqUh3T1BWq7lBSMTpLXYf8QOsMbdMTmQitNc12S1dvKfIcXLjhtHTYYaSve5JUUpQ5V9ev+J//57/m0eP3uF29AGeZTjM+/eQLVqsd/+VHH9OOhvOLU+azGdp6Hl2c8r1vfwuNYVdviVSEkMELr/BcnJ/zX/7uY/7Hf/vv+fO/+GPaeseu2vLoYsnF+SXbqmZ9d4+UjiRO6UbB4Dy9dTg7wNCDN8SuBZ0RZwU5FttWyDijKDJUmbGqW/7hk8+YTqZM84yhXrGYzYKs23uiOAEj6dqWzvWICNxocD7DmLDnNqOhawfSLKNpV9xevULqGERQVZrRIYRDCk3dDmw3NatkwHlLN3QMbc84jLRdz67tMMbtZasWYzXWdgfKywdg5kP60+5oT68POAnjwWS+O7JSH2c6REemqfZAmr05mubrA9Qab0W+pUnEcjHj9CRnNgnkniLPybMw/ErTiNEIfOsY976ZNM3DCjDO6JoWvGc2X/Dy5UuuXl1zcjLn9PSE1f0K/EiWxfRmJCkKdJoyWkuWpgGlnyakSYyq7tncW27bjizLQ26CEFwspggFxdmMSZ5xdXXDz37xGUWRM58GNawDPv3klrYXqLhE90MXOP99R+8HThYX9P3Att4ynQXLYtP0OAt3d3cB9hhHDL3BjCO7XUPbtrz37jf2PuYR6QXeG07Ol2gb9NpCRcQyaOG7rtu3AcHE4YxFp2UYlkwngQxDyOJzzvLo4pwXr2745Wef8/idd9huNrhhFwJEjGdWThminME66t2OSEm00sSRwucJ1a4hTSLms4I0WdA0Lb7dMZ3m4DN2dU3d1pg99/CzFzc8fe89vvvd7/HpLz/m5uaOm3sJUnD96paLJxf8/u9/l4vTOW1V0zShbdreXYGQxHmBV5rtZoUde8qsZLvb8ejilE2V8Z9/8CNOT085X55QbXcU6Y5hHOlFTN8DVY1Wjqgo0VmJTlKeffEpd3f3TOZzLh4vadqapocoyRFmoHYO4STeG4QbeP7FL9HvfkA+m7Np2zB5R2DqikhI8nzBYHv6tsaMhs1qg/eQJAnVtmHsPcY4TD9iBkOUQD303K82SBTew2jBWWiahq6/xVhD14VgGGNcSAY24WL5MtcwPiAlyf3D+wA6zQ767UOAS3rAMnxTPoR/A5xFHK0AzX4bsDz4s9ODg8d+rfaiLEpmU8XF2ZQslWSZYjLNAqPfGrTO6Pug7EuSdL/1Ea9df4vFFDWf8+p+xacf/wzlQzDIYjaj7VsWiyVCCjbVBmst42jYNS1aaWazGW3b0jQtWRpxviwY2xGLZLY8IU4SXj1/RhxLZpMpcZzSW89kMed3f3/CZtvwD7/4jPfe/QZPnr7DD6qfMck154scbeyI0hBZRVUNrKrQz0dpwTh2PPusJs0yRnONkgKlIna7HdPZCU29QyvFMDg+e35LrCDSQSU2X8w5P3/M+uYLohjyrKDdNXtWeRjM1LuOsQ8JQR5I8xKlY3ZNTxpHJIkMhJgmpJi4tmfsB8a+5/b2lulkipqWeCnw2uGMDbd6pImjBGtG0jTkF0rvQtshJMVsjgDubm/RWu972og40fzkJz/l1fMNf/RH3ydPRn7rg8fgH5NkKVonfPrLz5nMZ5R5xnZ1w27XYq1AR+G2j6OMpuoYx4GmrvDe07TQ2eBGPL88x1450iTmj/7wX/Cj//Jv+fgfPmN+cs5gkqBzMB1l7BHOcfvFp2ykYrNZB/x6b6jaNTrOaR1sb2+RWGIdDr0oidFRhooGfvzTn5HmBUqFCG+PD3lwShHFGXW7ARe2BQHYGdHfrrE28PtGYxDe7+EUa0Yzvo5ss05hrA4mMgPjuApRcS7Yxb1/G/58x5fxZhu+TCqSfBmC4o/WbuNrb/3bga2H728OBFbHOoD7Izu34+si1qIoYjrJyDPPyWJGngWSVVnmXF/dcHFxgdRqr1WRwb+SphRFwW5XAQIzOEYLRsHdasPY9Xzjgw+YlhM2mzWzWWBXrFarPXBH0fc9UuiQjzC0xLFi6EOuwnw6Q0xgvV7jfE9nBCoSJFlM0/Xs2mB9n89n/PxnP2O7bXj6+Jz/+J/+C/6vfkBvWr7/3d+hSGI0joAMUoKpm7HeWYzQXJ7NgJG7+xvSNKOcpDx58pjdasO6u0cuFUmeYc3I6anm5vYO4piL80eM4084O7+kr3Z0VUc0L2AwoSAbx9e3QZIlGDsEdnwUBd2wVERpEJX0Q021a3BecbJYUJSWm7uA+z47WSIkSAxRrKnbls12S1lmuH0wRKQ1u7ZlPl8wnxRcXV1xf3/PYjaj7/cRZji0jpkvpiRJwv/zf/h3PHr0DvMyZnO3Yhg95WxCLjJ264r59IRhdHz+6csgIrIeayXraoMZerr2nsG6/bAzzIT6fsPgwlApjQST8owvPn3B//XF/4XHl7/Hru24+/STEK8tBUoKrlsXHovruzCsNA7jDK9uN3v4ZRjKjsOAEiEBVkiFVAmIGCGSgGk3N8RJgnUOJROcG8P7yYxxrMKKTQT/xTiOQYmpHki7bYC5UGJMFVo373DOhp+xz/a/y8Opujq43eX+4T09wGud7/vu4WCa/4A2rw/k0vpo7ea+ZhB4AVwdefSPD4rpwcd/GBhWX3vrR3HMdFJycTZBOkeWRGRFytnZObZvyPMMLxRZklM3W/p2RCqNsZayCFp9a8MFdnN3w6tXN0ync77xzjvsqioI6oYeKaEfhkDkjmPwDmuCtDjMCrrg3dhHoatIkUXBeSmTlJu7DWboWFye0Q6Gu/WGPC/5+ce/4OWLV/z5P/4Tnj46w5kdz15e88e//4ckEp59/gk6jjOsc+RFSZaOONnTGag2d6gyZXkawItJknJ9fYcyI++/9x7bbmBT1yg8ZZbw6GxGVkxBCBbzJXU7MNg9mtnBZtcipSeO4wAadQ7rLXEKm82Krk9YLKZ4ZcIPpmtpdzVeKM4uHqGcwZqaNA4y4dOzU5SCsW/3xKKMYbyj7zsu3nmHvu0Cwbbp8SKUmKvNhkiAkkFx5WzBMHbM5zO0EPz3//2/wqP47vfep9muwUuyPKOqO1arHd75UKqPnr7vuL5bYZxm6A11vUJIGaSp1qGk3luOLd5HGNuGPEU95fr6JeO4xjrLsxc3ITCDcHMqFcQaIY56/5J34PGv2yYhwsYmUGN9EBQJhfMWITK8D5sWa7dBvsyAQOD9Bkjx9Hg3/Grx7GXIMcTvsww13vf8ajrzYciJPxqqRQcP37g33jzd//nLI8pudNB7K75MUBoO3I/2DTc8B7Tl7dHD/zZAym5/CDwEqqT7/93/ykAxSSLyTFKWE4oiYz7PmSYpeTGBRHBzc0WhI548fkzbG+o60LOU0kgZ9P7r9TpsXQSkRRrQaGnCcjZ9Pdnf7WqU0rRdFx7+KKLrOpqmYRwN0+mcJInxzjGMI0mSBkhPs0OjgjPz7gqlNBdnpwgf1tmzsuCTX3zCixfX/MWf/zmLacGr58/43ne/w7e/822G3iCcxdsRve06hsFycTolK3KKuiEWBhVnZFkCqqDIMta311xf33J+ccHoQ/qrHw3OBecfPqdpW7Ik4ux8yd/+f/4DT9+54Lc//IC761d4HQXUswiBn0opYhXShSKlqLcN19d3zE/PKWLHzdUNKpuwnIWE124YGPbR5FmWsbm7Z1KUpEVO1VTYwTGflKBgNA6UIskLCito65px6PBCUZYpQkoGM9LtGmbzKav7Nf/2X/8nBuv5x3/5J3R1TdOHpN5xW9O0I3Xb0vcDTduFjcYwMoxmn+gbykz3EPrpgtIvJPy6IyJQ+xVqb9ePbxCvqF8DJzmOqXqQst4cTK1nB+/zcMN2Bw/Aw/pssi/FH1j2Dzy8B0aefEvJXR8M645xaA/rtwexzk/e4nMYj2zT1QFYVfPVoNfd0fdbv6F0P/5aH7IfmoOV4ngwN1BfOViUlGR5wnIxY1pKirxkOpmxmOdkWTD01PWOV1WFnC9Juh6twCuPMZ40LQI5OQp6CxBYZwKwczAU02m49GKNMeGgePT0CavV3euvocgztps1vQURa5q2JhKSssio6pp+DNu6pu/YNWGOFUURcZqSFDnbl1fkWcnp8pTl/ITZpGC32eIdVLtADxYEFW0+maH+7E++81GRp3g30jQtwgfteZ4lKKVJk4yxH/Yk0ohhDGrALEvJsoxuH1MUQJGeJAnldBQLPv/kc4gj5ufndLuWervB2HCSAXumf4B6xlHMq6vr8OsXgVl/dn7Ks89/ydWrG+7Wa6yDYjINe9SuJUlizD4W2TtH14VoKO892+2W0fQkacS8zDg/nZOnKXXdYkbLdrNFKMGPf/IJ/+Z/+jt0kfOX/9U/xY6Gq6tr1tuWu3XF/arZB0c0rNYrqipYUuu2o+s8oxmwzmFdgnMD3if4r3AAHm6j4ujF93UgT3MwoV4cBVEcD6wivhp59vDwP/S2Eb+aNegObtVDiMnDgK4+eKBivpo/+IAtdwe9+mEw5iEA5eHAEweBKb/Oqnv4MxgO/vtttuzoYLp/+DEmB5/XHLQb5sDfPz44wEMe4nzJ5fmMxSxlMZ0zmSRMZhlJHB5+7x2RUuRpRjsMezNP6NPb/eZDKcUw9qEScGHla8ceOwQ4yjB0WGdIkhghYLNZY6wlSTOUVNR1Q9ePJEmCkJYkivZhq/uvWwissVRVRZqlZGm2T5kOv89hGKibhuXJAh1J2q5G6YdWokcqhfUBlGq8Qf35H/z2R7GSaCWo1lvqxjA42NYNTdeiZYhYTrOccRyDMWY6Db/a/cM/m04x40iiE2SkcYTJvXeeTz9/TtP15GmKFOGGLIqQWW6tQ4gAIJFIkjwjL0vyKPwgql3NcjFHSkWsNevVmulsxnw5R0qJ3gPk27qm7TryvEBrzTAEc49WAmdG0jjl7374Y169esWsnICIePnqhk8+f8UvPv2c73znd/jWt3+X589+yauXr7hdVdzd77i737Bab9hsN9RNTz9EGJvgnNzvrqODF6c4IO+KtwBFfh1lSLxhPVV9zUMTHRCCxYFq7SGd+DDFZnqUk8BB/oA8wKXXB7en4KvBl+pgwHaIPisOxDT66CDQR1/n4dt7v8Eenq8Bn0YH/H13JAYaDr7XhF/Nk9x/RKXIs5TFrOTibMpinnO2nOMMOK1phz2bMo6ZlBlxFFFVNXGSMp1Nwdk9qUiH7FQf6KvWO7wzmKFH6YiimLx2SSLCILwsJ3RdC1KEqK+m59PPnxOnGRdnS8ZhxCMxztCPQ+Bx2HC5FUVBkiQBIU7w0nRdRxwnPHv+MmD6FehIY43dMxKCNqbejaw3DXiJ+s43n340K0smZUFTNWx2PT6ZBAy3tzy5PCXPUlbrLXe3d0ynk2AFFvvUYK0Zx2HvDHS0fc/Qj2xWK7qx5fd+53vcPH9J6waePH3MuM9mB0jihEgr6qbGe15HS1sz0HYDch8dHmnJNMsww8DnX3yBihJUkpNlGZlW7KqKNMtIsxycC1ktWiOkoK1b/vpvfsDLVc3lo0dkacRnz54zWEE5CY4p53qef/E5V1f33K9r1pstVS1pW4MxHc77/c14+GCMRyspf8DzG37DF7Q74gmeHzgKi7dgwvWBpHVywCKYHNiOj2/DdN+Lr4/aiHJfWpujCqU4OND6/YOWHU3WHx7+h2xFc/Q9yYMWoT048B7+XXbE3dd8NdU4PTgU0yPuPgcPvt1/3O4tvAXJmxKUpZQU+SmTUrGcl0ynBdPZlDxLmc9yiDy9KxhHsMOWJ48fE0ea7XbDzf2KNEn3xB3NaEwQSe0H3EIKdBwRax1mL1KhtCZONVESIYViu60wJngAqrqm7/cgFu+ZzUuwI107Utc9DkeWZAx9z267I8/z1xsKgHEcEUKQZem+qg5D4ziOgyqW0HYnaWAySixlkYUV5T/5i9//qJxMAimkzBnGnqoKtNxppplOgozXOR+goeP4OrYoxHyr118EUqClYuha8kmJHUa60SK1wFrP5eUlXbOjaVuKIqTLehewxiIKcIu7m1t2u45iUjKf5tg9mQgpmM4K8Jb7m1turm+D+SGOsGYgzXOMDc6609Mlnz17zj989gyvFKMZ+Ys/+WMW8zm7ukXIiH4Yub29YbWuuL5ds1pXVHVH2wqM0XuCcLN/oc0OdtOHmXzDQVl8XL4f5ga8yZb6EF0+HjwcqwN4CPxqyKc7GK4lRwM4f/Bw6QO+PfuH/9UbblJ5RBl6yCzsjyqMB6ltfXDw+YOv8U3rvgcWQnVUBfmjvv/QtmuP9vbu6N9lB4eiP2Ip2IMNhHkDndm/pidFUUSeJSzmCY8vTvjgncdEWuwjy1JwhllRYA3YYWBWpqSpDkoEpfcZFG1w1wmJVGpPzDYYOxIlMXj/OrdPKUj3WG8pg7mr6zrKsqDrerq2Y1JOOD87wQwdSaRfqwWVAkVQyIp9iR9HEZGO8M4HQx6eIi+QQpHmCVdX19S7ng+/+d5rCbJzITtBSonUAq1FWDv+4z/9/kd9FwZcUnt0LFlvNiSJ4vHl2T7KSTGbzoiiwGbPsux1XoCQgSfvvENHkq4LsmCpIobe8tNPvuDi/ITfevc9ttWWfuwDjitNqNsah6PICoT3wbu/3rJYLCnKgq5uiXRMUeavD4vLizPOl3Ni13N9d0/rPPP5hDRJGMcWIcCMlh/+8Ge8/8H7PHnymNPlCdvNmhcvX3F3X/Hq+pZX13es1ju225qmDSz7oE4b+Wo6T8aXkd8cvFAPHwxz8EAdPkzjwWSbgzKcA6mr4FdjzKM3hIcctxUPE+zsQPHm95/jODj0cOiXHdycA1+GWMYHD6w7cLzFR6DMw3ZleXC7c7DmG/efs30DQu3wIS8P9vFvqnTEUclv3rD7P4xXM284gEN7Ei4sTZFnzOYlJ8uQgPzOozOiSGKdZTab0Xcd3jqkksGGncacXz56vdMvygmRFhgz4rzdD39BSUUcB/2+9BFaKbwLr4s8zxnHgaEf99sZ83qGlsQhgMeMA1oKrBlDjNl0HqLR0gQhJXVTI6Vk1wSVa5qFyHMpJWVZYqxFICjKnJvbG+Io59HjC4yx1PXuNSbNuZDbIaWkaTq0DbEu2NHx/Is7HCOL6YK8yDDjiPNQbXdU24qiKPenVouUiqqqmC+XGGNw1pAmIV3o5nbFpEj4h59/gsjmFJMZXRNAhkVRsN1U4fTRinEceXxxCV5wc3PPydkZk0mO8NAPIw5BZCOcM+isZNePOGM5ffSYFk3VdCBjjPEkUUSaZ/zN3/w9i8WS8+UZV69e0nYBI3V7t6ZueurG0PUNxhyX4G/ivLVvGL4d5/wdl/8PA7j4aHp9bFvdHgzidm9Yo00PJuOHwhp5sC2Ijnr17b6acEeS2Q+BT/gyB1EcrNEeHrb10efp37KBEAcDxUOxTcSvJjM/2X+8m/3hMxy0UbujAy3ny2Rkc3DjP8Si+7es+sRRxfOlY1DKkSSOyPOCSZlxdnJGkQtmsxlFrFCRphstQnU8fvqYqxcvef7iJa2RPL48I041o+lQMuHubsX9/YrziwvyogyzKwnOB1aBscEcN44DURwYflEcrLvGWIZxCCK1JAmtAft8DSkxxgTj0DCwrnYUxRStFYMZabtw0QYEXMhP7IceJYPyT0aKumkY/YjwAiE0VV3hvKHve6yxWBc+/6Sc7A1Ne+7mB+8++qjtQ7ACDpwfyfOMLIkZxg6tY5IkAxzGeKIopLH2Xc9yucQZE+Agw0i13bJebbm4uODRxYL7myuiLOfs/JT1/e3rlkEpGYQ6UuOtY1NtqduWcjJnPpuSJJpxsKRZSlFmQSCjErwz9F1DpDWDsSRSUFcV1a4ly0vq3Y4XL6/pRsvTd55we3fH3f2Wm7stN7c1t3f3VFVDP/T7Ev94Ah0dTLkP+/DjAd1hn+kO/OLm6Jazb/gc4mvIQOLgFnuI8j4cMuoDco0/crP1R7fneESzGQ8OOX+AJPdHg75DGu6xCy85er9jRPnh/14cVBv1UbtijzYdh3p/dfR3yf5AUAdf8/Hw1B0Ed7Svh3vZnga9mBZcXCx5fHnOfKJI4phiOiWKEqSOqLuGx48eI4Tg9v4GGaecXb7HYnGKMy3CDqRJRpGn7Kqa58+vUVJRlPNA27Vh+q9EhI4jZBQGgUKFrdkwhASjcEDE5Gm2t4rHDMOA1BEnJ6eg1L7CUNzc3uwlwQPVribPcybTKXleBMJPlpFEMUpKoiwJ6dlKMgwjn336infffQepDXEcBY/MONC1HXGSIiVstxuapkO99875R01dc3Z+SlGkOEK8VtM1CK0CzFArlAhlpXMagWYwbVg/OEuaxsRxQpIXREoyXU7xQiAI+3adRCyXCzCG3a4iL3PyJMwR0iSibTvifEpepMR6Hz/mglx2GAxKx+AtzvRoFVaOdd3SDT1CCqpqC1Lx6BvfYVvV9G1FtWu4udtyfXPP7V3FalPRD/1bUNGHfet4cPvsDgZSy4OHUB9MuO1BjymObKbu16CkZgc9tzyQw5qDAWN20NcKvpoq9FC6H5b45cGOfjharaUHJptjMvHxevJN+HF7dBg99NynfDW96NFeW7A70D0Mb/m5yIN25HAQmB+sER1fDUNJjqi9QYkoxAlxbMhSzWJecrKccHF2wnS/Bi6ymCgKA+wkjsnzhFhDlsQoqVjd3ZDlMZNygh8deZ5ihjaIrpRAKEUWJ/hhwAt4/uKawQa//dh2eC/px5a7+w3N4MnzjK6tGIeRYRzI0jQQth3Y/cowoM3sPtpLku0hOEmaMJgAcVku5igpMOOAdSGIRyBI0wwVSawBITRRDLe3G7a7kW99612qTUVRzgKnwxmytODFixuaLhwozhjUX/zpdz/K8yT0IdbgrGMcDWmahpfgPndsGMd9fJfHOUueRzRNi44ihBA0bUua5UHQc3/H3fWKSCqSNGG92TItCnSk0EmM9WFtVRQl1tmQfe5CJqCOFEPXkSURwzCy2exCxeAt6/U6wDllSF0xLlBzkiSm2rUUkyVt1/Hq6iV3dxXXN/esNwN143Gufcsazh+84A5zA9uj3rM9WKPpA1T3Iavff40SjYMbWR5N2N2R+UUeVBnmaB4wvoFbHx0dHu4NX8PDgZXxZaadP7hlD3n35jfYYJiDjUN99D3eHbUr5miN+KZNiD7y60u+Gs5xOAztDh58F27BSFEUA9My4fJiyZNHT8nzGK0kjx9fUuQ5WZ6TZwlaS6y14EyAwrigqx+HgemkxI4jXd0Ej0WsUPuBXN909MPA5dNHlJMcJT0//vHPEFKTpRHr9YokiYjilKauGfqW6SRjuZwzjuH32o9BVJZlGdumDixA70mSCGMMu92OKA4Y8VevrpBSMZ9Nw8zBWuI4Zr0NbMAkidlsgokrjmPSLOY//+cfsqkalrMJTdOwq7vAedQqaGOswQuH8J6u7dAPJXnXt0ip94OCELrQVHXAU2UpCIKwQUKaKYwJYMm66aibHiFDCql3hu16y3vfeA9vBl7dXgWGgLWkxYTRGJ6/eMmsLMkzCUKR5Rkewc3LV8xmE87PTqmqXUBVYem7htE4kiTbf40erSVlme+HKp679Uv+/od/HbID7io2m3ofCSUP1kjHb81RT+2OFHgPyrjuqN+3fDUjPvkaO2n5BimtOTKkiDc8tP6g1+6OBoHH8tiRr6YOHR5GhzHiD3t+cfDgmYPDz/6GD3/5Fh19eWDndQelffOGlkgcfJ85X43TNgdf16He4Esln5QZWnfEWjEpJ0wmBVpYskSzPD8hSTJW9y2PHp2TRHHou/eMw/l8wbaqGcfwEO3qFiEEs/ki0HWlZLGcvCZdSynp96CcLEvp+h6lQw8/jANmGJlNp0GvkkSMg+Gb7z6h7Vq2m004oiPN6n4NSqGjiNVmG7ZmexL2/V0wArV9D0LRNg1927NcLNhut0E6by1CSuI4IdZBNtw2LXjBZFbusy9SHn1jweKkZElB23e8evkCSZh3vPvhuygBY9ezlRu0EJLtdk2SpKRpSl3XwYE0jgx9TxSV9MPIYrFg7IdADBISrUOwQVsHq2lRppih5/RszohlHDryLGVWTlmvt1xfXTO2Hf04kEYR1XpNtaspy5JJWQZzSz+wuV9zf7fBSs2kyEjTlKEPQaV5XiLxgT5LcKtJGfPFs095/vIKkKzXOzbVDmPsG/pN3iJtFQc2VI6Yc/agDK8PtgLy4EY/LK/t/iEQB32vfMPhwtHK7U03dnFgmeWITvPw7x+qkeZoi/AgJ27ecvAcfq7qLbfzYYXRHx1avMFW+/B9ZweDPHtQYRzmI9iD7787ODAOD8PmQH9gAsdeKpKkIMsSymLBbLogLwRZKpiX00Di0ZoXz1/wzuNzTk+WXN9cgzfMZjPMGB4kKcIQLIpilBooiglCBAJQP1iatqZQOvj8y5R+HHA+sBrwAms8P/7ZF/TG88GHT+mHDm8FfT+ilQBrmE3LEAA6GLI04eLyDGMcTdtTbTbESUpRlqzu7kjTlMlsRm4dTdNzfX1LnqUB551EjOPI0A/sdjtmiznJPjPj5OTkdUSYGQXGmn3F4DDDQJTGlEXK/e2WTE7ou5Eii/cRfyXq+99596Moijg7uyBSkrZrEVJR1TWx1jhCgoxAEicaKQXOCZI4YbvdICXM51PyNGW33aHSiCSK+OzzL9BpSl4UTKcT+r5lWzUgoSjDjX+/2SCjUGI5Y8nKnDTLqKs6ADKjUJ1ACIbM8hStwj7UjjZANFYbfvLxp+yagc22YbursfZt/Hb9llvav2XazdHeWx7cROKo9G72L+bhDR9bvaUlsG/QBmRHc4buDb354b+PD1oIdXBwNG9oPw6VcfbgoHNvQGplvDkb7/jrnuz//kFktNwfBO7g4x8qBe3B4Zgc/Hz1UfsS2hwhLFGUkiaSSTlhsZiwWBQsFguW84Kzk4LZNGVahmSrcl5yd18hveXpkwt2u4Y0S0nTDOt9YEEOA8J7YqUxo2FxskBJSb2rQtS9AeMU3gyYcWAYLFEcMQ4DhhFvLdWq5xvvv8+2WuOkYFEWNHWDM2GG1o+hZD87f0ScTYIMVwh2VYWznqKYBFx6EyrvoiyJ0wiHQ0vIsxC1/vAjj+M4hPAmMUmS0NRNqBGFJIokaRTzH/7jD2j6jm9/8wPqahfYioOh7zumswmTMqOtdtxcrRl6y9CP6Mlkshcm9Hg/hhKn6ynzlL4bSZIMHUWYscPFJQjFfJYHw0Lf8ejRY5xz1PteZlfvyHTwEfTGwNAHksrZCfWuDxAPD3GaY8d7tuua9LygnE+oNvdkcczTp0/oh55dW7Feb4miBGMbxjFYV7tuYLVaU1UNt7d3VHVP2450fX8AnuBItfamHlR8jS5fHL3g7RuGed3B7V6+xTX3cPPGR7f529h29uCmrI9WXW/aXOyOviaOyvPkYB15OHs4rHQetAPHc4+Hg6862Pl3Ry1AdfT57vlqgo7drxrdkWT6OCI9fv27ESJHa0scZWEIHXmSOGIxmxHHYYCndEIcCfJUIaRACUlSpIzdwOrqjvksC3t1O5IVgYfQ9SEJKSnCzdw2LW3XkvtJ6KvNyDzP6NoaLTVaC6I4wxrFbrdDCChVjhhaktQwXyTgJNtNi3ycEKc9WZox9C1CKZI0o6l3ICPauma7XTFfLFjMTrDWM9iBrm1IoojVOvD70zQJ1GgVKhTEHrjSdSEiTCmssXskW7BwX16e8+O//wn3dyv+q3/+z4i0wjuLdY7pdBE+npSvrdxSgjHhZ6+jKMZax2azIY4juj44huI9yVWo8AuzZmAcBsqyZLVe8fLFc7K83FtTg1JQRZLFYs6LT5/Tj5bHWYbwFm0cwlqySIEMmeV9NzJ2fagkqi0qjhB7tHE79AHcOQ4URYG1nuvrW8Axn81oup671Za6NtzeV1RVw2je9JAc7qjjN5SuX7cSOOzpDzXn0RvcaX7/gHQHNzFv8KcfO+eOtQf90b+JjoZ+5g2HkPnK3vtX3/qjleXxvx2OhpBn+wd6OBqWuoNq520++tOjkv5N7YY/8gqEn4OSHVE0J44VcWxDMlMWB/Ky7ynLLOCwpGBSltzf3XCyXHByesZ2UxFFmrIsqeuaPEuIohhkeAjbtkMIyXQ6C7izsYdRsK225HnG9fU1Simm0ynGGNI4AGqaYcRaiKOUrm2JEo1wilgVLC+n/O3ff8LHP/4Z//J//89pu5Zx6Im1oiiL/VpOMfYd41ihhKfIMrI05YsXz5BehsAWBV0f2jdJqFCGMbwO0jQNO/w97tt7z93dHYvZ/Es4KwJrLVXd8vSddziZT9isVyR7jFjTtpRlyTiOVFVFFEXMl3Ocg+fPX6KDQkoRxTFJWpAXU5pdRVlOUX3N/boii3PytMTZgRfPv2BT7ZgvToh1xMuXz1kuTyiKHC+CNfj+9i4gwPIMP3S4fWyRFuCc4WQ+5YvPnzOdlkwXU5wxmCacsMZC31aBbqMThFBIaZhMw+pwvdrw6uaOpjfc3jVstg3GHpaVDxP07uCGjg5WV2/qc98kArJH5bM/mNA3Ry9odyS1PR7Sqbfc/vbX+ATkwYDM8VUG/uFq8OuqmIch2+6ItKMOBnSGr8aVRwfbjgfL7OYNG4LzA9PRAzfgbRVOevAzKJEyRsoVkY5I0xPiKCTk5nlKHAcsermfAWXpAqUEi/mc3kl22w1nZ6dEkWToepbzOU3T0tUdcayYLQu0jOhHGKwM0nYhsD6kGyVRvHfqgZY6vG5VhHQCg0DFGtuNSKtZ3W9YLiVnJ6cMQ0/TbVHlhNXW8NmnX/Cd33rKySxmMI55OQnWcKGQKkA+hPcI78KwcnLy2kBXbWuapuHxk0vatmMcR04Wc5SSfPLpHUWRM5vNWK1W9H1PsZ/kSyEZ+j6QtaQgjmO2VcXd/Zrz00cIH8xJxljwgV+RpgnjOCJFMBa1XYP3AiFcOABA0LY9Te8p8ox+GLm6uaHvR8pJQRKFBJ2+sQzDyONHj5lMJvRDT9PUe4hBCxKq9ZZBRVyeLzF9H/aZnaUfPUWeEquYSVEyna7ZtmMoq4oEJTXbXY1SEZHSxGlMnGhurm8xo0PHQVNwX9XsWsPt3YbttsI6cfACsweimOxgh9x/zeCNgx61OxoUqoOhXvSWG9Z9zYBRHbQgx31z8xscAIcaA8lXY6mPDT/qqL8+/Lvtwfd9uG570wDSHUzexdFqVB3NK+4PxE+HQ1S99x8Mrw8YKffD4ygijiCKRrL0DKVAa8GkOGFapORleOiTOKbI9lqRLKU3A7fblmEciIUnyjJG36OUBp0iI4tWkrZruDg/px9G6rol0hHzyZTNdsXQN0yKOUkaeujJbEamFXms2TYdXgbRmzMjRgi8GrE4vNRESUYcpzhG2rHnX/+r/wdFkfHP/9v/jvu7G8ZxIC0zvJB044iWAuE9eZ6zNiPWGKS1tG3L44vH/M5/+0d8/ouf88nP/h6U5GR5xjBY4hiy/fc9DAOz2Yz1eh1i8vb9P9a9/tWOxvFf/vZHaKn58IMntE1LomMQhvu7O4osmIi8AKEl/W5gNMGS/+TRY9Rf/OnvfiT2RJmu78OqBIcxltPTc5SUIWTTDBjjKIqScRy4u7tBa42UgU6T5wVeeHbbDTrJuLg8BTOQxkngpRuLUMHCa/qOPE3ZbLZ7X7RARSlaS7pmR55ne/1B0E4rqenGkfW25urmnpvbNduq3uubD2/+YzVd/gZ56MPgTB3NBto3lKn+N7ytD4VE2ZHe/22+92MHHm+pTMaDntq9RRLLkahnwq9GidujXtu/Yf6QHgwz9ZHk95jQ444OjTC0FOIh2r0jigLRNs9isjSmzBOWs5LTZcnZyYwnjy+4uDxHK8fl+ZInj84pyjxkD+5FaPPlkigLfoeXn7/AdQ2LeUHfDyRRSpSk3KzuQtiJVjSjpRsNWiu6piZSwV03KafkWRlw6W0TwknajiiKSLMMay3OjeAFm82OtqlRwrJczmiaXVjZJQkvXl5he8vl5TnvvvsEvAPrA716u8VjgwdAeJTW9MOIx2FdANwKIVhvdpyfX3JxtuTl8y/Y7nYkacrQD1RVhY4jFovFPq054e7uju12y/n5+Z55GRKeHIp//x/+Ch1H/OVf/mOEdPT9yK7aYrwnSRPSOAHvMKOhb1q8219sUrI8PUWP40iWpkg5kCcSpQVJMdv3TcE9laZh4n99fct0OmUymaB1xHq9Js9z4jgOvcXJgr97/oLVtuXJ43OiSIVAijTD9luk9wzDsFcVhkDRB0ZA2/ZEkSBOYnb1Du8FUkgQEisc9/cbrm7Xez1/u5fyqoP++OFFmh4M5Jq3+OeHg9WeO9qVv62kjg5uZd4ySNwcyVc5ksauDuYLyVtkwfJoYHbIEhje8v4PzsDuSDH4psHl8JbvLTpYmYqD2/8wnjwF+pDjKDXe2/1rJOymtSpQSiBVoOtoGfTwRVkSx4Ll7DwExyjLaDqSLOZkMefVS4l3gnLvPE3iGGMdw2gwFtbbihfPnlGkMVhHU9ek+ZQoymi3FbHziNGyG3b7MBLLMAycz6Z4GT6OcyBFhELSty1SSCZFiY5iBuuI04xESrwXGLumKGKSKGRCCiGodi13qxWb+zXfev99Fqdzhr4LuQaEhKxIF2FFLcE5gffBYShlUMUKIdGRJpWe/+nf/Cvms5IoSQJfw9sQ/WZLmq6hrndMpzOklEwmE+q65rPPPuXR4yegBJ9/+jmfff4SIQTf+ta73K9u8F7sZfkDRRozm82RHpwZubq6wlkfotu1wlrLF8+eof7Jn/3uR9uqout70iii60IktxCKKNJBpmjc60miUhqtNYvFgmEYGIYA19xuK4bRksQpg/GMfWDt7foRi0JLQawVcZbho5T/8X/5a/JywrvfeErXtThn9nQTSbXd0XVDsERGEZtNzf3a8+z5M5q2O5r0y6+sjb4+Zjs5Utz5I0HQw/or+hrFWnY0yX5Tfvxh0uzDHnv3hkpkeEsFMfCrUEt5tE6MDnQID4yAB0FP9frhF/vg1fCfB6agQIoChH2dlCzEiBAxUuZIGbiMkRZEkSeKIEszkijgz2aTgpPlgtl0RpYnSByPLxacLueUaczJfMJ8NiFPYi5O5+RFzNn5OefnZ8QpaA1ZGrGYz6h3GybFjJube9I0Zb6YECcpoxPc3q+4fnnF5589A+GJheOdJ0+xUjFiibIYMwREVpKFPMMsTcnzFKnlPghmwAyWvm9wzqAkxEmyJ+4IrHM03UDV9NSjp65blpOCrCxZbRuaxtD3lqZpWN/dsZxPmZQBbSdQ2GAFBCmZziZ0o6FpHWVegHNoHTI2Qmp1gooSdvWOSZkzn89eH7ZaK7zzLJdBDVtV1T67siZOEuazGVIIPv3lp9zfrZlMJnhv+ZM/+n1i9bBedCT7781591rZ23QhnShOE6QOHgnvbZj6rDc77u7vOb+4pCxT0jxj6Af6cQjrtV2DdyD2qG0hPGme0nQ74ihM7ps+uAPv765YLpacn8wQXrGtBl5dXzGfTcliSdVJROf527/7QRg05u/y2bPnqL2lMfiqR5I0QoyBqHp/X/H85Stu7sb9qtK/QQXHG1Rzbxv0qbeU8+po2h69pTx3B+93aEWNEMIjZYySJUIEsIeUbh8cqtF7YqwQEOk4ZCioBPy+1VESIdJ9Aq4NoE8XHJmCgK56KM2lTHA+zDqCT32ClIEv4H3KMOwCKy4qETIcaN41IWzFEaAV+gwpJNaFwIoomgWptSjQKkcIg1IWKYI8/IvnV5TTnO98+1tgavKsxHq4vrkm1oIylejJhKIo0EqGyOzFCf3Yk+c5SRLvMwNAS0UWxbgsAzzffP8pzz7/Aml71OkZ//DxZ8wShVSOy8UMZzsipTj94LtsPv0lq89/zmx+Qj6JGJqGV69eUaQZcSyC607FtL3BCU9Tb5nkJSpLg59eKeI0od5tkVFGRMxmc00chzL9rhrp73aYvkErwdi2nJ8viTPNYjJlMB0RKVEsaOqOsgiYupc390QqIZKaYWgCwQdJHGmkBGTEarND7C/V23WF8BI/dHhhSZKU29t7kjzlgw9+i1evXtJ3HbuqYbaY8v777zEtcv7jX/+Qb3z4Ib/92+9zdb0mjlOS1KIkJHEQL0VCs9tV7MyIkJpYRygPKopBgFaavMzQddPy+PE7yH1wZBD6eG5vbnHAcr6gqTs26zVpGrLe6l1LXhRYG/aWSZbirCVLIhCSYjpjva357Oef8N7Txzy6vGC322Dbgf/0H/6/SK34r//ZP2KSRHz8058SJymD82AMUZJQTiYMg+P2fsWrq2tubjesN82ezPO2FZ5/w8N/WE4fYqPsG8pyeyT1TY4IOYfT94BhkgKU1qgHeeY+Si2ONIIFeo+GQoTyL40jhnHg9m7FyemSNCnDjYyla8KKJkpynA1wydH2WAfDYBB4Ih1i1ZQucXaHdR4lk7CK9YY4LvF4rIlxdkqclkilEbYnTXMsI2ZoGccANS3LDK3T/e1oybKCOC5wrsVaSJIISUBRffrsCuPhz/70d1mUOfVWk2cZQsCTx6esNlv6tuP8ZMl0FmSx1nl2TUORZQhnaZodQmryvMRbx/1qzaRMqZuayWTKd373e9zeb/jpD35AKSTpZI6NC4RR9K1FRgl/87d/Q7Ve8fR0AWMIPJVa4YVAp/k+u9KBgM3dHdm0IJlOSNKCUSvapg9+F9eHwxfBdDql73u2qzvKPKPrDO12x/nZkihXaD8li2PcTrPbtaRlyrZqSSJLmiSYsQ9BNsNAMU3J0pimrfHC0Xc9cZKglWZbt0ghWCxPaZqWth/IsxwfxbRdwzC2GFszsROcC+TgSGmUDxzAXdvy5BvvkP745/zkxz/h0fLP9krDligODALnBWkaXodKSK5fvWR5Ot2v2B1OSNo2DErH0aBPTiaUZbAldq2jaQfiOKYoJoEAZAxOGBazku12C0icdWihifMkwAWAsR9I0wwZJby6ueOnP/85s0lOtii5b3YIpXj89JI/6HqK6RQhPFVT893f+z7bbUXbhHjowYTp82q95fp2xe2qYlPtsM6+ZffN0W19KMg5nspnR/316qgisAdrsIc8uuJAFSdRKkZrSOKYLJvuH4KGOJKcnLyDUtC2d0wnF5RpSrW9A6VxxlEUGXFa8vc//SlKST549wnjGCopZ5ZUVQUS0rjAOseubUizjCItWa/vUZrQu5ZznMto2pE0KwHHbleRJCFSXfqcKIrZ1BWj8RRRydnZCZ3p6OqG0TqMcVhjyPME72OkkiRxyjgMCBnaFucGZpMZaTbnhz/7Bd/77vt86xtPqKoNcjbF9GGe493I2WnAUudZTJImGAt2MGy3G2ZloD9Vmx1JktMPPThQStJ3LfPlGc1gaKqGuh1ZRAWPL5c0RtD2NX23I84ilPT43ZbL5YTZrKTrB0YbCNDWQTMORB0oAU4GZJ1tB7IkoWs7mr4nTkMSVBpFFHmGNYbV6p7trkbqCK0ky1nOcjbBSUtvBTrKUdpzcZnx8uU1VdWSJQnWQBIp6i4Ycoo0RriR7bZlulxihwFrWqp9YrQ1A957dJyQOIdSEo9FJQnSBKitUgopBU3ThHyGcaQocgZv8T4kaRV5ClJhRkOexlRVS5qE9lkpjXUG2/d4YH5yRjc62nrDfDEniVOkgm0VkGTqj3/vux/1xmOlpt5WCDxd1zNaSxpFID2z2QQtJUJo5vM5s1mJlA6BwIwGYy1RmqAijRSCH//9j4l1xJ/8we+xWa8w1qJ1hMOTpRnruxVNW4cBzOBou47FyRneO3Z16P9v7zZc3WxYrat9gMevKsa+vJ27I036Q7+cHvXZ4xsOj0Okl+arybEPUImWJJ4wKZcUxcBilvPo8pLz8zmXF+ecn56glaPMJFmmyac5F+cnzCYJp4sZWgcC7OnJgtms5PT0BOzIdn3N5aMLvvHuU7I8QWux12mH9uf9999nUuZ0zQ6PZbaYEe8/1mRaEMcxSSJRyrNYTIi0ZD7LWcwm5EVKnmpyLSnnBcb2JDLEVqk9yVYKyclyxuXlJVqJIHaJFFmq6dqO87NT0izhr/7qB1Sbmn/+z/4c27UYA1GiiWOFR5JkOdNpgRIer6MAlG12aAXbzSb0tidLjB3J8iKsxIQgjnQIl1EJP/rxT7l69pxYDpzNZwxJxOAGbNfTu5jOenZNy8lszuXFGXXf0XQDUZxT1x0SH/T1QjBdhDg04SBWgiTVqEjT1nXIwMhzMAbTNFgzcrfZ4IUmjzVKe1CCRGvKssC5kbGpSPOU1gmqbUO9WdM0DXXXkuZpgPUi0CoKgakedr3BdCNZFLPaVdRtz/lyiXcGlWaBoLWX3t+utgwhOSas6GIdbnNrSZMYL8MKL1YxLz9/TlEWPH7yhOtXLxBCcnJ6RtOE8BCtJW4YGcwIWuGihP/3v/0rHj255PGTS7puII4T6l3D0A+o6az46JefPePzL17hvOe9p5eYboeOIro+0FC988RJSpmXoBQqSYijOAw4xo401vjR0O4q4iznHz79gmJS8uGHH9LVFYnSe5DISLXboSPJZFIQKxVunjQoraRUGGN4cXXHy6sVq82Wrntwyx333YfW0EPVW3ZwYzdvmQc8TPTjA3GM4phcq3VEmkSUZc7JouT0JGc+yzg/mXJ+PmMxn5FlKZNJymI6RQjHOIbbYew7pFRMpnO89AgEKoowduTR+Rl1XbPeVGRFyaba0NQVkRCUswlKK9brNVmSIHAo6ZlPp9yvtqgoJlIhojpJI9R+TW9Gh1LBJp3lKX3fBjFNXgQUlXBMyinCOYo9XMJaS1lmJInCOfDesZjPQSim0zkvXl7zdz/+mNnyjKdPz5kWUaAhS4lSkiSJGIxBSYV3bh91DX3f4l0AxUync148f45UistHT0KpLjxxpMnmU17e1/z0Rz+mjCy/9c1vMC1zZKpxUjL2Iyqd4KM5N9c76qpCOsN0OkFEEgF0nWe3XfP4tCRJc2pjqfueWMbsqpphaEOmwwhSwdA2WGOItSRNYooiYMnGvmZaJswXJ1SNYRgdaZEzLUtm05JuGPjpx7/EDiPvf+OC+bxEOM84GLq+2wezhKRtoQRmGAPgc3ka/nwcSNKMvhvpmp7R++A7eEDUW4MSjiSNUTKi70M4iPcCg0Urzfp+hVSCp08eMZ1OePbiJeNomZYlQnpu7lesdz3PX92w2naMPuE//Pu/QowNeZryw59+QlTMmZUF3nmSNEf9oz/7/kfKtphux9W24b3f/j6RjiikQ6kYj6ZreuIoxdJj7IhSEdZ4dtuOOM6RiaazI+kk5+runh/94Me8++Rdymm4efAhA71tdiSxJi8KkjgJWWpjT6Qj7u7uqNqRu1W15/VVtF3PVxn0ydc42jhYBx5SaqdHAInDvfWDOOar6z2t9R4aOeHy/JLHjy44PZ2S55rTRcmjy0ekSUISJ1jbIzRMyxyBJy8y0jjeJ7p6NtsNkdJMp5MwcDMGpSS//OwLTs4ueP+D91lXW+pdz2q9Zber6Psg/+2GnqJImE2DwqzrB/q2Q9jggdc6HKB9H6jMy+UCswdLpGnGaMye7ixJI42SmjhLkFrgrCGOg7mr37PqiqIIuXTjSDmZ8oMf/pDz83O+/73fYbu+JUsSkjwHCZHWKB3Rdz1mHJFSstnt0Fox33+9zsGknDOfn/Dxx//Ay5fX2LZndrLERjEvnt9x88WnXM4zvvnND8JvQGgskq7tyaM0zCu6Ham2nEwK6mo/R9hTrId2wzvfeIzXGUPTMLQ10nqG3Y5IWtIsYhwd3nrSRDMrUpJIEhUp0bzACUm9qXDekeb5fmXoEVJi7EA5mWFkFLBb2x1933F6fsa0LDmZzciSCCEFTb3DjANSawRhoi+VoturARMlQytrLd6MjH2HaRrcOOKlZDGdcHIyJy8Kbm5uUUoynU4Cb0OJ1ynZs9n0tfdms93inSNLY5anp/zkJ79gs97y7tML7NDx6c9/irId/+J/85fEUvHs089pm5oXt2va0WOFQv1v/+V/89HJ2SmZVnzy44/58U9/QTKbMztfIvBBkOMdQiuK6YIoivfJPunevQTPrjb8/U8/5Zef3vDpzz/l3SfnfPc7H7JZ3+IRJGkaAIuxIs0SIh0jRGClDf1AFKesNlt+8Q+/YOhHtlWzzwT0bxGzpEfsuvRrJL4Pe+zkqHo4DIUM16hWEXlRUBYp82nB44sl737jMRcXCxaLCfNpznQyRSgFLvS+AovSwaBhTFifJWkaQjLtPgEpDmKnOI4DMFVIXl7dsN5seHK+ZDkrmJYFOo7I0pyiKJlO55yfnwf9OZ6r61vSrOD87JTr6xuatkfFCU0TZhUhpKVHKZBKcnpyipTw6sUVTd0yX0zCYA5Yb9Z453j06DFN09C2HUmSEMcRVbVFKLDG0bWGLIv5/NN/YDmfM53O6doWHWmUVmgdk2ch7h0EQkkipcMGIA1/vqu3LE9mwQEqHDevbmnGkVVV8cXPP+Ubj85IioKff/6KwWmiLGH0nm60pHlKXzcI3/L4yRJpJUgwYmS3q6i395ydLUnnl1xvDNvVLRenMy4fXYIWEHmm0ynTSdjZx7EmKgt6L+g7w9iYYMXNEp6+8y5mMIxmYOgb8rwgSxL6ccALyWZV4caexckJMp2w2u5wQFakeGuJdESWpQzjyDia4NtPEsww4t1I39UoIbh4dImRjq6pmS+m6FiR6IiyKEAKRmMoy5I8LwJFWEOeZ+H1NQ5MpzOGcURrjRYCYwaIc4zM+dHff4wSjj/6oz8gS1MuL0758MP38UKigO9/57eotytWN3coa3j1+aeok5Pyo7brmc+mvPv4DN9t+NEPf8Szm5qLx0/54sULvnhxTZxPeHG947PPn3F9fcPdesfLm1v+9u9+zGef/JKuXnM+z/juh0/55ofvICMVdpGjxTmIpCeJY5ASqQSOsA6bTgOqux8d497ie7/e7ZNQjif6/ohG8yZxi36DTPZQAfgw5DvZ780FQmTk2ZzpVLKclyznE85O5ixnE2bTgkmRMwwjRZ6TxBHGOhADeaKZlJPQwvQDkQ4v/r7rwlC1719bOZWS9INBKk2cxDgkN/cb0qzAjh1+r6acTcMGQAqP1IphsJjRYK1gcXqKkA5jLXFWsDi9YDZZcr9ac3O3QuuIsgxrwbv7e169fMFyusA5SPKI2WIZVkQ65m5VcX17j/c2tHnecnd3i1Kak5M5VVXz7/7933K/rvjw/fd48viSpm3w1gQdgdLUbU/X90FF5x2TvAgR41mCtaFsxcPV9S1Sar7xzrtkiznPv/iUifC8+/SCpCjpDLx8+QLTVCjb0zcjq7uaqtqRpoIsn7DZjYzWECeK+/s1w+i4OD3BWseLZ6/Y3l9xeT5DRQqPxqGou5E0LbDGEkUaFSWYfXrHZnUfWqvZhCyJ9psbAT6kT1kDwxgO8bFrML1htigwtqNarRnajiyLiWJN1xuEVPRDuATiWJIXOdYZ+q5FOEusFc5Zun6kbwfyJCUrSoRWTPOcSTmhH0L6chTHVK9JWAZEeE1JqQJFy4YErjzLMEMPUvDTn37C5u6O337vHdbrXWhhspLNrmF1vw4f2xgevfOE3/rmB6GynJWo3/vO+x/lUUSaZhRnSx4/fcI8TzG7Nb98/pLPvnjFNy9PkN2OT3/xM37rg6d0zQZbV8Q4EgGzTPHd3/0Ov/PdbzGfpCgJdhRIIYIcMU1JohCWiQi2xL7viKKEuulo24a26bm9X3O3qqgb85bynl+jxRf7h/ptwRz2QKgT3H5a98ymS85Oc05PSuJI8uTygixNiWLJ5eki8N0F4QHwjlh7Ih2T5jOcDBQkZ/bZCXHCMIYhl9zHoGu9dwF6H+h4Y8fZYsHFYknX7WjbDo8I66Pthn7oMS7INRUeb0PPnaYaay0nyyWz6QQlHFmWEMcJeZEgCam9dd2wq2tmswVxmjLanqzIubq+I8kKUCnPn78gixVahmjroK9QTCclsVT83/7v/y92Bv5P/4d/QZFG7Ooaa8JDrZM4lLrWY+yIdyEMtW07OmMYB0ekPFLHWOJAN9CC+7s149BxcbpkuZiRpBFRWvLi+Rd858N3uDw7Ic8yojii2dX01Q4/dCwXS7wHpSxpotFS01TBNzJ0HbEfuTybkZdThI7p+57Neh1sTFZix5EkVxgnwArGvscag90nIYe49ATnBQ4fwmiExuPwgrBJKdP9zxiEd6RpjLOGqqqCyMoZNus1QmuSOKFarVitt+QPoiOtyaZLVqs1eaqZz6a0uwqlUlSc07Y1Fsu22iEIIR9REtG1LWM3ECUJSiqU2FcWNvAG5oslWVrwb/7Nv+PkZMk//cu/YBhrkkTTNBVKWGZFgnOGKEvRccyubRmso5xMUX/yh9/7aBxGjLEhy77rOTlZ8u3f/oC/+/ufYS381//kj8lyzfvvvkueJzx6fMnl5SWXF6f83ve+w2Q2x6tgK7YqJZ2dEgmH9COOYACROsY6GzLkraUoCuSedy6E4u5+w8tXN2yrGmvNkYS2+w10+OpACCTfIOnNDgQ+AmiIY89ituDpk0c8upjy6OKMs9MpY9egpeDdDz5g1w9UdcPowo0+Di5ULidP6AbP/e0tSRKjpMba0PMbM+73+5BmGVEU0FLWGJwb0ZGmWm/4h49/zuJ8iY4UcRzR930QaiAReNI4QCyHIfgilASlIuqmZug7siRG4snLHC3BmyEMoYRkuVwSR3GATvq9bXS01NWGm+sbJpOMJ4/O9pHq5V5ZBpv1Pf/Dv/73bOuR//P/8b9hVijarqEsCoo8Z7Ae4yxaSqSxFGVBkqVkSY6UkiTyrO/v6UbDpvOsNw0ns5LJYsJoRiLhkVJQdwNpMWF1v8KbnidPLonynNGHYNUoVkwmCYv5Ap0kJHlGnMToJMM4sGYE71FaUJYZxXTCtm6Io4TdZsOu2nJ6eopOInoL+Ii63rCpVgipSGKNMyPFdAY6mIPs0AdoKJAkGW1bc7/aUBQh0qvaA2yiNMVaT991pGlKpBRKBPtuP1qcE1RNj0/m9INivdnS9o71qqLrg0EtTlKUjql3NU3bYMaeKIoZhvAcTqaT8KwYG6z5hK0BPkTyWTPinKOcnvDXP/gJz56/4Fvf/JC2a4jTDLwAJ8mynHw+ZXQerVNWqy3jaEmSDIFEm6FHKomOBKYLsMLRwP1uDPbKKGLwlg6NJmJoG1w3ECU5ZhjY1q8YxpGb21tOlnPuXt2RTba8/+QMJXJUP+CsQ6rAZXPOoFQUElLG8E2s1zW7xtP2mmE8vvlX/GZv9sDQcxhG+aCLPzS4hAn5fFZyebFguRA8upgjpWc+XSAeP6JvWl4+e8l6s2E+L4m0JI9z6rpl3fd03LDb1mQqZBwCREmKaHdkkQouNaVJk2Qf4x2UfM6FAIc0z6i6nmrb8s0P32Fze4/1iijJULFDekcWaUQUI6Vi6EOM9GhaokgTRRHVbkee5eRx8I3P5nOQmqZtA8eu74PEOgkEHX0uqVb3aFkR5yltH2hDV1c3TMoJOhJsNhvOHz3lz/78G8xTzW67DW1OHFM3DcmkZHN3T3W34my5hP1sQ6KC/VSmnD6eYNo1u92O0Wqa3rC6uiHRkmmZMxiHdoKb6xWSkQ++8ZTNpiLeo+HM6Ii0Ip/OQEhu1zuESvHO0XYtzlqQkjiKycucOI2C9RZHtV6RpznT6RTrHFWzo+8cvR8xpg9ltTN4qZjOJzjnMG2PG3tSrYmkxHhohw6pImaTnK7dUqQn5NkEj2FX7Rh7Q5IEo5sQgryYYuoWM1Rsm4r7TY2PItp2R129IosToigwA60tGM0arSFNFMJ7inQBVhApRZzEDP2AMSN5WeDMyNA0JGXBaAzjOKC1Ik4L1tuOv/3hjzk7O+EPf/+7PPviC6yxdG3LpCjZbivumwYlJcNmQ56leCmo25ah71G//7vf+iiOYpIkAm9p+g6lEz7/9Bk//vHH/Mmf/iGPTmZgJV4KhBsR1r4earVdg3eW5WxKXuTEbuT5L3/J/c6yvHyMFh5hB4QUDENwG+ZFTts0OCNoO8vVzT1XNztW6xXODQfE2sO3+REc821vhw7A2YGFddj3+zlFLjg9mfLk0SmniwnzaUkaSSazKSrOEHFEPzpuX77k8cWSJIuwzlM3LVJ6skRTV1u0VJydLrBupDcDxnnSOCERgcaCivD7MtM5v5fhWrw15GVB1Y9s6p6Tkwl1tSOSYa3ajH3onw30oyGKFXGSMPRh5WStIU+zIJXeNvTGMjoXchXH8bVuIssyjB2Cqi/NaIcWEYdDybuw5pzMJggUTROi0pN8wnc+eI9US9a7Bq0jirygH4Kk1DlJs604mc+YLKb7Q9wGapMxNE2P6Ufm8xydxHgPY9ewa2sypUHHGCRYx9i1vPvuE6z3VNsWZwVOBpnw2BnaoX8tXW5by/1dRaoceSwRSCKtiIspSMXY9eBEiL2ehqi7rm2RHmINzrVonXN6col7SJS2sKsqTuZT4ijG2iBOMtbQ7i+ussjCoA2B8BpvLVoKXr68wUnPYjGlbzpW24Zq17NeV9ze3LHe1lxfX7HZrGmbht2upapbmnakH0OasLEGhCOJY7pdz9C3GEamkxl4z7baYK0liRJiHdaaQkmk8DgPaTHjJz/7JT/96S/4sz/6HsvljM4EdmISRVhn8M6RRppESbAmaDd8GEImsQ6IGq0VQih0kmLbNbvdNT/7+Gd887ff59vfep9XL55hrGK6mOKFxdiRvCgYR7NPCypxxjKMhtPLR2RlyQ9/+BP+0/+y5S/+0R8jpcX0HdoJiCIGZ0NSSt9TdwPrTcVqdcU4dkfwSnGwo28Phnzx1+z4m4P3aQ+cdyCEYzads5iPPHl0wclyQRYpsjwiTSOK+Qn/8Mvn3D37nFkWc3o6ReUpdoTRDCHhxUushbJcsFzMcK6nH8x+/10xLULJb92wj0zzeB9Is11nET6s4ox15HnCyekpY9+j0zAgTWSEtCFVVkYeqfe3m4O22RFHEu8kCEEUK1RrcaYDB5335HlKkgRLrlQaJSLadsOuiZBeYb1BeYsSMgwzJcG6fe3DZkEqVut7tNQMbYuwKVvZgJLY0dBUG4pJyeL8nNv7NQjD/4+0P22uJLnSNMFHVU1tt7tgc7h77AzuyWRmstYpya4emQ/9t+J3tcxIT0/XVE13dXdNVW5MkrGHbwAu7mL7oqrzQQ0eFqAzq0QGlBB3BuAewL2mqkfPed/nVVYghp5xsoTSomLplYBWkGUhrRs5T1YkccQwWOwwYrUljgOcEVSDQWcFzkma6kQYSOqu9j+j1jgz4saB956uSaOYfuxB+nAayhNJGKKMQ0UKI5TvD+BVjkIodCgpS4EzCmxHkcUgApqy8hMaqZDOEsYho/BsniTyk5BT3WCc4rDbI2VAGkeEylGsPJFHOI2TIcfjPbtD7cfZZU/TCoaxxtofXl+lrH0fIC3YrDfUjWQYLAFwdbUhTiLub28ZppG8yOfFWtE2AwQSZQ2BkDgxIdzAi2+/5Mnllh9/8hGH+x3CwWgNIkzoJgjjgjT06LDVekXbdpRlRZKmvqfwL//Zn33my/GJaRxJw4BxGPmP/9+/5+L8nB99+Jz7/Z0vqFXA+fklaZ5zPFVMY0+WelXTfn+Ps5a7wx6D5cc/ep/d11/z9c2Osw8+pphNCFXTIo1DRxGnU8nN7Y43NweOZYVzxUKYYx8Rd8LFvP7xhCB5hz7gwdvuDUNCSOJIc3kR89Mf/5rLyy3rVUyxSticXzIQ8OXnX1C+ec3TJ+dcXG4JkxShFG1fg4iQ4SV3B8tuf2RyHdttjnWO0TgipZnGHmN8P8U4P/WIQo0UMI0e7BHGAcY6/v7v/4CWAdsi5sWXX5EnvryTKsCME33n+Yc6sEzjSFdVXFyeY3FMk/VmHikI3EQeR6zSFGcmhmGeRmiNkZBFObEOaKcWhaBrO4TwQa9lVfsu9WSQQrK735FmKU75WOw01MRRSN23IATWjKyzFBmH3NzcecXo5O+pXddinUMFEqmkV4j2PWGo0VGImyPopnFksyoQUcjhVBJI5ZuexlI3DZgJM42oQFEUOc74iklJSCPN5ISPau8qxNSTKhBmREea1XZDUzcIM7HeFBghOJ4qAhFgjbeaBwFIJei6gaHr5nguPaf8+hSeQEjiwFehxjqv5w/DOU5rZloMPYGQ7E41n3/ziqoy3NwcuNudKOuGyQw4ly0OLjX3gR3GeNlv19WMwzina/vxsfdj+NN7lRdkSUJ1POCEIE69xFsHCc5Ziixn9+aOujzw409/BPiMzihQDDPBu21bosizBaUUOAHHqqfrR8bRoP7Fb375mTGWLM9wztNPj2XD51+/5ic//pRNkRCFgQ/r7Aaurp4gZcDxcCCKvXbaTBOBVhg7+R8kDAmiiKcfXfPt775iOk6Qh+hMkymFmCzGCY7VyIuXO252d/TDA19fLog5LGS65h322HclzS6hlt9DKor8jCdXW4QzSDGQJBHn52uiJKLpHV9//R3BOPDLn3xEVGQYJRFSM/U9SoMVKV07IkzFWZEwnE5IJMXZxgMnmxqtvPnHOG+f1UrRdS3T5BiGER16svLrN28wxo/jJuP4/JuXiCDi+voZbV36aGcdE0Ze8z1MDhmltP3I1Pfkeco4eQ3Fdr1BBf4NnuzkZ8cwM+dDnHFIJHXXIIVFBT6MUinFOBlwlkBIojhhssafulGMtX48aM1AGCdkeYa1Pl3WEFAeKkLtk23MZJAq8BCOrqPvB5TSfgIxTmilPGa+8/f0dLPhxTcvwVkfsCEg1CGH+3scllBr8jyf468dOtCEUUTT9ox1h5wmnpyvUUPPcX9HullRbDZY6UVjcRIhAh9IE+sIOxn6saesGx+VNY9k+7b1cXXSvz51VZOGmiTUoAKkUPRdQ54mrLKCLE5IIu0pWO3EYBxVVbG7vefl61fcH/aMY7I4eCa+z3W0i2rWN6InMzEM88EQRgRao0NNGHrnqAAfVmodQgjMg1gr8k3jpq55/4P3OZUtw2S4uLqkqUsCKYiikO3aT7WkFLj5+jlNI8oapJvIYo36l7/55WfDMEt+sagwQMiAv/nb3/H02RPOz9de1IJGK8GhPHJ/OLBZZQRBxDBab0BRAc5ZYp1gRsuhakBFfPDeU7r2wN3rV/zut19joxwTp9zuSl69ueXV69dUVYt1Dx76h9J9WiTZTAsnX7AQ9bh3wDmShdc/BkLyLGW7Dvnkk59y/WSDMyOHw85DGoKCv/+737FShvOzDTfVwOQESZSipaIbRpKkoGuOTP2R955eEiqJs34374eRyU6sNgVBIFCBJs1WhFpjzETV9vSjJYpjojhhd3vgeDry4cfP2W5ytuu19x7GEWfbFVIKwjAgjCTWjkyTtxM3XUtVlh7YOj8AbTdi0EwOumFCan+VEc6DanSgCSScDiVl27LKC6LIu9WklKAUo5nmMAqBCrWvEKxj6geGpmaz2SCCiLYbfKjGtqDtJ0zv2G4KirW3ca+KDdPoO/xi9jIkceKtzUIQBAFCOJIs575uGY8Nnzy/xglDMsfE1XVDnmdszzaMc4MYKbFCMhkBUtN3Nc4OOClJspx2nDAqIFutCQONVJrOSHb3R6Qx5FnCfGMi0oG3sEuJ1jFFnmONH71N1rMsnBnpp54gzjDOIWeLbVl580zft77Ss2CsomkV9/uJ3eFuFkQtMyMUP4xEFwtWhK9SrRsZpxwlBVJYkihBS2atjEMK4dFoymGcQ0gfylM2PWVj+e7mnr///dfclw2//MVP0BiMk0yTIYy0x4nP7k8hAsIwQkcBeZGjo9BvAEoJdBDA6Cj7kf/9b39LaHp+/vNPPNWun/y9QgqUlOAcQRAwDD193yFnVr+cd82qLgl1QBGGGEZ0FvLRs/dQ08hxd0N1PPLyxSuq2o9Z+mF8hLSqF+y8JTjDLEIqlmO+cMGwEwu6zUgca842EefnK9IINuuCn/38J5xdnvHy25cM5YmzbcR2XWB1wu+//I5yt0dOhqrruNmXVGWH1pAXBWYKqPuWMA2pmoqu8VJm4xzOQSAE0uIbTUrMFk0IpKA8nNgfSs7Pt6hAkYQaM4188fmXrIqCKArp++ZtcuwwpzMLa8mTmKurc+xkfIUQRkRRzPF4T9vUDEOPG0fMNKC0JikKDNA1Dff7A1IExElEEAc4HEJ41Nv9fo91kkDHjKMhSzT5umDoe0KlyNcb+tF6X3uScHd/4OZmjw41aZHjpMJME26a0GHkaR928rEqg2GYjJfDzuVnUzWYvuP6+oreDDgHeZbTDwMWQ9u1qNk4Zs3EODiMlQzjwOFuh/KQKOquR4QxWRwztB1GRYg5uLYpSwLpKFYZUkCoNUprrIGpH7FmwlhHlIZYK6i7Huss0nos/qkfqOuObhxna7Hz9ac1qCAAoTjVNWXV8fruwJvbN/S9eoRSX1Kel9XqsDicHiK7WyYzoXVAEkfEqZ94iECho9AnAglBpBR9VdE1LTIIeXVzz//8P/0HPr5IeXq+5g+//5wnT5+TJn6cWNUt4zgSBiH92JLnGYHSGARWKCYD6i///CefSSmwznI4HvjqD1/x3asdf/3f/194cnWOGbySz0o8v88xj7UEzpk5NdhLIZUEHXoLcRzFFKsMOxkCqan6nvc+ep8n19eM40TTdez3A4fTcRahRAtqzzIJRz/i9dmFN6BYjPjyRanlNxStE4osYF2k/OTHn5DGEVJKTuWJcTJs8pQ0EqS51y4c7u95uol5drlFhxCGAc3xRH08MjYNRZYz2Yko9F5rrPWsn+OB9nAiDBTT6BtWSRgx2BGEpbzd8/LNDS5QPH/6xLvR5tdRyIBhcHzz3SsuLi+I44iyqpkm78+P03xWFvp0pO126zcGY4lCTZbFbDdrrzQbJ0IdM1nDfn/vU5SUYDSTh29qOasMJUHkQyjG1j8g5amka2rSJEaGEQaB1iEi1IyT8d9D31M3FVeXF4zjxPF4Ymha3OQhLjLwf7+zE0kS4ZxjaDuEtQQyYOwNbVXy0XvPibPY8wzCmPvTCWMcSkhub27p+46ryyv6tsdNBucsWgmUs0SxJs1S8qQgDOZTHMvN3Y67/Y4n517WnqcaqRRInwCMcCjpqUh6VuXZaaSpSuw0oqRAB15pN3QdZuhIdeh9DiogCLR/3ZTGCsH9/cEL1+7vZ5v88E9kQ0YLbYpYVLLt237XNCsno1ASxxFFnnm65TQinESHEaPxG9H586fs72v+5v/43/jrf/Yz/rt/88/50cfv83f/8HsOTUuxSuYAHYczI1EgyIsMJIiZWjWNg3cD/uWvfvyZNTBZS5onuG7ixas7nv/oIwLhGPoRqTU6DBGzmGWadyS/yDRSBh56aOY7RhAyjBPtOIKQ1HXj48YGw5v7klPZcbfbcXt3R9cPj4I6y0cEn+Wu+i5xzzIe273dCISYWK8uON/GXF1subq8INA+aNFZgxkHwkhjhUMEIV0/ctzd8t6zJxRnZ4hQI6UgiiRpErJeF2R5Tpyk4CxJFKN0wCQcl5fnnG836FiTFDmDs6gwRGnF/v6A6SzriyvOrs5JIx+RPk0T4zgxjRNXV5dEUcRvf/s7yrImzzPSNPViDzPRDx3lqaatO1B+44jD6G1wxNAPfhadZug49mlKk0FYy2pdkGUpbVOTxBF2gkBpJmto2x6FZFXkKIkPzbSW/f5IFMaoIOB4OlGdTmAnBHB+UZAk3gIbak3gDEJCkuUYM6KVwFnHME1zvLtPe5pmPFaYxkRpymAtaV5QVjVlXfnNtuqIo4gnV5fY0ctqm7YiChVKKmSgiLIMi/deOOOo+w4VaZ5eX9GWB45VxebinGGaGK2gmZNxBJb1KsPiqNsGKQVVVRNqzdnZhrqqcPgmXzgTfTdZgo5ChsngjEfeWwHWwDAIbu/uuN8fGcbpvzKejhZ5EvEjAvX6rVXdOUMYapLIswpgdk1GijjLeLW7oxaC+xb+3f/yv/PJ+8/51//mLzl2HaNxBDqi7UeunlyCGQm1Is1SH1RqHUmaY4zx8m1rKLKUIM8TDocTWVawKlbcpUeasaU/7rFqhVRgTYcZmZFd4i0J2FcAUBQrbxrCu5bsOBBqSdtPJEVKHFnMOJGEkva053iqOZU1bb+U7J7mxft4pt8uknf6+XTP51/rRyaf6O0bkSZXbNYBqzzi6nILdiSYiTzOWZJQY4WkGRyyq5Fm4sP3njEiMMOAHS1963AyJd8kJHFEVfcMvW9mRZHzQpTIkWZ+XFNXNaazTE7xzbevOCvW1NVEenbG9dUFXXmg7AbyrCDUEU45JttTVvdkeUixKvjD77/gyfU1YZxgxp6+bYmiGL2JOO0P7G7uOL+8QAaKyUw4Z72cVUqEg7o5kWQZ6WZNXdVgIY0yVsWGtq0JopiqbcjTDIlkkkAgCCKFTlLMaBj6AfqOOAq4PVTESUiSeXpOFGaUVYOZLHGisVHg75zMqc5ZiFOSyfmxsBASGWhO9YlxnNiu1pyOJb2ZCKOWvm54fnFGN7YcTE+SZJRVRV1VhEnC6Cxt2yOVIc4zys5w8+aOEMvlpiCIQsIwYBo6PvzoR3z13Ut+//vfc3l+7i3AwpJq33gbBkdZD4yTwCCxUUKHpLo7kUQZKoBjeSJNM86uLpm6DqkEYjQohMd8hb6x2XYt/TAtFv8SQPOQ7DQsOBThAhzL4vPVW6r1MAbUjUfsT6OhiBOyJMapgNt9xau7ht///ktOuwO/+OSav/rLX3B37Gi6nkg6jJHYyZHO3g4nFeiMk6k5vjnwcZTD2BEoRZ6lfoo0DCNa+/v84f6e+9OJIBAkYeTLVOk7tMN8TwqU9nr2rvOJpdrRDgPSenHCA/44CkK0GMH4kAIhA8pp4NR1HI4lVT3NkcmPO/fr+UV6aKg8CHmqR17+Jak2XFCBmznl5ZKLbczzpxfeaRdogllBN02T76zi7+Y4uLy+JtSBzzscRqRUIJznD40To1SkoSaXgtdVyc3hyPMP3ufquVcN7u7eEAjJ2Pc4O7GKQmKtSOKQSDmE8ydR2/dEOiFJEtrWj9fyfEXXtjx7eo1QIdk6RQhDedj7KsU4Aq15+v5Tbm9vqMqSPF/T9wNuGlhvNljnvBtRaZp6JisJRWMc97c3WDPinMWMA23bIZ3DOUOWJnOpOZGlGcaOZFkMznJ7tyOUkqJISfOEaXA0VetdjQHUXctowBnB2B44yyKkDJimjijW9E1FVVZM40QUelzcbncgCCRZEiGlX6B10+OEY5X6HkU3KKJ8Q1dXdMPIEDiyRHHz+gYRhCRSoJxBSH89cAbCNEZEikgrgjEkDjxBKEkST6MeB6q6xlrn5ebWkOYZXdciEYShJtUhNoZ2sNiyZRoMSRwQhxqBQ4wTzhgm6+j7kaZtZxVosBCvPXT+r+dn83cLS3vzqGEtF1WDxRi/CTgi6r4nyhOkCLm9q/gP/+HfI4eRP3v+lCe//jFPnj2lH3pOVQXSEWaCMAm4uX1F2XzAe+99wN/8zW/56pu/5epsTd+2fPGHL0mzhO12TTu2njXx3pPtZ+cX19ztDpyakslAuT/y6Y8+QYf+lIniFGcETd0ShCFCSpwKUFKhA01d12+vPWVVe+20juj6/u2CG/qWph24vz9yOJQcT+Wc4BsuRn3DO+Kx0kcjQLEg4S69/d/DQpI4ZLOO+fD5+5ydbej6lmEavArPWpxzWE+PQ+JACh/DOY3I0I+sumFkGjoSLVBBwOQMeZETac04dPRdw+l44s3rW3a3tzgLSgekWcL5+TlnF2cYN7E9W5FG2rPllWK1WvsZvTUYa4ijBB1oylNF09a89/wJahrY3+04dT1xmhKEIW0/etlt5K9cWZqBE9TtQBCGhFE4K88qrDEIZyjylDdv7qhOJ0KtWBcF1vhNYhgGz3PUIeMwIubqTStFGIckWcrN7h6pHMWm4P5wRLqAKMs4HPa+JxEEaDOh7ESsNekq5WQtx7Zjf3PD0+1TTFDwzauXxIG3OnfDwKk6+SZoWmAmRzcYojAjDkPM0DGOhnFyfgGHCikgnX9e7ESkJefrNZdPLrEIxmFi6HqiMKCqKopiRbFagXT0fUcYxkzW8erNLUoY8kThaxbL+0+fkCQhTe95mGnqZ+z39/dMzjF2HcpO1F1HUZzhhKZpO16/fs3+UM5X2GBxRX2oXPO5qm0WQSzJo1yFZdiKT3QWsiVIEuq+4x8/f8E//PZzvvn8HzlPE/7FX/2Cn/zsA86uLxisTx0OBHOeIGzylG++/o7Xx543NzdM9YFPnl3w0YdPWecxSgpOhwPfvXpF1XgLeBClIXf7e0Y3UazWvHj1Jc+fPSdLE07lHVlWYHpD3Xizgh0NzdAjdUARRyghUEmKEz6wREjJ/f1+Zqk3HMOK68sLlBJ0feOBjMPI94f/Q5n0HvDdOxh/j/HYZhG0qeZrwPR2xBIEhjxLOT87Rwjrc9jdgFQz2lwo4pkOO44jURRxOp0wkw+xGPqJJIq9QSfIMHYApSm7mle3O6yxhMLy5PqC+lTjrEOFCUGoQSrMBFXV4IRlGn2X2xjjG16B9kGrxt/9zWS5P91zfnnOdrtGxwFdc+LF5y85u7rk2fMPaNuOYXAIGdC0HaFymMmy3+9BCO72R5QOqMqDV3ttVqxXBVoyE5sMUm4w00TXjzRdx5Mnz1GBJ9eK+bmNohClArTyCkEhFNvN6u3GKaxlMiPHw5GyrFhnCessoe8HRiuo+4mbNweGtqWtax/ckXzI/elE2068Gu7B3qCjjGEYca7m9Zt7lJCcn19Rt3uc6QiYON9eoKOAYfBTHzc46n7CiIChLzm/vqBYb1FBQlPv6LuebbFBWUkYxqD84eCsRUhH0ze09UggBDqMOLs453QqqaoaFUasYo/rPuzv0dr3fIqP3sM6R3MsYZpIk4jd/sRoLNaZORRHPHqG0wWl6st3cCkfh89cAHeLjIiSvlfcv7khizWrWCEjy+bJU/7s05+hM82b6kRqBco6iiKirUEohZKOoR/4+Y8/5j/957/nk6tf8smPfk0YhxzqCuKcp+sLrIPt+QVxFNO0DUE1KU67O9ZZQrWvuL+756c//TG9GRBK0zcjfV8jtSLNcwTeq16eSgYByglfQgrnd2ot6axvmKSXW+q65fZuh3EO40IQGU37LdMkH9F2v3vE7ltm1+tHm8BD/HX9RxFfWQqbdcyz589Yp77DqkSExDHND7sOFOMIXeczBpxzXD15wtC0tFVPso5BeuVUeRiwU49UAaf9ifVmzcXFhuPpxJPnzwgDyWg996Bvew+V6CeQs8IszGAaCELJ/n5HdSp59uwpx7ZFSc39/QGpBNfProijkD98UfOfv/qW62PFb6KUqqvRoSbLEuIs53Q8EGjFMAzUVcX12Qat4P5Ycn5+hlCKyVgmJ7Cj94p7bXtHFEeEccyrl29IsgSpHFGgSNOUcRzp+45JwGQFSZLy/gfv8/VX33G83fP82TV119NPE0UW048jh1NPM07sD3t2dzvKssUZ42NUreXF6/8R7EP3XSOkxtgKMzVoHYCz6CDgWI8o5ZDSkScRo/D48lBa+mkiCiPs0CKd49n5FnCMZmI8efefFI6kyBgEvL7bcXV+SSMbhDQoFVBVE2VZMw5H1puUvpuIwphO9dzc3JPlhQ+5iQIiFeBkwND1jGNPFIXoLEMG3kFali1OwHp9hVKvfZKWU4uA1WVU3UNI6mYRn77E17/5o1wK5xyRVlxfbvizn39CEmva0VE7C6eGwEmcdijlsNNElEQ+7UdYbKjJtmv+zb/6NWGaUfcD1Whxo+V4PPC6bXj29BlnZ2fsbl7z8uUe9fOP3v/MtS1tdSSLQ09mtSM/+eRDxnZitI44i1its1lqOs04L8Fk/FxUSB880bYVUmniOGW1yknijFWxYpwGTmXJ3W7H3W5HWYn5/j8+yp/nv8Hz/3gcmL8tv7ROWK8M11cXPLnYsC0SQi1R2gsf2qZlHA2TtTRNyaoo5ugxL9Wt2oZklSNDTVWdmOYxlZAS4by6xln/0Foz0Y+DT8iZLF3XE6cJOggYxgGB9NScMGZ3d0/fVWyLFVmy4li2OGFJ04TXu5K2rXn/2VMOVYfQIU/ff8rrN3d89/rOd82VZJVnrLKYP/z2t/z+y1vKduLiYsX2vKBuO0QQEycZXVszGZ8Z13Ud09R7tnGaEQQBSZKBs5zu92gpqduOoff2bG9jlljnpztKKQ7H49sknWbomMxE2fQcTz0vXr3hxcuX7G7uKMuGum6oG296qeqWum5p2o66MVTNRFUP1M2Btutp2p62C2nanuNxT1nWtN1A3XQcdnvaumboB4ahZbNZUawKklixvbpkMjC1PncyiDx9abI+lHN3s2caOnQo2W4vmIzk9s0tXX1ks1mzXq/p+wZnR5I0YhgGqrIkDBVFXmCsmO3obga8eCNXPwzo0Cs3JZK6HTie+jnFyrxjQmUWepTltfbjefH/KWbFmiRRXD55QpgkXlIe+SuoDkL6rsdaQ75a0bY+mMcIR77a8OrlDXVV8/FPPqVpO5SEOFDs7m4YmpbLyyvCNPWmPKk8SnyTx7x3vaUfWpI04cuvvqOqW5rOUVYlSZYQJSlN3xHgCGTgO4NKIJwXd1jnSOMYrQO6YURIBVJhZ4da0zboQOOs9frzYVgEX2aPxidycb/P/oQduHtHAGdIEkORpVxfPSFLNFHkmYZOKYa+Z5oMTTcytD4Ac8KwyiKCOSopTSLcaFCxJI8ytA7op4k4S3xyEhFxGNJ1LatihdIB4zTSzw/q5ObgEakYh5EHYmegAo8SjzTDaOiHkTDWHA8HJJ6PsN/tGGRE27Vs05j/67/917y+uSMNNW++fUHXVOz394Rxxoc/ek6aZWw3Od04oMKEqeu5uXvNJi9AePmnjjTWzGUxkqpqqG1LHGs2m4IwCNBAXbeUpyN5kSJlQNs2CBxVWSIknF1deqqMMfTdwKkc2R9OtF3nm3TDwDRJJtPPeY3JfOrdPApk/T7i3JgHLPuDcrND1TGBsoRhQBKHJElEkkSY796QZilnmxVRZzAOxnEklc67J5uGKApI4wQFdP3E5uyS0QW8fv01UehY5ZdkxZokzpk6S9uNZFqTZgVpMpFkMXbyOPGqbDxQtSgYup7J9EyjN+X0/YDQMd1YYWw7E5xZjKrtYkTdLX7/cMq/WCz+eNay3C4qgIFhlNTViaFLiHTi308zYIOROI8xo2E0jm4ckdaShDFff/WCcbJ8/NGHVGVFPMeDd0NPnKXk+YowjjmcTqRRCA7SNEX95CcffKaTiCCM/BQ9L/i7v/1HWqf48U8+RjnH6XCkG3qE87NcP3OOKcsSpdQcjjD5jSDzIoShH1EKxrHn5maHEAFd7zieDFW9nzeA9SLwkkVe37CYAvzXbL+e96fURJ4q3nvvPZ49vSSKFSpUiCDAjpb9/ZGmaZBRjNQZdQtN25GmGsxElqesioL7+z2DtWyuLoi0wvUDx5OvBtbrFXmWMY5mNmX4seL+sEcFimk0GGPfyoC1DpBKEQS+k2ywGAzTOHr9vLN8+N5zyrqmqUu25xf0bcvY96yyiDQQRHHGV9++5svvXpOtz/izP/81T54UhIHDjhbhLMI68ixmHFsEkiT1Aa5e4RlRVS1SeO3/NA70Q4cMAkYzUhQZaRrTti1CCLq+p+la0jRjd7+nKkuyfM1gHKdTxeubPbt9yf5YUla11+dPCmMlzo2LHs5x8T49qDn1YtN/CFGd3tq2nfOBJMMw0HY9XWfpekFdl9RVRaAS7983A1EUefXgNBCHmizNCSS040Q7+tL/q2++JlKO8+2GfHVG3Xf0TUUaRTipGEyHlAHj4GiamjiJESqgab2/IUsz+nHk1atXsyZjYJWltN3A3d3eR5J3wxxPv5z5q0eN63BR4Z4tqtdxEc3OW+OakgFxHJCmIavcV66TtX7D1t6a3g0dKlC4yTs7237EYbw/Y/BhLip48BQonBLz9SKgrkqs8xMU9Ztf/+Szum6ZJsvkHJcXWw7fvubvvviaT375U1Zxgu0bwlCgA421Aqk8RqppW4ZhmAm4FqkUWismM9I0va8WrB/FDMPE7e6e3b6j66tFoOVjW+/43+DzX578/vdpEnB9ueX6+gwlLOMwsa9brFC4YeRwf0cURxR5gdaaSMHZKiZUntKKlJwOB+xoONYtEz7gcpxFE4kOsMYyWSjyHDMNDINvjPbjgMS/Pt0weHdXFJHEEc7gZZ6hY7KWtpu80EQYdBTQDvDizc77zoeOcRhYrTboKKQfe+q6oreS9z/8kA8/uEYzwehHk06MODOA89UYDl68fIlD+itZUyOkQ4feqAPOx0sL/7BFSYQSEh3EYCVVXVPWDYHWvHp9Q1nVhDrmVHXc3J14c3PkbnfP4eS73z6gdSnKMu8IUI0Ws/F+UR4vk5z1wgOSziehZTLQ9SXd4BfZZNQ8Ukw8LNV4o5fUEQiNdZYkifnm629pyoq//NUvSbOI0UqOVYvpK6IkwAU+uCRNI5SSSOkxdbe3B+xkacoj1k7YyVDu9+RZzGpVcHZ55ROxJsswSfqhp6obhlE+CpdJFmNt8aip3cwLfnqUOWnfGoWkNOR5xiqPiZOQIFSzhlDhnPD2cKVYFQVNVXOqW87Oz+nbxtvIgwAxo9vLsuJwqlHaR9cJ45OTPdY9RP3zv/z5Z26O2Q6EAOH48OMPUEz8/u9/z+Rgfb4lTSIC5dFEYhpo2sYnA+sQM1kiHXpTh3Q0bY0xEAQRQirabuBUNRyOhvv9LeM0zmV+945gz3ffi77XBJwvRiu89flvNh/y7OkTxuHou+/TRGAsY9tyqk+sNysuzs5RCKIAImkYhpp+6slXBUkUv92s+r5l6FqaqkZHIdvtme/eDyNh4De5uu+YrH3b8AJvg2UW5ugwIopjwtnR1nYtZvQz87OzNQ6om56//8ffI5A8e/ac4/HA2WaDkhHHk3fbaSXATWzyGDd0tHVNZ4zP/ZMKMdOVAqUYh4F+8rSYOI6YphEEqEBTViVCCeIkIQk1oxW4cVzARwfqquTq6RVxkvLm5hatE/pR8ObmyIvXr7i7P1A3zNCWx8o380gI81AJRPP7tQw2zebNYMl/eDB8LcvlB6089MNI21UMgzfhWOfR5oGG0+GePE5w0nsG0jhGSsmz6wuOhwN2Tukt8ow4KThW/qoyjpNvqkpBEGiGrqeqauIw4upizem0B+nYbM/8hIuAdhzoxm6mV1ceaNt370hhljOS/l33fbEIoVkmObt5AwjJ0jWbVcq6SIhUQBj5teSsZRx7kjgki2O0kvRjz6uXr8jTjNW6QAaSKEwoy8Y38IVDOOsPJCxJmhAGkZ9g/fO//PlnXkkmEHhteu8sHz2/5izTfP7VFwxGMA3CN7UiBZMhiH051jQDk4U8y2jaxpN/Ot8Nj5OYYeyo6oZT1XJ/X3I87WfxhPlvAH6qxeceQju6P/p6rQNCPRJpy9PrC54+uSRPIs4ut1xcnlMdj4Rp6ufv40CSxN7A5GAaRgYzsV1vAHh184Y0TVgXBUp5Rv7+cGCYLFmWIoVjMt4nbvFsur4f5mmCYBwMzkmqpqepGkKt6NqeMPD38G4Y0KHi22++w4wTH7z3lOfX10jhXWdaB7NWu0cHPvLKGjNvJIK267ABrPIM4YQHq0wDZu63rNdrH/cuIMs8r8BH5QmkkthZDNT0FmENT59eM1qw+G69me/5/TDx8tUbXt/c8ebujlM5zGO5YX5o14t77kNi8jg/+NniPYsXC94uhFvNwjUn37FI3A+CV8Ffr7q+YRh8zHzdHFBS8OT8AjNMNKM3JEkEr16/IY4i8ixlHAa0jhiHibpuZlArdH2HmyZwI4Hy8uK+79msVsRJiBXCqxGniWmyDIPxjEUzYYaRvh8pG0vbDovNL5gPqX6+Bi03w2TxHMcLi7BYGNpACE2oB0/uLTKE8OG54LztPAqo64Y4yUiyDKUUbd2SJjFKQZKkDMNE2zQEgWK73ZIlvrIy1vqJhvNXAvXLn330WRAoEAIn5Ftufd0NRGHEs6dXZGlIddjx9YtXyChFSc3xeALh7bC7/YFpGonigKZpCFSInSZG4zXqxjqaZmR3X3Gqjo9Kx+AdJ79+dJKoRWS3+yPNdZpEXGxzPv7gmk8//TEqAGsmTtNAWuSkUnO3v6eZnWZ13SC1Jglj1lkOzodY7g8HdBB4EGUQYOeOP855MENVY0UIQYhwlqFtEFL6ZooK5qx4vAzTjfTdrOFvWpRUlE1F0zXcvbmhbxqeXl2RZQnOTgTSP/T9MOAwCOGYjPFBEs6HTARaE2hFEsWkaUpVlbRt4xe40sRp5m2lUvpkWudQUmJH/3PoMGQcBpyxCBUglSDJUupmoKobpFRUZc2b2x2nsuN257MZ66abm3vmUcy6naGtbu7jqLmppefTr1wYtR76OsX8tW4xwXnYSIKFfTZYXCu+t357C7ZhHEeEmNA6QuuEduwRSiOAqqxomg4lFUkao6OEpu2QwhDpAGMmojD0MWtY0iwiSVLarifLYvq+xoqAwSqO+z1h4DP3nJAzGAQmC/0U+OlHc5wnAQ+BsuWj6+r7i83ALjZH8wiAk73tfT00QtM0Js89mMaNHu6ar1ccTxWvb3eEScY0eKVlscrmLIaGfugpigytI6qq8bIjFfgEIzNirPWk5T//5SefOefR1db5+7BWfqzXtANxGpOmEdfXT/jyiy958eoNH3/4MWPXoJT1sMlAUR53yNkoMRmLjnw6rDXM4yHL4ThxKu9n91+8eIjUI2uvWCz4Zain+KPNQghBnsV88N57rFaptysDBoccLW9eviY9X/P88gl906OzDK1D6rolzhJEIFFIDuURrTVX2wvvdZh8trqQkiSOPWPNSTqnmVCMbc00NDPo1KsKu2GkaVr/pqUp2+3G575jUYFkHDrCQNNUHVkeU6wKdJQQaGbBTcA4GM+JixKm0XmprhDevTVOIL0SsGk6pnkx+EhvkIK31GUzG7OkknMDtp9fPsf5ZkNrLHV1IpSSuukQzvPx9qcTd/sTr9/suD9auq59Rx7jwwM8LtyYZrFpP0hczSKizSwmOMHixHu4+5t5cvAglrlePB8/HLE550et42QJgsIH1GpB0zZgDdfXl5hp4Hi45fLykmHyhqkoUERRAFIQRRFd1xHqhCLd0LQNw9BS5Cmr7Rmff/WCw/2Rs3Xuk61QEARM00gcavp2oGwqDqcDzR9tkMsKNgbuH5GtzCK1yi6qgv7tGoijiPU6ZZWl5ElK13ckcxV7d3dHEsfkacJpt6M+HYkTbwG/vT9RHiuKIiHQGqX8e2fNSFN7AlSoNW3fUzcNgQ4iTmXpSbMqIIxiqqrGCSg28dt55j/8/mte7I78+ld/RqgnVusEa71UclNkZLFm7HwMdVlVs6lkZHISpRPa9o62fT0v/oc7Y/BoEzCPcvrk4oV56B4/3CntzFgTxHGGVH4R9k0NcUiYRGy356RpRlW1FGFCnnqSTj8MjIMvaVtjGLuWVZ4TxzHd0PsTNNJcbFc+m1AFCDshscSBYxwbquOePE2IE09SqsoG4SSRjinrnjCYsKbGSlCBwODBHtsi81ZiHdIah2krH5hpHgjCjtv7HfEoUQLGaX7jleb+/h6pLGod+GCKwNt1jR3Rgc9wHEZfSvuYr4SuawlmjNXQt0Ra0zvFm1dveHqWeCJQoKibkbI1lHXIbg/3+3IOZ1GLB1MtFrec35OluUUuJjPDorlXPloYD74NteA7sBDLALxeiGi6+e9N347bnAuoG8uL17c03T1FHhPHilAKsIL19oK+b7k/nOj6gSKL0FHG/aFkGieC84goStnd3mJGrwnI0pxpZi9kScihqcF4FaaQ0qf9jgP1YEnzDHNzz/3+uHimlw3RB+Vf+0gYJBaVb/uogTq8bSJO04ix/qc9nU7kq8wzC8fBo9hDTRrHZHFEXXVorTkeTlTHE++/94xhaOmalnD2x222G9q28ySvKKIZBvI8R/3Vn//iM2sc0zTQDz7AUOnAyzWNQEtN1QzU3cDrmx0/+uADskSxPxy9tTTw3edxGJFKzR1vTx6R0s9VT2VFXffc708L+6+cH44lSGE5CmwXp4leOP3cD+6LQSBZFwlpGHC2KTg7W3N/d4MMfH7carWmbVq6ruHs4gwpBG3Xs95saKqaSGsCLUmTCCElKM394QBzvJW1jihJkYFGuYlIjESh4OrijNe3e47NQJqnfPfyJdvNljxN6cfeZ+fJgKaqiEONDlOSNCUKFU4KqmYgimOEs4yD9aPUofUKRKWoKw+1WBdrjJOeOxhHqDBgmkNbtxcXpFmOUpIsLxjGkTD0JOJ+8DHvOIlzjjCKUCpA6Ijd7o4kEDy5umawjn6Y+OKLL/j225fs9if2+5tFMpN7ZM9+2KyzRQk/LfQb02K8NS0Wd74wzUSLv6tfLAo3n4pyUUJ3iz8fLv7bKXDPOPqUW+Es1xdnZFmKsZrL6/dZXzzh66++IdOSi/Mtdeeompok9mKfIPDMB+smssz77/t+xIwTZur9v08S0iT2FmI8tUfqkM+/eMHufodwFjNZj1d7W8m6hT9gybZ8qHzHxSjQvmP6NRDoNas8oVjFpHlMnhcMo6UfRrbrFSrwnoTJWrJ8jQpDvvjyK66vLtluM/qZHp2lEYEKaZsO5uu9UhIpfGWrfvnTjz6z1gMoHdB2rQcXWgtzAMSpOvHpT36CBr775gXP33vmjSNBgBB+buuNBeEMhvT3z/V6hbBwe3dPN2gOx46+bx6ZeB7ebD2/ydUj5dRD9/ihiTL8oBzVgWKzznl6ecZ6XZCvcpy1TMar9rq+Z5gmBL5fUXc9ebFCSIiiAK39fXmaBqbR0vcj0zSB9WrFYRw5nU4IodicnXl59CT49vUd3726RTjB119/QV6kXF5ceu3/DMvQOuCsKIi0l+caOxFGIeeXT3F24ublK5wVcxCGpOtbnIPNZg3TSJ6kxEnBMEGgNUjBsSlRg0OIgF5J+sEyTT6dJ0l8BqOUkjDQtG3LMBqG0f9Mo3GUVcM6gouzLTennr6buL/fcbc7cCwbDqeScXrAr4WL92Z6R7jqcoMeFhWcXIz/xOLzal7QZrEo1MIvH7/DEKYXG0k/Hwz1D6oKYwKCIMMJSxiFPHn+IeiUSQRoadgWMU4p+r4ljSPWqxWBUtRV7QNRcN4QJSRN09LUHV3fstmuSZKIcehn96hDZyl/+PxbvvviO37+0099mk/V0vfJYgTqFtfW5c8qHv0aPdoEgrdfK6UliRVn2y2r3HsuJiNn0GdD13VYC8M4YDB89+o1fd/z/Nk1p0NFFCfk2YquG2mqilBrpPBEr3EcWG/P3oJ+mawhSSLStOCwP1BXFVEYsjlbM3Qt6yKhOu346sUr8nyLUx77FEWpnzmK3sdfOUjDCIGgHTsOO3+vjrSmbm6YTPWoVGoXHeN4YabYLV6QhwevfnSH9F1nKSUIKDbnpLlHNW83G7phQAUBd7sdUZoShQH3uz1xmjP2HWPXkGQ5Vkh0oIl1zOF4pG5OnJ+fMxnDqapYpRlhqNBi4ndffMNXX73ADSMTAz/98ac82Wy42UXoIODu5pY4K7h5/YYgDAjimAHJxSonNSOnpsJJwYtXNzTlHi0tbVtyKB2WM8+Cw7I/lkidMqmADkPVN2AMIYZVoCguzri7P9Dd7QkCRxBIVFQwGa/FMM56kCYw9D0CRxQG1HWNthPn1x9xKhtuX31HP44cy5rDaeJUFYxjMS+udn4vsnd4Ltwj66tZXA8eRnnBwu/+sIm3C+u2mE/7/tEcXDzqnC9n6O8aE28BS1mNIFqEklw8gygV/O73/8DdzUuury54//0LlPBciq4PCMOQYfTN3zAOGDqDEwHjOOCsf65Wqy1d32KkIo5Cwizm7tDw3dcv+Ff//JcMKJpm9GQn0T+SBJ8WC/rxZMMsxp/RgoXJWxSes7W/pvYN5cFRrHLaek+gNats5SnM08C6yGm6nrZsiZQm0QFDIH2ISlvPFWziuy1a03cd4zRxPJ0YhxH1mz//9LMkjhEC6rKiKk8kcUIcJbTD6MMiLy/4+tsX/Lt//1/4zZ//jFUW4qaBfhqJ05Qw1EzGvKW/Ts4TVKz1XPyyabi5O3jV2KgWc8+HmejV/O+qR6m9m0f2yeHRg5AQR7DOUuJEouM5730yPpMw9Z1dFYRY/Js79C1FkXN+fokxPkRBSuUhF2Ykz2Jwgmn0JVTXDRT5is+/+Ia/+Zu/571nl/zk4/e5vjonDEMcjjRNvQiobTnu96RJzPsffUjXt1jjG3FJmrAtVkih+P03X3HaHfjxBx9y/eySJIqQ1tOWhskrD5PUj3/u7u7o62om50YUxYp+Th3e5jmBsKggRIcJZvS4snFm8WVZQppl6DhlnPz7E8UhkwvY3e4YuoZT3XG7O7I/aLq+mRdpMy/O4Af9lh/qMuTitF4Sbx+i3E6P8G32UUO3mP9M/SjsVS6qgvFPaOaL+bCQbysL51qM9RtFoFZMY0N18y3atHz98g13r/d88tFHRJlXrTosYQh2mmjqASmVd3rqiHWRczjekxcFUsdUTevDbIzm//U//Tv+8uef8sHH7/Hi5oa2Hajrhn7oZlOQfvQzPzay2UdXqodG6HIjHBAS8ixhs8rJspw0iZmGlqLIWK03szU8JtIRWkmOhxIVaC6eXDGMHe04+utBGiOkbw4/hI1EUcw4dCglUb/51Y8/E0KQpZkf7QHr9Yqh7xn7mtWq4OuXd/yff/M5/92/+DOeP8nou5pivfbCBBxSejXVNBqarmU0E0VeEIYJx/LE7e4eITPKKqbvq0U3dFrMQMUj2Ide0IHf9eFlk2GoOd9uWK8ykjwlDiNf6ijJi1dvsE6Rpz46+/rqnCQKuNntKM7O6cYBYY1/cfsWIQVSx0yTzy0IcNhh4KtvX/Dy5R3/9t/+NT/+1C/sw7HESYWbA0CRoJDkaYYKPWNeIZBCYi1k+QonFNPk5/Bmsmwvr1BBQJ6lFEmMlDCYCekEUviUmtPxxFmRE0UhKE2YRAxt76nESmJVAEGEMQ5nBtIkwZhZldg3XqQiAo+u6jyDrmta2qZmcoq7/cTN7dF30N++1svynsV1YFh07bt3aDkMcLnQtsfvSG9W77B3u8X4sFuYaB5GY8GiClj2Dx56Rb6isNYnTltTEaiJH71/yV/88mecPTmnPBz47qsX3B4rRBBwdnVFP0wc9we61ifvrrJ8dtBNnG3PeX2743C/I4lCyn7kP/wv/x+ebAv+4q9+yd3+xNCPjIMHiDZdP28AcvG9ucXmGD+apiwrHfvoSmQRCB8cc3aOc4a2bbh+9oQ0TahOpYfJSIlSXnYexRH7/YGm9VfZw7GmKjuEE8RJ4Meh2o+qpQp8uKmdUD//6Yef6ShkGEbqsvW544Hg6skFKsrZ7fZ89+XXKAR/9c9+jbGW0UDX+jfOYd8CLqMoQgUBcZIgEHz33SvGcUJpRVm17A+v5y719AMZ7/cy0X4+EYJHpd/DC5jMXx+8vRuGoebs7JyL8zWBcExDT5r7mOqqronjmKuLM0IFznpY6eFQ8rvf/R4Vp8TFdo7OShE4prH3nXEluNiecXV5we8//5xn7z1jtc45Hg+cygoEBEq+jf4KgoBuGED6kZwQHjKCUIRRzDCMTEJytz8g+57txbk/J48lk7EkWcIw+s6v5+HD6XhAq5B8nfuGIYA1qGBGgXcDUz/RtR1teWKVpRB6wVAYSIwd6TpflazyzDdre69/L9ue17cHbm5rTuXNvIgeZvCbhRdjnH8NFw0s8094NA6LheoevY/xQgb8cK2LF58bFuPFhyvAg1ioXWwYD6rD7o9OVmusF1VFAXGazq+n5Ec/eY9xmOjrnrqp+cNvvyAUXjGJsARa4xzUTYnSHm7x6sULnl1tePbsGb/7w7ckjPxf/tVfsW86j2rTEX0/cpqdj9aaxZSkWEidWTRHH+daPAihfqiiFEKQJpFvcMcRWgs251t0GGL7HiWlj/MT4ITieDrS1zXrLCXJIozpKbKIMAyI4ggdhrRtO/fu9FsLuPrZp+9/Zp2f1UdhQJrO473B8He//RyB4yeffsinn35AVbbg8Hy0pmWyE4GWmMl4sEZZoqOQKI4oZxTU+fkZ/WB48fI1ddO+za374Rs3PtoUHnZQ8ygbMF5IKOvZAhySpiFFnrItUhAOGQRgpYdsRNCNA1ZAFKXc3t2jA8X5Zs397p6m6Tgdj3z9zXfEacHZxTnWOeq2p+4t//CPf2C1WfPxjz5i6Bp/+kofqx0I76iSSlKWNUL6YEcVBB7cGccoqbyRxBm6ukVay9lVwTgN1IcTtu+JYo0IFKMxHhRiDHESUh5PBFoTZRHH48ELrJTmcDighCWNFJECHYXkRUacRRghqaqW+7tX/PrXf04f5Lx5/ZoiCUmShChOKauSu92B12/u2B9u5xk2i4VYLR7SfjGqWxKa5D8h3Y4Xp3b/KMDFLvzwy8lPuRj1jYsKxC2+n3dFvWcL1r4XClk3Kx+FQCgL3UjZOqJVzodXG7brjP3uyLPLDasiQQYBURQShBGBhCQMaLve37cvnvDtq9c0t6/5i1//ChdoTkcv6nHWPyensqese6yNFj93+wgR/i5Q6LS4/tgfVElCrEgTQZZGXFxtKIqM437vvRtRRJrnlJXH6pf7ivJ45P0PnnJ1dYFxhnXmA32iOCaJEsrDCTOMYB1OStI0ZhwGgizNuLm5YbVa8ezqilNVYgz87g9fMJYlTz98gpB4ll3iI5UnO3J+vWGYDMMwzXZa6ymyh5I8s2ipOD/b0HQ9u7s7xnF4xwvQvwOoyCPwx7AAgG4eYcBPGDNgjaFuO9BPudymTNZixpHD8cAwTNRtx/nFlrpq6buB6+tLAilwWEZjWK82MDX8/h//jtPxfcqu8jjr0aJCzdXVmRdIaQ2ZRI4jSRQhcJSnmn70cWDFOgMhEA7CQIIV3oorB/quQ8mAKNMYN6G15myzxvQ94zhyf7cjjiMUDiF9TsPmfOvpt3O6zmgGTOWhpKs08RnzfYeTAcdm4NWbPcI4xNgT6pB9M3E41VycnSPd4AM0dc5ud2R/KN/ix39Ytj5eqPHCvOIeceze9fEwAagWJNzH9u2loGtaXAn7xRVg/K8wIpbWcfmDf9v3A3XdUjUNRRMRZRHVsWE0A+FVQbbO+dmf/QgtHCMWRICbArAdUk3ct5Kb/cB4uiNQgrpqef+958gwpKxqr16IY5qmI4wSjBkWo9AHh6NabJRmcbV6V/Xyx5ubc0esXWGMf83TtPAhoWGIsZa6GRAqIUkDGnPP02dPOLu4nAncKZEOaNve1xTOj5DNqAiEIk5TLJ7KrP76X/76s1WeYaaJdhgIkggVx/zj51/y/NlTtmdrdOg7+U3XgVIEYeQ16pOjLiuyLPVOI8AaP+aIAsXQNdze7hiNpesNp/LhgYvmxX21EJJsF02TacELiBcVgplLzO9HRVImpElAEPhUV4HDjhO73R396BkHkdLe8lrXrIs1aZpyKktUqCk2G4TwycB5EtHd3+OU5Cc//oinFxc8fe8Z49gxjYY8X2HM6E/0OVTVmpG+7ylWmUdsWS8hdmIi1AmBjmj6ntPp5BHqStHVzRwfrryBZRgIA0maJH72nBbEYURRFOx3e4am5cnVExyOJNZIHeKcp+0OEsqqYv/mnvK+Yhg6ijhAyoDff/kNsq85X6fkWUbbjewOBw6HEzd3B05VM4tY1DtEPm4xch0XJ7VbLLyHE3sp23YL7v2yiZcv2Pn9O1SF5hEC7kEvEC3+++oRPGbZKPzh4WGdjxRTQpBvUtabNZgBHca82VW8efmCi+05RijatgJhWa9X1D38r//xb/nyd1/y559+wkfvX5MkMTrNqJoaZwx5UZDmGe0w0HUjh+OJqm5nkMj0DsWq/EGV8sdVQTZfGb43RAnhyNKYzSrjfLsljkPiOPESXkAFEXGSEKchdXVinEZ06I1hk52YrEXpwDsHhW9UCyHmkBFJEIc0XUfQdw061BRFSjMYTqeasTeUuxI++IABwamqyNIMKQKkk2C8OilQEefnl/RDhRQ++FFHXq8+GcvF5TlN11F1XiKrlJybRMe5ROofpfquFiKK6o9wSd/fA7+/Vxoz0vUDgRSeSe98Ll6WpuhIs92e0dYtfWc5O79iGnqOpxLrvs9Lc9ZhjWG12RAHIceuR4QKYRV1U3th1GhomtZbfcNoXvyWMEzRkWOcQKIJpMTY+RoiBX3XoITj4mxLeTySRiHr9ZZp6Knamn1dk4YhSvoGTZwXtLUPrUyERAmJUIrD7h6nFCoJmBAM3UBZljgMSgvOL1bEcY+aN4lAe9XYJg+JopCqn6j6jrppOJwqmnZclP7TI7Xashv/MOLLF4u1Xchcm3dUBPWjrv77M/vuv+UjWmwiepbRLn0jw2J+/qdP0XGcKKuGNA7p2oFADwyjmdmPCfdG0I/ghKDIMsIipDh7yv/5t/8b51nIX/zLn7G9WHHqRvpxRFmLcL45bJV6qzB8WMpSiHfoG/RC/Vf/Ez+vnZ/3cQEU7TwIRPlcM4HgeDx4f0oUE7ietjuyKnJwAWHk0fBBIBGTP4iF8ia9rm0YOk8PkkrRjj1jM7Hf71G/+atffhbFCQgFUqMUfPP577nYbDEIglBzvt3StZ3XQPcdzllGM5JlqV8I1pGkKWbGfxsnGI2HXoyjJY4zTocT7TDQ9w/+73qxk2eLLrNZaAKad9gsL+ev9ex15wxBIEiznO16RRQp33foO/puIgxjn8I6TYzG4LAcywoICMIAZyd/bzQGJwV5ccbubo8QEAaBbwxOE2NvGHtv1MGBcQaF4qsvv0bEMavN1uPHAk2cJDOkcaLveyYzogPtWYR2ojeTj1iPQu7f7JjGkedPr3EI+q6nrmqElLRjj3NwcXZG3TYeOjpahJO0VUWehORZQRyHRFGAEBYpNMVqQ5oVDH1HnidMMuRUtYyj4/XrW3b3J8rSLAAevCNkNZz/CRZy3v7RTF4uJN3xI5Arj9x8+8UIL1t87WYxQUgW1Of+UdhL/sgoJB5VHo8/Qq+ADBVSCuzcVQ8DxeS8yOu//M3fgBTk6y1fvNjzn/7Tb2lOr/gf/oe/prFQ1hUffvieB3o3fi6PCNgfjkgDRZpzc3vnEWhV8wgMkiy0Eu4dRjceZVmYGRZyDhwRYiRNEq6vn7NZZwg8Z3MYBszYMjQtgXM0dYnUivPzc/8cW+gbz5Xo+4FpMnRtT103fmKlJGYcqY5HIh2h/m///b/+rKpq9vs9t29ukUJQ5Bk/+elPmMaRN69f0/eWyfpmG3bE9D15nKACRd3WXnXn3FuPtXN4mEJVo5RG6YQ3tzf0/UjbVzjXLR6OYHF3GhZWUbN4SM4f7f4PnDV/N5XCkcah7+aGEcYYmrIiThKCUCGFI4w0VXnyMWbaLxgpZp8+oGWAVSFdfaApa66efwS2p+99nPlqveLUVFjny8s3b+6QWHrn2JytCa0XXQz9RN82jMM0+/R9k84ruQzlqeZYDUjhteXhnFeQ5DmB1oRRzGgVr1+/YXqY1WpJsVoRzBJtqQKiMMYikIEkzWJCoWB0OOHFQHe3NyglSPKcfjKUdcfd7p6bm3uOlabvh3c8nMsxm1mMZqs/eVf9YSP33TxHIXwSj5QaIZb5jm6hlosXFcOSN1AsqhC3mAI9OAtXCy3CD78362KE8F6HLE0oktRPu+qSLFGcnW148eqG3/32C7rDibG84+c//pBJau5bx9dfvqDrB3QcMzYD+1OJwsE0URtDrBPaquFUt76f8oMNYFzQjvpHTe9lVJhaVDxmxqhNCJGTpjFZYimymPUqZxp7Ah2QZQVRlLBabziWNU3j06Sc8bLkYRznKPYJ0w9kUUSaxARByG53wBrfU9pu1gSvvvtulv1OXJ4XxIm3tt4f7ylWMTq+4vb2yJdff0P9wQdstzlFsUUHEcM0IAP/Jppp9AmwUqKkQoSKOEqZRsff/O3fIARsNh+wP/12bprIhQx4eESFmR7NjsfFw3JaPLjeWTVOME4B1jqmyTL2A+eX54zjhEAQxjld21GkuW9mBhFKQVNX/lS1UA89Go0yE8PUU7cDDA0OQaIjjqcjdVsTBaH/+ZzjeDjQu5CxtaShIggTdDBxuK/QcYqOQ5RgTvh1dH1LmoZkMkIpH9FtBDBOlFXN8XDP9bPntG1HHMacbTIf4+Tw1woRoEOF0gE4ydiO2L5jkBMiSpiEQEiFwLEuCqbJW4mHrscax/FY0bQdXdstiDzLcNXHAMtlB/5s0eg6PVpw6WJKkACtx1wEAVorolATx1tgwDpJ35f0vWacvAfl+3Ff/eg68VDmp480BO3CTz8+mlxEi4nARNMYqtiHsCIFYRAShfDs6SWj1ezuawqt+bf/+i99GjMBL27uiYRkFYfcvLzj5rsbfvrJ+1w/2VCsCiK94t//x/+D3//2cz756FMCqf+JK0316NoazptCNR907cIPIxYHosHahskkBDrwY2etiKIEhI/i02lCM0x09YBWinboCKMQGfjXKypCwkAhpaHtBg5VRZxoptF6ZyOg/tlf/OSzLEu9ZDcrCOMUpbU/vYOYs+0ZP/7RR9THPcf7I3GsqZqKm7u7twEfxhiyOCUMA/K8wBjv1zZByIubG5wdefbsPU6nA2U1MLxVA8pHenO1IAU/7PbhIxeVXTAExvmNhiBI2Gw2hMqyWmesN94cM8xe6aHvaLoBh6IfeoZhQgXaJxwNvpzVWoNTfPnVC7IsRuLIsoKma3lze8fZZkOR+OTWoijYbjeYoaFtGkSYkqQRXdvi5ix3oTxGzFrrk2iSmDRJCXRAqAV1XTGMZvam+0ZrWZ4w48DFxZZhGDidGvJ8hbdrSOIw9Dx6O5Jl4Wwdjj3BVge0g2McJy8BjUK01lRVTV217Hb3VNVA3T4o/MZH4ZX2HeW7WRhwgkdYr6XzLXhbziplSdOI7Trn4nzF9dUZ221MXsScbVaEgSSONXG0xVqYpv4do7Blg6yev1+38BNMC3Vo946q5KGbbmf8leb84pJQW8JAMBjBbz9/iR07/u1f/xVGCqreIIOIJE84nHa89/5TPnjvmsN+hwGePv+Y20PJy5cv2EYZN/f33J4OBEHOqfTx4X6zWjb03KMrU7AYeYaLTe3hCuArLiEmokhxtinI0hA7ezyEEFhjGIeBsjzRVBXb7Xoe31ucmMefk6/IVRwxEdAOhsl4WtUwjDgEx9MJ9W/+5Z9/pqRkfzhijPVy1M43uoyTtF3Hdy++I05yfvHLT9muM5wxjG1PgGO73aCjCIQky5JZXivI84zb21u++uILfvNX/4yybijrhrpRtO3DQ1UuRibL2e9SGZU9ums+Nll4XJi1PUEgefbex6yKhL5uMMYiA0UYaB+wWdZkeYKz/m4daI0SDoxhnCakNHz17QviLOVym84xZ5Z+6Nls1yipPBA0CgnjhHi14mJbcDqcEHHCKgkIZEB18sTcthveLkThLGEQ0lYj3eBNPxKFlJI4jn1jMQzI0wRprWcIRAHjMHDzZkcUhSRpiBCCYTK07YA1jjjSJPHKl3vOpzgd9juUnVjnCUZKVBBxc3PH7d2eUzUxTsvrVrQQ/Lj5AQ4WU5cHFeBhsVGYtyTmHwqIOrR2rIqM7brgyZML3n//Qy9nTSOKIiIvEp5cPWW92iDEiLU9xkweX/ZOIlT3KD1HLCYM5p/QInx/53bO+EpQOZ5cXRKlKT2Sb79+ibQj73/4jGYcsJPDWUnTdegAiszTgC6fPuXm9p4vPv+WqesI5cTF1TnX18/46qtvuNvd4lzINGVvA2p8b+P4DvXqtBBIhQvfRLDY6EAIiOOQdZ6wyjPWRTHzNiaGYa6OnWUcBuLIV0Naa6y11HVFczqhQ80oBC9eH7i9uaNtGqZ+pDwdSdOQJNaoD55vP+uHniAICQJBsco9R07hCTjO8e13L8jygiiMOJ28lvj8/JpVHrMuYspjxelQk8Qxx1MNwl8Fvv7yKz54/r4PfDwe6Iaeqj7Rts3cBzALGbB9pJxikbFuF/PlpVss/b4SEAKtFUoruq4nDLzcMYw0xk5M0zTfgyRhqFFKYs3I+cUF1gmMHRF2oKl7Pv35L2cWn3+BoyQmS9N5B5b0/ehDI6UgiRLqssYKgdYBh/0BKTVn643X70cRcRQzTZMP85SeKxDqgEAr+rYDAePou/rCWiKtsXNm4fXTa2+znjn2x2M5uy1h6EZ0GILyJCcVROz3O6JAcP3kislB0/lq57BvuL3fUVYj1raL5l77KHbNPDq5Lhcn7vJ9Gh/5OTwN+WK75snllovzLRdnG1abnCQOUTjCMGC12pJEmkAaojgkiTKcU3R9O6dFrReGL7NoFA4L80z9Tyz4s0eHh4d1KCFBSIqNF8rcv7qlvHvDhx9+QLrZIJxEAG1nOFUNWlqEMQgCxtGw2aQ8uSh4/+lT4iSlMz1xlJBll7x4+YLJjBhzuQj7PDySVtt3bG79o75G+wPQTZbGXF1dsVmnRHFInuUMg0EqyWqVeaLxCPnKQ0vMZGZpuiDUISJQHOuase9JIkWkBE+fXpCtCprO8LNf/Bnqpz9+/tnTZ89ZFRu0UnTDiHPQNS272zvSOOHp9RNu39wQhglpGuOYSKKUtm0pyxPWGLSKGMeB17e3WAvl/sA3r97w/o9+zP39nU8ZtlCWJU1TzlxAuSiV/ik2oFvcT6d3hoQ6lxOFirFvCcOIq6vzWS6ZU5Ut5dE3ShDgnIdjjn3P3e6eph95cnWOciCkQuqEoe+ROP8/az1eWcBoJpRQrLIUYSfabuRUlhyOJXGaMfQtSb6aASsSOy+maTJY4X0TgdBv57nW+c1J64A0S3HGMk4TUZYytT1d15LnGcdZe67mv9NMA9I5BIJ+aumGgfJYYe3EZpVjgLLtsMPI8ViyO5zY7Q40bbd47ZbQFbU43cUjDkC/mL/372z4aR1wdf6Up0/OOTvPyfKQNFYkWiLnplNe5L5MnkaKPCHUEWq2Y3d9S9dPc38oXVSFPOpTdIurQfSo7D9fpEktuREa5AohB+rqSBRIUiV5+vSS6/eusRbGvieMQg7HI8PQE6cRcb7BTJbJNMRxiAo07WgZJoNWGmOh6VqOpxNl1WDtfiFgEovr02M7dfBIIuzmP3P2tgLwEXYh5xdXXF2d+XUnHP1o0DomX6W8ev2a/bHk+tklkfa4/n4cPe03CLwgzkzkccTZek0UhlghGYxlfxqwQqH+1T/71WdCSNqmpu1a6qbFzpFNV5cX5FlCkaccDvd88+aG6/feI9KKtjoh0DgEgZboMPB+91Bxti6wfc83376grFuunlySpprTqaJtR+qmYRjN/IYNC+EJf4IN+Kfmp+Piz6UIYckTTawlWRoxTgPHwxEl/b1pGAfSLH9LdI2iiKqqybOEJE6omoZTXdF3LYEEhyWOY6+ZVoog1PR978EazjF0A4dDzctXdySph5FEkcJa43P8ogglLNPos98lknEwc1Jxgo59d7apapyD7fkZ59stxliGaWSV5ehAMfQDU29p6pbzqwu/01tHmiaESs7NPouzE9vtBodAzs3Apus5nipubnccTpXvEP9g010Sae3iFF1q76dF9BULYY//M0pKVkXK1XnG2dmKNIpIApBdi3aggoBiu/bik6YiyVKSbEVdtXMT0DJNln6w9L3/WX44Ap7mZ8Utri7hvFF0j+y1zaNR3BngMKYFN3GxyUnSmPXZiu3VhedEdDV27tEkWrIpUgySdHNOVddo6dOZu7bz0xMhfCU4jJTVgaYZOZ3qWVeh5oqlXmxc+lFTO1hoLJYpV+L7TU/gpzihIolSTmWFCkLud3tOhwNleULNjkGpBNY5EBCH0VuHqjEeDJpEEXXVoKKYME6pjxWH/cFPin7yyfufCaE8vccamtYzw3SgvDtOKaSSFKuCqjxh+p7z8wvKskIiCZSg6zrqqsWMBqEERkKcFWgpuD+e2Fxc8d71Nfv7O7puoO1G2m5J+bXvkHj+Uzpq3jHC6rB2JIoS36ewE2EUkGchZ9sNeRZxc7en6Q39MKGUJi9WnJ0VaOG4udnR9CPXT65YFRk61J5vkIQIITHThJa+NBt6QzuOBFow9h1JscYJA25kkxcoAceyRSqNMMZvkjM0NNR+Dqu0RoSBj5uuO/phQMYRWkrGrqc3E1mceJiJVGzOtjjh6Mbey32FAOnDWIMwR0cpSjqUcDgZzMYYTyy+35+4P9QcT9VC/JMsGrBLJqNc3P/VD6YtfzzP9vP4LE15en3F2XlBoTVnRcbTJ+f0pyNN37O+vEBFERKFVgH5es2+rLBTR5pkTJMfxw5DzzDAOIlHo0C90CE80KEe4DDtomKxjzao38w/32v/MwlBHGU450e0iU59dqH210JnLCoMfd9Ehty9eUkSedAowiBVQBInXF1dMwyO+9093Wi53x+pmnZ+bd0PF/IPZL/RI6qSeqSfGH9wBVgXOWerlKo6kcfRTI9qyfOEMIzI0oLydKKuOrJ8yzhMKGC9OeNwqtnvDgQiQOiQJEk9YNb6amwYOgIlUH/+808+k9Ix2Y66akAGSKGwZsI5w2S8fdAKSaojDvd7hqGnKAqElPRDSz/0aO3n0pP13fUwillnKd9+62epzz94H2cmmq6hqka6bsDYhv//P7LFNMA/BFm2YbVO2KxWbLcXAByPRywOKQVD1+Dc5MU/RnCqmxmBZbh6comc7+RSBV7AIzzwU4cRwrq3C/jqyQV1feSbb1+x2ax5cnWJnSzWGIokYzITXT94eosTRFGIlD53L9B+g7U4wsBLmbWQlPcn6r4lSkLK8kTb+wdvsiPjNNA1LUWek2cpQRDQ9yNOOKwzILxwS8iAtukRIuDUtNzeHdjtj9RNt4jimhaCmseajGGxSUyPZLwPcVbe7BIEmu2m4OIiZ70qiOOAfmxxTpBvzqi7HqdDNhcXKBHQj5bTsaIpS/IimctVL1AZzUTfDXT9iHMPIZr5olextCbb+Z79mLDzcKp+jA+c/fbthmWtb1BnWYJxhr7rWOUZUnsWf9u29OOA0glaSkxfEgUSFYboKJnRX5a66amrA8b0NN3A8VgvyMkPC/nJo6CQ9BEFa6kCHP+o8pUyIy8KLs4L3nt+ydX1GdtNzrOn1+R5Rjwj3qTwJKnDfs/h/kQUpZyqEy9efusVjmHCqa5J4ohhGum6niScE6tCjfrlTz/4DLzEUclgLsGYF8FIlhcoGfD65Rt2hxpkyGS9bPZ0OlGWR4oiRyhFNzRopZDOcdjtSNKEVZFxf/uG0Vh0lDFOHU3T07QDw9g/2hkfHsTsUckUPmoK8Q5HoR9VWWtAjt4bMFmCIKXpBvanivU643ydkScxAsuxPLC7P6CCkFWWIJyjrHsff+Ysg7EkaYqwht3hSJwXKAlSOOIw5tsXr/j2u1dsN2c8vb72AJGxR4chAZbT6YAI9MwhbGGytO2IDmNAMXQjkxm8uCNOSaOQU7OHICJPthwOJToMsNaLl6ZxItSa9WaDCkLMPEePI4XAUDUtk1MoIZlGn2nftCO7+5L9/sQwqMXURSyUl3ahAzALC27/iO5jF9WBP+XiWHJxVngKLZYolkRh6I1QaUYUJ7RDT9V1SOcYrWNsWq42K1QU4CzEYYwUiq7xOOu2a+cNeZmwEywawf0jcdIDgmu7qCirWa/ww16SdYI4WvHs6TOUGoljP1kYhpEo0thpwgwTL169IIlC8jwnW215fbPzFB47MQ4dWoNQEVU9cDicqOoR57JFg7qerx8Pxiiz6PwvMw+qRaXzvahJiog0NZxt1h54miZ+QtGO1INH7ttpYL1ZURQZmyInzzK+ffWSsqr4xS9+SppE3O8PFFmGEH6MmKYZgVaYyXHYH1GffvzsMzsJzCSI4pBQK3AG66Durc9q63qwBjNNSOl4/9lTbm/eoJQgihK6rkMISRxptpsNwkGWpmzO1+hYs85XfPf5V/zu6xc8ffKMqa85liV9P76j82/fQYFRj6LAWIxQxOI64Oa7kCTSIToKqNqKqjqRZglZ6mf4wzAxmokkT7m4OGOVREgzcjq1jEb4QA5jUMqrqfaHI0JJsN7xmKQpN2/e8Lvff8XT9z7kZz/+mLrcI2a2vwSsnZhw5PmaJIr8yFFKstzz/E/ViTgKCQKJRKJDzalpqCeIdEJb14Shwjn7Vkvg8Ck+CEnTjOz3JXGkGe1IFCaYCaqqZehbnxMo4XTq2O18PJRvvIrFCO9xio9ddN3lYuR6etSk9UQfKXuKLOXqcs31xZY8jz2XMc8J4wSh5kgyZ9nv7ymPJ95//oQs8exIqRQqCj0ERUjiMGUYHHU70HbDLFUeF9eAflFWL5Ol3QI/Zh81BpfAUW/UsrYjkIo8i2nqyjs33UQaRzgHx7JBa58ZYAxMRuBwRJHvD6ShxsmIdlR8+923nI4nv8HTzSd/vdgEmgXdmMVGMC3ISP0fmaSUCimygOsnTylyn+gTSMmbm1t6o7i8PAc70Xc9o7U4K+jHniAM+PijjwiU13/oUOOsXzehUgwzsOf2zY4sSVG/+uXHn8kgwIwTCMnZdkUQSPrBkEQJqyL1aOlQc3Hp9e6H455QB4ShRgpNmuZU9QEdJugwJEkzkJL7U4UxoIOAjz/5kK/+8Dtu7iqy9dpHXPUSa5eqvmRxl0u+N0X8wCXGAgxS88NMdp+4YsyEFIpVsSKNJWkUsl2nyLm1ECiFdY7BONbFCiXBKUWxWbNaeSRzPxocs9ZaaC4uNhyPJV0/YZmw/QAq4eqDDzHNHXaaUDJimsxsDAFU4Pn840iSpkgs1o3kWY6Q/h6frwovlzWGU1kxjoInZ2fo0BElirYZGIdxNl8FRGHCaX96G2nlgDCa+xTOUeSx38DGCWMVN3f37Ha1R72/nesPi4cvn1/L4VEPRi466svF/7AYG4IgoMgTri63FHnCZrtGRCmHY+Orm2HEMJJmCU/Or+i7hv3hHh1H9AbKeqBrG3CzXiOKOJV7urahbbvZOZrP/72H76Fd5BE8VCTFYvGcAReLTWu1+JxvtlljZ5HXCmu9NfvqyQXT5FOf2n4kTueQDjdhHWR5gVYKIRWT0Ozujxx3dxwOB051yzAs2ZXFOw6xh+97s2AiPlRjl4+qlZRAWc7OLjnbZqxXKULAqSwJA5+aHIeSKNA4HBOWQClfveMYh47y1JDlBU1bcnO3J8024AxD32CMoCxrNmdr1F/+6tPP4igk1JK8WM1WSp93nyUJceItiIGWWAT7U82p7rh+/gFKCO+XbnuMcYSRVywJHFVVctgdaOuGOI4p1jnvXV/wf/yf/4hVkiJbU1X1TAhyj9RkdjFGyR7Nqh9OqOoRNIK3b7hzDWZOJcrTjDgKsdZTX0Lt+flZnoFQfP3Vt6yKjGK9QQf4YEgRkGc5pmsJAsWT6/f8yKeswVr6cUALx6tXN0RpRJHErLcXTPj+wGq1ZjKWuqqIw5BiVTAaQ9eOXm+hNP3oUA+nzDRhJ4hjTZIwqyoTnPNo8qHvEULgjCMKNKfyhFSO9brwMK08ox8nb8ZSEoRitIqqHLm9ecPusKcfmoWy8kGPXi6k14+1AN1i4WzfSd+Jo9Az6vKMNIlBh+xONce7PcpMxElEFEdE2pNr1hcX3N7eciorb9LqvcFMTAYtApwQnKqavvd9AH8djRc2cLtY0EvB2EMc2YPr7rh4nsQf3bGt9eNdhaXIc1TgtSLjZGnbnr5rqZuaLE7J8xSk5XgqWa3OsBZevnzlN+XDkbLpKctmrq6WuQcsri3LMXc9f/56IWq6XTzD5/NYdSRLNVcXl6zWKcaMaB2yWa+ItaRparSOCeMEJTxPsix9OpOxlmHoaerav9NzVJzWIVmaUWS5X+NDh/rlTz7+zIwG6yxh5E+wafJSw67v6ToPxgyCAGMszgnevL4B51hvzwi04nQ60reGosiII03bNMRRRBaF2HHwzS8RcPnkin/83edkWcp2c8bpVNO07aIUHRcGiaVQyD7aAJpHc+rHSCWNsT3GTvO9J6YoUsa+B6m830EG9N3Em9c39F3Pm9sD/+U//z1Pt+ekSQShAOOI4xQnFS9evERJ63HLqxXSWfIkZbPO2O9PVN1AnGlCHdF0LavV6i2LPwi0n38LyfFUgvTS4KwocMbQtR06ikEqhgl2h5J2GNE6oKoqL3IK/RXidDrSTQPbsy1xEqOkxBgDWoMTDN1E2/WUdcPpeGB/qDicjnOAqVowGLuFDNW9Q3chHtF5xGLjsDOyKmaTJ2zzmDSJOJU1SghS5VhnMWESY4z1YZ2Bou4n+q7j+uKSQAnyNEIoSTgfMmVVYyb/Nf0w0g8d01QuNh+x+P1jL8JSOcifMCl97zOYjNdhePyanRu0CjOOvP/8mXe9Tpbz8yuME1THI9aOKAl28FmMp6rjbneg6XxQyR+L2OyCcXH96CA7zf//bLFh5W+1LlEUsd1kXFxs0YFAq4CL83O6wW9+UZhgrMEYR6BCTuWJw+HA2dklQioChT/0VMxms/LiszAkCiOMGX1u5zCg/sW/+PVngdZYHEkc0zQNddUQBOFbA4vfNQW7U8mnn37KOPR0bcXF1RMmY8niiLGr6cYJGYQ+KksEHpelfdmUpSl/+3e/ZXeo+PVf/Iq+r6nqZk4SDhZ3o+ERL3BcNAn1o7HJUv2VLa4ED6yANUjPQ4u0JIojVpst+92BmxsvTnr27IK8yBgF/Pbz7xCD5Te/+hGlNZyaEWsMNzc3hAGcn20J4wxjJvqxI4oy7xmQguPhQFWeGCfrHXtCIgJN5wT3u3uSKGJ/uEdKSZ5nPta5qkB5dFjfd5zKEikUTVOTJAH90OAsbLdbzGR9fr0UxFFMHEUcDgfc/DDsTyemYSKLQoR0PgC0nbjZHanqfj5J9SMzz8OYrFnwAKZHp+e0eN2/d2gGyucxPDlfs94UrM4ucU6g3USRhlxeXVKsVtRtQ9e2TP1IGqdM00iSJWgd+kvdMBBlOW8OB7pTySpPvNKua+n7ia4XOKcXlcnjj0u+j9/qF+i45bjNPeJP8jb7YhwnkkhzfnZBEHgFXZyk7Pd7urYlz1fc358Y+wYxNURRyLHpub2751h17A8V/aAWMuXpHRuOnastO3+/y5HfaXHyH99uGlm64mwbc7b1V0QP+xAcjyeE0t7jgEWrgFc3O9quI8tyjmWNEI4fffIR1jqCMEJKRZHnxLH2V0/pGQOHwwH1q19+8lmWRaSJf7CrqmIYfBqqEAFSeu78Yb+nG0aElIRxzNNnz1GMjMNI309sNmuauuJ0PBIFeiYMdQRhwLrIMePE//j/+J/5xS//jB99+Iymqfw0oGnpe/VOqsv3WgD1iATr+D4m3M2//rE81LmGvj9xPB3oR8Ohavnm2xdIpYgiz1vLshRnJs7PCp598CF/9w+/JUwizs7OGcsSKR1Pnj4jy3KarqUsO7quIysShsHRDD1RmrLdXDGOA00/I6Zn1ePNq+9IwhjnLMeqIl8VBBIvJOkG5EyA7dqOWGsuzjfzAg8JgwAVhCjlZar90LParlilKTiHUIIAR9+2tENHEgZkecbQ+ynL/tBztzvRdm6B2+ofCWXePDr1lzP1adFwHRYP7QVxojjbpmzO1jgZMg0G07VE0nF5dUGYZ1RNS3U8ISWstmf01jBNA0kYYay/+kgtqKuO6uCblsUmJ0ly6qam7QbGsZg5kg/kYPlIk6DnhWMWFUD3J9SlwYI4jPe+mAe/R8s0TQQyAKE4HPfYCY7HA0IZri6v0EnK3e7I/lhS1T139y1lNeJctZiYPGxUv5qfy8e9gGYhU44X78cDjMUj+pPYsVkXrIqU1aogzzLEnN489C3OWrJixams2e92FEVCnifoQBNFEUPf+bwCqf3kSvpUIKxgs11zc7tjnCbUv/yrX3ymlUQ4S9NVPjpbBFjrd8k4iQmjiLppiQLFNPTc3u7oekOW+ZNMCkFWFIRx4C2gQYiQAiEMYZQSJiu+/u4VSie89+GHZKsVTkjGAbrO0XaTV2q9A+rw/W4ZLbgBbjGyevyRLoCL7i2noK5q6rImjjTrIuXZe++Tr7ZY69FRZhjR0nH+5Jp//7//HdX+yEdPLxiM1zWMw4h1eDFPoAiiiKYfPMSjH+maBh34rn2WpjRdi7OGp1cXPHnqE4OyLMdY470EQpHmOWEUUmQ5WRrTdt1cQVnqtscJP689nUpGYxFKvX2mrXVkWc7t7Q2BFFxenHlTjZ0o647jseX2ds/+WDJN1Z9QVO4XZf0DXLP+kwj2h1NNiJYsDdkUGUUa8eRyjXA92yxle35OMz5guiHNfUR5lifc7g/c3N6TZgnD2JEVOce6ZXezw7QtYRSSFDlmHLFW0rYNbben6x9MY92iIllmSS6ddtN/RTfyw6+x1jGME13XM45+Ezkcj5RVAzNHIs9XnMqG3X3Nm7sdu/sDh+PA8dgzTu4RM/HBZn2zuI48CKnyhQP2sWoxfFv+KwnrVc6TywueXF2w3a4RzisurfXTqTAMaWqfPJ0WhU84sv7ALMsaM05+7YYa6/w1XgjfH+iHnv39nqIoCKRQOPydIUuzt8ISw0SgfWz4OExsz7ZIB0I48qJgf6z43R++5dmTLWka8uLVC87Oz0jSnGkYKYoYYVO+fXnH//qf/oGbmxvSOOXz//v/ExVGpLEmCjUiGEmSbM6ePz1qRi2702axCbSLHfdB254vUFQPJ8CZZxWYI1JYtA5I4hWvX77kxXe35Os1z56dk4YROMfZOubTj5/x5u7AzVd/oP/5J+wqg253XJ2tIIiwsWDsaqrj6OO6ZYAZfWlsHZxtPOGmmkbCKGZzfsE4eSqQEpIsjth3I9PYIsyAcQqMo6pPPp7dOszUEYcBTdcxKg8vdRaSxNONJuUjwtumZXJgcezvdohQI4ylaUf2hyOn6sA41v+VBSEWev/xEdlXPeL6+epAKUUSa5IkJIkjNuszD5RyjrTI6e4PNFXL+fmWsu19YnTboIVkbAaOu3vOL88psg33dzV935PGkidXFwgV0JmGMFRcXT2lqluapvfpxm+7+g/qunzxPU8LXsFm0XWf3nEn/76qcc7R96PfCAZDXfdvse5FkbDbH+HbN9gZw950HeM40XYR/dAtKqZkEYjyeIQ9LChXN3/iffj+z6lAEWqNdSPWTFRNSRoncxAN1G3D8XhEOjg7P+dQD+zvT7z//jOq2tN/dZqhpKJrKyYpEUJzbFuUcuy+uUEKwYcffoj67/76N58ZYymbDmMkVeXdaToKafrOZ85FAWmkOHWGehgJAsjShMP+ltWq4PrpM25vbgllRCACpDBs1iv+4R+/5H/5d/8r7z2/4i/+/BcoO8I4EtgJDdy+ec3rN/coNeFcj7XxI+PEuHiz5OI0Wu72yzy2fnEqLD8fYK1kGDrariHUMaGSjH1L25SYyY/ZttsNKMUffvc7xr7nyfs/opkClDNIaYiSFW0/It1EkcVvMwGEVAgpieOIIAw5Ho8+hWdODrLTRF3XRGHspcRDz6pIqKoSZ32H3INLQoT2QSYYARbGoUXrgCyJfX6hncA6kiTmdDwRh54x2A09EkHbG7p+Yne/p6oa2u5dyTr5YlPNF32XhwWSLhZQshi5+aZhHIVcnm149uScJItomomuMRSbBIPzwBEBSElTVUz9QBxHSBlwf7djuz3n/PKaL7/+juq484EtRQ6hJJYBjD5L2eL1KV0HXT/NSs924QfoF8Sg6RE4VD3iFyx5AepRI1F4mtVkaLqOrvNR7GXVUpYtx6rhVNaUdUvbWtouZDIPkebDnwj7kIveybQgWz/+KB6NuDV5tqXIvRnIYHGTpapqmq4jihKkUDgHxXpN3fSUxyNPLjeEWpHEMYEOcM4QxxFCKLACnKAuK2LtJ3Wr9RozGdSvfv7hZ/v7E203YhGUTYtD4ZxGS4GzE1KGGCvo+gExJwHFaYYwI7vdESM0SnhqiVCWp8+e8MWX3/L//g//kd/81V/wi5/+iIuLK66fXPHLn33CX/7qZ3z00fs8e3KJG1vu9weG6YEClCxK/HjR3Z8ezU6XirQlz04uJJeKZXSVdRPDHPgZxlvOzy+IAihPJ8w4kRYFoY5IQ813r/e8vNlRRJqLVYwMJE3dgZmItEIEGuMcOlBY6wEgSZoydh3jPPdP0oy+bbDOzHFUjpvbW+q65/LqkjRO6doeIxxPrs7eWjrjMGYYR6ywWATDODEZD3SwBtzkcxvu7+6JwoB85UnH09D5B7h3HI8lh0PJOE7z66gXr+HSyqvf8RqeLZSCDy61/u38Pc8izs9WXF1dkmU5XX0k1I40XfnTPIlRQnA6HIgizebsChc4giCgHiyvbu4YhoFprLi83BInOVZGnPZHP9ArMqx183umqOsDXdcyTfod0I/H2YJm0TcaFgdB+EhtOj06pb0i1bnRNwenh2fF/zPO74G12YJn+Tjyyy2qlG4RshI88gOIhZ7CLURXA1JKNusNF+cpHzy/Jo9CsizBOcPt3S2n04m67KibjtE4vv7mBVdPnvDppx/StjUORdvVTNOAlH4CFekQwUAaBRT5in7osc6Ly9Svf/npZ/0woJSiHzq0lhz2FbvdHWfrDOHU2/svxmCdIdARUnlPOkhu3txQlSVV1+Kk5D/95//Cl1+/4p//5i/48INnWCdoypZdeUIEimHo6ccRqUMuL86Jo+D/R9h/NkuWXWea4LPV0cf1VSEykQqKAKiLZLGUdU3bmPX8i/k4Nj8i/9XYTLd1VbXgsKpYLIIASBBAisgMdbWro8/eez5sj4DnRSQnzWBA5kV4Xnc/W6y13vd5qaqGthuOTnHeYUo51qq7d3DsjnfU8WiE9VtktfeCfhho2j1Ns2e0PrwPF+LEokhwfnHK6dmSq8vX/MPPf8kskTx5es79rkJ5R5KlbLZ72qYhSWKiKGZX7UPuYJajtAq24UOASBRFdP3Avq4oJxPcMHJ5eQ1SUUxy8iIG6+ibnnEciE2wuV5eXWKi8MB0hwRmf3A1brY7yrKgnBSBFzCOCCXoRst6s+Pq+pb9/o1B5fhhO66Zo6MFdcyv749uAXxDdKP1gulEc7KaMZnkuGEMDcHFFNAID1maHcZTCouj6RqUkAzDSJGlfP3sS04WC37/xz9ku93S9pbddk8Wp0RZwrZpUFpjopimrhAioq63dF2F99nRgeAeCJrsUSnQ8s3MQXukxuMBDo2jJnPEP5981B0Zod5MppYP6vnuAcX4GAvWH/17kqOeQXjujVHMpglnp0smWcKsKALmexi4OD8niZMQuuMGjFZ0XcvNzS1KK6bTJW0bGvN5XiClYBxH3OE7iNIEhGQYLV988SVFWaD++I9++GnbNPR9ixIHOLCM+fiTDynKgq51jLZj7FuMjmjHMXRwuwERxSxXMzIt6cYBb0duL29om57vf+9jplnK9c0NFkFd1eRZRGQMwzAiCXHLddfihSbJzqn2t3T98C22YP8t2Cd1VPu9KQP0O8ZZ9htdYWstbReuesMYiDQCQZpPgklnrPjh9z/GmYz//Nf/nT/+8ScU8ynDOGC9o28biiy49UbngqDloNlXkcGOlsgYdByxWW+o25bJbMZ8NiE2kvX9Hc1gyRdLXC/Y7xsQgrLMsS5oA5SUIXhUSaQQODtSFilJEiyfSRIkxkJA13UgNE3bc311y3bXsa/fcP/NNyCqv72qmqOH8pjQnBxRfDniMMQkiWE6iZhNCpI4aCwmszm7fUM/dGglcV4chEkhRGbsO/IkD/rONEIKwa6qyMsJ/dCj8IGSnOcMo6NtB6z17KsqZC2IITRa255hrA8L/k1/YvoAxZ0+0A0cm4TaB0k8yYOJwZtw0+qfAXm8cSPWh8/zCb8baX/8XD7MW/RHn3l3dNCFUi3PEk6WCy7OTjGRJi8KdKQwkTlocSxnF+ecniyJjOB73/0QN/Rs1lu6tufu5hYlI8pygpQw2OA9aVvL5dWa7a7m5uqS6WTCbDZFffDe6afee7I0YzqfcbfecHrxHX7/T/6M169ecXt7g1cxJtaM1hKZmMhorLcUk5Km3jN0HVmW0XYN88WKH//4D7DjwNC3FEXBZn2PtQNlngeemR2QRjFaS3YIO9jtbugHR9d1D1RV08MX4o9Kg4eTgodCIXtU67ZHD4f/xhfkfUw/NLT9EEZCzgXYxhAsuHma8PTpU372m2fcXl7z44/f4xA9QhxFSCEZBssw2ODu8yGOO1wfB+q+ZdOEjmye5wG40jbUTcNyuaIsMl6/fMXddU1eRESZp+sdTd2GTSVJDtp1R5qmh8c8pA2Nw0jTVCglGYagEmvqhu16y66y3G0UTTM8cPW9UVbmRzCV4ghS+eb/Wx1+XhxuAv7toskzycnJkrPVkkkxIUnC5980zUGxCFmas91taZoQrz6dzhi9AykZnWcYLFW1YzEtMCYKuHZnGYaeYRjRKpCctQ4bucDT9yN9H7rZgSY1e0Ao6o5ugLujidBwZCIav2XSdPw6x0o+9y3Gs/6oUVodCdiOTWz+HX/uDeI8eSBxP2grdMx8XnKyLFnOJxR5gjESZy14j9IqOFidR0mNkAo7Ok5PFgduRBO4m9We+/t74jhltVrRtjviyPDy+Qt2my2PHl8wm4eNU/3h73/v0zRJDnWqZRh7rFO8evmCu5vn9ENF1ySHa8SaREcoZRiRDH7kbDlHek/T9sRJRD04PvvyJdLDbDEhTeKAApKerMiC46ur0VIz9AN4Tz/0tG2Hd55hgLbTeN//DuX1m7ur4Juxyt/mEnQPqDf+AZ/tMAoabai1xzd1545hGJjEhu//8If8L//xrxibHT/88e9RNx1t25OnGUVRYIxhGDosLpALhaStm+Aes448SYNjUniur67wQrM6PcFIsPWevm9YnCzAC7qqR/jwGs46mramLEuSODTR2q6nrivyNA6x4lqitKZpGtbrLbt9z9Xtjrv7lweB1fQgo33TU9FHQR/7o2afPXqohyNJ9m/R3UplFHnEcllyfrqkLPK3o1atNd4FzYg2BucdSaRIkxShJUmahYbg2AezUBQz2gFtQoO3H4KxyFuPRJAnKXYciI05QFx6um5gGIMe4rdQ0zdTijcLq39wA+AdaT2Gb0aXx0cbxZvTWf3/4VFIvplYlX4LPl0cvAn9kcdl86B8Db93np1yuiyYFBGRCXi+0Q7YcSTPM+IkIcsS7NDSdx3G6CDW6zviOEEpE6iOecikfPnyNVGUHTgGMavlnL5rWZ2cMlqLVhL1e99//1M72hDYIQVCCIa2oa/2xLEiTQ1t3dM0FacnE+IopqlbEIK2aZiUJXgo8wyc47/8l78DB9/7+AldVyHwB+OQ5n7XsK0H8qwgkoGqMlrLfr9HCEWWJXTDSNPuCRmi7qjT2z+4hi0ejFzKBxpsc7QzH3uxo2+dFY+jpesSNttL7u7u2WwbfvWbX7HdrrEy4tnXr/BuYFakrBZzytmE67t7fvPFV0RSo1QohbIkDSgx7ymzEOqwrYIJw499SAzWhu1uh04yoliy3u6R0jCflBSTkmH87a4fJ1mgvRrFMAyHSl6ipGGwNoylmjaIf7YtVzfX1E172ETtg89OHC0G+wCwelzjuiPxzfagT0/IM8NqMePkZEaaJkRRgrXBapqmceAmSkEcxeAkXoJQQeg0tgNxrBntQJwkeEFQ5DuBkgqpFP0QoqzSNKHrApzWe4uSwZHX95ambQ/SZr4BhAmbwkNCsD58/2+Ivf3R7aZ/oHHwD56h5B0KRP0t8unjoJP2SKV47Ah8F8gmbE5SehbzOWcnU957+hitRXCUjpaxH1jMFyilGPseXCAUBbycwDpPnKSYOGIcR4o8Y7laMg4Dd/d31N3Itmr5p199Rtu1zOcTrq8ug+P1T//we5/2/chu15CkKXEc48YhxGMvFzgcOupZTArM4doRJzFGe7LY8PryhryYMC9z/j//8/9GlOb88R/9CGMkWmrquiNJE4o84/rqjtt1RZaXaB2gG95L0oNZASR4Sd+Hue9vAQv94YM1R19YdfRAnx6ZWo53Zx7UvcMDdZv9HY24de1BeSbD1yQ1cRRzcbpisVhyeXXDf//vP0Mrze3NPT//5Wdc3d6h/MiT8xO8I8Q2a9AmQktFVsRhguAkZ2dLvLN0TbgvSK1YzhZocXhgJQx4tvsdbdOhpGEc4e7uHryjmOTgoG6aIOroOvZVjXWS9bbi5mbNetswDOpIOMVRk+xNA607mvU/lK8e18m/vR3EsWQ2KTg/WxEZzThA3dQ0TYXABW59koF3JEnE/X3oRpd5xjgMKGWo2wajJDo2jL2lLOdkRUHTVOAFSMcbvZNSmnq/RwmPkGA9eK+p64p+GA4NweLB5OiYKJU8aHraByadd8V1P5yMHGPT4gefl3pwUyoeHErDt6hb35Qn6dtnMk0ipqXm/GzBfB5Gm3YcKbIcvKfrOvI0eB6G3rJvGoSAIk7Dehl6mmofcGyHcjErUozynC1KXr264vLyhj//iz/FSMl6vaFretQH760+lUJTFDPMgZ3nlcQJUELRND3FZEaaplRVSMaJD5RbIULtdrI65fLqju2+4X/6v/1rpOq4v6u5vdsjpKIoc5QRzMsM1zVoFRJtxmEgSRKMMRgTkFlSCoZxpOt7+n6K9/XRDj89qu+O/6p+p9v/u2pC+47y4LikMN+QmFpb0vc9ziVYK7BjzXw25+TiEZVX/M1/+wXt9pZ/9W//nN/74Y/46d/9nKura5I4QiF4+vgR5WRC04YG6nJSIhVY6eiGgba3TCcleRJRNW1AeumYtqnZ3N+RGkMcG0Y3YIeOenPP0DQIIRmGAAHBj4fRq+H19T2vXl1zv95SNxLvo6P3Lo42Tnt0/bVHTMbigefi+DPKEEKTp5rlvGQ+zXEW2rpDuAFjJFJrpNFU+z3OugM9uSXVhiSOA6lIa7bbDWPXM1+t6LqR++tLlLBkSUQcHfgBQtH3I8I7ZID5vjVTee/p+47RRnT9/qjHI49KgGPSbn9kehqOFvDA70aUtQ82Qn+kPHQPmnrHbL/JkT7h256x5Teov8eBp0p5FtMJZydzssSQZIZIB8hnlqXh5B9HkiRBKoWJNffrW6q6ofcCoSVuHLDDiFGGtMgYx5Gm6ZACkljjhMLLENJye3NLbBImkynqkw/PP+26ka4dmMwmlNOS/X5H33YMPVRNsBkuVwuyNOHy9Q1VXR+uzCN5moJ3/M3f/j3vvf+UMo14+fwFTdPj8UzKlDQO1xUpA3uwyDPqrkEqHey53oddy4eE4WEIY0dr7ZFPgAejluUDSAQPGofjg5ruXTVcfHQlsw+EMhXeDwxDTd2EMM3NdkPfdZytzjk7m/DBB08oywwhDOtdz89+/mukhKaqGIaO29s7Xry84stnL/n15894/eqaxCjOTk/J04w01VgXIsi7pqKclKTTFdu7NUppnCfUfDbEm59fXASugJJESUac5ez3LTc3a66ubrm/37KrGqxtjxST6kjL745KovzoMxJH4SvDA6192DiU8kzKjNksJ88y0iSlaXc8fnLGYj4jiRJ2mx19N2CijKqucbajyLOgRZCS0Tp2+z0niwUOz34X/AvaCPZ1g5Qq+NoHz7aqMcKRZylaa4qywHrB5atLpD5oOvrhEMf1rnDTydEtwBxtFOboMzi+BbQP2IfH/YLuHeNB9cDie/zs2SOF5bHP4vhzjd7e0Moi5XQ1Y7WaEkWKk9WSKDJ0B/6/0cEJ2h1Kn6qtQw8gKVnXgtYrJJY4UkRJSt/31HUTSu8kYnZyxsvXa7787BmPTlYMYxtozEqj/oe//JNPF8s5ddtyc3dN13UYaQ5aYkOcJySpwQiLdRapgrMvThKMSVgtZ7x49ZreeT54/zH77R5nw/gqTQ1ahS/Vu5H7XcVktgARFndkzKFxpIkjg44TRu/BuxBM4jxdXx002v7BAt08WPzqSFAxHCWvHF/D4gdf4vgtm4c9Kh2CJ2IYAmCzrluq3T2RyVCqYH235v72hqdPznnvO4958eIaD7y+uuH2fsNuv2M+n3Fy8Yj1ds8vfvYP7HYNry+vEBJWyyXg0NKRpSmDg/vbe7q2oe8H3OAxJma5Og28Rimo6gbvNU09cH17y7NnX7PZ1Gz29YH6K48EJ93RAyiPrrHwzQj2N6dbegTcPGpVxYaT1Yrz01NMEgcYqRa4MYSfdG2Hd45iMgnNXeeQOsS1SRkA65v1hiLL0MZwd7cGHwwvDkIvY7SkaRI2DOFZzadEsaEfLaOF3WZDmiaUkwnWWcZR0HUe59RhQa+PFv8bAdQbJ17ON8Nn39wIigdUqehIDXlcQj1c/MnRBnJ8re+OXksdfZbDO0bZIbVquZyzXE6IjOLR2dmh4dkF3lGaIoD1doMn5D427YA+AFSqfc1us2GaJ2RZHKT7YxDsOReIRs2o+dlP/4HTxZQnj08xRhHFUXAU/ukf/vhTK3p0pIi14fL1JcakLFan3N5dY6KIIsvfagSsHcFDkRekaUSkPL/58jnLk3OenK+wLsQOGaORRlHVLUpoTBQdbK8d+6oiiWKSQ9iBtZaurbFe0nVdGH9oTT8EnX/f94zj7OgGED3g2KcPavyHLjYewDDUO65n0ZGAxD1gugcVXdgIRppuoKp6tttrmjbEOAsXCMnLkxkXjy8o8pyLRxc8enTGJ9+54DtPH3F6cYFJcl5e3nC3WfPs2VcoLxiG0NwS3vLy+TO2+x2Pz0+ZTQpMGpFlKXme07UtddNQty1SGO7v1lzf3nN7v+XufnvQULxZwLsHt5s3st8ZcPvgmts/8ABUR7ekwLDLs4yzkwWnpycgPH3XUqYZeRThBYzehzLOjmRpzHK5YLPvuLq8psgSpIQ8K0JM2xgaeQqLEMHeXBQ5cRwx2hG8JU9iIhPjcCiTcHWzpq03nJ4scTYYYzzQDyNdN+L98QZ2LBtvH0ie/YPGXv1AG3HsQRkfIOncURaBPGosHkvW23eMDB8ePGEsK6WkLDIWsynKaFbLCZM8o+0GpBRMpyVGa3a7LVXfMJtNMVKRZmk4HFzP6SJnVcZBPi6C8EcbxWp1ynazZ7er+cU//BO2a/jRDz7Cy0BHdmMwOqnvfPDBp1KBERItI7K8ZL/fBza9ha+/esHV5TXzxZLIGOqqJokThqFHScBZPvvia2aTCWWeBfJo0wUBijwwWnYVzsngYb+9DWOeNMfjDs0c8ELSVRWR9Cit2e1q8MEYAZp+2BzFRyVH17biwZXNf8sJ7x+osY6DJLYPxolvro7xg83Dvh179UNH2w20raNqWtabe3a7fRgpth3WDlTVnqHrGfqQlDyOlouzU4o85kc//ITHTx7zn/6/f8t6W9E2LYERDO8fmG5dH5qkINjtdrRdTzd62tHx8tVrrm8qXr665X490nbHCsn2nxmLdkcjL3VUN3Nktuq/0fySEiZFwmo5IY8lWaIp0oTVbIL1nigNTIShCwGxSmn6vmdftzgbWHtJkmCt5/7ujiiJ0dpQ5gVVVTF6S5ZmDENQse33e9IkRSrJ6CxFWXJ9dUmWJuRphh1HYhN0GJ6AEe+6h803/6Dp+yZQdHo0CemOngn7DsMQR3+Go3LpzQHUPLgd6AeHjzrSXhx3/wOdeFKmrGYli/kEQQCAIhxCSrx3B/9EmPU7ETZQPOx2G0Y7MvQHt62JwtRHCJIkpW0GtpsdNzf3eMJ39/EHT7BDH6Yxow9jQG1Qj588+nS+mMJgWa/v8Tjm8znr3ZY0SzhdTMlTzdXVFZeX9xRFycnpAvyIQLLZ7Lla15yenIA7CDl0hHeOrg+CmvEg8BjGnjRLybICa8MvgXBIqRh6j0eQZDHOhw6oVhIpLKPv6bsQyvBGfvzb5lV71Lga3tHhzx5w8Majpo898gqod2we/YP5cPOAN+AZxpCLELIA7duUoF3V0LQ9212Ij+46S9v2rDf3eCTXV5dIJXn6/gfc3K65ub7m9PyExfJRwE1tNtRNz939mtHBerPj5vaOqmq5uam4vLzj8uqW+01L171BYhXvcKM93ADGB9fQY4hF+sBAEzaHKNIs5hNOV3OEd2RlwmIxRViB9Y5u6MBDaoINHAFxHDM66JqGLDUkSUJVNWRZGrZrF3pBJjYBENs0zCYzpJS0XchJcOOINJrrq0uMUJxdnOGFJ4lThBCYSBPHGVKmtG3D0I/4txu8Pep5qKOGXvPgdE++pUeUH53o3QPfwRsZb/pAQNU8KBPeZBj+bp8qyxJOlzPOTxY8fXKBUiFcZ1oWB/mzwJhD8I5SNH1Htdtjx4G6bSjyMvxGXUNeFAghUFqxb2qqfcX6/h7rRs7OTri4OCVPItq+5/zRY8rJjLu7e2azGdqIgdcvXmLbhuVqidIhNGA+LcjyhMwo8vyc19e3fPabrxA4+m4gyycYLXn29QvabsREEVGsiQV0fU9TDyA0QzeQJuFK3wwjJs2Cb945jEkZhoa27djtO4QxTPI5w+aWskgRIoSVnPg527sNe61D5dY37xAGvfmyk6PF/6YWrA4bwXEJsX5AwXFHxBz7YKF0/8ypGoJGh0EzDDuEEGidovWA0aBkiHXWakMUaZIoOvD8a/TlHavTj0nSlK+efcU//MPnPHkiqJo7RMgwo+06THSPc4JxhKaF3f6OuhnpWo91b5SSL97xefhvcQK+uRo/dMvtj5yCvx2XZcmEPEtIYsPZ+SlSWrq2BxfGeSmG4SDUiQ8b+P39mqoJ834dJdzc3AfSrhT0bRcQYU2FVpJ5WdK0LXVb46RgNl2grGNwAzc3d/R9xw++9zFNPaJUDLJnMs0xSQK6xSGp6gxnW+q2w9qHPR13ZBWXDyzB49GCr44OjTcThOMN5c2muXswduZo8U+Pmqr10ev9toGdpTEnywUnJ0uKMsGo4K7tux4hNNY7tDRhlHq3wSiDQqG0QmtDIiRaS6bljLpucB5MkvDs2TO6uub07JRJecbNzQ1d16D1gq4diJKMYQzrpywLmqZF/cs//t6nWoDWivlyRZwVrNdrEqOI4xgVJTT9iI4iVqsF+/2eZ89eIJQmz2N+8fN/4mS14pMP36PvQ8OtbQOCum0axr6inK0Y+pHtfs9kMiE2iq4Prqv72xvsaNFxyD4T1lLt9jTDyMn5CThBkkSs76/ZtyMnyw8Z+h3jeEwHkkdNP/GgceO/gbL67enfHJ30k6ObgDsqAeS3LKR3RZa5b0AmxtHT9SNd3771ke+rhu2+YrvbUzc9VT1ydfWCat8x2JH79Z7tfs2+hs224fb+nl3VsNns2e48641jfQih6Pv4gMq6edCFlg8s1Q+hqf5IR5++43Tqj5SCO7TWzKdxUP5NChwDfhjI4+wQVhJQX857hFBIE3G/2bLZbFnM56RZStuF7IMizxg9VFVNbDQ6ioiUxg4DcZzghUS4Hu09/SjpvMANPVoqpJHY3uJlhHUD9b5i3xNunFi6piaJIxBhnGzdmxOYI8mzP2hGdkeb/xuuhD26rrsH5YT4FmkvR4fOG5dqefRMvvFfrIDd21CSk+WMR+en5KkKsF3nKYuS/bZit6tQJoTXRsbQDwPDaEniwPCTSjL0HfPphLIomJQzrq4u+eL5c7Ik5WQ6Jy0y+r5nMpkiRLih9r2l6zrqqkabYF0fhgE9n88QQnB7d4dSkqptkFqS5ClN27PZt0ilKKdT/vpvf0aeJjw+P+dnf/d3/NeuYzpbcHF+gu1bnB24X68PufSa2Fp2G8fl7Z7Ra+bTGW2z5erlhmKyZBx6ZuWUfui5ubvl7OwM7ECa5/zmqxc8++IFP/zeR5Qzw7qqODtd8d7T7yDFhrv7nqoG5/ZHD3v/DmHHu/Tc/Tt0BA97BeodnVt1tDnwQGlYHV0Ffwuj9D7D+urwayiGoT+qv+u3/34hBN577tZ7pEjx1G9/HlJy3mgdsqPr6auj91c+cMPF73Cnvfmd37zGsWZeHL2HN6dcAH9OJzmzyYTI6HC38I7BBlNYEkW0dYVOIkwecX1X04+Cs/Nz8Jaq2jIOA0+fPAnTn9GSu4JIKYo4xQqPH8NGYkfPxdkZVgmuX73Cbvc8uVihkynX17fMVwk397ds1zumRc7QVUQqZtu3LJdTHl3kvLracHWz4ubuFU3THr2/N/6GzYNn5LgfEB2d3urIB/Emln579P27o6Zie1SCXh19nm82ipdorSjylPms4OxkSZkbsjQmioK4bRi6wINwntTEjHZku2uJ04x2s6HtNmgTjG3eCe7WG3Sa0Vb3rLcbijTj4uKcSGv21Z7FYhGSjrqOOA4KzXEcwwjVjXRdT5pGqD/74x9+GkIQwHnPer3GSMlqPg3dQsBaz9//9OdIpfiXf/EnnK3mZIdgy9//g5/gXM/93TVt29EPFiU1WWYwMkJJw7Z1dCNM8gijYH13R9v1lOWUk+WcttpjrSUrpmR5yWa9RgqFMgm/+fwFXz57gdYRF48e0bY35GlElk7p+xtG2+Fc/I7F7o/+mXmAkD6my6hvqQGL36n5v7mgZkd/1n2jwfPbh4Yjd2Jy1IvwD7gFx7hrDot/OOpcH19bh8Nif/UO+ER0VNNGR+NQ8+AU647e8+xwQl39jiAmYKgzzk+WnK4WLBZztAy1t9CKSVkSGcOu2rPd7tistyjnQjqxDVMTo4Mdehwt/WC5v7snT1OMUgyH2PZhtEhliOKI5ePvYKVCDjWPl3MuPviYF5d3PPvi16G/4CCNNavFklhAkmiiJOb8ZBWaWgq0dghCyOg49ocJQX/0PKyOyrrZ0STkzUQpP/rMo6P+wfjApn6sIj3+fIe3vSOtNVmWMp/NOTuZ8eTRCWdnZ3g/UpYFp2cnKC1JkoQ4DpMxy/jW+LNZbwBPeiACaR2we33X0rUdX37xJWdnZ+R5wX5foYykberDLXQ8eFX0wRo8kCTxQchnwQvUj3/wwadSSja7Lfe396RpwslqAd6z2+0wWvPVl18ydD1/8Rd/AG5gvb7j9OyU08WKcexIswSjY7z3RFGEkBHD6CknKUmqcN6htGdoa4wKH0hRZHgc6/sNkYk4Pz+hPaTwYEc+/M53ePrBY9IsJzaGH//4Y+Ik4vpmzfp+h7c1wzAgZTiprR0P6OXkgWDoYa335gp8dvRFHjfB8qMv+Vg+unig4GofOL/MA1upe9Ad9g96EMdGmzcn0MNxUX+wp9YP3G3VAwZif2SCaY5Op+Nad/iWzaw96of8tiMuBEzKFaerKYt5zqTMMEbDEHgI3RA06W3f8/z5C8bespytUMKBHRnGAS8EcZwghDokQ3cI4VEChn5AGc1+s0Uh0FGEEzAOLWO1o8xKnn7vJ3zx4hVff/k5ZZmQJgEUIo0JWY1xjHOOcehJ8wytFVIK0iRGSsLmYyZY1x42pIcJU/ZIAGWPNsfmgcFoPDoMTo/KRX1k8Pnm56uVIsti5rOSDz74E1YnE2ZlzGJWMpuG+HhrLd5a5CHRylobWP1GYkyYpMTGcLJYoIzCjyFkZhwHHl08oqlqtJQsFwuGYWB09lA6RIcSYHLAxo9st1vG0R04AepwN/Gof/HHP/y06Vr6YeDk9OTARxcUkymvXl4ipWA2m3B6usJIGQQfh3ljCNvQWO/xziEFrDcbUIZ2gDjWSAlj16ClpCxz8jQmSVImZUm1X3N3vyFOSoT2aOXRShAncbim1DVlHvPo4gQpJMpbHj9+wnDAN/XWM/RjIBcBzu3esfjfRYDxR1fw7qgJdCw4ah8sRntUz+2/pcOeHN0AHtqT7TtKiXc16d7jt6EnHDUfi6MH783fFw8AKt/21/hA2/5tbMDfatO1kpSZ4umTcyZlyFXwo8NEMcqEZmlbd1xeXhHHMbPZlDRNsdLT9T1ZnGDiCO+haVo8niILQRvd0IV0pmGkqRvyPEMpwWZ9z/b+Du88ddvz/PlzxnrN6XzCbLbCWwvS4b1DCPB41ps9wzAEDYEbmE4mJMZgjCJN4sMz5Q8TJY8Q7qiT33+LTPx4c6yOFvebANX66MD47agxdO41eRqHuPTVnOW8ZFKMTHOF0RKhBFkaB5n3GEbFWqpgp+7bYPCRCjzYQ2S5EOAOjklvxyAN9oLtbh9CYk24FQx9h7WWk5PzMKZXgjiKMDpivV7jEKRZRtdW4WdpgvrBd59+OvQDZVG8lfcKIbCH/97uKtI0NEaGvscoHegufY+OJVUD202Hp3vrQZ5Mc/LcYMeBtgoIY600JtJ4XPCz95bYmAMgZEBFmjiO0FrR9z1aBzus84QrjBBUtaW3LfN5xJNHjyhnZ9ze3VOWBSbSdG3YzQMEg2/RA2RHoxl39M/c0enwLnmxPToJ/DtGRuM7HiRzdMKLIzWefnATOHaY1cDFg3Fecbj27x9oFd4ET4rD7efYnHJc8pRHt5T4W24Dv+XaSwlFkVOkMU9OZ1ycLMPoTSrQHucd4+DZ7mviJOK999/j8uqK3g6kcYzRmihJaZuWrm2RSpJmKcI7ujaEpwohWW/WJHlKnKVUuz2xMkwnJXES8/zrZwhvWS7ndP3I9fU12oRyQhBcq2/CUp13IfF3DCyBssiRQmC0YN/UjM6zmAXycmT0IQMzfA5KJnhvH3xfq8NJ7x7M78VbwVmY9oRkLGM0aRrQXYtpwWJecrKYcHF+ysXpijiSGCWYFDnODjhvUVKFTbEsaPqOpmmYT2YkJqLvB5qqYlpO8N5R9z06TnGeoKq0ll1VsVousXagGcJGluiISBleX18iZIhtH63j9dU9zsG0zEBYkiSYpLp2QP3gkyefFkWBlJK+D3FaeBjtgPOey6s74jhjtB1pnr6t2ZSURFFMVXUhitoKkJKyLBiHnkRpjAp5Ak3vaa1mvdsyDB1ZkpDnwd9eNQ15EfTl3gXXk5SK4jDb9F4c7KaC6qCFHqqW9WbDpMiYlxllbpjmGcvVOToqcc5gbXQARzx8yLtvOb3jo3r5XRLhY0ruw0nAcZ1tfoc+9NtewzEl5jjn8Di041iww4MZc//gd26ONiB3pIsYjrrT6qgP8a6ZtHigEfAUecb5+eNQmxrF6dnZIWHJEMUp1bbixfMXmDgo0PbbbcDAe4FRitGN1F2H8IosStCRAgFdVbPf7UiShMl0Stf34aDxHjsOnJyc4KTk1eVrsiTh4uKM66ubYHeNQ6Lz0PfUdU1kohBuqSXz+Yw4Tkmzgru7W6QUB1Zj0JhMyoJpHjOfzijKmMXijLZZk2cxpycfoWQXNoZIH3oWPVFUEcc5cXSClDWR0aTJijTLMDpIeGezGUUeMS1TVssp82nJbFpwsiiZzydMJjlxFGzuWV4wHgJ27ejZdx4pFVlkaLsO4QkqSBlSoKazGUIKlFIHbU0wzOVJRNd31G3HfD5H+KCnscNIFEdkeRqi4g/f7W5X8/L6hsViTlnk9E1HP/rgtRlH1F/86Y8+HccQReSdp+86tNGkWfC0952l7TrKSY5JIpTWb51JSiiM8RSFoak60iKlbmu0NCxmc/JDwsv9tkalc+q6RgnLxaMzlIDr21u22x1ZloZwL6GQUgUlWTcgjGYYR6y1WOtwjNy+viXWGXmRoaTDjgPVfsukzJnPcuIoXHu8C/770Zp3GDze5e0+NsGYB6d5dNRESo+mA8fIqGMQ6TF8Ij9ahPnR68RHm0jywIjTHObJxwKU443nWMq8PFIyxkd9i2MrtX/HROPN7WD2jU0hSQrOT89YrSakec6L58+oqz1fff2ccfBI52nbisdPHxMZjfAeY0JArNKaJA4Zfzd3a4a+YzYLWfbVvsE7cB6GMZygAWuWIp0gzUuqIWzsSZwGwIU2pFnK/d2aKIoxUZAaK6lQUgbfgwyU5c16zfp+Q11VjH3P6ByR0SSRYZonFFlCUZacXzymaTa0dc33P/mEMof5YkaRGYo8pihS0iQiTQyRcaTpyHxacnb2hOlEUeQunLzjgMTx5NEjZtOC2TTnfDUnz1OKPKMoUrAWIQXSGIbBUjctiYnx1tONI9I7tPfUdUU5nYQcTu9QB6//cAgtiXQ4WHGWpgqkZxOFxn2aJPRtE3oILrwuwHa3xTlPmodNsiwKhj4EzTZNf0C7R6g/+v3vfZokYcbYNg3RQbMvEMymM54/f0nbtXz3kw/xzhGZCLyjaVrkoRxQQnG/XSOEZ7FYkGUpOjZYG8IXh6ELgobIMJnGxJHCDv4t765tO8py8nbHk1IihKAbQiahFAI7DuRphu8taEGUxmgBUkmQgvlsThwZssRgdCDTKKXwPtRFzr8ZlR0rBt0DLfe33RLs71CEvrmAmqPTtH/QdDzeLNoj/bh50Ji0RzcD/wBuyoNm3vHmIo807P0D15l7x2kfPXg/vw1nNUazWsyZTWOW85yL1YxZkfDee0/Iygn/5W9+ge8b/vCPf8LAiPSh6RZsy4590zL2LVIanBMIMdL2e7SO2e9arPMUkykIGMceIRVtN4SmlZVsNnfkiSGO00O32zA6e4io6zGRYfQuEJatI0pjpFK0BxxZXdfEOiLNU6yESIQDpBv74F+wnq+ePafZ7/nkkw+YLaYYA0WeMi2nLKY5p8sF5WETWEwnrA4KyOVqQRYJlouC07MFs/mc/WZHGhtOz05wdiRNA7df6Ygsj4ni4Phrm4ZIG7CW0Y7EeUyZGaS3WELgSwCqpDx//pyu7QNoZbS0bftW4+896DdQ0GEgfRO+mvw2gzKJ46C/GUcmkwmz2eTQgwvAlTjRRJEMBGpnUT/83nufaqWoqgodR+R5wTgMSARZnnN9e0eapJydndA0Nft9mA9LEYg+cRKHDIG6RQrJ6XIZYsHqlmHscc6ijWFf7SmKjLOTFU1doVQUhEYqUG6iKPDvqqrCHOo6ScBLNU1LXdfY0bHftzx7ecl8OWeaZ1jnyPIQlRUnceANKkWaT5DSorVAHQjGzg2Hmbo4mgH37+DDHYMlvq1hdnwNFw/EIeO39A/cg1Gi/RbJ8TE88livzlHXeTzaDIaj8mT8Z1BW2Ts2t8Pi1zmL+YLVIubR+YKT5YwkMkRJQdVWrFYzPvjoPb6+vuXm5Q2TKDT8/BBOE200wluU0ASYkcePlm7wtIeodakFk0kRrK3DiHUG1w7EiWTb1+jB8fs/+UO2XYN1IVR26HuSJESruTfkoSzDC8jyjK7rGccxuFh1RHyw0bZdz9j3CKmROkKZiF//5gvaZssf/eEPyYsguUWAEiLg1dM0GJeUIE8T3nvvfc5OVwfm4Z75rORstULIcOuZFgX7/T2rVUmaZoCiaztevvwa7z2TyQxrB5bTkjRN2ez2SK0Z3RhEOMaQpAlJkh3cpi3z+SKkI7dtgL7qiO22ZuiHQ49M0vcjaZqS5xlRFNN1b5iCkiQOAaBD29PUNUYpur6n6wcmkwlCePI8x1rHfr9H/eFPPvlUSBBSMZtMkVIeNPeeKI55/vwVdrSsVgu6vkEg6NqOpmkPCGwZRAvrHUjNfJrT1hUyTmm7gZurG9q6Iy9zpmXO0Pd4J2j7jmq/Q6kwK23bFucC3iqOY9q2ZRxsGCHttlR1g5KeX//yM9LJjEfnS2zb4oUkSRP2ux279TZAR/ueLE9RoS3BfLlEywjvB/DjYWTIgxEbR6dyfLRw839mhPYuZWB0NDF42PU/XoT+n9Hq+0PfYP0OvuHx7ymOSo+Hv+P8aBQpHowwHxRCWrFaPOLsdMLpqmC5nKPVIYdutGRZhOtDWtHJ6SlXV9f0w8h3PngfoQ23mz3DYFHC8/LrFwgliGMdQii9QOIpigRjItq6RkjHtuq5vq0pp0u06DGR5vZ+z+3tNoy0hhasJTYhgMU7H7IpbXAdCiExUuHsiPWeJEqRknBieiiyDGMiJmWOlJooSWiaiiePLsjSjLppieKE0VqUBDv2oXT0HqRgNpnSti0CS5qn9MOBT5jGWOvouh4lPacnSx49fsTZ2RlRFJMmEVpJNpuaq+vrIIU2Kd04IpQMPayuwxjFYjYnTYOzL0mCoWqxWKC1YbPZhGy/w2TBukCubtuwged5TpLEbDbrMDnQGu89UskQcmItURSBCBj8/b4KyULehwDgqiaKItSf/MH3P82yDC0D1VbrA/03ibi5ueX6ZsOPfvJDhq4hy4LE8E3jRsgQjlE3e4a2RyiNc47b2xu2VYuQGiWCbTfNEhAee/B8x1GEfNvgiEI2Wz8wn8/oujbU/ePAbrdjX1U8ef8pZ6slu80aGRkW04Km2iO1wtngpQdHFGmkkmET0oZyUlLkcciBFw6lwofq7Ih1+6Or9JvTszhsCvodVln9AO/8LvLLwwZgevTP32TwNQ82huOr+fGkoDvaVPwDsRFHHf/kQY9A8k3st3xHc1Mc5tWS+WzOo4slFxcr5osJxiikkMRpgpaS2GgiY4iUIU0iZicr/uHXv+Hl1y+Ik5h6sPziF7/kg7MT/vjP/gXbfmC73cE4ICVEcbiajr1lGDqSLEPIBJMUzFdz2u2acXC0aJ4/v0S6kTTRTMoFTdOz3m7o2wrlBUZJktiEA0qGm0foAwy4cSRK4hD4EscUZRFyFPqG9XbPfrtlNVswDCC0CFkUTYN1Y5Dx2BB7riONMYa6aTBRxDAMoX+lZPDKDEOI2o5Dr0xrQ11XWBeszE+fvkeSZNR1xWQ2ZxCKl69eM/QdRoX0njIvydIMZ0NWn3Mhcm273TKdTplMynDl14Ik0eEmrQ3z+QJrLXd3t1g70rYNSRLK9qZpQr5HFwC9k9kUISXT6RStNbe3N4Cn7wf6vifPc9Qf/vjjT4UQoV4RAufDLxJFhudfvWRTtTx674Tt7R1pWmLiCOcdRiievXxF3TYkkcZZhx0d3kvqpsMOI2cnC6LEYN2I0ZquG5EqIIpEmGmglMZagZYRzo00bYXWijzPguFhPiEyMTqKqfbhZ0J4vNIsT5bYvqdte7I0QRoTkEk6XHuK2YwsyyjihCiSocGT5ehDYop3Fuc9zh1bhIsjMc1DbkD0oMH3bbRY/4AZNx41B4/lt4sjt5o+YtU9HEXab7kx2CMFYPeANNM/6EF07zz5yzzl7GzG+++/z6zMELgActWHebWO6IcRlMICddugpGI6XXC73hEz8NFHH/LF16/46PEZ//f/x/+T//p3v+D5l18FnkFkUCYO2PKmQSjJaAMnwvkO+iDour5fY0zCiEDLkdPVAkxGta9xzmKkJYtjdk3HYHvSNAkazyTUyn3Xkmc5xkRY77BI6joEwk7mBbd3O7qq5+x8hRUenUjcYEnimCxPqesmoMa8ZbChfk7TjLv7e/pu4HQ2R8cxVduQJmnQGBgT1oxzh8WqKMrygHIfAi05Njg3cPP6iiLNAuviEBl3v17T9j3OuUMjNaMsS9bre5qmZjabIgSEHt2IUhJrh0PJbBiG/rC4oyAqOnT/x37EjiNDF9KBTBShjaYsCrq2I0kSTk9PAxT0ux89+tRai9Y65IUrRZomKKX56d/9I1pHlGWGHSxV1aDjCIFiV9WYxKCUBydo6p7zi1POL05wzpJmMV3XIGVw9AUcdMk4DLRdi1Ah1cQYhfcW5yxxEswPUoSbQWiGxFzf3LK+3bLfb1FGIlA0bUMaB595Eqe0XYvRmjIrcF3P9c01bTeyXCwOpJRwS1BCgh/JDwAKvEPKAe8Uztmj0/ld83J/BMnQ33Klzh4YitRRSfBQk7/nm0kxgm9PPeYBAXk8/A5vQiqObwfmAZTydzesKDKslk+4OJtRlClejMynU7I4xhjJpMhwziJMhIljJIKh63E2vOZ8OuWjD94nKzLW2w2omK+fv+Q//If/SHV7yZOTKZ0QoYzzDuc9g7UIFdG0HYmRzIrwnMVZgpKevqnp25ZJmZPGmv12Q9dVmCSiaTqSYsam7njx4hXVviZPEqazKUiBVpq+D6QcHUXY0bLfbZHCMZlN+frVa4S3PHl0Rj/0B+WuQ1iLFoqqadhUO3RkiFTArA9DGPelaWjo2QNK20RhEqZ10Nh779BahQa2CjeEJA45kE3d8uyrl5ydnHJxcUrb1W8b3UDIjIzjQ10evvf9vmYcHePoWC5P0NpwfX0T0Pl4yjLj7OyCrusPgaZvfteUum7ZVvtAZjYRfdOz3mxJ0wwpJa9eviJN4oM8e0T92Z/88NM0TUO9d9ABZFnOOI6s1xXf/e53WS4LprMZxhiuXr+k2u8xacajx49ZzmekSYySCudHNpuwiYRFH8Z33vuAkJKC7XqLMhFaBVHHMIxvvd3WO6I4YberaPsRrTSzaUFV7dhtG56+9xQhHdfXN9jRMZuWlMWEvhu5ubmmKAuKsmAYeiyCNI3Y3d/hrGN+cko3OMa+RylCxLcKM+JIB3ulVCuGYXdgDrxLD+CP/iO/RS8wHCkN7ZGi8M2iXh2N/I5LC46mBcMD0dKxbfnNtf7NJGH7jttB8oB3p74BREnTjOV8xvlqwulyysnpAonFjyOnZ0uiKKa3AqFi7OgOfZmULC8Op5tn6Fv6NuRIahmCKtfrDTeXr0jSPGhFlGcYepwDpeTB3g0Cy3JWkiYJVV1hlGc6LcEJtIDJNKQIqShGxTm325Gb6xucGzk5PeFktUKbmBevrmjbhnKShduh0sRRhHWeXVWRpgmzaUoUz/j82XOSRJJEMVVTM44eJWQQng1jOLSSlDRJ6Pru0H2XZEmCcyO9Hdnc3TOdTJCHntU4DiilaNs2NNSUYrfdoQ56mLu7e3bbPUmcUFU1UocY9/A5OMpJIP5orYmT0PdarzdE2nBxcU7XteHf0w/sdms++ugjkjjl+ub6QK4W7HZbosgghGS3rRAe0ixh6C1N02H9SFWHQ+31q9dY65jOJm/Xu/p3f/knn6ZJEpxdSSD9ZFnGerPj8y+f8d57j/Gup6orlBAo/EFmeAjFHF1APssQ92QdB4xRRVGUgVDSdiRJaA6Ow0BkEgY7UBSBx2ZHh/QBNz4MAWiYJBlJpBnGjulsih1G6qYmyzK0MvRtS9e3VFVL3XTMl3OapsY6S9XUlNMZJ6sFsZHc3W/5+utX1E0AkqRZhPKeMi+ZTArKPCeOFUqFBqFWEoQ/3Aj4Fqyz4p/Pon/XBvKmzq8P//uYP3cM8jym8wwP5Lz2SNjzhjdfHF35Jb8b9e0PmO2MPFdMyoTT5YT5JCVOQhzZ6WrF2DfcrTeM1jNYx2Zd4ccRJT3SSPqxp6o7lNJIBXGSkKQ5WWTo+5Y40jx9cs6oEn7562ckjPzeD3/I6APWW3mNHcdDXn2NsyD8GxVoTNv1uGEM8dxRQVwscHKCUDlDu2eSKkwcegCz+RwnJHe3d/RNx2q1IjKG9XbL4EaUlLh+ACH5+sUdL54/58njM7BQ1TXdMBJrw2Q6QWhJ34WglziKDlkLQ+DyOQ9CoIwmyzLUIZxlGHqkFPR9yzgMZGlKEifgLf3Ys77fcXV1jRCOH/3eD+jalucvXjGdTknTGDtYosgQmQhtAql3v90FBWOkQ+ZCHNF3HVeXlywXc5LIoJQiThOGcSRJYlarJUIEEV/fDyCCGGuz3pEXBbNFKIObqmZ9vyGJI6bTCcaE11L/6l/85NPdbsdgR6SQlHlIZPmP//t/YXmy4P2nj9iutwgH4gComEymTMuS3WbH1fUdw+ACxWa3R6qQbZ6lGScnK4Twhw8pNDuiSONFYL6HTSdkxWkVZqjr9Zosy8iyhMgodlWL0DERI1+/eoWIcvI8Z3kyoW077u52mCRmOinwtuf68pquHcjylK5tSbOCxWrJ2PcYJQ/pxgodGabTKfP5jCg2xEahTYCY+rEnTWO0zvBuPCTVPtwExn+GDfBQX64foKf8UfPQH00F5AMc9cMSI31gfT6eCgzvQKIdbT1GH4QuOSeLKU+fnHD+6AzvJftdy2w6R2p5MKWMKEbiSJCmGf3QhqnAAPv9lq5vAsJtGHF25O5+w9AFOXk/jERRaFb96tdf4KwHrbjb7vC9J42jsODGAQOcrKbUPuI3//RLhr5luw/Tn7rtUDpnOpvi7R5Fx8liEpRvo2XoO6aTjPnihN2uoUxTppOCdugQeASW2Gi2e8d6c8+Pfvgdqn3L/WbLkyePidOYoetpq4ZhHBhcCB8xOsJ5gXOWosgP8MxArVZGc7e+o6kqzCHRqGla4jgiy8JoDREi42+vd2RpxpP3LqjqisViilKaq+t7pkWOdB6c42694eb6HjuOlFlGlmTBGOUcURRG4CaOKYqSuqoYhoHZ8oQkLajrjqZt2e32aKEoy9D0a7qaNA6Nfa3Cc6aUDBHzQ48jOAWVUqg/+vHHn0opUUbjvePs9JT/9t9+Sj86/s1f/kusHRiHAW/DlUWbUF/2Xc9gR+I4Qggf6noBjx8/IksTvAsdyn7oQ7ClcyRZQj/0xEmCNBE4QaSCmm42n3J3d8swdJydBmFFXTWHxefAOrZVS1qUeD/gcKRRTBYnxJFht97g8MRZwmK+DB8wPgR/DiNFUYYQzb6hqhqcE+yr3dt8PS/BdjWr5YrGevp6x+nJHCFDTp08SKT975CI/Lco7B5OCfwDa6l7YCNWD/DkyTte+9jVlx+ZnOSRCvGbm4CUkjxLmExKptOcR2cznj46YTWfh3rZRLRNjfSWIotRCsqyROkIqSKsHciygvvbPV0zIrylP5hOtFIIF+izOtLUTcN2E8q3KM0xacT17Q1SFqzvG/bbax6fLyjynDiOSZOYvod//MdfhpCLcobW4YaSpwbpOoZmTb29IYs1URwjnKdve3RkUFoTZTHOj1xfX2KdRSOpq5rBjkR5ydXVFctZzqNHj0An3G+24RqvDNd39+R5RlfXBxVsT9O2bPeHk9iEQ8oDu92Ouq5JkgAdVUrRNT3Wehw+jKmVDnqAg/uxLCcorRjHASklTdvz2Rdfvr3BvL58HSYNJpQuWZ4TJ6GEadsmoL2jCHVITIqMeTs2HLqR7WbDen3LcjFluVwilTzYoQNItqqDa1Qc2Jz90OO8543wr+971I++//6nWht6G65mWZzy9VeXZMWE956cU+93wQIhBU3THpoVIXRAxxGTSUakFdv9niRNydIUoyXeOXa7PUpG9MOAkJ7YGLQ2IQFGiPBFKokxiq+/fs5muwtzUx26q/4gbjg9WfL1Vy+p9i1PH52hcSgfxjYqUpSTadAXEFxiRVaEZCFv8T4YnIYuwEr6caAsJzjvuL+9o+8PHdV+QCtI04TpfMH19TWnyzkX5xdEkSSOgggjihKkyt6Kb4LXnAcjuG8z3NgHI7w33f833MLmAYV2+cB5mPPNUMljmOf4jf6DUsEWO53kLOYzzk6XzCc5T88XZGXO4ARKwnKeUFV7Xr6+5PXlJUJIzs7OwyY/9ODDNOTufo0QcHK6pCwL+r5nOpsxn08pi4yuaxEKinKOR1Ht95ws57z/9DFFUfLek8fs6i3Stjx+dEHV9qTZhM+/fEW/u+XP/uWfcf7oKdJa8jzl9HTF5DDGC2GYBqWT8O+RvN2QbdsyDD06ihHKoJXB+ZEky9nXjtu7a2aTjO12j9Iaawdurq/CLMc6mrZBahVcpVGENBpnLWl68N8bgzaauq4x2oT8zL7HWU9V1SFNKy+IkhRlYvrehmkYMJ1OgvLPaJQUOC84Pb3Ajn0I3tGap+fneB8UgpEJEzYkh7zJAWN0CFcdRqx1ZFlC2+7o2hopgkYjjlK+ePacqqrxzmIiQ9PscHYkjmLGfmBf7Q/Tveht6laWZagff/+DT/0hgSWODDc39/z6N1/w3vtPWS4mNHV1iNIOHUitgsTXA93QMw7dodHjiaIYKYLEdxxGxsFRFAuyrAhBm5OCtqkZhxGjFEms6bqWq6vQsT89PUcI2G62ZHnJOAZ/sx0tn3/2jLQsmS0mCOGwh5RhiyctSuI4hJAmb5pVwuG8o2tC2nDTtsRxQprmOGfxfqDIMs7PzsO0AlicnJJlCcsyJcqnfP3sGd/94Izzx4+DKksK4khQ5GH6EBmD0UlQRR6afmEUM3yLgMg/WMxvNAXN0cKOj9R9zTdAIb8l1fgH7AF/cPEJomhBkU8pS818WjBflJRlQZkaLhYl05MVKMNsWiD8yGeffc0v/+kL6t5T9Z7T0xXTaUlV7Yi0BKnZbnbsdmuiJKQ8mSgOHehxIEpiqqoiiRPSJGW0YbSqvEe5kUmeobVlHGuSrODy9SXewtV6y89/+Stev3jFj773HtPlPJSQzpKkGV5I2n4M96ZIMzob5N1GghAkJibWmrvL6xC/Vk6RwlDkCZNpyTAKPvv157z3/hOM0ez3FV1Tc3p6Qp4XCGuZz0vWuy2RiZjNprR2ZLvbo4UgPzgKhRBUTeBY+NEGbrM01E1LmuY8ee89JrNpcKtW4cS934Rg2YtHF4y2p22bcNPqerTSnJ+fs93taZsm3C4BE8V4Af04EpkEYzTX19eMoyUvSqoqAEHjKALvQ4iqlEzKkn3dkSSTAF1pGuI0OoipRhaLBXlW8Pr1a0xsgvuwaRj6IZQ1f/yT738qGBEW9vuWn/7DL3n83mM+/ugJTV2/FYy0dU2cJAdwdfAqD13QnkdRzMlyeYAuEL5ABLtdxb5pafuRtqrZ7Pf0gyXNM6QIIo6Q9CpYrRYYHaG1oG0DEny/rw7jnIbBBRORH3ryNGV0jqqpcFZgO48QnvX6Hh0lmCjAFHCepq6RhzzDIGaJ2O9C5zzLc3SkEArOTk9IjEEc3t9yMed+veXq+oooCuirLM8p8hjvQpZbkcUkiWJSTg4mpKCfMMZgdIkQIf1YiCC8EUI8mBbYd6gC7TeQ3GGhXxzpB/wBZtK9re0iE4wdZZExmUSUhWa1mJFnEU8vTplPM/zYMskzJvMJsyxme7vhr//L3/Orz18zW8z4y7/8c05PlnRtxWg7tNbkxZyruzVXr1+hlWS2mIfM+W5A64iua9nva9omNMyapiVNI+Io8OzMwSMghGIcPJE2vLpbc3+1Y6RHK8EnT58wWS1p2x5re5pxYBwt8hDDHhSggkkZYCB2PJQeUjI6x2a/ByFIk4h6vyWJdOjkDxbnOiZ5wna7QypFVzc8+c4neBmxubvBe0caJwxD6F/cbbaAZD6d0LQt3sNut6fvRoo8B+9Ii5KqH2maBidC81A4H26jQpKmCc+ff02WZESRYbu5px8Gequ4vbsl0hDFCdv1lq6t0UYzujAlE1pgrUcJTZLG7PcV4+iwdmQ6KUiTlKqqg6e/6xjGAWcddd2yOn/Ev//3/yOTIuPZV1+CF0wmU5qmoe1Dw1LJkAaUZRlt2+K9R/3Zn/3k0ziO2Gxb/sP/8de8/+GH/MFPfsw49HRNy2azRShJXhRExqAQNPuatqrfNq68l6R5yWazRxDyzKTweK1ph548DacnKM7PHh1GS46uC+KLN7/Q3d0tURSjtQrJupOSKIq4v7snimPOzlfgLFpput5hdIhBfv3qkqbpKMuMptmzWW+RwpClKVoH2IIxMX3X450DEZo6zru3bPm6qg66chs+tLbjk+99RJLk/Pe//SWrkxnLxYSimDCbTsmzOKQZacl0krJcLJhNp6SZoswzppMCox1JHJEm0cFuGhFFEcaEK3rwk6vD36tQDmmNNtnhZ6GmM6Ymip4wjlukFEwm5yRJQ56lTMsJ02nKcj7h9GTJNE84XYYm35OLE5q65avnL+m8pG4d6+sbfvEPv+Knv3zG9OSCf/9v/gVPH6/Ik5ibq0uuLy9ZzJecnD1mX7esby6JtGA2nXN6sqQfBtq2Rx7ITkqGFKimrsjznCLPkAdEtRBBlhoyHxUCgTSS26trPnrvMb//ez8IHW0byE5Cavb7Pd7Z4E71HqFUiBIfBvqqPbyuOOQ2OubzGf7Q1BIC7tc76jY0SO3QIwl5lwhBnueYKOXLZ8+ItQxiMKVouxbnRqbFlHIyYXBhged5hopjojjEbVVNzdgP5FEcymIB93f3XF/fHN6j4fLyEi0Fo3W0TYXRBoGiajruru84WS2R0rLfV8wXM7q+xbnAWBAHBHhQzTrMQWE4LVKiyLBragbrcTZAV6wjvAcRREVGK/I04ub2hn21J4qCuK6u90SRYTZbkuclaRpzdXXFer1GN/uWL599ztfPr/jo4495cnHC86+/REiF8o7QIDTEWRYm1MMQGixxjHUOHRlGa3n54jnewXx+ihBB4efHhtQI/NgS5xmu7RiGijgWJHHEzc2G29s7JpOR6TSEL2y3W7I0J0oCMmk+X/Krf/w1Td9xdrYkiRO2my3WSybTKcMwcHK2ZBgcWVYgBIyDRQrPdrfFKE0UpeyqCiM1EkeWpcRJxH5XB6tpGpNGBo+kbUcmZUqSZxgtuLu75tHFOScnK7q2Io3LQ7c4zHrn/cButwk+bl2wGAJvTZmcy0tHbALqKgibOkbnGKzDjiNGJ4eev2d0DmeDCEoIjSckMFkfbgFxUlDVFzz/+iWRuuTxo4u3gh4tPYvFCi8sT54+xduOn/7Nz9htK6w2/OgPfsTFyRLl4W9/8UsaNH/5l3/McpozDlWYS/uRspywXtdonfPyxSturl8xyVNWF08ZrGO7qzBGEpkg+R56i1QaO1oWiyBRvb+9I00TpNII5zBGUlUtcayw48DZ6oRf/sOvePXyFd/5znt0NsifR2dx3lKUBbv1ht12x+psRSINn/3mC5T3PLk4Q2qJ9Z6maUJjrWnemsqkEGgT47wjiQyv65a6qnh0fkZjw6Zye3eNYEAIHUab/Yizlvl8zjgKbu7vaduaMiswOjwX1jkqG0aL9/d3yIVnMZ9xdXVDWcRkWZjzG5Nzcb7AOcnXX71kEB4pHEUxQ0cxL/uOzf09Qk7Ds9Y70rxEeBdIyVHgbKoDZGQ6mXN5ect237BvGibTKXkR7NHWuXC7lCG2TSjLT//735AXOZHRLOZzlFIUZcFyuWK33bLZrCnLCVoLptNpaAKWif700eNzFosZP/zBd3FDS991IDV5lqONDg/v0DOOA3VVMzqHMhoVxUSxYRz7MGKwjrZtyLKc66s7lPcUSUTd1PTWEpmYSBuqqqbvekwchWt5ZIiiMKLquoF+GGnbiqqqqOuG2XSG956us0RRzNCHD2O0I84PxFG43u+3OyIdruptFxpq+aH/UO2rg93ZMJsvkEIwKWd0w0DXNVycnSGVYV9VKAkCT133fPnFl3z04WNms8lBjqlCUSQEQgSeuzIqAFSGkVgFbXpVV2RpzOnJgtliymxWkkaGLEuZzRcBihIb5vOCi4tTZrMpeayYL0ryPGY5n7JaTDhZnbKcrZgUMbPFBB0bri5vODtd8L3vfRf8gHADWWJYzefcXV3zv/6nv2ZTDyTTBf/q3/0bzs9OaNZX5Nqi5ch33ntMkSbs7+/QSUyW57jREZmE+13Fs2fPmRUZy+WU2WxBMzqatqNtB7IsQUoNh4gq6x3DMOC9wyiN1vJwonqGPphXhjFgv+M4wjlBO1hSIzFZihMa72C73SBNyJ3UUr1lBgz9iPSSclKiYsVoLU3dHhKlDU3bBgyLMVR1jfeeaVEQaY3JSq5eX7Kaz0iKHGM0XRtMZSYKRJ62blCEG0XVdWGk5mG1WtF3PX3XhSSeoeNkuSTLE/oxdNOjKCJPU6QKN1ZBMNC1TUuR5UgVcvrqug4kiTTCuxEhFNYJnj9/xb6uWcynFEWBFIK2bumHsCF89psvkTKmnC3o+54kilBInBsZx99O06I4omsa4iRmuQi0bescWmvcaJlO54iDOM+OPbuqJopCfJuaz+JPHz1+xNMnZ1zf3BBH6VsWv5IymBfihK5pw+IQktgYUJIoMoEREAVd9M31HZNJyX6/pa5bJtMpWZGHmn8c6ZqOqmpo6oauC9FRUgukDPlwbdsFfb61QUetNZvdhqIoaevQSyinJXGiEDKcKEPXMw4EQIP0pGnG4Dy73Z4yz5EmXEO1UsSpxsQGnAxdVWex3iO8J45jurbHC4vSkljHfP7FV8RxxHc//pCmbYnShJur6zB6jCOst8Sxpm06OIiidGxwVqIEvP/+Y+I0ItZh1DmdTIhNhFGKSEKRxZSTlGKSkEaKWVkQxZo0TpiWgSoTG0mWZ0g8wnb823/9F7y8es2LV9f8+7/4ExyWOI/RWvP55y/4+a++4DsffMT/9H/9d3znyTlDvWVsa4zWvHx9GWb3TqCVYTKdcr+rqPcVeZKyryqyJER8f/K9j4iTlM16Szd2jKPlZLmk7gZ2TYvShrrrGLqOssio9vtg9DrYw3dVhRsGZuWEJC+p246ha7m+33L1/AU//sGHjELS1S3D0CERTKezgynNY70Pvn/vSbMIj2Vf79lutyitmM6mOB/qYyUVxpiwIPM8zPX7nqKYc/3qkjhNiLKM3d0aNzh2VegxpVFCmiRMp9PDxlKDs5ycnND1LSYypFlycMYaTBSRZxmz6YztrmZaBuzXq9eXqIO/ROtwoCnpgm9GSO7uNkRR4CZmecpyuSCOI87PT9msd9zebthu19ze3NDUHVc3dyRpwm63YTIrmM0m2AM2/e5ug/SOONEkxQwflWxu72n2FUkak5kojC59mFkLTyits5Kzs3P22w1eKNq2J00z1PtPTj+tqob3nz7FupGh70jSBB1ptJJBGx1FIINueTIJV3WpQrrPMAxvr38IyzC0aG24OH8EB30AXuCdCxLGcaAsc7qupe/Cm9pt929n/qMLnVbrPHhBmhZICV27p25b5vMl/mCISA4jQylFMBxFMSYOAqA81iAE+7oOyOUkDgASbRiGln6o2dc7vHcURUFd9aHXkSUoIQ8RXNd893sfBBqRh65tGbo28PGVZBh6hjEo9N7o0IsyJ89TlJaHh1MeEFUaoyVSBgDEycUjxq4l1ZqiLLE+dPHTKEabiLquyYuELE1AgXM9SaqZTTK8i/n7n/+Ks5Xhkw+eMpvNeXl9z//3v/4t/+P/8K/50z/6PTa3t1T7DVW9Q0hBXTU07cDJ6SPipGB9H/oJeaJDU01HKJOQpCmbzZ7N9pblbIId+8MICwZnGbrQme+7hr5rEONI33UopUBCvW9YLpdkWehk68gEakLTEJuY3nmur17z3qMT4jxlaDq8CxuFwAdJ7cHe+pboOIaaXElJlmYhNcn5oPY7KFgDfjunKHMclijN+eVnX9Ludzx5fM6urtludvR9f4DepJgojPiatjlg5xRnZ2eUk4C1A3fYWMKzY50N3/NhNLjdbGn7FmkEOjLEcca+CnDP+WSKjgz7Oljo87xACHe4nfY4N3J2smQ2mfD185fhz8wmfPeT7xIlmkmZM5tNiYxG41Fa4gW0w0icBleuUQnVdsvQbIiNDgStIcBywYf+lveMfdgQd+t1sCJLgdYK5wXqkw8vPg203kBmlSL8cMRioigwzGxIcZVKomQ4PZGQZTlRFLPZbNjv95yertAqIksLoihC4mjaAGWUMqjMyrJ4K4zI0oi2aVFSB1+ACzVRnGRMZwvKvDzIJQPhdVs17HY7ijynbSuUCB1N59+4owbauiXWmqxIqJoaZwO8YRgHxsFhR4vSnjhJUdKglSRJU7b7HchAJdZeUHchgy3PMrrB0fcdRkom0wm9D02bvgtlUZKm4fQ3IXI5TgzeB3ekkiJcx4x+W4LkxQSPJ08iJpM8MNqcI0tjinJCWU4ZrGVfVZyengYKzH5DlqZESnNxuuT13R2fff6MZlfx9ddXNHXDH/3BDzlfzbm9uX4rIppOJgxD0ECkaUKWRehI03YVwo9MyglRGuNEuMEg3MELMVKUBSpKGTpL13bBwOIhUqEPYGRoZiZxRF1XaKXo+o6mqijzAifASoEUnsREFEWJMTEvnr+ka2umsxnTYkI/jlT7iu1+9xbo2rUtUgauX9/3RNqQRBHGBOVota/CpmpMiOZoO2JjEDrM271X/OJnP+fRxSmzWXnAneVEkSFJI5I4Y73b0RzApUor8rwI8NsDieqNXFaIEJfnDnbhpmlIokAu+vVvPmNS5hTFlLu7e25vb7DDwPnZKcVkyu5QeiIE3tuwMSqNsyNdU1HXLaPz/PAHH7OczxmGnvliyW5X8/lnz2ibnsvLS8oypyxLhNKsN1uaqsYOPdZ2rGZTRusZVcy+dTTdQJklONfTdAHk613gTCRJinWWPM+CD/Xf/es/+vT8/JSvv/4KbSLmsxnjGObrfrRhfNL3gdyrQ654kiShBeo96gCOaJo68PrRaBMjpMPbAW1Cnt/6fkMcaYQM9sbpdIpWgec2nc2Q0pMVE6wTpGnChx99iLM93o7EWcZuu8cBi8UCJQSjHRiGQBYW0iNEOGmxQ6jdRos2MeMYAiKs9/R1Sxwb0jzHOoW3PrDklSRJI4ahCxQZ59m3PfuqJo8z0qIki2N0ErFtO9qmxVvHOAZG+83VDdaGMiNoFEaKvAzW5DjCaMNmsw19jyimqRuq+3sW8ykiinl9eYWwlixNGaQIFBsE1X7Ldlex3VbhpIsz1rdrvN/z9P2P+N//6u+pPZyfn/Dek9NQxl1ekiQBvhFFMcbEOOeJk4B7957Dgx348VJFqMjg7Mh+uybS4ZTVkaLrLV4Gu22sNXke4BxaGwQSOzrKaRE4D8OAloLVSWg4XV1e4ZE0B5/+crHEWbi6uefmbkdsNE+ePKLtB9quo+t6hA6eAIEgOUxw9lWN8BBrTRwZtpstfT8EHchBxNUPPUIKdlXNT//+51xf39LWLSeTnPl8wuAccZQEbqGS7Pcb6rpmvd3hnWMxC6e1Nob1/SaoESdhru5skI7XdUhw7voBZ0e0lGR5Tt9bhnZAK4WWgsV8RpZnaK25ubnlxYuXxCZmGEYWyzlxpBmaiuXJCVXT8tO//0XQJmQJ6/Watg0lURxHFHlGHMfcb2u22x1pnKClCIY7AVkWMV9MGUZLOzgaNKMPpUqqoNptGJxDKoXUgjiOcQ6k1sGApxTq//Jv/sWnWmqurq/prSNNDM4Hhp4RQWTivCNKYuyhky2lZLVaYbTm9uaWcQxd/H21RxrDydkZeE83NHT9wN3dhiQOOejrgxrvjcnCi0A32e13NG2P1JLlasY4tuzrHfSOUSmUlmxv7plOp9zf34IwJElKkpowNnRhzr7eramaljQp8S7kFRR5ifXQNxWz6YRRGNzgMEoyinArGIfgMTc6wknNVy9eslrMOHl0xnbfMTi43Wx59eIVqzQjTmK6cWDsHSYqmM4XZHlKWRZYC+PokFqx3W9pq540zogO2PMAfzCMo2e3r1AyXGMd4LygagfEoUfQ9x1tXaOEOhB6euqmJ45y7u/X/Ms/+wl/8KOPGK3gnz5/xWwxIU0TRuuDa63vDvVeGkCuymCMQElFP1ikctjR01QNxki8C/mMJs0Oib/BKYp0jHagacONzRjNMPSMYw/ek2d5ALH0/WHhOBJjSJKczabi5cvXfP3VM+LJFJmf4LuaJ+cLtk1o3MVpQpEXgQGpQ5iMxyG0pm17EmNw3nO33iCUIslStlWF9I7TxYTJtMR5wX5XkZggMludrFBRxG6/J9IRvR24u7kO1mY3kiZxuAFFhn1V0/VB9u5saMLZ0ZOkEdb3KKGQIqTxZnmOiSJGO2K0Yb9vKIqEsixJs5AzWDc1fe9IohytNEkS09tQytjDs/9Pv/o1s9mUjz54Dynk29J6OPwOs+mEosg4PT3j7nbNMFrKMiONozD90QZnwySuHweqfUM/jCgBfb0jVoGYrLQMsmkT0TYNTdceJMIS9fu/99GnTdtSVVXwECcp93c7qmYkyVKcc+GUdZ7tdnsIG2zYbbZs9/XhIVKsN1u8c2/FLgrJ9e2a/b4NIAjhkUIFl3wS0Xc9VV2jpGKz3gTEU2zQRjGbzolMipaKqgon/9j3dHVP1waaSTaZIQTYoT/M1iOkNOz2Tcgt6Ea22zVxYijLEu8t2mhMWiBU+CCGoWfoO/DuoDaDru5YLRe4sUF6SPKC169e89nnX9Dfr/nxJx+Sn68CftOFkNMoSVhvNiipkEjarmMYW7wdg4lKm2AMbmrSyFAUOUmR4AU09R5jJEmSM44ea3v2uxrvHEoprPWU5YQ8CxOXYjKjrjruNjs+/M5TFpOMXhf8n//tF/zjP/wjn3z0XTrn2VQ1u92epmoYbf9WNCSEP1h6YbvZkWVxUDmaINnebbbkaUaUpTRVQxaHGbRzHoEk0grnAn8fOzB0HUprmq5Bav22L3Tx6FGAUB5iqNbrNSYyPDmfMZkt+F//4/9J5HqePn1Mf0i86bo2KN2Ep21b7Bi66t3Q0fUdOooop5OA5RoHplnGyekF//DLz7h8fcW8nATfvg/vNYSx7sIi0fqt9/7s4hHSRAz9GMaswuOdZ+jCzcLE0WERWpQWCClIkiwoLeMIIULXXytFXhTs9muUlkHY1nbhZ8aQJCGtyDPQ9we8WJLx8sUtv/7NZ5yeLvnk4w9Z39+/JW2/KTusDVoBqSSLxZTnz78mijWr1YLdfh9APGlCFMcHRicob7F9jfQDRnmyIifOUtxgEULS9h1S67cTh67vUX/wex99GpoiIZBwsAKTltzeBteTVgptFPvtljiJubi44MXLV2y3WyaTSbgJmJD/vt1sqQ6W39cvr6irNijusoT9fst6W7FaLZiXQcmE4HCNCjvefDlnsVhSNw3T6RxlPZtqyzh0vH7+Ep2mPHp0Fuox7ymKAu88zoaRnHUwDJY8S9FKICUhT6CqGMb+0IAZqXYVTb1DCoUde/IyIUpSum4kNYG7/stff04iBNPMhHDMPCNLY1QecbPeYquBMomJsoh2v4a+wQiJVyHgJM0yhA9TiVEIbm9vES5YQLOiCA0a5wPo0Siatg9mIzughUBKxehc6OSKIK4a7Ujf9Ty+eMxms+by+pJt0/Pzn/8Tt6++5F/94Q95/uwFbd+RmIhut2exmBFFEZEOD/xuvyOKM0Zr6dqaJIoxxiC1YrTQVHuyJEYnCdvthv3uFqkccRKRpjFSCLwIRJ9IBGoQUiCUYrSe+9s7tAmj2LoNp40xitVqycnpKRJHohwqKfiv//VvOZlPePL4EZtNSCKOVaj7u3HADxaBI05j4kNZo5U6cPxkcP+JiP/0n/8OHWd0g6XrWybTgtlsStcNdO3AcrmktwO27ymnE0wSaMLNfh+CbGPD2I/UdfW2WTweAKRRnCFETNuM3N1uWS6XpGmAaRijD5/p/i2g0xgTRp9D+G7DOLumKHLee/wkjDw3Wz748D0++vgDqqpiHAL7IpB//UEcFjYC5wO8s23bkOYTxzgbNtlxDLLroe0o8xyjJXESIXAHy7bGHdSCQoiDn0EHAN2hv6f+4k9/9OkblNFuu+P2bkM5nXB2uqDa7lnfb2jaBiRMp1Mury6x1vLdTz6hbRrapgpdcQlGh5mkc5YkTplNcvIiCTtlmrPe7RmGllgJ2qbHIumG9u2O17YhT+766pr1/S3NvqK1PcvZlJvLG3ysWSxKvA2+8bquuLu9RwhNmsYhx6DvSNMIo8GoAI9suwbnHEVRsl1v2W+3zCahgWmdQ0qPlBopFM7Br3/zDK9C8IOJNZ0bGZ1EakPf9tA5mr5iP7Zok5DEhqeP3+P80SOSPGIcBowKhOXr+1uqpiWLEowQDHbE6AiJYrerD1MMifMj3o8UScqkmGKihH3TEBlQUlHVHXjIjOTvf/qP/Po3n/PDH32fk0mK293xg+9+xAcff4KOJSMhZy6SkuViynQ2DeSYfUucJAzDGEASsSKN0iAp9WEaIwUsF0uu7+8RPkii/eG2IEXoHezrjm6wTMsCYwRSa8rJnJvrG5qmPYzogpV4HIaDHTnU2Pt2gG7DRx9/hDUpf/1Xf8VsPuf8dIkbbbglSkE7DHR1hXCC6WRKFEds7/dhoiSgalrKxQl//dd/TZml/P6Pf4wyktl0QpYk6CgijgNzL07CmDTSmt12y+XrV0yKHKwjjVO0MXRdz5On73F2fs7LFy+ItCbPC7q+RRmNURqpgy/B2SCA0kbTND37XRP4gwdRV6D9SNq2YRiCm9I5z26z5Ve//hXL0wUffBgW/9D3oedidNBTHByc3geX4Xa7ZbvbM5+fcHt3TxzH2DEEjEghaPb78HsOHdb70Nk3CeMQ+jJGC6QJqsw3hC0pQBsTOId/+ed/8KlUgQX47KsXLJczltOCZr95CytMkyw4jLoG7zwXp+fYwXK/XoPUlOUE7BjiiIoCoxVpFgf+X5oQmYgiz1nOJ1xdXdJbTzk95YNPvs/Q12z3e4RXeDvihSeJYoR3XN/dIlRAj0/LAkZHmqR0XUfXNKzm07ALuxE7dLRVSxLHJFlMXTUoHWolIUP5Uddd+ELyjKwoUDqQVPa7GpwjjiP2I2x3O/7kD36PfdNQVfvDa4S8NunCzaLrOyZ5ifQOExmSoqTtBrqmYrQDaZpRNz3D2LO7XZMmGb23lNnBtz4ODH5gt92gxWHDMgk6yWi7EWcduOGAmzJ0w8BsUvL8+SX/7//tb3jvo8f85EffI4lSTh6/R3SQ4yoT0/QOa33wVTQV3dBj7YCJFSYKEd95nuOQ1HVLliYhEEZJyumM7X5Pvd8HUY7SuIMmQyoRmAFDR5knZGWO0JKq7bi9XeOGnsePLxBSBkR3kmGtp22aYEkV4XUGK7i9vuaT95+wvHjK/+t//SuSseHJ+Tm7YcBJR5JkOCfDaa8dRkuMNhitwY8kccLzV9d8/tkX/MWf/AlRJHC+JU9jlAj9jcuXlwyuI04i/OhJ8hShBFJImqYDqYLPpB8oJzmTYsbrl6/x3lKWJUM3IPEo5YkiTVlmjOMQ/C5JdoB8vDj4bcVbk1wQPhnGIfQOxmGkHwbu7+8xSYKMErou3PjEIbxzsGOwro8W6zzOW+q65vrmFqkk7z19n/1+x25fUUwC289IwaQsDma9Hm0ixtFRzua0XR3k+IRxujExddehjGFalqhDHof60z/63qdaR1xe3lDVDU+ePGF9f0dd16yWiwDVLAvSNCIzQXsvpMTLII7AQ1W3JFFCXdc0bYMQIdhjOLzxNAnM/zgy5HnG7f0GoTXej7x89pK69jx6csJqPmEcDoEFSoEfWM2nzOdLsjjl9vomjM/yLDS0TMx8uQxviMCNb4aBbggzeQhuQmNCrbav9uzrisV8Rj90jMPIfDKn6zo2ux1lmXJxcc71q1doDx4Bfjx4G8IDONgRqSWTyQQpFfu6Pmiuoao6+iHw70wcMY49k6KgKHLubm8xScri/JzLy0uausOOA35wNHWLF7A4/ZC7dcf95iVFkaBkQm89N7c3GAnTWcnr25rffP4l3//4MSdlwv39NkRLifCQegddN4TFnKfkeY7wQXBsnQugiyw4+p6/fMnYVBR5hklihDR0h5n+MAwht7FrA8Umz7DY8HMhSJMUL4KzO00Lrq6uyLOUSEiarsPEEVXXsV3fBeiLVAe9vziUagNSCi4enWJHwc9//is++sH7wTrugsYkTSKmJ1Nu1jt+8bPPuDgNApq+dxij2WzXnF+ch/G1dCQy6PuddwxdE67DSgTDDoLRjiF+y3vqQz8gSiKUkWglef78awDOT09wztP0DfPlnDgK/vk3sXVpmnF9dcNnn31GnqW8//6Tg9dBBrJRX7NZbxiHkcFa1CEDs8hyVqslZ6crqs2WatcwKSb0Y7DnqoOiUEp5YHOmVFVDomNWqzmRlgx9y/nZCVJKRg9RmqGMwDsYesd0Ome6mNE09VtaUVW1CCkoywy8xY024P2HAw+g7weKomS3r7m/uwsWwiLEeoFgHF2Q/PY9d3f3JFlM1/dB+pikOOu4ub6i6weSJEMpzeXlNUopzs5OEQQ4orVjCGJQmq5ruL+7RQmFF5Isj0nciPQeJORZxnw65fXlHc+/vuTVy9cg4Ml7T4kigxQKpKSqQgmijcFLT29d6MrmobkVmZBBGBxkYeyYxBFj3yGFxDpL1/ekec58MeU3n3/BdrPn7GSFjhKKIgQwbLd7hJSU05LJZMow9NyvN5g4omsbLl9ds767p+0C0LFrG9I4SGNVbJhOJmht+M0XX1DtduRpjtIapTRD3zDYgfWm5/bmhjwLCkzhFUIpqrohTZIQ2lmmbLYN9abnxReXNF1NkoQo6rbr2W82FHnGfDoJIRI2LORxOFirraOuatyBfy/xYYPTmn0VHhpj1CGvPqJugmpTyuC/7/uetm7I85x+HHBe0uzaIK2eTegOSLkojri7vwkuxXISUFZxEhKlZHBH9sNIvV/z8Qff4fNX99xev+TjD95nDBF5JGmKQ/PFZy+5uV5Tb7eYJKXqBp49f0Hd1Lz33mM++/w3rO/XLBentG2HtQN26MiKkigOSr48jTFxIEuXWU5RFCHvL02w40DfD8HcpELgjdTikJZk3ioSzSEy7/5+y69/9RmTyZTHjy/ekqrxAYCbFzlJnDIMPX3Xo5RhMikZrcVohcKjtD6UXu5tEpY5wHbMoYE42pFJWbDfhzGw0ZrpbIoxMmDJrGUYPXUdUpeSJAk5HS6QnYcuqG5HaynKPDRsDz4d6yx106B+/MOPPo1jQ1Gk/O1//1lIh1ktDvTegThKybKMutqx3m0Dbz3NGPuBrh/o+hEpAB/QWVJr6jrwyefzaQAi7iuGoScpMhCCLIno65YRxXe+c46QA8JJMm9ZTSeYKKHe1/z682dc31WoyLA6mZGmCZeXrwHPpJzQ9+GBL8ucwUvqpg2jPyGJY02kJHawDH04+WbzSbAprzcs5jNiE1JkhJSoyHB7u+Grr1/x8SefYEzAVkVGBWKQ5xBaWlJVNdvdjpPVCcvFlCjS4DxpFnNyOiU2CV03MJ1MQ6yTC7nsu+2Gq9ev+e5HH6B0+BKrpiGOw9W2qytm04j5dIUdHf3QIXA0dc1gJWerU37zjz9jt9/zb//9v2TEs6068jRsVELKEJWtNTgX6lGl3uKfhA/6CaMDKnq72yOEZDab0XcddhyZzmZ0fZhDSyHQcUx9qMXLAxS074JfJE4SkIr17ZokjokTgz3Y5Ma+Z5IXIRS075nNZjjrcWM4hYdxxHqHlpo81VhtePnZC/7gJ99jkJY4zvj5L37Fz3/6S95/fMof/dF3Q8SblFxvt7z/4ffQynB/e02epfSDZ3CCv/rPf8Nus+XDp4+CXdcKhr4liUOmYt/1B+9JdAifDfCPoRvCSFPAYEPzNYtTrq+uMZFhtVziveD65pZXL1/x5Ml7PH58gfUu9I6sxbsRqQKVyVpLlmUHTHcfNlujMSai7wb6sWd5smCz3eAOVG4pZSBVA+5AKIoiAwJeXV5yt95xt9mF15Ihodt5uN/W9G3DxfkyHNROHKZcA0YrijIjS9PDWrBhoiNDbLv6yz///U8X0wl//Z//Czd3FX/+F39M31XY3h3GC45IC8auJTIBXyyEZLfb0Y8942DRKiKNDd0YsEVhnKGp632wIsahOdg0LZqYNBFIk5NOV7z46guyNKfvaq6uLrm73/Ds8p6bbU2UJvzeDz7i/cenb7npSgkur64wxiB8qHHqrg1ikAO7QAhxwFU5xAE5rnTIQ6+rls3thizNwpenAmwin0y43+zo93ueni6DLNqOGK0QKoA7vA/imNubKzwq6OHrfdhcFjOSNAhldtWe9a4jTsogSukHvLX80z/9hvPHT1nM5+z2u4B+tlCNUFcds0nJydk5fddQNxUyLqirFkmHRbK+veH/+Kv/xocfPObxoyVZpnnv6cVh1DYSRRFpOQniFSGxItS7WhvGQ+c4XFF/O4Itioyxs3TNQJLHDBa6rgt6BRvEYEkUo7SmH0fGITyUQimcl3hCKm1bdySxPpRJgmq7QUhNVQ/c393SDU2ApYjgfU+TmCSODjP3HctpwT9+9oJf//IzfvCD9/n86xteffWcD75zzmJZgvBoo9ltN3zy3e/z4YefUG3XCNvz+NEFi+WSaRlj8pyf/+ILPn7vnMfvPeH6Zo3wI2kc0/UD9+sNu90uiGWSlN1uR9eFCLvpdPJW9i1FYA/WbY9Uknrf8tVXL3AeVqt5OImjENjR9W0QMElJnKS0bX8g7hREkSZKg2mp3u8oypzROrwPQBfhBHfXd/RDGxD1QjEOAaOvTYDrpllClqU45/niy6/59a++4OLsDGc9bd8xX07YbHYI73h0/pj9dkfTjwy9Jc8yjIkDSUkIrBNUTcv9ZhPcgP/2X//+py9eXvEf/tPf8eF3P+bsfIFwlsV0QnwAa9RNixMSi6c/WIH78cAUU+YtVmu0lt1ux9nZKVEUUdcNaZpSTiZIIairOujze0s2u+AP//jPGeqWL7/8islsQjFbsGtGfBzz9MMPef9iRb1ds15vEDrG2pEyz0nTlO1ux9gHVqGUkjSOcS4wCsuypK336DQmzvNQt0uF0prtNsy5pZbs25bdfo85dHnHwRJHEXW1JcmTwHfzmqpuGPoRvGAcOvIk4u72DuthdjIP/vXDmK1p2iCTzlOc7bm/vQ6W33Hgyy+/ppyfhGQi79FJjoinXN3cU+0qhB0pJxnSBCTY2I3s1+sAK0kj/uf/5X9BZwX/5l/9Be1+T2wiuj6IOuI4pmlqNut1AF1kGVW9D6OhQzhFnCT0HVRVi1Ga1cmSfd/T9x3LVQhx6YYghU0OoMs4DZjsyCjGsSNOI4RIabuRtt1gu55m3x8YehJnHfebLcJbhJR0XUeSGIzSxHGO1uFgABH09YfGlxSC5ekJv/ryJV/+5gW5NPzej7/L6mxO3XSHUZYkz6akScbP/v6n2LFhtZwxDpZ+CO/jyfkpJk752T99QaRglkdhRq4U3WBJ04zVYv72VvoGiR8nMXmW4zzEccRsNme92dA2PdfXd4zjyGwRpOnp/4+nc9eS04ii6KZ4FPQD+qnu0Wsk2UtaSpQ6sr/NX+dlezmxE2fORt0jqadhGmiogkLBxfMDBBVx77lnb53gj/rxqqqF+DMatfquI9YjXNZZ+gHCJMM0Fte2pDMZ/ZxztK1IcfuuQykwxlLVDTrSBIGiNZZrMy5nZzPW2YyXz/dMp7ORtKTIixOu84inK/KyomkNpr1KbKgUu/2Oc16M45tl8BSLVcrD6YFhUPjP98tf//zrb979+J7b2z2us+jR4mKMEVVxGI5MOE80xQxjSSIWlHhnJLuMQkFFaz3aSed4nszp1gqcsygfaVzE+4+f8Jwl/3Kgvjbs9nt0qNhtM8kqnaVrKvLHEj/UIz6JJ3noZrOh6x2d7QmjQM5Fk1igpT10Qzdu7X1sa4lUgAoCznnOcrkgjDXGOoyRXsLh7g6tI9bbLZ7nCxa8d1wuFUp5ODc8mXS8QUoinw9H4smELE255Be58AsUigFnDZ0VR2GapSgP7o9HzsWFWZqy3axom4ayupKEAZtFRn05Az3xJKWuWuy14MXrHWGS8u3rmX/+/Y+ff/mJm+2ah9NJsOz9MGrWFDhQ//vhkHquH/i0bTuKICRq1Vo67J0T1JuOAubpFId8L4k1yUQM0dYI+qvrHZPpjM3uBmN6yksBg+XV6x/A82naikApBgbKqiJUnlzFKZ95MmGZZsJBcN0TF79pGlzXS9vTtqwXKR8/feDz3ZFsGrC+WQChAC1NSxxPKMuS07evrJYZcRzKX98AfqhQKqAsCl7dvqBq4fff/mD3bEGkpxSXmiCMmCYSg8ValqBxkrDZbgFPTIq9zPvnc8HhcGC3f8ZsPmMynbNapXTWiEeg7ylLSYjiWMpbdV0TjO8t4hAf2zmO9w+UjyUTrUmzOT3SdJRFuUFHWjr9o0YvSmKGoae8XLDGyoFepLnWNfdf7nnz7i1REJIXOdlyTn4u2b18i1MD+enENJngXMcwOB4fK5q6RflqxJ33nM8PY2tR830AYALhlgknSyEAAAAASUVORK5CYII="><p>This works by decreasing the RGBA values of your texture based on the paint color.</p><div class="tip"><strong>NOTE</strong>  This modifies alpha as well, set the alpha to 0 if you don't want this.</div></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Subtractive Soft</span></h2><img style="float:right; clear:both;" 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"><p>This blend mode works similar to <b>Subtractive</b>, but the strength of the blending fades based on how dark the texture already is.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Replace</span></h2><p>This blending mode works like <b>Alpha Blend</b>, but the alpha channel of the texture will transition toward the paint alpha channel value, rather than just increase. In effect, this blends all channels toward the paint color at the same rate.</p><p>This is useful for painting advanced textures (e.g PBR), where you want to paint a specific alpha channel value.</p><div class="tip"><strong>NOTE</strong>  Decal painting normally stores the shape of the decal in the alpha channel, but because this mode allows you to replace all channels, the shape must be stored in a separate <b>Shape</b> texture.</div></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Replace Original</span></h2><p>This blending mode works similar to <b>Replace</b>, but instead of transitioning to the paint color, the paint color will be based on the original color of the texture.</p><p>This color is defined by the <b>P3dPaintableTexture</b> component's <b>Texture</b> and <b>Color</b> settings.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Replace Custom</span></h2><p>This blending mode works similar to <b>Replace Original</b>, but instead of transitioning to the original texture color, you can specify a custom texture and color to transition to.</p><div class="tip"><strong>NOTE</strong>  This blending mode ignores mesh UV, so it may produce unexpected results if your meshes have very different UV data.</div></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Multiply Inverse RGB</span></h2><img style="float:right; clear:both;" 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"><p>This blend mode allows you to darken your texture based on the paint color.</p><p>To make it easier to use, the blending is inversed. This means your decal should be white where you want the color to be multiplied, and black where you want no change.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Blur</span></h2><p>This blend mode allows you to blur your texture based on the paint opacity.</p><div class="tip"><strong>NOTE</strong>  This effect works by sampling pixels around the current pixel. This means it's possible for colors outside the mesh to 'bleed' in. To avoid this issue, you must set the <b>P3dPaintableTexture</b> component's <b>Advanced / LocalMask</b> setting. This texture can be created using Paint in 3D if you begin with a black paintable texture, paint it white, and then save that texture to be used as a local mask.</div></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Normal Blend</span></h2><p>This blend mode allows you to paint a normal map with another, and both normal maps will combine together.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Normal Replace</span></h2><p>This blend mode allows you to paint a normal map on top of another, and the original normal map will be replaced by the new one.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Flow</span></h2><p>This blend mode allows you to move the pixels in the texture you're painting. The direction and distance the pixels will move is based on the normal map you specify.</p><div class="tip"><strong>NOTE</strong>  This effect works by sampling pixels around the current pixel. This means it's possible for colors outside the mesh to 'bleed' in. To avoid this issue, you must set the <b>P3dPaintableTexture</b> component's <b>Advanced / LocalMask</b> setting. This texture can be created using Paint in 3D if you begin with a black paintable texture, paint it white, and then save that texture to be used as a local mask.</div></div><br><br><br></div><div style="overflow:hidden;"><a name="Blend"></a><h2>Skinned Mesh Painting</h2><p>Paint in 3D allows you to paint skinned meshes. The set up is almost the same, where you add the <b>P3dPaintable</b> component alongside the <b>SkinnedMeshRenderer</b> component. However, there are some things to keep in mind.</p><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style=""> Colliders</span></h2><p>To paint objects in your scene you need to use a hit component like P3dHitScreen, P3dHitParticles, etc. Some of these components like P3dHitNearby will apply in 3D without the need for colliders, but components like P3dHitScreen use Physics.Raycast, which means your paintable objects need colliders.</p><p>Normal non-skinned meshes are usually static, so you can just add a MeshCollider. However, skinned meshes usually bend and deform such that you cannot use a MeshCollider, because as soon as it animates, the collider surface will not match the visual mesh, which causes the paint to apply to the wrong area.</p><p>While the collider doesn't have to match the visual mesh, it needs to be close enough relative to the size/radius of your paint tool (e.g. P3dPaintDecal's Radius & Scale settings). If you have a complex skinned mesh, this usually means you must add many colliders to your object (e.g. BoxColliders and CapsuleColliders, perhaps one per bone).</p><p>However, if your game doesn't require precise painting (e.g. bullet wounds only), then there is one alternative strategy that is simpler to configure that is shown in the <b>"PaintIn3D/Examples/Zombie Blood"</b> demo scene. In this scene, the skinned zombie mesh is given one large BoxCollider, that encapsulates the whole zombie animation cycle. The P3dHitScreen component's RotateTo setting is set to <b>Normal</b>, and RotateTo/Direction is set to <b>RayDirection</b>. The P3dPaintDecal component's <b>Scale.z</b> setting is then set to 15 (the exact value depends on the size of the skinned mesh). With this configuration, the paint is aligned to and stretched along the hit direction, so it goes through the skinned mesh.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style=""> Include Scale</span></h2><p>Inside the <b>P3dPaintable</b> component is the <b>IncludeScale</b> setting. Depending on your skinned mesh, you may need to enable this setting for the painting to work.</p><p>I wasn't able to identify exactly when this setting needs to be enabled or disabled, so it can't be automatically set. I think it has something to do with the software used to export the mesh, or the export settings, so for now you must manually try toggling this if you find your mesh can't be painted even if every other setting looks correct.</p></div><br><br><br></div><div style="overflow:hidden;"><a name="Lines"></a><h2>Drawing Connected Lines</h2><p>When painting using components like <b>P3dHitScreen</b>, you may notice your paint can appear as separate dots. This can easily happen if the object you're painting is far away, your paint brush radius is low, or the surface you're painting is at a sharp angle relative to your camera.</p><p>This happens because the paint is actually applied as a dot, and to make a continuous line the dots are simply placed close enough together that they no longer appear as dots. However, under certain circumstances this illusion can be broken.</p><p>To improve this, the easiest way to is to just lower the <b>P3dHitScreen</b> component's <b>Interval</b> setting. This will increase the amount of dots drawn by reducing the pixel distance between them. However, this carries a performance penalty, and it only makes the issue less apparent, it doesn't solve it.</p><p>To solve this issue you want to have each separate dot connect together to form a continuous line, and this can be done by enabling the <b>Advanced / Connect Hits</b> setting. This setting appears on components like <b>P3dHitScreen</b>, <b>P3dHitNearby</b>, and <b>P3dHitBetween</b>. Instead of sending hit point information to paint components, it will instead connect the hits points, and send out hit lines.</p><div class="tip"><strong>NOTE</strong>  The lines are connected together from each hit point. Since there are a limited number of hit points, this means it's possible that the lines can skip over complex geometry and look incorrect. To reduce this issue you can reduce the <b>Interval</b> setting, just keep in mind this has a performance penalty.</div><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style=""> Overlap Points</span></h2><img style="float:right; clear:both;" src="data:image/png;base64,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"><p>When using connected hits, the connected lines are drawn separately, which causes the overlapping corners to receive double the paint. This is an issue with semi-transparent painting, because they will appear stronger than the main line body.</p><img style="float:right; clear:both;" src="data:image/png;base64,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"><p>To fix this, you must enable the <b>Advanced / Clip Connected</b> setting, which eliminates this issue in most scenarios.</p></div><br><br><br></div><div style="overflow:hidden;"><a name="MultiTexture"></a><h2>Painting Multiple Textures</h2><p>Paint in 3D allows you to paint multiple textures at the same time (e.g. Albedo + Normal).</p><p>To set this up you must first add multiple <b>P3dPaintableTexture / Paintable Texture</b> components to your object, and make them target different texture slots in your current material/shader. For example, the first texture could be for the _MainTex slot, and the second texture could be for the _BumpMap slot.</p><div class="tip"><strong>NOTE</strong>  The actual texture slot names may be different depending on your shader. Make sure you click the dropdown to see what's available.</div><p>Next, you must choose a different paint <b>Group</b> for each component. By default all textures are assigned to group <b>"0: Albedo (RGB) Alpha(A)"</b>. If your first texture is albedo then you can keep this value. If your second texture is a normal map then you can change it to group <b>"10: Normal (RGBA)"</b>.</p><p>Next, you must make multiple paint components (e.g. P3dPaintDecal / Paint Decal), and change their <b>Group</b> setting to match the texture groups you previously set.</p><p>You can now paint two textures at the same time! These same steps can be repeated for any number of textures.</p><div class="tip"><strong>NOTE</strong>  If you're using a special texture that doesn't have a corresponding group, then you can make your own custom group. Just right click in your Project window, and select <b>Create > Paint In 3D > Group Data</b>, you can then set your own custom group name, and unique <b>Index</b>.</div><div class="tip"><strong>NOTE</strong>  If you're painting multiple textures at the same time it's a good idea to make the painting components have the same settings. If you're using paint modifiers, then you can disable the <b>Unique</b> setting, to ensure each modifier picks the same random values.</div><br><br></div><div style="overflow:hidden;"><a name="Optimization"></a><h2>Advanced Optimization</h2><p>Although paint in 3D is very optimized, it's still easy to make it run slow, especially on mobile devices. Here are some tips and tricks on how to optimize your scene and maximize performance.</p><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Texture Resolution</span></h2><p>The easiest way to optimize painting performance is to reduce the size of your <b>P3dPaintableTexture</b>. If you halve the width & height of your texture, then there are now only 1/4 of the pixels being painted, which means your paint will apply up to 4x faster.</p><p>I recommend you reduce the texture resolution as much as possible, until you find the perfect balance between performance and visual quality.</p><div class="tip"><strong>TIP</strong> If your object has a high resolution texture that you can't reduce, but your paint doesn't have to be as high detail - you can separate your paint from your high resolution texture. This can be done by painting on a separate (lower resolution) texture, and blending this into your (higher resolution) base texture. This technique can be done using a custom shader with a separate paint texture, or using a transparent paintable material laid on top.</div></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Paint Framerate</span></h2><p>Another easy way to optimize your painting is to paint less often.</p><p>For example, the <b>P3dHitScreen</b> component has the <b>Interval</b> setting, which allows you to choose the pixel distance between each paint hit. If you set this to 3 pixels and move your mouse/finger 300 pixels in one frame, then this will result in your scene being painted 100 times. If you increase this to 6 pixels, then it will result in the scene being painted 50 times, or a 2x optimization. You can also set the <b>Frequency</b> to <b>OnceEveryFrame</b>, which will paint the scene no more than once per frame.</p><p>For example, the <b>P3dHitParticles</b> component by default paints every time a particle hits something. This can be optimized using the <b>Advanced / Skip</b> setting, which allows you to paint once every <b>n</b> times.</p><div class="tip"><strong>NOTE</strong>  If you paint less often, then gaps may appear in your paint. If the hit component you're using supports it, you should enable the <b>Advanced / Connect Hits</b> setting, which will fill these gaps in.</div><div class="tip"><strong>NOTE</strong>  If you can't or don't want to use connected hits (e.g. you're using paint modifiers, or a component that doesn't support them) you can compensate for the lower painting frequency by increasing the paint radius, or the paint opacity.</div></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Split Meshes</span></h2><p>If your object has a large texture and you cannot reduce its resolution, then you can still optimize the painting without a loss in detail. This is done by splitting your mesh up into smaller parts, and setting them up as separate objects. If done correctly, when you paint your object only a small area of it will be painted, and thus less pixels will be processed overall.</p><p>The easiest example of this is painting a large wall. Instead of having one wall mesh, you can split it up into a grid of smaller sections. If done correctly you will still have the same overall texture resolution, but when painting you will only every paint a small number of meshes in this grid, and thus your painting performance will be greatly improved.</p><div class="tip"><strong>NOTE</strong>  If you split your mesh up then each individual mesh will now be using a smaller area of the UV data. To not waste texture memory you should modify each mesh so the UV data covers the whole texture area, or use the <b>Atlas</b> setup seen in the example scenes so they share the same texture.</div></div><br><br><br></div><div style="overflow:hidden;"><a name="Issues"></a><h2>Known Issues</h2><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style=""> _MainTex & URP/HDRP</span></h2><p>If you're using URP or HDRP, then you may notice painting <b>_MainTex</b> (Albedo) doesn't work, even though it shows up in the inspector list.</p><p>This is because these shaders seem to have a 'fake' _MainTex slot that doesn't do anything.</p><p>To fix this, you must instead paint the <b>_BaseMap</b>, which is the 'real' albedo texture.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Galaxy S6 / Mali-T760MP8</span></h2><p>This device can incorrectly paint on Android 7 with the OpenGL ES3 graphics API. Previously painted pixels are observed to randomly become transparent and otherwise change.</p><p>If you need to support this device:</p><div class="tip"><strong>Step 1</strong> Open the <b>"P3D Decal.cginc"</b> and <b>"P3D Sphere.cginc"</b> files in the <b>PaintCore/Required/Resources</b> folder.</div><div class="tip"><strong>Step 2</strong> In both files, comment out or delete this line: <b>discard;</b></div><p>This should allow you to paint properly again.</p><div class="tip"><strong>NOTE</strong>  This modification removes the ability to paint objects with overlapping UVs (e.g. the default Unity cube). Most well designed meshes shouldn't have overlapping UVs though, so this shouldn't be an issue.</div></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">VR Tools</span></h2><p>While the painting features can work with any VR asset/toolkit, the Paint in 3D VR examples are only configured to work with Unity's legacy XR system.</p></div><br><br><br></div><div style="overflow:hidden;"><a name="CreatePresets"></a><h2>Can I Create New Paint Presets?</h2><p>Yes, you can find the existing presets in the <b>PaintCore/Extras/Presets</b> folder.</p><p>To make a new one I recommend you duplicate one of the existing ones, and change its settings to your liking.</p><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Paintable Textures</span></h2><p>Each preset has one or many <b>P3dPaintableTexture</b> components.</p><p>Each paintable texture's <b>Slot</b> setting is automatically set when using the <b>Paint in 3D</b> window, so you can leave it empty.</p><p>Each paintable texture must have its own <b>Group</b> setting, which defines the kind of texture it will paint. For example, if you have one paintable texture that targets the <b>"Occlusion (G)"</b> group, then this preset will allow you to paint occlusion textures.</p><div class="tip"><strong>NOTE</strong>  To understand how all the other paintable texture settings work I recommend you look at the in-game examples, because the settings are the same and they're more comprehensively covered there.</div></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style="">Paint Groups</span></h2><img style="float:right; clear:both;" 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"><p>For a preset to show in the <b>Paint in 3D</b> window, the shader you want to paint must have textures that match all paintable textures in the preset.</p><p>Since shaders can arbitrarily define texture names, you must manually associate a paint group with a shader and its texture slot.</p><p>You can find the existing paint groups in the <b>PaintCore/Extras/Groups</b> folder.</p><p>The way this works is each paint group defines a list of shaders and texture names associated with the group. In the example image you can see the <b>"Albedo (RGB) Alpha (A)"</b> group, which among others has the <b>"_MainTex@Standard"</b> line. This means the <b>"Standard"</b> shader has the <b>"_MainTex"</b> texture, which is an albedo and alpha texture.</p><p>Paint in 3D comes pre-configured with paint groups and associations for most built-in Unity shaders.</p></div><br><br><br></div><div style="overflow:hidden;"><a name="CreateTools"></a><h2>Can I Create New Paint Tools? (In-Editor)</h2><p>Yes, you can find the existing tools in the <b>PaintCore/Extras/Tools</b> folder.</p><p>You can duplicate one of the existing ones, and change its settings to your liking.</p><div class="tip"><strong>NOTE</strong>  I recommend you look at the in-game examples to understand how most of these settings work, because the settings are the same and they're more comprehensively covered there.</div><br><br></div><div style="overflow:hidden;"><a name="CreateMaterials"></a><h2>Can I Create New Paint Materials? (In-Editor)</h2><p>Yes, you can find the existing materials in the <b>PaintCore/Extras/Materials</b> folder.</p><div class="tip"><strong>NOTE</strong>  These materials are <b>P3dMaterial</b> materials. These are different from Unity's built-in Materials, though functionally they are similar.</div><div class="tip"><strong>Step 1</strong> Select the material (P3dMaterial) that you want to use as a base.</div><div class="tip"><strong>Step 2</strong> Duplicate the material (Edit / Duplicate), and select it.</div><div class="tip"><strong>Step 3</strong> Rename the duplicated material, and look at its inspector.</div><div class="tip"><strong>Step 4</strong> Drag and drop your textures into the texture slots (e.g. Albedo, Normal).</div><div class="tip"><strong>Step 5 [Optional]</strong> If you don't have textures for a particular slot (e.g. Occlusion), then click the <b>"x"</b> button to remove it.</div><div class="tip"><strong>Step 6 [Optional]</strong> If you have textures for a slot that don't exist, then drop them into the <b>Add Texture</b> setting.</div><div class="tip"><strong>Step 7</strong> Double click the material prefab to open the prefab editor, and click the <b>"Build Material"</b> button.</div><p>Your material should now have its textures replaced, and it should be ready to paint.</p><div class="tip"><strong>NOTE</strong>  The texture slots are chosen based on the name of your texture. For example, the albedo texture should have the <b>_Albedo</b> suffix. Other suffixes you can use are <b>_Normal</b>, <b>_Metallic</b>, <b>_Occlusion</b>, <b>_Smoothness</b>, <b>_Alpha</b>, <b>_Emission</b>, <b>_Height</b>, <b>_Specular</b>. These suffixes are defined in the <b>P3dGroup</b> settings, which you can find in the <b>PaintCore/Extras/Groups</b> folder.</div><p>To make an icon for your material:</p><div class="tip"><strong>Step 1</strong> Follow the above steps to create a paint material.</div><div class="tip"><strong>Step 2</strong> Open the <b>"PaintInEditor/Examples/Icon Builder (Material)"</b> demo scene.</div><div class="tip"><strong>Step 3</strong> Run the scene, and paint the sphere with the paint material you created earlier.</div><div class="tip"><strong>Step 4</strong> Open your paint material prefab.</div><div class="tip"><strong>Step 5</strong> Click the <b>"Build Icon"</b> button in the paint material inspector.</div><p>Your paint material should now have an icon. You may want to play with the scene light brightness to achieve best results.</p><br><br></div><div style="overflow:hidden;"><a name="DeSerialization"></a><h2>Can Each Individual Paint Be De/Serialized? (e.g. networking)</h2><p>Yes, there are two general techniques to do this depending on your requirements.</p><div class="tip"><strong>NOTE</strong>  This is an advanced topic and requires C# knowledge.</div><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style=""> Paint Hits</span></h2><p>Paint hits are the high-level data used to paint your scene (e.g. the P3dHitScreen component sends hit data to components like P3dPaintDecal). Depending on the paint hit type, this just stores the world space position, rotation, seed, and other basic data.</p><p>This is the easiest data to send, but since the data is handled in world space and applied to everything in the scene, it's not suitable for moving objects.</p><p>To listen for paint hits you can create a new component and add it to the GameObject that has your P3dHit___ component. You can then implement any of the IHit___ interfaces, to get specific hit data. For example, the P3dHitScreen component can send point and line hit data, so you can implement the IHitPoint and IHitLine interfaces.</p><p>When a hit occurs, the HandleHitPoint and HandleHitLine and methods from these interfaces will be invoked. You can then store the given parameters to a file, or send it over the network.</p><div class="tip"><strong>NOTE</strong>  If your object moves then you may want to transform the position and rotation values to local space before storing/sending it.</div><p>Once this data is loaded/received, you can then broadcast it again using code like this:</p><p><pre>// Loop through all components that implement IHitPoint</p><p>foreach (var hitPoint in GetComponentsInChildren<IHitPoint>())</p><p>{</p><p> // Ignore this one so we don't recursively paint</p><p> if ((Object)hitPoint != this)</p><p> {</p><p> // Submit the hit point</p><p> hitPoint.HandleHitPoint(preview, priority, pressure, seed, position, rotation);</p><p> }</p><p>}</pre></p><div class="tip"><strong>NOTE</strong>  If your data was converted to local space, make sure you convert it to world space before performing this code.</div><p>You can see the <b>P3dPaintMultiplayer.cs</b> code for an example of this.</p></div><br><div style="padding-left:75px; overflow:hidden;"><br>
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<h2><span style=""> Paint Commands</span></h2><p>Paint commands are the low-level data used to paint each individual paintable texture. These store everything about the paint that was applied (e.g. texture references), so it's not as simple to serialize it all.</p><p>To allow for de/serialization of this data, you must first provide unique hash codes to the <b>P3dModel</b>, <b>P3dPaintable</b>, and <b>P3dPaintableTexture</b> components. This is done via the <b>Advanced / Hash</b> setting.</p><div class="tip"><strong>NOTE</strong>  If these components are part of a prefab or spawned in-game then you must manually give them new hash values that are consistent with multiple runs on your game, or other network clients.</div><p>In addition to these hashes, you must provide hashes for all textures used by your paint commands. For example, if you use decal painting then the decal texture must have a hash.</p><p>Since the <b>Texture</b> class is made by Unity and can't be modified, you must assign a hash to a texture using the <b>P3dTextureHash</b> component. You can add this component to your scene, assign the texture, and assign a hash code.</p><p>You can now listen for paint commands using the static P3dPaintableTexture.OnAddCommandGlobal event, or the instance OnAddCommand event. These events will give you every paint command for a specific paintable texture.</p><div class="tip"><strong>NOTE</strong>  These paint commands are in world space. If your objects move then you should use its SpawnCopyLocal() method, where the Transform argument matches the GameObject the paintable texture is attached to.</div><div class="tip"><strong>NOTE</strong>  If you want to store the command and aren't using SpawnCopyLocal(), then you should use SpawnCopy() to get a copy of it.</div><p>The paint command can then be stored or sent over the network using JsonUtility serialization, or similar.</p><p>Once this data is loaded/received, you can apply it using your paintable texture component's AddCommand() method.</p><p>You can see the <b>P3dCommandSerialization.cs</b> code for an example of this.</p></div><br><br><br></div><div style="overflow:hidden;"><a name="Examples"></a><h2>What Examples Are Included?</h2><p>This is a list of the in-game example scenes and a description of what it shows.<div style="padding-left:20px;"><h3>Basic Setup</h3><p style="margin-top: 0px;">This shows you how the <b>Spaceship</b> GameObject can be made paintable. This is done by adding the <b>P3dPaintable</b>, <b>P3dMaterialCloner</b>, and <b>P3dPaintableTexture</b> components. You can then paint the spaceship using the mouse/finger with the <b>Paint</b> GameObject, which has the <b>P3dHitScreen</b> and <b>P3dPaintSphere</b> components. Keep in mind that <b>P3dHitScreen</b> uses raycasts, so your mesh must have a collider to work.</p></div><div style="padding-left:20px;"><h3>Seam Fixer</h3><p style="margin-top: 0px;">This shows you how to remove painting seams from your mesh using the <b>Seam Fixer</b> tool. Seams are caused by gaps/islands in the mesh UV data, which are usually present at the edges of complex meshes. To use the seam fixer, simply click the context menu button (⋮ icon) at the top right of your mesh inspector window. You can then select <b>Fix Seams (Paint in 3D)</b>, adjust the settings, and click <b>Generate</b>. You can double click the <b>Spaceship</b> GameObject's <b>MeshFilter.Mesh</b> setting to see it in action.</p></div><div style="padding-left:70px;"><h3>Auto Seam Fix</h3><p style="margin-top: 0px;">This shows you how to automatically fix seams in your mesh without using the <b>Seam Fixer</b> tool. This is done by changing the <b>P3dPaintable</b> component''s <b>Advanced / UseMesh</b> setting to <b>AutoSeamFix</b>. Keep in mind this mode doesn''t give you control over the seam fix settings (the defaults should be suitable for most meshes). Also keep in mind there will be a small performance hit the first time you paint your object when its seam fixed mesh is generated.</p></div><div style="padding-left:20px;"><h3>Unsuitable UV</h3><p style="margin-top: 0px;">This shows you what happens when you paint a mesh that isn''t suitable for painting. For a mesh to be paintable, it shouldn''t have overlapping UV, or UV areas that exceed the 0..1 range (e.g. tiling). Notice the paint appears in unexpected areas on this mesh, because it contains both tiling UV, and overlapping areas.</p></div><div style="padding-left:70px;"><h3>Cube</h3><p style="margin-top: 0px;">This shows you how painting meshes with overlapping UV data can cause unexpected results. The left shows you what painting the standard Unity <b>Cube</b> mesh looks like, and the right shows what painting the <b>Separated Cube</b> mesh that comes with Paint in 3D looks like.</p></div><div style="padding-left:70px;"><h3>Cylinder</h3><p style="margin-top: 0px;">This shows you how painting the standard Unity <b>Cylinder</b> mesh can give unexpected results, and how the <b>Separated Cylinder</b> mesh that comes with Paint in 3D can avoid these issues.</p></div><div style="padding-left:20px;"><h3>Auto UV</h3><p style="margin-top: 0px;">This shows you how a mesh with UV data unsuitable for painting can still be painted. This is done by enabling the <b>Generate Lightmap UVs</b> setting in the mesh import settings. This setting will generate new UV data in the <b>second UV channel/coord</b>, which can be used by custom shaders. The <b>Paint in 3D / Solid</b> shader has this feature if you enable the <b>Use Second UV</b> setting. If you use this configuration then make sure the <b>P3dPaintableTexture.Coord</b> is set to the <b>Second</b> UV channel.</p></div><div style="padding-left:70px;"><h3>Overlay</h3><p style="margin-top: 0px;">This shows you how the <b>Unsuitable UV</b> demo scene can be modified to allow correct painting on top. This is done by generating mesh data for the second UV channel/coord as seen in the <b>Auto UV</b> demo scene, and using a second transparent material layer on top of the base material. This second material uses the <b>Paint in 3D / Overlay</b> shader, which allows you to paint on top of the base material using the second UV channel. If you use this configuration then make sure the <b>P3dPaintableTexture.Coord</b> is set to the <b>Second</b> UV channel.</p></div><div style="padding-left:70px;"><h3>Override</h3><p style="margin-top: 0px;">This shows you an alternative way to paint objects using secondary UV data. The overlay approach requires multiple materials, which may not be suitable for your project. In this scenario, you can use a shader that is specifically designed to allow you to paint on both the first and second UV channels. The <b>P3D Solid</b> shader has the basic albedo/metallic/etc textures that use the first UV channel, but you can also override these using secondary albedo/metallic/etc textures that use the second UV channel. This is done by painting the <b>_AlbedoTex/_MetallicTex/etc</b>, which will override the base texture based on the opacity of the secondary paint. Keep in mind this shader requires you to paint the override textures using the <b>Premultiplied</b> blending mode.</p></div><div style="padding-left:20px;"><h3>Base Color</h3><p style="margin-top: 0px;">This shows you what happens when you paint objects that have materials with different color settings (top row). Notice how the color tint also applies to the paint, because the material color is multiplied with the painted texture color. To make the painted color apply without tinting you can set the material color to white, and instead change the <b>P3dPaintableTexture.Color</b> setting to the base color you want (middle row). You can also set the material color to white, and instead change the default texture (e.g. Albedo texture) to the color you want (bottom row).</p></div><div style="padding-left:20px;"><h3>Dots</h3><p style="margin-top: 0px;">This shows you how decreasing the <b>P3dPaintSphere.Radius</b> setting and/or increasing the <b>P3dHitScreen.Interval</b> setting allows you to draw dotted lines.</p></div><div style="padding-left:70px;"><h3>Connect Hits</h3><p style="margin-top: 0px;">This shows you how the <b>P3dHitScreen</b> component''s <b>Advanced / ConnectHits</b> setting can be enabled, allowing paint dots to be joined together. A similar result can also be achieved using a lower <b>Interval</b> setting, but that has a performance penalty.</p></div><div style="padding-left:20px;"><h3>Clear Texture</h3><p style="margin-top: 0px;">This shows you how the <b>P3dButtonClearAll</b> component can be added to a UI element, which makes it clear the paint of all textures in your scene. This also shows you how you can clear the texture of a specific texture by connecting the <b>OnClick</b> event to the <b>P3dPaintableTexture.Clear</b> method.</p></div><div style="padding-left:20px;"><h3>Isolate Tools</h3><p style="margin-top: 0px;">This shows you how the <b>P3dButtonIsolate</b> component can be added to UI elements. This turns them into buttons that can enable a GameObject, and disable its siblings. This allows you to switch between different painting tools.</p></div><div style="padding-left:20px;"><h3>Tiled Painting</h3><p style="margin-top: 0px;">This shows you how the <b>P3dPaintSphere</b> component''s <b>Advanced / Tile</b> settings can be used to paint seamless textures across your objects. This is done using triplanar mapping.</p></div><div style="padding-left:20px;"><h3>Blur Painting</h3><p style="margin-top: 0px;">This shows you how the paint component''s <b>BlendMode</b> setting can be changed to <b>Blur</b>. This blending mode blurs the pixels of the paintable texture.</p></div><div style="padding-left:70px;"><h3>Mask</h3><p style="margin-top: 0px;">This shows you how to prevent the <b>Blur</b> blending mode from causing the pixels outside the edges of your mesh UV islands from ''bleeding'' into your main texture. This is done by setting the <b>P3dPaintableTexture</b> component''s <b>Advanced / LocalMask</b> texture. This texture can be created using Paint in 3D if you begin with a black paintable texture, paint it white, and then export the painted texture via the main Paint in 3D window.</p></div><div style="padding-left:70px;"><h3>Generate</h3><p style="margin-top: 0px;">This shows you how the <b>P3dPaintableTexture</b> component''s <b>Advanced / LocalMask</b> texture can be automatically generated with a mask suitable for use with the <b>Blur</b> blending mode. This is done by adding the <b>P3dGenerateMask</b> component alongside your <b>P3dPaintableTexture</b> component, and setting its <b>Mesh</b> setting to be the <b>non-seam-fixed</b> (original) version of your mesh. Automatically generating the mask like this means your build size doesn''t increase.</p></div><div style="padding-left:20px;"><h3>Decal</h3><p style="margin-top: 0px;">This shows you how the <b>P3dHitScreen</b> and <b>P3dPaintDecal</b> components can be combined to paint decals. Decals allow you to paint a custom texture on an object at a specific location. The <b>P3dPaintDecal</b> settings give you control over the angle, size, opacity, etc.</p></div><div style="padding-left:70px;"><h3>Wrapping</h3><p style="margin-top: 0px;">This shows you how the <b>P3dPaintDecal</b> component''s <b>Wrapping</b> setting can be used to control how the decal is applied to curved surfaces. When set to 0, the decal is applied using planar projection without any wrapping. When set to 1 the decal is wrapped around curved surfaces.</p></div><div style="padding-left:70px;"><h3>UV</h3><p style="margin-top: 0px;">This shows you how the <b>P3dHitScreen</b> component''s <b>Emit</b> setting can be set to <b>PointsOnUV</b>, allowing you to apply decals directly to your paintable texture in UV space. This is useful when painting complex curved surfaces, because the texture can apply without distortion if your mesh is suitably UV mapped. Keep in mind this mode requires a non-convex <b>MeshCollider</b> for UV data, and for your objects to all have consistent texel sizes. Keep in mind this mode does not support painting between UV seams, and you may get paint bleeding if your UV islands are too close together. This scene also makes use of the <b>Group</b> setting (works like <b>Layers</b>) to avoid cross painting.</p></div><div style="padding-left:70px;"><h3>Normal</h3><p style="margin-top: 0px;">This shows you how the <b>P3dHitScreen</b> component''s <b>Advanced / Normal</b> settings can be used to control the visibility of the decal based on to the the angle between the decal and the surface being painted. This allows you to enable or disable painting of steep angles, behind surfaces, etc.</p></div><div style="padding-left:70px;"><h3>Normal Front</h3><p style="margin-top: 0px;">This shows you how the <b>P3dPaintDecal</b> component''s <b>Advanced / NormalFront</b> setting can be used to force paint to only appear on surfaces that have a surface normal (direction) similar to the surface normal of the hit point (mouse point).</p></div><div style="padding-left:70px;"><h3>Normal Fade</h3><p style="margin-top: 0px;">This shows you how the <b>P3dPaintDecal</b> component''s <b>Advanced / NormalFade</b> setting can be used to control the sharpness of the normal cut-off transition.</p></div><div style="padding-left:70px;"><h3>Settings</h3><p style="margin-top: 0px;">This shows you how the <b>P3dPaintDecal</b> settings can be modified from UI buttons by calling the various functions like <b>IncrementAngle</b>, <b>FlipVertical</b>, etc.</p></div><div style="padding-left:20px;"><h3>Mirror</h3><p style="margin-top: 0px;">This shows you how the <b>Mirror</b> GameObject has the <b>P3dCloneMirror</b> component attached. This automatically mirrors all paint across a 3D plane defined by its <b>Transform</b> position and rotation. If you select the <b>Mirror</b> GameObject then you can see a preview of the mirror plane in the <b>Scene</b> view.</p></div><div style="padding-left:70px;"><h3>Flip</h3><p style="margin-top: 0px;">This shows you how the <b>Mirrored Painting</b> demo scene can be modified to prevent decals from appearing backwards when mirrored. This is done by enabling the <b>P3dCloneMirror.Flip</b> setting, which makes the decals appear the same on both sides.</p></div><div style="padding-left:70px;"><h3>Multiple</h3><p style="margin-top: 0px;">This shows you how mirrors can combine together, creating interesting symmetries.</p></div><div style="padding-left:20px;"><h3>Collision Painting</h3><p style="margin-top: 0px;">This shows you how to apply paint when a <b>Rigidbody</b> collides with something. The <b>P3dTapThrow</b> component can be used to spawn and throw the <b>Ball</b> prefab when you click or tap the screen. The ball then paints the spaceship on impact using the <b>P3dHitCollisions</b> and <b>P3dPaintDecal</b> components.</p></div><div style="padding-left:70px;"><h3>Destroyer</h3><p style="margin-top: 0px;">This shows you how to automatically destroy a GameObject itself when it hits something. This is done by adding the <b>P3dDestroyer</b> component alongside the <b>P3dHitCollisions</b> component.</p></div><div style="padding-left:70px;"><h3>Spawner</h3><p style="margin-top: 0px;">This shows you how to spawn an explosion effect when a Rigidbody hits something. This is done by adding the <b>P3dSpawner</b> component alongside the <b>P3dHitCollisions</b> component. The spawned prefab contains a ParticleSystem, and uses the <b>P3dDestroyAfterTime</b> component to destroy itself.</p></div><div style="padding-left:20px;"><h3>Between Painting</h3><p style="margin-top: 0px;">This shows you how the <b>P3dHitBetween</b> component can be used to paint between two <b>Transform</b> points. The <b>P3dHitBetween.Line</b> can be used to visualize the current beam, and the <b>P3dHitBetween.Point</b> setting can be used to vislize the hit point with particles.</p></div><div style="padding-left:70px;"><h3>Center Screen</h3><p style="margin-top: 0px;">This shows you how to paint everything at the center of the screen directly in front of the camera, like a laser eye beam. This is done using the <b>P3dHitBetween</b> component, which is set to hit between the <b>Main Camera</b> Transform, and the <b>In Front Of Camera</b> Transform, which is a child GameObject placed in front. This will then automatically call <b>P3dPaintSphere</b> on the first hit point it finds between these two points, and paint them red. The camera can then be rotated using the <b>P3dPitchYaw</b> component.</p></div><div style="padding-left:20px;"><h3>Through Points</h3><p style="margin-top: 0px;">This shows you how the <b>P3dHitThrough</b> component can be used to paint trhough two <b>Transform</b> points. The <b>P3dHitThrough.Line</b> setting can be used to visualize the current beam. Unlike <b>P3dHitBetween</b>, this component paints all surfaces between the two points.</p></div><div style="padding-left:20px;"><h3>Particle Painting</h3><p style="margin-top: 0px;">This shows you how the <b>P3dHitParticles</b> component can be added to your <b>ParticleSystem</b> GameObjects. This allows you to paint with components like <b>P3dPaintSphere</b> when particles hit objects in the scene. Keep in mind you must enable collision in your particle system for this to work.</p></div><div style="padding-left:70px;"><h3>Optimization</h3><p style="margin-top: 0px;">This shows you how particle painting can be greatly optimized. By default, the <b>P3dHitParticles</b> component paints once per particle collision. However, this can be incredibly slow if you emit too many particles. To optimize this, you can use the <b>P3dHitParticles</b> component's <b>Advanced / Skip</b> setting, which allows you to paint once every <b>'Skip'</b> particles. In this scene <b>Skip = 10</b>, which means for every particle collision that would result in a call to <b>P3dPaintSphere</b>, 9 calls are skipped.</p></div><div style="padding-left:20px;"><h3>Nearby Painting</h3><p style="margin-top: 0px;">This shows you how the <b>P3dHitNearby</b> and <b>P3dPaintSphere</b> components can be combined to paint any surfaces within the specified sphere shape.</p></div><div style="padding-left:70px;"><h3>Throw</h3><p style="margin-top: 0px;">This shows you how the <b>P3dTapThrow</b> component can spawn and throw the <b>Ball</b> prefab. This prefab has the <b>P3dHitNearby</b> component, which can paint surfaces near the current <b>Transform</b> position. This effect can be used to create fireballs that pass through objects, and paint them on the way.</p></div><div style="padding-left:20px;"><h3>Auto Save Load</h3><p style="margin-top: 0px;">This shows you how the <b>P3dPaintableTexture.SaveName</b> setting can be used to enable automatic save/load. Paint something, then run the scene again to see it in action. Keep in mind these save names should be unique, so using the same name with multiple prefabs may not work as expected.</p></div><div style="padding-left:20px;"><h3>Undo Redo</h3><p style="margin-top: 0px;">This shows you how the <b>P3dPaintableTexture.UndoRedo</b> setting can be used to store undo and redo states. You can then add the <b>P3dButtonUndoAll</b> and <b>P3dButtonRedoAll</b> components to UI elements to cycle through them. Keep in mind storing of states requires the <b>StoreStates</b> setting to be enabled, this is on components like <b>P3dHitScreen</b>.</p></div><div style="padding-left:20px;"><h3>Paint Modifiers</h3><p style="margin-top: 0px;">This shows you how the paint settings can be randomly adjusted before the paint is applied. This is done by clicking the <b>Add Modifier</b> button inside the paint component (e.g. <b>P3dPaintDecal</b>), and selecting a value to modify (e.g. <b>Angle</b>), and then the type of modification (e.g. <b>Random</b>). Keep in mind these modifiers can be combined together to make even more interesting results.</p></div><div style="padding-left:20px;"><h3>Gradually Fade</h3><p style="margin-top: 0px;">This shows you how to gradually fade a texture back to its original state after you paint it. This is done using the <b>P3dGraduallyFade</b> component, and dragging and dropping the texture you want to have fade into the <b>PaintableTexture</b> setting. You can then set the <b>BlendMode</b> setting to <b>ReplaceOriginal</b>, and it will gradually fade to its original state as defined by the <b>P3dPaintableTexture</b> component''s <b>Texture</b> and <b>Color</b> settings.</p></div><div style="padding-left:70px;"><h3>Blur</h3><p style="margin-top: 0px;">This shows you how the <b>Gradually Fade</b> demo scene can be modified to blur the texture over time.</p></div><div style="padding-left:70px;"><h3>Normal</h3><p style="margin-top: 0px;">This shows you how the <b>Gradually Fade</b> demo scene can be modified to fade a normal map to its original state. This is done by using the <b>Normal Replace</b> blending mode and the <b>DefaultNormal</b> texture. Keep in mind the <b>ReplaceOriginal</b> blending mode can''t be used with normal maps, because the original texture and color are converted into normal maps, and this would cause them to be replaced by their non-converted state.</p></div><div style="padding-left:20px;"><h3>Painting Holes</h3><p style="margin-top: 0px;">This shows you how to paint holes in your paintable objects. This is done using the <b>Subtractive</b> blending mode, which allows you to reduce the alpha/opacity of the pixels in your texture. Keep in mind this requires you to use a shader/material that supports transparency, like the <b>P3d Solid</b> one used here. Keep in mind the underlying mesh still remains, so you can''t paint <i>through</i> the holes you create.</p></div><div style="padding-left:20px;"><h3>Replace Painting</h3><p style="margin-top: 0px;">This shows you how the <b>P3dPaintReplace</b> component can be used to replace every pixel in the currently painting texture. Keep in mind the GameObject with the <b>P3dPaintableTexture</b> must have a collider for this to work, and <b>P3dHitScreen.Emit</b> must be set to <b>PointsOnUV</b>.</p></div><div style="padding-left:20px;"><h3>Fill Painting</h3><p style="margin-top: 0px;">This shows you how the <b>P3dPaintFill</b> component can be used to blend every pixel in the painted texture. This allows you to gradually change it, rather than instantly like <b>P3dPaintReplace</b> does. Keep in mind the GameObject with the <b>P3dPaintableTexture</b> must have a collider for this to work, and <b>P3dHitScreen.Emit</b> must be set to <b>PointsOnUV</b>.</p></div><div style="padding-left:20px;"><h3>Paint From Invisible</h3><p style="margin-top: 0px;">This shows you how to paint an object in from an invisible state. This is done by changing the <b>P3dPaintableTexture.Color</b> setting''s alpha/opacity value to 0, which causes the texture to initialize as invisible. You can then reveal the object by painting the alpha/opacity back in, which is automatically done when using the <b>Alpha Blend</b> blending mode. Keep in mind this requires you to use a transparent material/shader like the <b>Paint in 3D / Solid</b> one used here.</p></div><div style="padding-left:20px;"><h3>Reveal Original</h3><p style="margin-top: 0px;">This shows you how a textured mesh can be hidden, and then revealed by painting on it. This is done by changing the <b>P3dPaintableTexture.Color</b> alpha/opacity value to 0. The texture can then be revealed by painting with the <b>Additive</b> blending mode, with a color of RGBA 0,0,0,1. Keep in mind this requires your mesh to use a transparent (e.g. cutout) shader/material.</p></div><div style="padding-left:20px;"><h3>Glass Painting</h3><p style="margin-top: 0px;">This shows you how to paint on top of a transparent material. This is done using the <b>Alpha Blend</b> blending mode. Notice how the erase tool erases both the paint, and the original dirt.</p></div><div style="padding-left:70px;"><h3>Override</h3><p style="margin-top: 0px;">This shows you how the <b>Glass Painting</b> demo scene can be modified so the paint is applied to secondary albedo and opacity textures that override the base values. Notice how the erase tool only erases the new paint, and keeps the original dirt. This technique also allows you to paint at a lower resolution, but keep the original higher resolution texture, allowing you to optimize performance. Keep in mind this configuration requires you to use a special mater/shader designed to override the base texture values (the <b>Paint in 3D / Alpha</b> shader is used here). Keep in mind the override textures use premultiplied alpha, so you must set your paint tools to use the <b>Premultiplied</b> blending mode (though erasing can use the subtractive blending mode). </p></div><div style="padding-left:20px;"><h3>Channel Counter</h3><p style="margin-top: 0px;">This shows you how the <b>P3dChannelCounter</b> component can be used to count the total pixels in the specified <b>P3dPaintableTexture</b> that exceed the threshold value in each <b>R/G/B/A</b> channel. The <b>P3dChannelCounterText</b> component can then be used to display these in the UI.</p></div><div style="padding-left:70px;"><h3>Percentage</h3><p style="margin-top: 0px;">This shows you how the <b>Channel Counter</b> demo scene can be modified to accurately display how much of a mesh you have painted. This is done by setting the Spaceship GameObject\u2019s <b>P3dChannelCounter.Mesh</b> setting to the original non-seam-fixed mesh. The paint percentage can then be displayed using the <b>P3dChannelCounterText</b> and <b>P3dChannelCounterFill</b> components. To make the paint work with any color this spaceship paint uses a second layer on top, similar to the <b>Paint On Top</b> demo scene.</p></div><div style="padding-left:20px;"><h3>Color Counter</h3><p style="margin-top: 0px;">This shows you how the <b>P3dColorCounter</b> component can be used to count the total pixels in the specified <b>P3dPaintableTexture</b> that are within the threshold color of a <b>P3dColor</b>. The <b>P3dColorCounterText</b> component can then be used to display these in the UI.</p></div><div style="padding-left:20px;"><h3>Change Counter</h3><p style="margin-top: 0px;">This shows you how the <b>P3dChangeCounter</b> component can be used to count how many pixels in the specified texture are different to a reference state. The reference state can be set using the <b>P3dChangeCounter</b> component''s <b>Texture</b> and <b>Color</b> settings.</p></div><div style="padding-left:20px;"><h3>Paint Remaining</h3><p style="margin-top: 0px;">This shows you how the <b>Alpha Blend Inverse</b> blending mode can be used to paint transparent areas of your texture. This gives the effect of painting undernearth your existing paint.</p></div><div style="padding-left:20px;"><h3>Replace Original</h3><p style="margin-top: 0px;">This shows you how the <b>Replace Original</b> blending mode can be used to paint your object back to its original state based on the <b>P3dPaintableTexture</b> component''s <b>Texture</b> and <b>Color</b> settings.</p></div><div style="padding-left:20px;"><h3>Replace Custom</h3><p style="margin-top: 0px;">This shows you how the <b>Replace Custom</b> blending mode can be used. This works similar to <b>Replace Revert</b>, but you can specify custom <b>Texture</b> and <b>Color</b> values per paint tool.</p></div><div style="padding-left:20px;"><h3>Dynamic Decal</h3><p style="margin-top: 0px;">This shows you how to paint decals with dynamically changing content. This is done using a <b>RenderTexture</b>, making a second camera, and changing its <b>TargetTexture</b> setting to the RenderTexture. Keep in mind you must correctly set up your <b>layers</b> and <b>Camera.CullingMask</b> values to keep each camera isolated. Also keep in mind dynamic decals can''t be undone using the <b>P3dPaintabeTexture.State = LocalCommandCopy</b> setting.</p></div><div style="padding-left:20px;"><h3>Live Painting</h3><p style="margin-top: 0px;">This shows you how to create live paint that can be repositioned in game. This is done using the <b>P3dHitNearby</b> component with the <b>Preview</b> setting enabled. You can control the draw order of these decals using the <b>Priority</b> setting.</p></div><div style="padding-left:70px;"><h3>Apply</h3><p style="margin-top: 0px;">This shows you how live paint can be applied to your objects when you press a button. This is done by linking the button's <b>OnClick</b> event to the <b>P3dHitNearby</b> component's <b>ManuallyHitNow</b> function.</p></div><div style="padding-left:70px;"><h3>Translate</h3><p style="margin-top: 0px;">This shows you how the <b>P3dTranslate</b> component can be used to move a live decal around the scene using UI button events that call the <b>P3dTranslate.TranslateX/Y/Z</b> functions.</p></div><div style="padding-left:20px;"><h3>LOD Painting</h3><p style="margin-top: 0px;">This shows you how to optimize painting speed using different LOD meshes for visuals and painting. The <b>Knot_High</b> GameObject is used to render the high poly visual mesh. The <b>Knot_Low</b> GameObject is used for the low poly MeshCollider, and for painting. To make the paint apply on the high poly mesh, the <b>P3dPaintable.OtherRenderers</b> list contains the <b>Knot_High</b> MeshRenderer.</p></div><div style="padding-left:20px;"><h3>Atlas Painting</h3><p style="margin-top: 0px;">This shows you how to paint multiple separate objects that share the same texture. This is done by setting up one paintable object normally, and then dragging and dropping the other objects into the <b>P3dPaintable</b> component's <b>Advanced / OtherRenderers</b> list. You must then add the <b>P3dModel</b> component to the other objects, and drag and drop the first object into the <b>P3dModel.Paintable</b> setting.</p></div><div style="padding-left:20px;"><h3>Fill Painting</h3><p style="margin-top: 0px;">This shows you how to paint filled in polygon shapes. This is done by replacing the <b>P3dHitScreen</b> component with the <b>P3dHitScreenFill</b> component. This causes the polygon shape you draw to be filled in with a grid of points. Keep in mind the points are drawn in screen space, so the resolution depends on the camera distance to the paint surface.</p></div><div style="padding-left:20px;"><h3>Mask</h3><p style="margin-top: 0px;">This shows you how the <b>P3dMask</b> component can be added to the scene. This allows you to define an area where paint will be blocked, allowing you to paint within a specific shape. You can see the location of the mask in the <b>Scene</b> window after you select the mask.</p></div><div style="padding-left:70px;"><h3>Stretch</h3><p style="margin-top: 0px;">This shows you how the <b>P3dMask</b> component''s <b>Stretch</b> setting can be used to extend the edges of the mask without modifying the mask texture. This allows you to more easily block painting across a large area without requiring a high resolution mask texture.</p></div><div style="padding-left:20px;"><h3>Normal Painting</h3><p style="margin-top: 0px;">This shows you how normal maps can be painted. This is done by opening the advanced settings for the <b>P3dPaintableTexture</b> component, and changing the <b>Conversion</b> setting to <b>Normal</b>, as well as changing the <b>Slot</b> to <b>_BumpMap</b>. You can then paint using the <b>Normal Blend</b> blending mode. Keep in mind the normal maps use all four <b>RGBA</b> channels to store data, so you must set the shape of the decal separately with the <b>Shape</b> setting.</p></div><div style="padding-left:20px;"><h3>Read Color</h3><p style="margin-top: 0px;">This shows you how to read the paint pixel color under the mouse/finger. This is done using the <b>P3dReadColor</b> component, which can be added alongside any <b>P3dHit___</b> component that works using raycasts like <b>P3dHitScreen</b> and <b>P3dHitBetween</b>. Keep in mind the hit component must be set to emit <b>PointsOnUV</b>. The <b>OnColor</b> event is then used to change the UI Image color to the read color.</p></div><div style="padding-left:70px;"><h3>Event</h3><p style="margin-top: 0px;">This shows you how to detect when a specific color has been read, and trigger an action from it. This is done using the <b>P3dReadColorEvent</b> component, which can be added alongside the <b>P3dReadColor</b> component. When you read a color within the <b>Threshold</b> distance of your specified <b>Color</b>, it will trigger the <b>OnColor</b> event, which can be used to perform any action.</p></div><div style="padding-left:70px;"><h3>Under</h3><p style="margin-top: 0px;">This shows you how the <b>P3dReadColor</b> and <b>P3dPaintBetween</b> components can be combined, allowing you to read the color under a specific GameObject, and display that color in the UI.</p></div><div style="padding-left:20px;"><h3>Simulated Multiplayer</h3><p style="margin-top: 0px;">This shows you how the <b>P3dPaintMultiplayer</b> component can be added to your paint tool to simulate painting over a network. To make this work using actual multiplayer, the <b>SimulateNetworkTransmission</b> coroutine must be replaced with actual network transmission code, which will differ depending on the network solution you''re using.</p></div><div style="padding-left:20px;"><h3>Procedural Setup</h3><p style="margin-top: 0px;">This shows you how to set up a GameObject to be paintable from scratch using C# code. See the <b>P3dProceduralSetup</b> script in the <b>PaintIn3D/Examples/Scripts</b> folder for more details.</p></div><div style="padding-left:20px;"><h3>Triangle Painting</h3><p style="margin-top: 0px;">This shows you how to paint the underlying triangles of your mesh. This is done by changing the <b>P3dHitScreen</b> component's <b>Emit</b> setting to <b>TrianglesIn3D</b>.</p></div><div style="padding-left:20px;"><h3>Reveal Graffiti</h3><p style="margin-top: 0px;">This shows you how basic painting can be used to reveal a complex design. This is done using the <b>ReplaceOriginal</b> blending mode on your paint tool, which will revert a <b>P3dPaintableTexture</b> to its current <b>Texture</b> and <b>Color</b> settings. The texture that will be revealed is first hidden using the <b>P3dPaintableTexture.Color</b> setting with 0 alpha. The <b>P3dPaintable.OnActivated</b> event is then used to reset this back to full alpha using the <b>P3dPaintable.SetColor</b> event, with a hex color of <b>#FFFF</b>.</p></div><div style="padding-left:70px;"><h3>Counter</h3><p style="margin-top: 0px;">This shows you how the <b>Graffiti</b> scene can be modified to count the % of the design you have painted. This is done using the <b>P3dChangeCounter</b> component, which monitors the graffiti texture. This component''s <b>MaskTexture</b> is set to read the final graffiti design''s alpha channel so it ignores pixels outside of the design. The <b>Texture</b> setting is then set to the final design, so the currently painted/revealed graffiti texture is compared against the final design.</p></div><div style="padding-left:20px;"><h3>Draw Angle</h3><p style="margin-top: 0px;">This shows you how to make painted decals change direction based on the angle of your mouse/finger as you paint. This is done by changing the <b>P3dHitScreen</b> component''s <b>RelativeTo</b> setting to <b>DrawAngle</b> when <b>RotateTo</b> = <b>Normal</b>. Keep in mind the draw angle isn''t known on the first frame your mouse/finger touches the screen, so the first paint hit is skipped.</p></div><div style="padding-left:20px;"><h3>Local Mask</h3><p style="margin-top: 0px;">This shows you how to mask specific areas of your texture using your mesh UV, rather than being in 3D like with P3dMask. This is done using the <b>P3dPaintableTexture</b> component''s <b>LocalMask</b> setting inside the <b>Advanced</b> settings.</p></div><div style="padding-left:20px;"><h3>Paint From Code</h3><p style="margin-top: 0px;">This shows you how to paint decals under the mouse from code. Check out the <b>PaintIn3D/Examples/Scripts/P3dPaintFromCode.cs</b> code to see how it works!</p></div><div style="padding-left:20px;"><h3>Flow</h3><p style="margin-top: 0px;">This shows you how the <b>Flow</b> blend mode can be used to move the pixels in the texture you paint using a normal map that defines which direction and how far they should move. The maximum distance of the flow samples can be controlled from the <b>Kernel</b> setting.</p></div><div style="padding-left:70px;"><h3>Gradually</h3><p style="margin-top: 0px;">This shows you how to make paint flow across the surface of your object over time. This is done using the <b>P3dGraduallyFade</b> component with <b>BlendMode = Flow</b>. This allows you to set a normal map in the <b>Texture</b> setting that allows you to control how the paint should flow.</p></div><div style="padding-left:70px;"><h3>Time</h3><p style="margin-top: 0px;">This shows you how the <b>Flow / Gradually</b> demo scene can be modified so the paint begins at full speed, but gradually slows down until it stops. This is done by adding a second paintable <b>''Speed''</b> texture to your object. Since this speed texture isn''t applied to the material, you must enable the <b>Advanced / IsDummy</b> setting. Like the albedo texture, this speed texture uses <b>P3dGraduallyFade</b> to twist the texture around, but it also has a second <b>P3dGraduallyFade</b> to fade it to black to slow down the speed. The albedo texture''s <b>P3dGraduallyFade.MaskPaintableTexture</b> is then set to this speed texture, which will cause its flow speed to depend on the speed texture''s red channel. You can then paint both the albedo and speed textures at the same time to make the effect work. Keep in mind both of these textures must use a different <b>P3dGraduallyFade</b><b>Group</b> setting.</p></div><div style="padding-left:70px;"><h3>Liquefy</h3><p style="margin-top: 0px;">This shows you how to make a liquefy paint effect, where the painted pixels will move based on the direction you move the mouse/finger when painting. This is done using the <b>Flow</b> blend mode with a normal map pointing up. The flow is rotated using the <b>P3dHitScreen</b> component''s <b>RotateTo / Relative To = DrawAngle</b> setting.</p></div><div style="padding-left:20px;"><h3>Primitive Painting</h3><p style="margin-top: 0px;">This shows you how to configure the four basic primitives to be paintable, so that any paintable pixels that enter them get painted. This is done using a combination of <b>P3dHitNearby</b> and <b>P3dHitThrough</b> components with the <b>P3dPaintSphere</b> and <b>P3dPaintDecal</b> components to continuously paint any pixels that enter the current volume. Keep in mind the <b>P3dPaintDecal.NormalFront</b> setting should be set to <b>2</b> to apply paint even if it's applying to steep or back faces.</p></div><div style="padding-left:20px;"><h3>Line Painting</h3><p style="margin-top: 0px;">This shows you how to paint points or lines between the mouse/finger start and end positions. This is done using the <b>P3dHitScreenLine</b> component, which can be combined with the <b>P3dPaintSphere/Decal</b> component. This component''s <b>Frequency</b> setting can be used to control how many and where the points/lines are drawn. The <b>ConnectHits</b> setting can also be used to switch between drawing points and lines. Keep in mind painting lines on complex geometry requires you to paint many points, otherwise they will go through the geometry.</p></div><div style="padding-left:70px;"><h3>Arrows</h3><p style="margin-top: 0px;">This shows you how the <b>P3dHitScreen</b> and <b>P3dHitScreenLine</b> components can be used together to draw lines. This is using a combination of other settings, like <b>Frequency</b>, and setting <b>Rotate To / Relative To</b> to <b>Draw Angle</b>.</p></div><div style="padding-left:20px;"><h3>Debug Painting</h3><p style="margin-top: 0px;">This shows you how the <b>P3dPaintDebug</b> component can be added alongside your other paint components. This will show you where Paint in 3D is applying the paint in the <b>Scene</b> view. This allows you to easily diagnose painting problems. Keep in mind this feature requires you to enable <b>Gizmos</b>.</p></div><div style="padding-left:20px;"><h3>Delayed Appearance</h3><p style="margin-top: 0px;">This shows you how to make paint gradually appear after you paint it, rather than instantly. This is done by configuring two <b>P3dPaintableTexture</b> components as normal. However, the first should have its <b>Group</b> setting changed to an unused group (e.g. <b>DUMMY</b>), and the second should have its <b>Advanced/IsDummy</b> setting enabled to prevent it from applying to the object''s material. A <b>P3dGraduallyFade</b> component is then used on the first paintable texture with the <b>Replace</b> blend mode, and the <b>BlendPaintableTexture</b> set to the second paintable texture. In effect this means your paint will apply to the second paintable texture, and this paint will be gradually copied over to the first. The other settings are just to prevent paint from applying directly to the first paintable texture.</p></div><div style="padding-left:20px;"><h3>Command Serialization</h3><p style="margin-top: 0px;">This shows you how to listen for and store paint commands that get added to any <b>P3dPaintableTexture</b> component in the scene. You can then click a button to reset all paintable textures, and randomly apply one of the recorded paint commands. See the <b>PaintIn3D/Examples/Scripts/P3dCommandSerialization.cs</b> code to see how this works. Keep in mind this is an advanced technique that requires good C# knowledge.</p></div><div style="padding-left:20px;"><h3>Clip Connected</h3><p style="margin-top: 0px;">This shows you how to eliminate the overlap points from transparent painting when using the <b>Advanced / Connect Hits</b> setting. This is done by enabling the <b>Advanced / Clip Connected</b> setting, which blends connected lines together.</p></div><div style="padding-left:20px;"><h3>Dynamic Mask</h3><p style="margin-top: 0px;">This shows you how to make a mask texture at runtime from a camera. This is done by making a new camera with its <b>TargetTexture</b> set to a <b>RenderTexture</b> in your project. A separate <b>Screen Space - Camera</b> UI is used to render to this camera (you could also render 3D objects). The RenderTexture is then added to a <b>P3dMask</b> in the scene. In this example only the <b>Red</b> channel of the mask is used, so the RenderTexture uses the <b>R8</b> format to save memory.</p></div><div style="padding-left:20px;"><h3>Initial Tiling</h3><p style="margin-top: 0px;">This shows you how to initialize a paintable texture with texture tiling. This is done using the <b>P3dHitNearby</b> component with the <b>PaintIn</b> setting set to <b>Start</b>. The <b>P3dPaintSphere</b> component is then used to apply the paint. This component's <b>Advanced/TileTransform</b> can be set to any GameObject/Transform that has scaling, and you can set the <b>Advanced/TileTexture</b> to your desired texture. When you enter play mode, these components will activate and apply the paint to your scene. Make sure the <b>P3dPaintSphere.Radius</b> setting is large enough to encompass your object. To isolate painting to just one paintable texture you can drag and drop your object into the <b>P3dPaintSphere</b> component's <b>Advanced/TargetModel</b> setting.</p></div><div style="padding-left:20px;"><h3>Depth Mask</h3><p style="margin-top: 0px;">This shows you how to mask paint behind foreground objects. This is done with the <b>P3dRenderDepth</b> component, which can render the scene depth from the perspective of a camera. You can then drag and drop this component into the <b>P3dPaint___</b> component''s <b>Advanced / DepthMask</b> setting.</p></div><div style="padding-left:20px;"><h3>Bullet Dents</h3><p style="margin-top: 0px;">This shows you how to paint holes and dents on a transparent target object. The bullet mark ignores transparent areas using the <b>Alpha Blend</b> blending mode, with only the RGB channels (<b>1, 1, 1, 0</b>), skipping modifications to the alpha channel.</p></div><div style="padding-left:20px;"><h3>Car Decals</h3><p style="margin-top: 0px;">This shows you how the <b>Undo Redo</b> demo scene can be combined with <b>Sphere</b> and <b>Decal</b> painting so you can paint on a car.</p></div><div style="padding-left:20px;"><h3>Chalk Board</h3><p style="margin-top: 0px;">This shows you how the <b>Seamless Painting</b> and <b>Blur Painting</b> demo scenes can be combined to create a chalkboard you can draw on and erase from in a realistic way.</p></div><div style="padding-left:20px;"><h3>Dripping Paint</h3><p style="margin-top: 0px;">This shows you how the <b>Collision Painting</b> and <b>Flow / Time</b> demo scenes can be combined to create a paint dripping effect that slows to a stop over time. Unlike the <b>Flow / Time</b> demo scene, this uses a downward facing flow texture, so the albedo and speed textures flow down the wall.</p></div><div style="padding-left:20px;"><h3>Fireball Holes</h3><p style="margin-top: 0px;">This shows you how the <b>Nearby Painting / Throw</b> demo scene can be modified to cut holes through an object.</p></div><div style="padding-left:20px;"><h3>Paint Ball Throwing</h3><p style="margin-top: 0px;">This shows you how the <b>Color Counter</b> demo scene can be modified to paint splats of color.</p></div><div style="padding-left:20px;"><h3>PBR Painting</h3><p style="margin-top: 0px;">This shows you how to paint the <b>Albedo</b>, <b>Normal</b>, and <b>PBR</b> (Metallic + AO + Smoothness) textures at the same time using the <b>Group</b> feature. You can assign a texture group using the <b>P3dPaintableTexture.Group</b> setting, and to paint these textures a matching <b>P3dPaintSphere.Group</b>/<b>P3dPaintDecal.Group</b> setting can be used.</p></div><div style="padding-left:20px;"><h3>Rock Engraving</h3><p style="margin-top: 0px;">This shows you how the albedo and normals can be painted at the same time, creating a rock engraving effect.</p></div><div style="padding-left:20px;"><h3>Rock Throwing</h3><p style="margin-top: 0px;">This shows you how two <b>P3dPaintCollisions</b> components can be used with different layer filtering and different <b>Root</b> settings, allowing you to apply different kinds of paint to different objects. The <b>P3dPaintDecal</b> component and <b>P3dPaintableTexture</b>''s GameObject must have matching layers for this to work.</p></div><div style="padding-left:20px;"><h3>Shield Impacts</h3><p style="margin-top: 0px;">This shows you how <b>P3dHitCollisions</b> and <b>P3dPaintSphereTriplanar</b> can be added to a Rigidbody GameObject. This allows them to paint the <b>Spaceship_Shield</b> GameObject with a special impact pattern. The <b>P3dGraduallyFade</b> component is then used to gradually fade the texture back to transparent black, simulating a spaceship shield effect.</p></div><div style="padding-left:20px;"><h3>Skybox Painting</h3><p style="margin-top: 0px;">This shows you how to paint a background skybox without seams or distortion. Notice the skybox mesh is a subdivided cube turned into a sphere with cube mapped UV coordinates. The mesh is then run through the Seam Fixer tool.</p></div><div style="padding-left:20px;"><h3>Splat Map Painting</h3><p style="margin-top: 0px;">This shows you how to paint an RGBA splat map. This is done using the <b>Splat (R, G, B, A)</b> group, with the <b>Replace</b> blending mode. Each paint tool replaces the splat texture with a specific channel color (e.g. <b>0,1,0,0</b> for green). It''s also possible to use the <b>Additive & Subtractive</b> blending modes on each channel instead. Keep in mind splat maps require your object to have a special material/shader that implements splat maps.</p></div><div style="padding-left:20px;"><h3>Spray Paint</h3><p style="margin-top: 0px;">This shows you how to paint an object using a spray can that emits paint particles. This is done using the <b>P3dToggleParticles</b> component.</p></div><div style="padding-left:20px;"><h3>Transparent Object Painting</h3><p style="margin-top: 0px;">This shows you how the albedo of a transparent object with overlapping UV data can be painted using auto generated UVs and secondary textures.</p></div><div style="padding-left:20px;"><h3>VR HVLP</h3><p style="margin-top: 0px;">This shows you how PBR spray painting can be implemented in VR using Unity''s XR library. Make sure to enable <b>Virtual Reality Supported</b> in your project settings. Also, make sure to select the <b>VR Manager</b> GameObject, and check to see if each input axis is set up. If you''re using the new InputSystem, then please read the documentation for it.</p></div><div style="padding-left:20px;"><h3>VR Pen</h3><p style="margin-top: 0px;">This shows you how VR pen painting can be implemented in VR using Unity''s XR library. Make sure to enable <b>Virtual Reality Supported</b> in your project settings. Also, make sure to select the <b>VR Manager</b> GameObject, and check to see if each input axis is set up. If you''re using the new InputSystem, then please read the documentation for it.</p></div><div style="padding-left:20px;"><h3>Wheel Dirt</h3><p style="margin-top: 0px;">This shows you how to particle collision painting can be used to apply dirt to a car as its wheel kick up dust.</p></div><div style="padding-left:20px;"><h3>Zombie Blood</h3><p style="margin-top: 0px;">This shows you how to paint dynamic blood decals on an animated <b>SkinnedMeshRenderer</b> GameObject. These decals are painted using the <b>Multiply RGB</b> blending mode, which causes them to stack and get darker. Keep in mind the zombie uses a big <b>BoxCollider</b>, so the decal must extend quite far into the zombie to paint it. This is done using a high <b>P3dPaintDecal.Scale.z</b> setting, and with the <b>P3dHitScreen.Normal = RayDirection</b> setting, to rotate the depth so it faces the paint direction.</p></div></p><br><br></div>
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<br><br>
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<br><br>
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<h1>Assets</h1>
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<p>Here's a list of all my other assets, please check them out!</p><p>You can also view this list on <a href="https://CarlosWilkes.com/Get/Assets" target="_blank">my Asset Store page</a>.</p>
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<div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/LeanTouch" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/30111/icon" alt="Lean Touch" width="128" height="128" /></a></div>
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<a name="GetLeanTouch"></a><h2>Lean Touch</h2>
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<p>Rapidly develop your game with consistent input across desktop & mobile using Lean Touch. This lightweight asset comes with many modular components, allowing you to customize them to your exact project needs!</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/LeanTouchPlus" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/72356/icon" alt="Lean Touch+" width="128" height="128" /></a></div>
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<a name="GetLeanTouchPlus"></a><h2>Lean Touch+</h2>
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<p>Lean Touch+ is an extension to the popular Lean Touch asset, adding many more example scenes.</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/LeanLocalization" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/28504/icon" alt="Lean Localization" width="128" height="128" /></a></div>
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<a name="GetLeanLocalization"></a><h2>Lean Localization</h2>
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<p>Lean Localization is a localization library that's designed to be as simple to use as possible for both designers, and programmers.</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/LeanPool" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/35666/icon" alt="Lean Pool" width="128" height="128" /></a></div>
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<a name="GetLeanPool"></a><h2>Lean Pool</h2>
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<p>Quickly optimize the performance of your games using Lean Pool. Within minutes you can use this lightweight asset to preload, recycle, and limit the spawning of your prefabs.</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/LeanTransition" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/144107/icon" alt="Lean Transition" width="128" height="128" /></a></div>
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<a name="GetLeanTransition"></a><h2>Lean Transition</h2>
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<p>Quickly polish your games using Lean Transition. This asset allows you to easily tween or animate almost anything in your game, making it transition smoothly.</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/LeanGUI" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/72138/icon" alt="Lean GUI" width="128" height="128" /></a></div>
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<a name="GetLeanGUI"></a><h2>Lean GUI</h2>
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<p>Lean GUI is a colllection of components that extend Unity's GUI system, allowing you to rapidly enhance the user experience (UX) of your game's UI.</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/LeanGUIShapes" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/69366/icon" alt="Lean GUI Shapes" width="128" height="128" /></a></div>
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<a name="GetLeanGUIShapes"></a><h2>Lean GUI Shapes</h2>
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<p>Lean GUI Shapes allows you to quickly add lines, rounded boxes, polygons, and much more to your GUI!</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/LeanTexture" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/200591/icon" alt="Lean Texture" width="128" height="128" /></a></div>
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<a name="GetLeanTexture"></a><h2>Lean Texture</h2>
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<p>Lean Texture allows you quickly modify textures in your project with a range of filters, pack them together into channels, and much more!</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/LeanTexturePlus" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/200571/icon" alt="Lean Texture+" width="128" height="128" /></a></div>
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<a name="GetLeanTexturePlus"></a><h2>Lean Texture+</h2>
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<p>Lean Texture+ is an extension to Lean Texture, adding many new types of texture modification tools!</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/Spaceships" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/236290/icon" alt="CW Spaceships - Build & Destroy" width="128" height="128" /></a></div>
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<a name="GetSpaceships"></a><h2>CW Spaceships</h2>
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<p>Build your dream spaceship, and then have fun destroying it!</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/Spaceships" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/233531/icon" alt="CW Orbit - Modular Backgrounds" width="128" height="128" /></a></div>
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<a name="GetOrbit"></a><h2>CW Orbit</h2>
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<p>Take your space game to the next level with this collection of 8K background planets. Just drag and drop them in, and enjoy orbiting around them.</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/Nebula" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/245103/icon" alt="CW Nebula - Modular Backgrounds" width="128" height="128" /></a></div>
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<a name="GetNebula"></a><h2>CW Nebula</h2>
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<p>Add stunning nebula backgrounds to your 3D space games with ease.</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/GasGiant" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/246973/icon" alt="CW Gas Giant - Modular Backgrounds" width="128" height="128" /></a></div>
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<a name="GetGasGiant"></a><h2>CW Gas Giant</h2>
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<p>Add stunning gas giant backgrounds to your 3D space games with ease.</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/Galaxy" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/247777/icon" alt="CW Galaxy - Modular Backgrounds" width="128" height="128" /></a></div>
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<a name="GetGalaxy"></a><h2>CW Galaxy</h2>
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<p>Add stunning galaxy backgrounds to your 3D space games with ease.</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;">
<a href="https://CarlosWilkes.com/Get/Silhouette" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/257921/icon" alt="CW Silhouette - Modular Backgrounds" width="128" height="128" /></a></div>
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<a name="GetSilhouette"></a><h2>CW Silhouette</h2>
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<p>Add stunning silhouette backgrounds to your 3D space games with ease.</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/Cosmos" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/265569/icon" alt="CW Cosmos - Modular Backgrounds" width="128" height="128" /></a></div>
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<a name="GetCosmos"></a><h2>CW Cosmos</h2>
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<p>Add stunning nebula and galaxy backgrounds to your 3D space games with ease.</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/PaintIn3D" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/26286/icon" alt="Paint in 3D" width="128" height="128" /></a></div>
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<a name="GetPaintIn3D"></a><h2>Paint in 3D</h2>
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<p>Paint all your objects using <strong>Paint in 3D</strong> - both in game, and in editor. All features are optimized with GPU accelerated texture painting, so you can enjoy consistent performance, even if you paint your objects one million times!</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/FLOW" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/197014/icon" alt="FLOW" width="128" height="128" /></a></div>
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<a name="GetFlow"></a><h2>FLOW</h2>
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<p><strong>FLOW</strong> allows you to add large scale interactive fluids to your scene - all highly optimized using GPU acceleration.</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/Destructible2D" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/18125/icon" alt="Destructible 2D" width="128" height="128" /></a></div>
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<a name="GetDestructible2D"></a><h2>Destructible 2D</h2>
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<p>Unlock the full potential of your 2D games using Destructible 2D, this asset allows you to quickly convert all your boring solid sprites into fully destructible ones!</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/SpaceGraphicsToolkit" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/4160/icon" alt="Space Graphics Toolkit" width="128" height="128" /></a></div>
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<a name="GetSpaceGraphicsToolkit"></a><h2>Space Graphics Toolkit</h2>
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<p>Quickly make the space scene of your dreams using Space Graphics Toolkit. This huge collection of space effects can be customized and combined in any way you like, allowing you to quickly make realistic or fantasy worlds. Each feature has been heavily optimized to run on almost any device and platform.</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/SpaceGraphicsPlanets" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/124578/icon" alt="Space Graphics Planets" width="128" height="128" /></a></div>
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<a name="GetPlanetPack"></a><h2>Space Graphics Planets</h2>
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<p>Enhance your space scenes using this large pack of high detail volumetric planets. These planets are finished using the powerful planet features from Space Graphics Toolkit (not required).</p>
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</div>
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<br><div style="overflow:hidden;">
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<div style="float: left; padding-right: 20px;"><a href="https://CarlosWilkes.com/Get/VolumetricAudio" target="_blank"><img src="https://api.assetstore.unity3d.com/affiliate/embed/package/17125/icon" alt="Volumetric Audio" width="128" height="128" /></a></div>
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<a name="GetVolumetricAudio"></a><h2>Volumetric Audio</h2>
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<p>Unity sounds only emanate from a single point source. This is great for explosions and footsteps, but quite often you need something more advanced. Volumetric Audio is an easy to use package that allows you to define boxes, spheres, capsules, paths, or meshes that sounds can emanate from.</p>
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</div>
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<br>
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<br><br>
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<br><br>
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<h1>Versions</h1>
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<div style="overflow:hidden;"><a name="3.1.1"></a><h2>3.1.1</h2><p>Fixed shader error when building for Android,</p><br><br></div><div style="overflow:hidden;"><a name="3.1.0"></a><h2>3.1.0</h2><div class="tip"><strong>NOTE</strong>  This update includes file structure changes, so before installing you should delete the "PaintCore" folder.</div><p>Fixed normal map painting when <b>Normal Map Encoding</b> is set to <b>DXT5nm</b>.<br>Fixed <b>P3dHitScreen</b> painting bug with connected preview hits.<br>Fixed <b>P3dHitScreen</b> not showing clip connected preview hits.<br>Renamed <b>SlidingToolButton</b> to <b>ToolButton</b>.<br>Adding the <b>P3dHitScreen</b> component will automatically add the <b>P3dPointerMouse/Touch/Pen</b> components.</p><br><br></div><div style="overflow:hidden;"><a name="3.0.3"></a><h2>3.0.3</h2><p>Moved main build to Unity 2021.3.0f1.<br>Updated shaders to latest version.<br>Fixed <b>P3dCloneMirror</b> component when the <b>Flip</b> setting is enabled.<br>Fixed <b>P3dCoordCopier</b> index counts.<br>Fixed <b>P3d___Counter</b> components updating when not necessary.<br>Added <b>P3dRenderDepth</b> component.<br>Added <b>Advanced/DepthMask</b> setting to <b>P3dPaintSphere</b> component.<br>Added <b>Advanced/DepthMask</b> setting to <b>P3dPaintDecal</b> component.<br>Added <b>Depth Mask</b> demo scene.</p><br><br></div><div style="overflow:hidden;"><a name="3.0.2"></a><h2>3.0.2</h2><p>Updated shaders to latest version.</p><br><br></div><div style="overflow:hidden;"><a name="3.0.1"></a><h2>3.0.1</h2><p>Fixed <b>P3dHitScreen</b> component's <b>GuiLayers</b> setting.<br>Fixed <b>P3dHitScreenLine</b> component painting.<br>Fixed <b>P3dHitScreenFill</b> component painting.</p><br><br></div><div style="overflow:hidden;"><a name="3.0.0"></a><h2>3.0.0</h2><p><b>WARNING:</b> To update from an earlier version: back up your project, delete the old Plugins/CW/PaintIn3D folder, and then install the new version.<br>Moved main build to Unity 2020.3.0f1.<br>Moved in-editor painting features to Plugins/CW/PaintInEditor folder.<br>Fixed in-editor triangle painting.<br>Fixed manual disabling of <b>P3dPaintable</b> components.<br>Fixed in-editor painting not painting alpha.<br>Added <b>P3dPointerMouse</b> component.<br>Added <b>P3dPointerTouch</b> component.<br>Added <b>P3dPointerPen</b> component.<br>Added <b>AlphaFromAlbedo</b> setting to <b>P3dMaterial</b> component.<br>Added <b>Min</b> blending mode.<br>Added <b>Max</b> blending mode.<br>Added <b>Initial Tiling</b> demo scene.</p><br><br></div><div style="overflow:hidden;"><a name="2.0.4"></a><h2>2.0.4</h2><p>Moved main build to Unity 2020.3.0f1.<br>Fixed in-editor triangle painting.<br>Fixed manual disabling of <b>P3dPaintable</b> components.<br>Fixed in-editor painting not painting alpha.<br>Added <b>AlphaFromAlbedo</b> setting to <b>P3dMaterial</b> component.</p><br><br></div><div style="overflow:hidden;"><a name="2.0.3"></a><h2>2.0.3</h2><p>Fixed <b>P3dHitBetween</b> when <b>Orientation = WorldUp</b>.<br>Improved <b>P3dMask</b> component gizmo rendering.<br>Added <b>NormalReplaceOriginal</b> blending mode.<br>Added <b>NormalReplaceCustom</b> blending mode.<br>Fixed <b>P3dGraduallyFade</b> colors being incorrect during transition.<br>Added <b>Default Format</b> setting to <b>Config</b> tab of the Paint In 3D window.<br>Added unlit versions of the 4 main example shaders.</p><br><br></div><div style="overflow:hidden;"><a name="2.0.2"></a><h2>2.0.2</h2><p>Fixed connected hit painting on touch screen devices.<br>Added <b>Dynamic Mask</b> demo scene.</p><br><br></div><div style="overflow:hidden;"><a name="2.0.1"></a><h2>2.0.1</h2><p>Removed global shader keywords.<br>Fixed <b>P3dChannelCounter</b> component setting changes not being reflected.<br>Fixed <b>P3dChangeCounter</b> component setting changes not being reflected.<br>Fixed <b>P3dColorCounter</b> component setting changes not being reflected.<br>Every <b>P3dColorCounter</b> now updates when a <b>P3dColor</b> is enabled or disabled.<br>Fixed <b>P3dReadColor</b> reading incorrect UV location on the Metal graphics API.<br>Changed Solid shader's <b>Tiling</b> setting to be a vector.<br>Changed Alpha shader's <b>Tiling</b> setting to be a vector.</p><br><br></div><div style="overflow:hidden;"><a name="2.0.0"></a><h2>2.0.0</h2><div class="tip"><strong>NOTE</strong>  This is a massive update. To update you must first back up your project, delete the root PaintIn3D folder, then install the new version.</div><p>Changed folder structure to be inside Plugins/CW/PaintIn3D.<br>Updated inspector code to support third party assets that implement nested inspectors.<br>Added <b>P3dHitNearby.PaintIn = ManuallyOnly</b> setting.<br>Added <b>Splat Map Painting</b> demo scene.<br>Added <b>Clip Connected</b> demo scene.<br>Added <b>Advanced / ClipConnected</b> to most <b>P3dHit___</b> components to eliminate connected line overlap.<br>Fixed texture modifiers not saving textures.</p><br><br></div><div style="overflow:hidden;"><a name="1.11.14"></a><h2>1.11.14</h2><p>Fixed undo/redo of local commands breaking if the paintable object is moved.<br>Fixed undo/redo of local commands if you paint while in an undo state.<br>Fixed undo/redo of local commands when using SaveLoad = Automatic.</p><br><br></div><div style="overflow:hidden;"><a name="1.11.13"></a><h2>1.11.13</h2><p>Fixed seam fixer with multi submesh meshes that share UV coords between submeshes.<br>Fixed seam fixer with invertex mesh UV data.<br>Renamed <b>P3dHitScreen.Offset</b> to <b>NormalOffset</b>.<br>Added <b>P3dHitScreen.MouseOffset</b> setting.</p><br><br></div><div style="overflow:hidden;"><a name="1.11.12"></a><h2>1.11.12</h2><p>Fixed paint command order changing when using LocalCommand copy with undo/redo.</p><br><br></div><div style="overflow:hidden;"><a name="1.11.11"></a><h2>1.11.11</h2><p>Fixed scenario where ConnectHits setting would cause texture to reset on iOS.</p><br><br></div><div style="overflow:hidden;"><a name="1.11.10"></a><h2>1.11.10</h2><p>Added warning to <b>P3dModel</b> if the mesh is non-readable.<br>Added warning to <b>P3dPaintable</b> if the mesh is non-readable.</p><br><br></div><div style="overflow:hidden;"><a name="1.11.9"></a><h2>1.11.9</h2><p>Inverted <b>P3dChangeCounter</b> results to count differing pixels.<br>Added <b>P3dPaintableTexture.OnAddCommandGlobal</b> static event.<br>Added <b>P3dPaintableTexture.OnInstanceAdded</b> static event.<br>Added <b>P3dPaintableTexture.OnInstanceRemoved</b> static event.<br>Added <b>Command Serialization</b> demo scene.<br>Added <b>Hash</b> setting to <b>P3dModel</b> component.<br>Added <b>Hash</b> setting to <b>P3dPaintable</b> component.<br>Added <b>Hash</b> setting to <b>P3dPaintableTexture</b> component.<br>Added <b>P3dTextureHash</b> component.<br>Fixed <b>DUMMY</b> group having preset components.</p><br><br></div><div style="overflow:hidden;"><a name="1.11.8"></a><h2>1.11.8</h2><p>Added <b>Blur Painting / Mask</b> demo scene.<br>Added <b>Blur Painting / Mask / Generate</b> demo scene.<br>Added LocalMask texture sampling to <b>Blur</b> blending mode.<br>Added LocalMask texture sampling to <b>Flow</b> blending mode.<br>Added <b>P3dGenerateMask</b> component.<br>Renamed shader includes to reduce possible clashes with other assets.</p><br><br></div><div style="overflow:hidden;"><a name="1.11.7"></a><h2>1.11.7</h2><p>Fixed scenarios where a disabled <b>P3dMask</b> would still apply masking.</p><br><br></div><div style="overflow:hidden;"><a name="1.11.6"></a><h2>1.11.6</h2><p>Fixed <b>P3dHitScreen.TouchOffset</b> setting.<br>Fixed <b>P3dMask</b> ordering when there are multiple in the scene.<br>Fixed <b>P3dPaintableTexture</b> inspector warning with clashing slots when IsDummy is set.<br>Improved <b>P3dPaintableTexture</b> inspector to make it clearer when IsDummy is set.<br>Added <b>Delayed Appearance</b> demo scene.<br>Added <b>DUMMY = -1</b> paint group.</p><br><br></div><div style="overflow:hidden;"><a name="1.11.5"></a><h2>1.11.5</h2><p>Fixed auto seam fix feature not caching results.</p><br><br></div><div style="overflow:hidden;"><a name="1.11.4"></a><h2>1.11.4</h2><p>Fixed <b>P3dHitScreen</b> not working on mobile when using new InputSystem package.<br>Made <b>P3dHitScreen.Key</b> work without mouse click on desktop platforms.<br>Added <b>P3dHitScreen.RequiredButtons</b> setting.<br>Replaced <b>P3dHitScreen.Key</b> setting with <b>RequiredKey</b>.<br>Updated paint modifier code to no longer use custom serialization.</p><br><br></div><div style="overflow:hidden;"><a name="1.11.3"></a><h2>1.11.3</h2><p>Added <b>P3dHitBetween.Orientation = ThisRotation</b> setting.<br>Added <b>P3dHitBetween.Orientation = ThisLocalRotation</b> setting.<br>Added <b>P3dHitBetween.Orientation = CustomRotation</b> setting.<br>Added <b>P3dHitBetween.Orientation = CustomLocalRotation</b> setting.<br>Added <b>P3dHitBetween.CustomTransform</b> setting.<br>Added <b>ClearHitCache</b> and <b>ResetConnections</b> to <b>P3dHitThrough</b> component.<br>Added <b>ClearHitCache</b> and <b>ResetConnections</b> to <b>P3dHitScreen</b> component.<br>Added <b>ClearHitCache</b> and <b>ResetConnections</b> to <b>P3dHitScreenLine</b> component.<br>Added <b>ClearHitCache</b> and <b>ResetConnections</b> to <b>P3dHitNearby</b> component.<br>Added <b>ClearHitCache</b> and <b>ResetConnections</b> to <b>P3dHitBetween</b> component.<br>Fixed <b>P3dChannelCounter</b> when <b>Counters</b> list contains null entries.<br>Fixed <b>P3dColorCounter</b> when <b>Counters</b> list contains null entries.<br>Fixed <b>P3dChangeCounter</b> when <b>Counters</b> list contains null entries.<br>Fixed <b>P3dChannelCounter</b> not updating when enabled.<br>Fixed <b>P3dColorCounter</b> not updating when enabled.<br>Fixed <b>P3dChangeCounter</b> not updating when enabled.<br>Combined <b>P3dHitScreenLine.Frequency = Start/End</b> into <b>Once</b>.</p><br><br></div><div style="overflow:hidden;"><a name="1.11.2"></a><h2>1.11.2</h2><p>Fixed various demo scene UI and description issues.<br>Fixed in-editor paint point offset.<br>Fixed in-editor paint applying with left/middle click.<br>Fixed harmless in-editor painting errors when editing play mode.<br>Modified <b>P3dColorCounterText</b> to use <b>OnString</b> event rather than UI text.<br>Modified <b>P3dChannelCounterText</b> to use <b>OnString</b> event rather than UI text.<br>Modified <b>P3dChangeCounterText</b> to use <b>OnString</b> event rather than UI text.<br>Added in-editor painting warning when not over the Scene view.<br>Added in-editor painting warning when the scene contains painting components.</p><br><br></div><div style="overflow:hidden;"><a name="1.11.1"></a><h2>1.11.1</h2><p>Moved in-editor painting tools back to scene window.<br>Made in-editor painting tools not require colliders.<br>Added <b>P3dGraduallyFade.BlendPaintableTexture</b> setting.<br>Added <b>Scale / Random</b> paint modifier to <b>P3dPaintSphere</b> and <b>P3dPaintDecal</b>.<br>Fixed <b>P3D / Solid</b> shader's <b>Opacity Override</b> not working.<br>Fixed <b>P3dPaintableTexture.Resize</b> not updating mips.<br>Fixed <b>P3dReadColor</b> giving incorrect values in OpenGL.<br>Fixed connected hits incorrectly joining together on mobile devices.<br>Renamed <b>P3dGraduallyFade.Texture</b> setting to <b>BlendTexture</b>.<br>Renamed <b>P3dGraduallyFade.Color</b> setting to <b>BlendColor</b>.</p><br><br></div><div style="overflow:hidden;"><a name="1.10.5"></a><h2>1.10.5</h2><p>Added <b>P3dSerialization</b> class for easier low-level de/serialization of paint commands.<br>Modified <b>P3dCommand</b> data to allow for de/serialization.<br>Added more Paint in 3D window material presets.<br>Added PaintIn3D window material export button to speed up exporting.</p><br><br></div><div style="overflow:hidden;"><a name="1.10.4"></a><h2>1.10.4</h2><p>Fixed P3D/Alpha shader error in URP.<br>Fixed <b>Shield Impacts</b> demo scene.<br>Updated shaders to use latest BetterShaders version.</p><br><br></div><div style="overflow:hidden;"><a name="1.10.3"></a><h2>1.10.3</h2><p>Fixed pink materials in URP and HDRP.<br>Fixed pink materials when reimporting with SRP.</p><br><br></div><div style="overflow:hidden;"><a name="1.10.2"></a><h2>1.10.2</h2><p>Added <b>Debug Painting</b> demo scene.<br>Fixed bug where switching scenes would break input.</p><br><br></div><div style="overflow:hidden;"><a name="1.10.1"></a><h2>1.10.1</h2><div class="tip"><strong>NOTE</strong>  This update changes a lot of features. Back up your project before updating!</div><p>Moved main build to Unity 2019.4.12f1.<br>Added <b>Seam Fixer / Auto Seam Fix</b> demo scene.<br>Added <b>Auto UV</b> demo scene.<br>Added <b>Base Color</b> demo scene.<br>Added <b>Line Painting</b> demo scene.<br>Added <b>Line Painting / Arrows</b> demo scene.<br>Added <b>P3dHitScreen.Frequency</b> setting.<br>Added <b>P3dPaintable.OnActivating</b> event.<br>Added <b>P3dPaintable.UseMesh</b> advanced setting.<br>Added <b>P3dHitParticles.Emit</b> setting.<br>Added <b>P3dHitParticles.Layers</b> setting.<br>Added <b>P3dHitParticles.Root</b> setting.<br>Added <b>P3dHitCollisions.PressureMode</b> setting.<br>In-Editor: Added <b>Build Material As Decal</b> button to materials.<br>P3dPaintableTexture now shows a warning when trying to paint a Slot with tiling or offset.<br>Improved inspector organization of all <b>P3dHit___</b> components.<br>Improved inspector organization of all <b>P3dDraw___</b> components.<br>Reduced <b>Solid</b> shader instruction count.<br>Reduced <b>Alpha</b> shader instruction count.<br>Improved <b>VR Pen</b> demo scene setup.<br>Simplified hierarchy of all demo scenes.<br>Moved fill painting to new <b>P3dHitScreenFill</b> component.<br>Fixed <b>P3dBlendMode</b> overlap with narrow inspector.<br>Replaced example shaders with Better Shaders.</p><br><br></div><div style="overflow:hidden;"><a name="1.9.14"></a><h2>1.9.14</h2><p>Fixed <b>Texture Pressure</b> modifier errors.<br>Fixed <b>Texture Random</b> modifier errors.<br>Made in-editor painting only begin after you switch to the paint tab.<br>Added <b>Unload Paint Brush</b> button to in-editor paint tab.</p><br><br></div><div style="overflow:hidden;"><a name="1.9.13"></a><h2>1.9.13</h2><p>Added <b>Gradually Fade / Blur</b> demo scene.<br>Added <b>Gradually Fade / Normal</b> demo scene.<br>Added <b>Dip</b> demo scene.<br>Added ability to bind in-game camera rotate.<br>Added ability to bind in-game camera pan.<br>Made in-game camera pan default to left command key on OSX.<br>Fixed <b>P3dPaintableTexture</b> inspector error when painting meshes with submeshes.</p><br><br></div><div style="overflow:hidden;"><a name="1.9.12"></a><h2>1.9.12</h2><p>Added <b>Liquefy</b> demo scene.<br>Added <b>Clear Settings</b> button to in-editor painting Config tab.</p><br><br></div><div style="overflow:hidden;"><a name="1.9.11"></a><h2>1.9.11</h2><p>Fixed compile error from editor scripts.</p><br><br></div><div style="overflow:hidden;"><a name="1.9.10"></a><h2>1.9.10</h2><p>Fixed <b>P3dHitScreen.TouchOffset</b> DPI scaling being inverted.<br>Fixed <b>P3dGroupData</b> shader texture presets for URP and HDRP shaders.<br>Fixed <b>P3dMirror</b> in some scenarios.</p><br><br></div><div style="overflow:hidden;"><a name="1.9.9"></a><h2>1.9.9</h2><p>Added <b>Wheel Dirt</b> demo scene.<br>Fixed <b>P3dHitScreen</b> values persisting through disable/enable.<br>In-Editor: Simplified <b>P3dMaterial</b> builder tools.<br>In-Editor: Added <b>Override Angle</b> setting to Paint tab.<br>In-Editor: Added <b>Override Normal</b> setting to Paint tab.<br>In-Editor: Added <b>Override Modifiers</b> setting to Paint tab.<br>In-Editor: Added <b>Override Tiling</b> setting to Paint tab.<br>In-Editor: Added <b>Override State Limit</b> setting to Scene tab.<br>In-Editor: Moved camera options to <b>Camera</b> tab.<br>In-Editor: Added <b>Show Pivot</b> camera option.<br>In-Editor: Simplified <b>P3dPreset</b> settings.</p><br><br></div><div style="overflow:hidden;"><a name="1.9.8"></a><h2>1.9.8</h2><p>Added <b>Dripping Paint</b> demo scene.<br>Added <b>Flow</b> demo scene.<br>Added <b>Flow / Gradually</b> demo scene.<br>Added <b>Flow / Time</b> demo scene.<br>Added <b>Emission</b> to <b>P3D Solid</b> shader.<br>Added <b>Shift</b> blend mode.<br>Added <b>P3dPaintableTexture.IsDummy</b> setting to Advanced menu.<br>Added <b>P3dPaintableTexture.Aniso</b> setting to Advanced menu.<br>Allowed <b>P3dPaintableTexture</b>s to be placed in child GameObjects.<br>Fixed painting when using per-texture anisotropic filtering above 0.<br>Fixed <b>P3dHit.Root</b> setting in some scenarios.</p><br><br></div><div style="overflow:hidden;"><a name="1.9.7"></a><h2>1.9.7</h2><p>Added <b>Local Mask</b> demo scene.<br>Added <b>Paint From Code</b> demo scene.<br>Added <b>P3dPaintableTexture.LocalMask</b> setting to Advanced menu.<br>Renamed <b>P3dMask.Shape</b> setting to <b>.Texture</b>.</p><br><br></div><div style="overflow:hidden;"><a name="1.9.6"></a><h2>1.9.6</h2><p>Fixed error when seam fixing mesh without UV coords.<br>Fixed P3dSpawner inspector not drawing.<br>Fixed P3dMask ignoring paint layers.</p><br><br></div><div style="overflow:hidden;"><a name="1.9.5"></a><h2>1.9.5</h2><p>Fixed PPtr error when using texture modifiers.<br>Added <b>P3dHitScreen.RelativeTo = DrawAngle</b> setting.<br>Fixed painting of static meshes.<br>Added paint priority sorting for non-preview painting.<br>Added "Draw Angle" demo scene.</p><br><br></div><div style="overflow:hidden;"><a name="1.9.4"></a><h2>1.9.4</h2><p>Added multi prefab support to <b>P3dSpawner</b>.<br>Added <b>Radius</b> setting to <b>P3dSpawner</b>.<br>Fixed <b>P3dSeamFixer</b> incorrectly upgrading.<br>Fixed <b>P3dSeamFixer</b> with unlimited bone meshes.<br>Fixed <b>P3dSeamFixer</b> bug with tiny triangles.<br>Fixed mesh analysis overlap test when using linear color space.</p><br><br></div><div style="overflow:hidden;"><a name="1.9.3"></a><h2>1.9.3</h2><p>Fixed texture modifier de/serialization of texture references.<br>Fixed <b>P3dReader</b> error on devices that don't support async texture reads.<br>Fixed quick clicks making paint components behave incorrectly.<br>Disabled component activation context menu option when in edit mode.<br>Added warning to activated components when in edit mode.<br>Fixed <b>P3dHitParticles</b> error on first frame.</p><div class="tip"><strong>NOTE</strong>  Fixing the paint modifiers required changing their data structure, which means your modifier data is now lost. To update, you must manually recreate your modifiers and their settings. Sorry for the inconvenience!</div><br><br></div><div style="overflow:hidden;"><a name="1.9.2"></a><h2>1.9.2</h2><p>Fixed <b>P3dHitBetween</b> when using <b>Interval</b> of -1.<br>Fixed <b>P3dHitThrough</b> when using <b>Interval</b> of -1.<br>Textures now save and load in sRGB color space only.<br>Fixed <b>P3dChangeCounterEvent</b> menu entry.<br>Fixed <b>P3dReadColor</b> in linear color space.<br>Fixed color painting in linear color space.<br>Fixed simulated VR controls when interacting with UI.</p><br><br></div><div style="overflow:hidden;"><a name="1.9.1"></a><h2>1.9.1</h2><p>Fixed <b>P3dPaintableTextureMonitorMask</b> with <b>MaskMesh</b>.<br>Fixed undo/reco when using <b>P3dHitScreen</b>.<br>Fixed console warning when using automatic save/load.</p><br><br></div><div style="overflow:hidden;"><a name="1.9.0"></a><h2>1.9.0</h2><p>Moved main build to Unity <b>2018.4.13f1</b>.<br>Added support for the new input system (see documentation).<br>Fixed <b>Auto Save Load</b> demo scene.<br>Fixed <b>Bullet Dents</b> demo scene.<br>Fixed <b>Overlay</b> material to use the <b>P3D Overlay</b> shader.<br>Fixed <b>P3dHitCache</b> bug with triangles, quads, and coords.</p><br><br></div><div style="overflow:hidden;"><a name="1.8.9"></a><h2>1.8.9</h2><p>Added <b>Procedural Setup</b> demo scene.<br>Added <b>Reveal Graffiti</b> demo scene.<br>Added <b>Reveal Graffiti / Counter</b> demo scene.<br>Added <b>P3dPaintable.OnActivated</b> event.<br>Added <b>Triangles</b> draw mode to <b>P3dHitScreen</b>.<br>Added <b>Triangle</b> painting tool to in-editor painting.<br>Added material builder tool to in-editor <b>P3dMaterial</b> inspector.<br>Added icon builder tool to in-editor <b>P3dMaterial</b> inspector.<br>Added seam fixer option to the <b>ModelImporter</b> inspector.<br>Added multi mesh support to seam fixer.<br>Added <b>MaskTexture</b> setting to <b>P3d___Counter</b> components.<br>Added channel information to <b>P3dGroupData</b> instances.<br>Added <b>OnCompleted</b> event to all <b>P3d___Counter</b> components.<br>Fixed seam fixer bug with higher poly meshes.<br>Fixed console errors that can appear when finishing in-editor painting.<br>Fixed normal painting on platforms that don't support DXT5nm textures.<br>Fixed in-editor camera to not longer snap with double left click.<br>Fixed <b>P3D Overlay</b> shader in SRP.<br>Fixed <b>P3D Overlay/Alpha</b> opacity in SRP.<br>Improved <b>Seam Fixer</b> performance.<br>Simplified <b>P3dPaintable</b> inspector.<br>Changed default <b>P3dPaintable.Activation</b> to <b>Start</b>.<br>Renamed <b>P3dHitScreen.Fill</b> to <b>Draw</b>.<br>Renamed <b>P3d___Counter.Mesh</b> setting to <b>MaskMesh</b>.<br>Replaced <b>IHitRaycast</b> interface with <b>IHitCoord</b>.<br>Removed <b>P3dPaintSphere.Paint</b> setting.<br>Removed <b>P3dPaintDecal.Paint</b> setting.</p><br><br></div><div style="overflow:hidden;"><a name="1.8.8"></a><h2>1.8.8</h2><p>Updated documentation.<br>Added <b>Simulated Multiplayer</b> demo scene.<br>Added <b>Live Painting / Apply</b> demo scene.<br>Added <b>Live Painting / Translate</b> demo scene.<br>Fixed <b>PBR Painting</b> demo scene.<br>Modified <b>P3dHitNearby.ManuallyHitNow()</b> to only use non-preview painting.<br>Modified <b>P3dHitBetween.ManuallyHitNow()</b> to only use non-preview painting.<br>Modified <b>P3dHitThrough.ManuallyHitNow()</b> to only use non-preview painting.<br>Added C# API to <b>P3dModifierList</b> class.<br>Unlocked <b>P3dPaintableManager</b> default execution order.</p><br><br></div><div style="overflow:hidden;"><a name="1.8.7"></a><h2>1.8.7</h2><p>Removed <b>P3dPaintableTexture.KeepUnpaintable</b> setting.<br>Allowed painting of overlapping UV areas.<br>Fixed painting atlas meshes that are close together.<br>Added <b>P3dChangeCounter</b> component.<br>Added <b>P3dChangeCounterEvent</b> component.<br>Added <b>P3dChangeCounterFill</b> component.<br>Added <b>P3dChangeCounterText</b> component.<br>Added <b>Change Counter</b> demo scene.<br>Added <b>Rock Engraving</b> demo scene.<br>Added <b>Transparent Object Painting</b> demo scene.<br>Replaced <b>P3D Opaque</b> shader with <b>P3D Solid</b>.<br>Replaced <b>P3D Cutout</b> shader with <b>P3D Solid</b>.<br>Fixed <b>P3dPaintableTexture</b> error when using an invalid slot.<br>Fixed <b>P3dVrTool.StoreStates</b> setting.<br>Fixed <b>Undo/Redo</b> not updating mip maps.<br>Replaced <b>Alpha Blend RGB</b> blending mode with <b>Premultiplied</b>.<br>Added <b>P3dBlendMode.Channels</b> setting.<br>Removed splat map examples.<br>Removed parallax mapping from example shaders.<br>Added <b>P3dPaintableTexture.Normal</b> setting.<br>Improved <b>Normal Blend</b> blending mode.<br>Switch VR examples to left hand for mobile touch compatibility.<br>Removed VR recenter function.<br>Fixed bug when <b>P3dPaintSphere</b> would fail to paint on UV.<br>Fixed bug when <b>P3dPaintDecal</b> would fail to paint on UV.<br>Fixed bug where paint material overrides wouldn't apply to child paint components.<br>Added PBR presets for P3D and Standard shaders.<br>Added extra paint materials.<br>Added asmdef.</p><br><br></div><div style="overflow:hidden;"><a name="1.8.6"></a><h2>1.8.6</h2><p>Moved main build to Unity 2018.4.0f1.<br>Fixed textures not saving on mobile when closing the app.<br>Fixed <b>Atlas Painting</b> demo scene materials.<br>Added <b>P3dPaintableTexture.Filter</b> setting.<br>Added <b>P3dPaintableTexture.WrapU</b> setting.<br>Added <b>P3dPaintableTexture.WrapV</b> setting.<br>Improved <b>VR Pen</b> demo scene performance.<br>Fixed paint drifting issue on some meshes.<br>Rewrote in-editor painting features.<br>Added material Preset settings to editor Scene tab.<br>Renamed <b>P3dMaterialCloner.ResetActivation</b> method to Deactivate.<br>Added <b>P3dPaintableTexture.Deactivate</b> method.<br>Tidied up <b>P3dPaintableTexture</b> inspector.<br>Renamed <b>P3dPaintableTexture.State</b> setting to UndoRedo.<br>Added <b>P3dPaintableTexture.SaveLoad</b> setting.<br>Added <b>P3dPaintableTexture.UseExisting</b> setting.<br>Renamed <b>P3dChannelCounter.SolidR/G/B/A</b> to <b>CountR/G/B/A</b>.<br>Added <b>P3dColorCounterFill</b> component.<br>Added <b>P3dColorCounterEvent</b> component.<br>Added <b>P3dColorCounterEvent</b> component.<br>Added <b>Read Color</b> demo scene.<br>Added <b>Read Color / Event</b> demo scene.<br>Added <b>Read Color / Under</b> demo scene.<br>Added <b>Mirror / Multiple</b> demo scene.<br>Fixed <b>Color / Random</b> modifier inspector error.<br>Removed <b>P3dScatterSpawner</b> component.<br>Removed <b>P3dDrip</b> component.<br>Removed <b>P3dMover</b> component.</p><br><br></div><div style="overflow:hidden;"><a name="1.8.5"></a><h2>1.8.5</h2><p>Fixed <b>P3dCoordCopier</b> mesh not appearing.<br>Fixed <b>P3dSeamFixer</b> mesh not appearing.<br>Added coord selection to <b>P3dCoordCopier</b>.<br>Added <b>Automatic UV</b> demo scene.<br>Added missing components to documentation.<br>Moved render pipeline switching tool to root folder.</p><br><br></div><div style="overflow:hidden;"><a name="1.8.4"></a><h2>1.8.4</h2><p>Added <b>P3dPaintSphere.TileTransition</b> setting.<br>Added <b>P3dPaintDecal.TileTransition</b> setting.<br>Added <b>Normal Painting</b> demo scene.</p><br><br></div><div style="overflow:hidden;"><a name="1.8.3"></a><h2>1.8.3</h2><p>Added <b>P3dHitScreen.Fill</b> setting.<br>Added <b>P3dHitScreen.FillSpacing</b> setting.<br>Added <b>P3dMask</b> component.<br>Added <b>Path Filling</b> demo scene.<br>Added <b>Mask</b> demo scene.<br>Added <b>Mask Stretch</b> demo scene.<br>Removed <b>P3dPaintSphere.RotateTo</b> setting.<br>Added <b>P3dHitScreen.RotateTo</b> setting.<br>Added <b>Normal Blend</b> blending mode.<br>Added <b>Normal Replace</b> blending mode.<br>Improved <b>P3dConnectablePoints.ConnectHits</b> inspector order.<br>Fixed <b>P3dHitScreen</b> stopping when reaching <b>HitLimit</b>.<br>Fixed <b>P3dPaintableTexture.State = LocalCommandCopy</b> bug.<br>Fixed <b>P3dGraduallyFade</b> bug.<br>Fixed in-editor painting of skinned meshes.</p><br><br></div><div style="overflow:hidden;"><a name="1.8.2"></a><h2>1.8.2</h2><p>Improved <b>P3dHitScreen.Spacing</b> behaviour.<br>Improved connected <b>P3dPaintSphere</b> painting when using scaling.<br>Improved connected <b>P3dPaintDecal</b> painting when using scaling.<br>Added <b>P3dChannelCounter.Interval</b> setting.<br>Added <b>P3dColorCounter.Interval</b> setting.<br>Added <b>Atlas Painting</b> demo scene.<br><b>P3dHitParticles.Pressure</b> setting renamed to <b>PressureMultiplier</b>.<br><b>P3dHitParticles.PressureMinDistance</b> setting renamed to <b>PressureMin</b>.<br><b>P3dHitParticles.PressureMaxDistance</b> setting renamed to <b>PressureMax</b>.<br><b>P3dHitParticles.PressureMode</b> setting added.<br>Fixed <b>P3dPaintDecal</b> when using Texture modifiers.<br>Fixed <b>P3dPaintableTexture.State</b> = <b>LocalCommandCopy</b> undo and redo.<br>Fixed <b>P3dModel</b> painting with different submesh and material indices.</p><br><br></div><div style="overflow:hidden;"><a name="1.8.1"></a><h2>1.8.1</h2><p>Fixed painting when <b>P3dPaintableTexture.State</b> is set to <b>LocalCommandCopy</b>.<br>Painting on UV now accounts for <b>P3dPaintableTexture</b> aspect ratio.<br>Added <b>P3dHitScreen.Normal</b> = <b>CameraDirection</b> setting.<br>Added <b>P3dPaintableTexture.KeepUnpaintable</b> optimization setting.<br>Added <b>Decal Hit Normal</b> demo scene.<br>Added <b>Decal Normal Front</b> demo scene.<br>Added <b>Decal Normal Fade</b> demo scene.<br>Added <b>Rock Throwing</b> demo scene.<br>Improved <b>Car Decals</b> demo scene.<br>Added workaround for scenario where mip maps would turn off.<br>Added <b>P3dHitCollisions.Root</b> setting.<br>Added <b>P3dHitCollisions.SpeedMin</b> setting renamed to <b>ImpactMin</b>.<br>Added <b>P3dHitCollisions.SpeedPressure</b> setting renamed to <b>ImpactPressure</b>.</p><br><br></div><div style="overflow:hidden;"><a name="1.8.0"></a><h2>1.8.0</h2><p>Replaced <b>P3dPaintDecal.TileBlend</b> setting with <b>TileOpacity</b>.<br>Replaced <b>P3dPaintSphere.TileBlend</b> setting with <b>TileOpacity</b>.<br>In-Game: Fixed shader errors when compiling for PS4.<br>In-Game: Fixed connected hits persisting even when disabling hit component.<br>In-Game: Integrated <b>P3dModify___</b> components into <b>P3dPaint___</b> components.<br>In-Game: Added <b>Collision Destroyer</b> demo scene.<br>In-Game: Added <b>Collision Spawner</b> demo scene.<br>In-Game: Removed <b>P3dPaintDirectDecal</b> component.<br>In-Game: Added <b>P3dPaintDecal.Paint</b> setting.<br>In-Game: Added <b>P3dPaintSphere.Paint</b> setting.<br>In-Game: Added scene gizmo to <b>P3dPaintSphere</b>.<br>In-Editor: Fixed error when painting objects with multiple materials.<br>In-Editor: Added modifiers to <b>Paint</b> tab.<br>In-Editor: Added opacity setting to <b>Paint</b> tab.<br>In-Editor: Added angle setting to <b>Paint</b> tab.<br>In-Editor: Added normal settings to <b>Paint</b> tab.<br>In-Editor: Added <b>Point</b> mode to <b>Paint</b> tab.<br>In-Editor: Added <b>Airbrush</b> mode to <b>Paint</b> tab.<br>In-Editor: Added <b>Triangle</b> mode to <b>Paint</b> tab.<br>In-Editor: Added texture toggle settings to <b>Paint</b> tab.<br>In-Editor: Added <b>Camera Light Lock</b> setting to <b>Config</b> tab.</p><br><br></div>
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<br><br>
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<br><br>
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<h1>Components</h1>
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<div style="overflow:hidden;"><a name="IClone"></a><h2>IClone</h2><p>This interface allows you to define classes that can clone paint points (e.g. mirror).</p><br><br></div><div style="overflow:hidden;"><a name="IHit"></a><h2>IHit</h2><p>All <b>IHit___</b> interfaces implement this interface so they can all be easily found with <b>GetComponent</b>.</p><br><br></div><div style="overflow:hidden;"><a name="IHitCoord"></a><h2>IHitCoord</h2><p>This interface allows you to make components that can paint points defined by UV coordinates.</p><div class="tip"><strong>NOTE</strong>  The <b>rotation</b> argument is in world space, where <b>Quaternion.identity</b> means the paint faces forward on the +Z axis, and up is +Y.</div><br><br></div><div style="overflow:hidden;"><a name="IHitLine"></a><h2>IHitLine</h2><p>This interface allows you to make components that can paint lines defined by two points.</p><br><br></div><div style="overflow:hidden;"><a name="IHitPoint"></a><h2>IHitPoint</h2><p>This interface allows you to make components that can paint 3D points with a specified orientation.</p><br><br></div><div style="overflow:hidden;"><a name="IHitQuad"></a><h2>IHitQuad</h2><p>This interface allows you to make components that can paint quads defined by a pair of two points.</p><br><br></div><div style="overflow:hidden;"><a name="IHitTriangle"></a><h2>IHitTriangle</h2><p>This interface allows you to make components that can paint triangles defined by three points.</p><br><br></div><div style="overflow:hidden;"><a name="P3dBlendMode"></a><h2>P3dBlendMode</h2><p>This defines the blending mode used by a painting operation.</p><div style="padding-left:75px;"><br>
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<h2>
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<b style="">int</b>
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<br>
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<span style="">Index</span>
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</h2>
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<p>This is the index of the currently selected blending mode.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">Color</b>
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<br>
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<span style="">Color</span>
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</h2>
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<p>When using the <b>ReplaceCustom</b> blending mode, this allows you to specify the replacement color.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">Texture</b>
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<br>
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<span style="">Texture</span>
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</h2>
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<p>When using the <b>ReplaceCustom</b> blending mode, this allows you to specify the replacement texture.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">float</b>
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<br>
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<span style="">Kernel</span>
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</h2>
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<p>When using the <b>Blur</b> or <b>Flow</b> blending modes, this allows you to set the maximum pixel distance of samples.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">Vector4</b>
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<br>
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<span style="">Channels</span>
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</h2>
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<p>This allows you to control which channels will be modified by this blending mode.</p><p>1,1,1,1 = All channels will be modified.</p><p>1,0,0,0 = Only red will be modified.</p>
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</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dChangeCounter"></a><h2>P3dChangeCounter</h2><p>This component will check all pixels in the specified paintable texture, compare them to the reference state defined in this component, and tell you how many of them differ by more than the threshold value.</p><div style="padding-left:75px;"><br>
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<h2>
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<b style="">static LinkedList<P3dChangeCounter></b>
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<br>
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<span style="">Instances</span>
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</h2>
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<p>This stores all active and enabled instances.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">float</b>
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<br>
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<span style="">Threshold</span>
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</h2>
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<p>The RGBA values must be within this range of a color for it to be counted.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">Texture</b>
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<br>
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<span style="">Texture</span>
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</h2>
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<p>The texture we want to compare change to.</p><p>None/null = white.</p><div class="tip"><strong>NOTE</strong>  All pixels in this texture will be tinted by the current <b>Color</b>.</div>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">Color</b>
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<br>
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<span style="">Color</span>
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</h2>
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<p>The color we want to compare change to.</p><div class="tip"><strong>NOTE</strong>  All pixels in the <b>Texture</b> will be tinted by this.</div>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">int</b>
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<br>
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<span style="">Count</span>
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</h2>
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<p>The previously counted amount of pixels with a RGBA value difference above the threshold.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">float</b>
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<br>
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<span style="">Ratio</span>
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</h2>
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<p>The <b>Count / Total</b> value.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">static long</b>
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<br>
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<span style="">GetTotal</span>
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<br>
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<b>ICollection<P3dChangeCounter> counters = null</b>
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</h2>
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<p>The <b>Total</b> of the specified counters.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">static long</b>
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<br>
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<span style="">GetCount</span>
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<br>
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<b>ICollection<P3dChangeCounter> counters = null</b>
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</h2>
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<p>The <b>Count</b> of the specified counters.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">static float</b>
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<br>
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<span style="">GetRatio</span>
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<br>
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<b>ICollection<P3dChangeCounter> counters = null</b>
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</h2>
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<p>The <b>Ratio</b> of the specified counters.</p>
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</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dChannelCounter"></a><h2>P3dChannelCounter</h2><p>This component will total up all RGBA channels in the specified P3dPaintableTexture that exceed the threshold value.</p><div style="padding-left:75px;"><br>
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<h2>
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<b style="">static LinkedList<P3dChannelCounter></b>
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<br>
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<span style="">Instances</span>
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</h2>
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<p>This stores all active and enabled instances.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">float</b>
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<br>
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<span style="">Threshold</span>
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</h2>
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<p>The RGBA value must be higher than this for it to be counted.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">int</b>
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<br>
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<span style="">CountR</span>
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</h2>
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<p>The previously counted amount of pixels with a red channel value above the threshold.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">int</b>
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<br>
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<span style="">CountG</span>
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</h2>
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<p>The previously counted amount of pixels with a green channel value above the threshold.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">int</b>
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<br>
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<span style="">CountB</span>
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</h2>
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<p>The previously counted amount of pixels with a blue channel value above the threshold.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">int</b>
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<br>
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<span style="">CountA</span>
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</h2>
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<p>The previously counted amount of pixels with a alpha channel value above the threshold.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">float</b>
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<br>
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<span style="">RatioR</span>
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</h2>
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<p>The <b>CountR/Total</b> value, allowing you to easily see how much % of the red channel is above the threshold.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">float</b>
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<br>
|
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<span style="">RatioG</span>
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</h2>
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<p>The <b>CountG/Total</b> value, allowing you to easily see how much % of the green channel is above the threshold.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">float</b>
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<br>
|
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<span style="">RatioB</span>
|
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</h2>
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<p>The <b>CountB/Total</b> value, allowing you to easily see how much % of the blue channel is above the threshold.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
|
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<b style="">float</b>
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<br>
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<span style="">RatioA</span>
|
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</h2>
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<p>The <b>CountA/Total</b> value, allowing you to easily see how much % of the alpha channel is above the threshold.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
|
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<b style="">Vector4</b>
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<br>
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<span style="">RatioRGBA</span>
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</h2>
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<p>The <b>RatioR/G/B/A</b> values packed into a Vector4.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
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<b style="">static long</b>
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<br>
|
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<span style="">GetTotal</span>
|
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<br>
|
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<b>ICollection<P3dChannelCounter> counters = null</b>
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</h2>
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<p>The <b>Total</b> of the specified counters.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
|
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<b style="">static long</b>
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<br>
|
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<span style="">GetCountR</span>
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<br>
|
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<b>ICollection<P3dChannelCounter> counters = null</b>
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</h2>
|
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<p>The <b>CountR</b> of the specified counters.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
|
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<b style="">static long</b>
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<br>
|
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<span style="">GetCountG</span>
|
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<br>
|
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<b>ICollection<P3dChannelCounter> counters = null</b>
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</h2>
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<p>The <b>CountG</b> of the specified counters.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
|
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<b style="">static long</b>
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<br>
|
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<span style="">GetCountB</span>
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<br>
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<b>ICollection<P3dChannelCounter> counters = null</b>
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</h2>
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<p>The <b>CountB</b> of the specified counters.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
|
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<b style="">static long</b>
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<br>
|
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<span style="">GetCountA</span>
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<br>
|
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<b>ICollection<P3dChannelCounter> counters = null</b>
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</h2>
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<p>The <b>CountA</b> of the specified counters.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
|
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<b style="">static float</b>
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<br>
|
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<span style="">GetRatioR</span>
|
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<br>
|
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<b>ICollection<P3dChannelCounter> counters = null</b>
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</h2>
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<p>The <b>CountR / Total</b> of the specified counters.</p>
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</div><br><div style="padding-left:75px;"><br>
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<h2>
|
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<b style="">static float</b>
|
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<br>
|
|
<span style="">GetRatioG</span>
|
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<br>
|
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<b>ICollection<P3dChannelCounter> counters = null</b>
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</h2>
|
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<p>The <b>CountG / Total</b> of the specified counters.</p>
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</div><br><div style="padding-left:75px;"><br>
|
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<h2>
|
|
<b style="">static float</b>
|
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<br>
|
|
<span style="">GetRatioB</span>
|
|
<br>
|
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<b>ICollection<P3dChannelCounter> counters = null</b>
|
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</h2>
|
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<p>The <b>CountB / Total</b> of the specified counters.</p>
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</div><br><div style="padding-left:75px;"><br>
|
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<h2>
|
|
<b style="">static float</b>
|
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<br>
|
|
<span style="">GetRatioA</span>
|
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<br>
|
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<b>ICollection<P3dChannelCounter> counters = null</b>
|
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</h2>
|
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<p>The <b>CountA / Total</b> of the specified counters.</p>
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</div><br><div style="padding-left:75px;"><br>
|
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<h2>
|
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<b style="">static Vector4</b>
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<br>
|
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<span style="">GetRatioRGBA</span>
|
|
<br>
|
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<b>ICollection<P3dChannelCounter> counters = null</b>
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</h2>
|
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<p>The <b>GetCountR/G/B/A / GetTotal</b> of the specified counters stored in a Vector4.</p>
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</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dClone"></a><h2>P3dClone</h2><p>This is the base class for all components that repeat paint commands (e.g. mirroring).</p><div style="padding-left:75px;"><br>
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<h2>
|
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<b style="">static LinkedList<P3dClone></b>
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<br>
|
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<span style="">Instances</span>
|
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</h2>
|
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<p>This stores all active and enabled instances in the open scenes.</p>
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</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dCloneMirror"></a><h2>P3dCloneMirror</h2><p>This component grabs paint hits and connected hits, mirrors the data, then re-broadcasts it.</p><div style="padding-left:75px;"><br>
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<h2>
|
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<b style="">bool</b>
|
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<br>
|
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<span style="">Flip</span>
|
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</h2>
|
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<p>When a decal is mirrored it will appear backwards, should it be flipped back around?</p>
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</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dColor"></a><h2>P3dColor</h2><p>This component allows you to define a color that can later be counted from the <b>P3dColorCounter</b> component.</p><div class="tip"><strong>NOTE</strong>  You should put this component its own GameObject, so you can give it a unique name.</div><div style="padding-left:75px;"><br>
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<h2>
|
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<b style="">Color</b>
|
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<br>
|
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<span style="">Color</span>
|
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</h2>
|
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<p>The color associated with this component and GameObject name.</p>
|
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</div><br><div style="padding-left:75px;"><br>
|
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<h2>
|
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<b style="">static LinkedList<P3dColor></b>
|
|
<br>
|
|
<span style="">Instances</span>
|
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</h2>
|
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<p>This stores all active and enabled instances in the open scenes.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
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<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Total</span>
|
|
</h2>
|
|
<p>This tells you how many pixels this color could be painted on.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
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<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Solid</span>
|
|
</h2>
|
|
<p>This tells you how many pixels this color has been painted on.</p>
|
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</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Ratio</span>
|
|
</h2>
|
|
<p>This is Solid/Total, allowing you to quickly see the percentage of paintable pixels that have been painted by this color.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dColorCounter"></a><h2>P3dColorCounter</h2><p>This component will search the specified paintable texture for pixel colors matching an active and enabled P3dColor.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static LinkedList<P3dColorCounter></b>
|
|
<br>
|
|
<span style="">Instances</span>
|
|
</h2>
|
|
<p>This stores all active and enabled instances.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Threshold</span>
|
|
</h2>
|
|
<p>The RGBA values must be within this range of a color for it to be counted.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">List<Contribution></b>
|
|
<br>
|
|
<span style="">Contributions</span>
|
|
</h2>
|
|
<p>Each color contribution will be stored in this list.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static long</b>
|
|
<br>
|
|
<span style="">GetTotal</span>
|
|
<br>
|
|
<b>ICollection<P3dColorCounter> counters = null</b>
|
|
</h2>
|
|
<p>The <b>Total</b> of the specified counters.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static long</b>
|
|
<br>
|
|
<span style="">GetCount</span>
|
|
<br>
|
|
<b>P3dColor color, ICollection<P3dColorCounter> counters = null</b>
|
|
</h2>
|
|
<p>The <b>Count</b> of the specified counters.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static float</b>
|
|
<br>
|
|
<span style="">GetRatio</span>
|
|
<br>
|
|
<b>P3dColor color, ICollection<P3dColorCounter> counters = null</b>
|
|
</h2>
|
|
<p>The <b>Ratio</b> of the specified counters.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Count</span>
|
|
<br>
|
|
<b>P3dColor color</b>
|
|
</h2>
|
|
<p>This tells you how many pixels of the specified color are in the current <b>PaintableTexture</b>.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dCommand"></a><h2>P3dCommand</h2><p>This is the base class for all paint commands. These commands (e.g. paint decal) are added to the command list for each P3dPaintableTexture, and are executed at the end of the frame to optimize state changes.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Index</span>
|
|
</h2>
|
|
<p>This is the original array index, used to stable sort between two commands if they have the same priority.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Preview</span>
|
|
</h2>
|
|
<p>Is this preview painting, or real painting?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Priority</span>
|
|
</h2>
|
|
<p>The draw order priority of this command for this frame.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dHashedMaterial</b>
|
|
<br>
|
|
<span style="">Material</span>
|
|
</h2>
|
|
<p>The hash of the Material used to apply this paint command.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Pass</span>
|
|
</h2>
|
|
<p>The material pass that will be used.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dHashedModel</b>
|
|
<br>
|
|
<span style="">Model</span>
|
|
</h2>
|
|
<p>The hash of the Model used to apply this paint command.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Submesh</span>
|
|
</h2>
|
|
<p>The mesh submesh that will be painted.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dHashedTexture</b>
|
|
<br>
|
|
<span style="">LocalMaskTexture</span>
|
|
</h2>
|
|
<p>The LocalMask that will be used when painting.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector4</b>
|
|
<br>
|
|
<span style="">LocalMaskChannel</span>
|
|
</h2>
|
|
<p>The channel of the LocalMaskTexture that will be used.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dCommon"></a><h2>P3dCommon</h2><p>This class contains some useful methods used by this asset.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static void</b>
|
|
<br>
|
|
<span style="">SaveBytes</span>
|
|
<br>
|
|
<b>string saveName, byte[] data, bool save = true</b>
|
|
</h2>
|
|
<p>This method allows you to save a byte array to PlayerPrefs, and is used by the texture saving system.</p><p>If you want to save to files instead then just modify this.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static byte[]</b>
|
|
<br>
|
|
<span style="">LoadBytes</span>
|
|
<br>
|
|
<b>string saveName</b>
|
|
</h2>
|
|
<p>This method allows you to load a byte array from PlayerPrefs, and is used by the texture loading system.</p><p>If you want to save to files instead then just modify this.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static bool</b>
|
|
<br>
|
|
<span style="">SaveExists</span>
|
|
<br>
|
|
<b>string saveName</b>
|
|
</h2>
|
|
<p>This method tells if you if there exists save data at the specified save name.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static void</b>
|
|
<br>
|
|
<span style="">ClearSave</span>
|
|
<br>
|
|
<b>string saveName, bool save = true</b>
|
|
</h2>
|
|
<p>This method allows you to clear save data at the specified save name.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dCoordCopier"></a><h2>P3dCoordCopier</h2><p>This tool allows you to copy UV1 data into UV0. This is useful if you let Unity automatically generate lightmap UV data for you and you want to use them to paint normally.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Mesh</b>
|
|
<br>
|
|
<span style="">Source</span>
|
|
</h2>
|
|
<p>The original mesh whose UV seams you want to fix.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Coord</b>
|
|
<br>
|
|
<span style="">First</span>
|
|
</h2>
|
|
<p>The coord that will be copied into the first UV channel of the output mesh.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Coord</b>
|
|
<br>
|
|
<span style="">Second</span>
|
|
</h2>
|
|
<p>The coord that will be copied into the second UV channel of the output mesh.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Coord</b>
|
|
<br>
|
|
<span style="">Third</span>
|
|
</h2>
|
|
<p>The coord that will be copied into the third UV channel of the output mesh.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Coord</b>
|
|
<br>
|
|
<span style="">Fourth</span>
|
|
</h2>
|
|
<p>The coord that will be copied into the fourth UV channel of the output mesh.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="CwEditorWindow"></a><h2>CwEditorWindow</h2><p>This is the base class for all Paint in 3D editor windows.</p><br><br></div><div style="overflow:hidden;"><a name="P3dGraduallyFade"></a><h2>P3dGraduallyFade</h2><p>This component allows you to fade the pixels of the specified P3dPaintableTexture.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dPaintableTexture</b>
|
|
<br>
|
|
<span style="">PaintableTexture</span>
|
|
</h2>
|
|
<p>This allows you to choose which paintable texture will be modified by this component.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Threshold</span>
|
|
</h2>
|
|
<p>Once this component has accumulated this amount of fade, it will be applied to the <b>PaintableTexture</b>. The lower this value, the smoother the fading will appear, but also the higher the performance cost.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Speed</span>
|
|
</h2>
|
|
<p>The speed of the fading.</p><p>1 = 1 Second.</p><p>2 = 0.5 Seconds.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dBlendMode</b>
|
|
<br>
|
|
<span style="">BlendMode</span>
|
|
</h2>
|
|
<p>This component will paint using this blending mode.</p><div class="tip"><strong>NOTE</strong>  See <b>P3dBlendMode</b> documentation for more information.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Texture</b>
|
|
<br>
|
|
<span style="">BlendTexture</span>
|
|
</h2>
|
|
<p>The texture that will be faded toward.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dPaintableTexture</b>
|
|
<br>
|
|
<span style="">BlendPaintableTexture</span>
|
|
</h2>
|
|
<p>The paintable texture that will be faded toward.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Color</b>
|
|
<br>
|
|
<span style="">BlendColor</span>
|
|
</h2>
|
|
<p>The color that will be faded toward.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Texture</b>
|
|
<br>
|
|
<span style="">MaskTexture</span>
|
|
</h2>
|
|
<p>If you want the gradually fade effect to be masked by a texture, then specify it here.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dPaintableTexture</b>
|
|
<br>
|
|
<span style="">MaskPaintableTexture</span>
|
|
</h2>
|
|
<p>If you want the gradually fade effect to be masked by a paintable texture, then specify it here.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dChannel</b>
|
|
<br>
|
|
<span style="">MaskChannel</span>
|
|
</h2>
|
|
<p>This allows you to specify the channel of the mask.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dGroup"></a><h2>P3dGroup</h2><p>This struct allows you to specify a group index with a group dropdown selector.</p><br><br></div><div style="overflow:hidden;"><a name="P3dGroupData"></a><h2>P3dGroupData</h2><p>This object allows you to define information about a paint group like its name, which can then be selected using the <b>P3dGroup</b> setting on components like <b>P3dPaintableTexture</b> and <b>P3dPaintDecal</b>.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Index</span>
|
|
</h2>
|
|
<p>This allows you to set the ID of this group (e.g. 100).</p><div class="tip"><strong>NOTE</strong>  This number should be unique, and not shared by any other <b>P3dGroupData</b>.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">List<TextureData></b>
|
|
<br>
|
|
<span style="">TextureDatas</span>
|
|
</h2>
|
|
<p>This allows you to specify the way each channel of this group's pixels are mapped to textures. This is mainly used by the in-editor painting material builder tool.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">string</b>
|
|
<br>
|
|
<span style="">ShaderData</span>
|
|
</h2>
|
|
<p>This allows you to specify which shaders and their properties are associated with this group.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static List<P3dGroupData></b>
|
|
<br>
|
|
<span style="">CachedInstances</span>
|
|
</h2>
|
|
<p>This static property returns a list of all cached <b>P3dGroupData</b> instances.</p><div class="tip"><strong>NOTE</strong>  This will be empty in-game.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">string</b>
|
|
<br>
|
|
<span style="">GetName</span>
|
|
<br>
|
|
<b>bool prefixNumber</b>
|
|
</h2>
|
|
<p>This method allows you to get the <b>name</b> of the current group, with an optional prefix of the <b>Index</b> (e.g. "100: Albedo").</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static string</b>
|
|
<br>
|
|
<span style="">GetGroupName</span>
|
|
<br>
|
|
<b>int index, bool prefixNumber</b>
|
|
</h2>
|
|
<p>This static method calls <b>GetAlias</b> on the <b>P3dGroupData</b> with the specified <b>Index</b> setting, or null.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static P3dGroupData</b>
|
|
<br>
|
|
<span style="">GetGroupData</span>
|
|
<br>
|
|
<b>int index</b>
|
|
</h2>
|
|
<p>This static method returns the <b>P3dGroupData</b> with the specified <b>Index</b> setting, or null.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static void</b>
|
|
<br>
|
|
<span style="">UpdateCachedInstances</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This static method forces the cached instance list to update.</p><div class="tip"><strong>NOTE</strong>  This does nothing in-game.</div>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dHashedMaterial"></a><h2>P3dHashedMaterial</h2><p>This struct can be used to reference a <b>Material</b> by instance or hash for de/serialization.</p><br><br></div><div style="overflow:hidden;"><a name="P3dHashedModel"></a><h2>P3dHashedModel</h2><p>This struct can be used to reference a <b>Material</b> by instance or hash for de/serialization.</p><div class="tip"><strong>NOTE</strong>  To support networking you must modify the <b>P3dSerialization.TryRegister(P3dModel)</b> method to register the model using a hash/id specific to your networking solution.</div><br><br></div><div style="overflow:hidden;"><a name="P3dHashedTexture"></a><h2>P3dHashedTexture</h2><p>This struct can be used to reference a <b>Texture</b> by instance or hash for de/serialization.</p><div class="tip"><strong>NOTE</strong>  For the de/serialization to work you must call the <b>P3dSerialization.TryRegister/TryUnregister</b> methods on your textures.</div><br><br></div><div style="overflow:hidden;"><a name="P3dHit"></a><h2>P3dHit</h2><p>This stores information about a scene point on a mesh. This is usually generated from a <b>RaycastHit</b>, but it can also be filled manually.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector3</b>
|
|
<br>
|
|
<span style="">Position</span>
|
|
</h2>
|
|
<p>The world position that was hit.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector3</b>
|
|
<br>
|
|
<span style="">Normal</span>
|
|
</h2>
|
|
<p>The world normal that was hit.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Transform</b>
|
|
<br>
|
|
<span style="">Transform</span>
|
|
</h2>
|
|
<p>The Transform that was hit.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">TriangleIndex</span>
|
|
</h2>
|
|
<p>The triangle index that was hit.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Distance</span>
|
|
</h2>
|
|
<p>The world distance that was hit.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Collider</b>
|
|
<br>
|
|
<span style="">Collider</span>
|
|
</h2>
|
|
<p>The Collider that was hit.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dLineConnector"></a><h2>P3dLineConnector</h2><p>This class allows you to easily create components that can have their paint lines connected together to form quads.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">HitSpacing</span>
|
|
</h2>
|
|
<p>The world space distance between each paint point.</p><p>0 = No spacing.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">HitLimit</span>
|
|
</h2>
|
|
<p>When using <b>HitSpacing</b>, this prevents scenarios where something goes wrong and you attempt to paint too many times per frame.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">ConnectHits</span>
|
|
</h2>
|
|
<p>If you enable this then the hit lines generated by this component will be connected into quads, allowing you to paint continuously.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">ClipConnected</span>
|
|
</h2>
|
|
<p>If you enable <b>ConnectHits</b>, then each connected quad will overlap with the next. When using semi-transparent painting, this causes the overlap to become double opacity and look obvious. If you enable this setting, then this overlapping area will be removed.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ClearHitCache</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This component sends hit events to a cached list of components that can receive them. If this list changes then you must manually call this method.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ResetConnections</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>If this GameObject has teleported and you have <b>ConnectHits</b> or <b>HitSpacing</b> enabled, then you can call this to prevent a quad being drawn between the previous and current lines.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dMask"></a><h2>P3dMask</h2><p>This component allows you to block paint from being applied at the current position using the specified shape.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Texture</b>
|
|
<br>
|
|
<span style="">Texture</span>
|
|
</h2>
|
|
<p>The mask will use this texture shape.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dChannel</b>
|
|
<br>
|
|
<span style="">Channel</span>
|
|
</h2>
|
|
<p>The mask will use pixels from this texture channel.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector2</b>
|
|
<br>
|
|
<span style="">Stretch</span>
|
|
</h2>
|
|
<p>If you want the sides of the mask to extend farther out, then this allows you to set the scale of the boundary.</p><p>1 = Default.</p><p>2 = Double size.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static LinkedList<P3dMask></b>
|
|
<br>
|
|
<span style="">Instances</span>
|
|
</h2>
|
|
<p>This stores all active and enabled instances in the open scenes.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dMaterialCloner"></a><h2>P3dMaterialCloner</h2><p>This component allows you to duplicate a material before you paint on it. This is useful if the material is shared between multiple GameObjects (e.g. prefabs).</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Index</span>
|
|
</h2>
|
|
<p>The material index that will be cloned. This matches the Materials list in your MeshRenderer/SkinnedMeshRenderer, where 0 is the first material.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Activated</span>
|
|
</h2>
|
|
<p>This lets you know if this component has already been activated and has executed.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Activate</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This allows you to manually activate this component, cloning the specified material.</p><div class="tip"><strong>NOTE</strong>  This will automatically be called from P3dPaintable to clone the material.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Deactivate</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This reverses the material cloning.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dModel"></a><h2>P3dModel</h2><p>This component marks the current GameObject as being paintable, as long as this GameObject has a MeshFilter + MeshRenderer, or a SkinnedMeshRenderer.</p><div class="tip"><strong>NOTE</strong>  To actually paint, the <b>P3dPaintableTexture</b> component must be on a different object.</div><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dPaintable</b>
|
|
<br>
|
|
<span style="">Paintable</span>
|
|
</h2>
|
|
<p>The paintable this separate paintable is associated with.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">IncludeScale</span>
|
|
</h2>
|
|
<p>Transform the mesh with its position, rotation, and scale? Some skinned mesh setups require this to be disabled.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">UseMeshType</b>
|
|
<br>
|
|
<span style="">UseMesh</span>
|
|
</h2>
|
|
<p>This allows you to choose how the <b>Mesh</b> attached to the current <b>Renderer</b> is used when painting.</p><p>AsIs = Use what is currently set in the renderer.</p><p>AutoSeamFix = Use (or automatically generate) a seam-fixed version of the mesh currently set in the renderer.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dHash</b>
|
|
<br>
|
|
<span style="">Hash</span>
|
|
</h2>
|
|
<p>The hash code for this model used for de/serialization of this instance.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static LinkedList<P3dModel></b>
|
|
<br>
|
|
<span style="">Instances</span>
|
|
</h2>
|
|
<p>This stores all active and enabled instances in the open scenes.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">DirtyMaterials</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>Materials will give you a cached CachedRenderer.sharedMaterials array. If you have updated this array externally then call this to force the cache to update next them it's accessed.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static List<P3dModel></b>
|
|
<br>
|
|
<span style="">FindOverlap</span>
|
|
<br>
|
|
<b>Vector3 position, float radius, int layerMask</b>
|
|
</h2>
|
|
<p>This will return a list of all paintables that overlap the specified bounds</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dModifier"></a><h2>P3dModifier</h2><p>This is the base class for all paint modifiers. To make a paint modifier, simply inherit this class, and implement one of the virtual methods to modify its data.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Preview</span>
|
|
</h2>
|
|
<p>Should this modifier apply to preview paint as well?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Unique</span>
|
|
</h2>
|
|
<p>Should this modifier use a unique seed?</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dModifierList"></a><h2>P3dModifierList</h2><p>This class maintains a list of <b>P3dModifier</b> instances, and contains helper methods to apply them.</p><p>This is used instead of a normal list so the modifiers can be de/serialized with polymorphism.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Count</span>
|
|
</h2>
|
|
<p>The amount of modifiers in the list.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">List<P3dModifier></b>
|
|
<br>
|
|
<span style="">Instances</span>
|
|
</h2>
|
|
<p>This stores all modifiers in this list.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dPaintable"></a><h2>P3dPaintable</h2><p>This component marks the current GameObject as being paintable.</p><div class="tip"><strong>NOTE</strong>  This GameObject must has a MeshFilter + MeshRenderer, or a SkinnedMeshRenderer.</div><p>To actually paint your object, you must also add at least one <b>P3dPaintableTexture</b> component to specify which texture you want to paint.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">ActivationType</b>
|
|
<br>
|
|
<span style="">Activation</span>
|
|
</h2>
|
|
<p>This allows you to control when this component actually activates and becomes ready for painting. You probably don't need to change this.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector3</b>
|
|
<br>
|
|
<span style="">BaseScale</span>
|
|
</h2>
|
|
<p>If you want the paintable texture width/height to be multiplied by the scale of this GameObject, this allows you to set the scale where you want the multiplier to be 1.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">List<Renderer></b>
|
|
<br>
|
|
<span style="">OtherRenderers</span>
|
|
</h2>
|
|
<p>If this material is used in multiple renderers, you can specify them here. This usually happens with different LOD levels.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">UnityEvent</b>
|
|
<br>
|
|
<span style="">OnActivating</span>
|
|
</h2>
|
|
<p>This event will be invoked before this component is activated.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">UnityEvent</b>
|
|
<br>
|
|
<span style="">OnActivated</span>
|
|
</h2>
|
|
<p>This event will be invoked after this component is activated.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">UnityEvent</b>
|
|
<br>
|
|
<span style="">OnDeactivating</span>
|
|
</h2>
|
|
<p>This event will be invoked before this component is deactivated.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">UnityEvent</b>
|
|
<br>
|
|
<span style="">OnDeactivated</span>
|
|
</h2>
|
|
<p>This event will be invoked after this component is deactivated.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Activated</span>
|
|
</h2>
|
|
<p>This lets you know if this paintable has been activated.</p><p>Being activated means each associated P3dMaterialCloner and P3dPaintableTexture has been Activated.</p><div class="tip"><strong>NOTE</strong>  If you manually add P3dMaterialCloner or P3dPaintableTexture components after activation, then you must manually Activate().</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">HashSet<P3dPaintableTexture></b>
|
|
<br>
|
|
<span style="">PaintableTextures</span>
|
|
</h2>
|
|
<p>This gives you all P3dPaintableTexture components that have been activated.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">RemoveComponents</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This method will remove all <b>P3dPaintable</b>, <b>P3dMaterialCloner</b>, and <b>P3dPaintableTexture</b> components from this GameObject.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ScaleSize</span>
|
|
<br>
|
|
<b>ref int width, ref int height</b>
|
|
</h2>
|
|
<p>This will scale the specified width and height values based on the current BaseScale setting.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Activate</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This allows you to manually activate all attached P3dMaterialCloner and P3dPaintableTexture components.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Deactivate</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This reverses the material cloning.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ClearAll</span>
|
|
<br>
|
|
<b>Color color</b>
|
|
</h2>
|
|
<p>This allows you to clear the pixels of all activated P3dPaintableTexture components associated with this P3dPaintable with the specified color.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ClearAll</span>
|
|
<br>
|
|
<b>Texture texture, Color color</b>
|
|
</h2>
|
|
<p>This allows you to clear the pixels of all activated P3dPaintableTexture components associated with this P3dPaintable with the specified color and texture.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Register</span>
|
|
<br>
|
|
<b>P3dPaintableTexture paintableTexture</b>
|
|
</h2>
|
|
<p>This allows you to manually register a P3dPaintableTexture.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Unregister</span>
|
|
<br>
|
|
<b>P3dPaintableTexture paintableTexture</b>
|
|
</h2>
|
|
<p>This allows you to manually unregister a P3dPaintableTexture.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dPaintableManager"></a><h2>P3dPaintableManager</h2><p>This component automatically updates all P3dModel and P3dPaintableTexture instances at the end of the frame, batching all paint operations together.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static LinkedList<P3dPaintableManager></b>
|
|
<br>
|
|
<span style="">Instances</span>
|
|
</h2>
|
|
<p>This stores all active and enabled instances in the open scenes.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dPaintableState"></a><h2>P3dPaintableState</h2><p>This class stores information about a particular paintable texture state. Either a full texture copy, or a list of commands used to draw it.</p><br><br></div><div style="overflow:hidden;"><a name="P3dPaintableTexture"></a><h2>P3dPaintableTexture</h2><p>This component allows you to make one texture on the attached Renderer paintable.</p><div class="tip"><strong>NOTE</strong>  If the texture or texture slot you want to paint is part of a shared material (e.g. prefab material), then I recommend you add the P3dMaterialCloner component to make it unique.</div><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dSlot</b>
|
|
<br>
|
|
<span style="">Slot</span>
|
|
</h2>
|
|
<p>The material index and shader texture slot name that this component will paint.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dCoord</b>
|
|
<br>
|
|
<span style="">Coord</span>
|
|
</h2>
|
|
<p>The UV channel this texture is mapped to.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dGroup</b>
|
|
<br>
|
|
<span style="">Group</span>
|
|
</h2>
|
|
<p>The group you want to associate this texture with. Only painting components with a matching group can paint this texture. This allows you to paint multiple textures at the same time with different settings (e.g. Albedo + Normal).</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">UndoRedoType</b>
|
|
<br>
|
|
<span style="">UndoRedo</span>
|
|
</h2>
|
|
<p>This allows you to set how this texture's state is stored, allowing you to perform undo and redo operations.</p><p>FullTextureCopy = A full copy of your texture will be copied for each state. This allows you to quickly undo and redo, and works with animated skinned meshes, but it uses up a lot of texture memory.</p><p>LocalCommandCopy = Each paint command will be stored in local space for each state. This allows you to perform unlimited undo and redo states with minimal memory usage, because the object will be repainted from scratch. However, performance will depend on how many states must be redrawn, and it may not work well with skinned meshes.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">StateLimit</span>
|
|
</h2>
|
|
<p>The amount of times this texture can have its paint operations undone.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">SaveLoadType</b>
|
|
<br>
|
|
<span style="">SaveLoad</span>
|
|
</h2>
|
|
<p>This allows you to control how this texture is loaded and saved.</p><p>Manual = You must manually call <b>Save(SaveName)</b> and <b>Load(SaveName)</b> from code.</p><p>Automatic = <b>Save(SaveName)</b> is called in <b>Deactivate/OnDestroy</b>, and <b>Load(SaveName)</b> is called in <b>Activate</b>.</p><p>SemiManual = You can manually call the <b>Save()</b> and <b>Load()</b> methods from code or editor event, and the current <b>SaveName</b> will be used.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">string</b>
|
|
<br>
|
|
<span style="">SaveName</span>
|
|
</h2>
|
|
<p>If you want this texture to automatically save & load, then you can set the unique save name for it here.</p><div class="tip"><strong>NOTE</strong>  This name should be unique, so this setting won't work properly with prefab spawning since all clones will share the same <b>SaveName</b>.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Width</span>
|
|
</h2>
|
|
<p>The base width of the created texture.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Height</span>
|
|
</h2>
|
|
<p>The base height of the created texture.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Texture</b>
|
|
<br>
|
|
<span style="">Texture</span>
|
|
</h2>
|
|
<p>When activated or cleared, this paintable texture will be given this texture, and then multiplied/tinted by the <b>Color</b>.</p><p>None = White.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Color</b>
|
|
<br>
|
|
<span style="">Color</span>
|
|
</h2>
|
|
<p>When activated or cleared, this paintable texture will be given this color.</p><div class="tip"><strong>NOTE</strong>  If <b>Texture</b> is set, then each pixel RGBA value will be multiplied/tinted by this color.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">RenderTextureFormat</b>
|
|
<br>
|
|
<span style="">Format</span>
|
|
</h2>
|
|
<p>The format of the created texture.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">MipType</b>
|
|
<br>
|
|
<span style="">MipMaps</span>
|
|
</h2>
|
|
<p>The <b>useMipMap</b> mode of the created texture.</p><p>Auto = Copied from the <b>Texture</b>.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">FilterType</b>
|
|
<br>
|
|
<span style="">Filter</span>
|
|
</h2>
|
|
<p>The <b>filterMode</b> of the created texture.</p><p>Auto = Copied from the <b>Texture</b>.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">AnisoType</b>
|
|
<br>
|
|
<span style="">Aniso</span>
|
|
</h2>
|
|
<p>The <b>anisoLevel</b> of the created texture.</p><p>Auto = Copied from the <b>Texture</b>.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">WrapType</b>
|
|
<br>
|
|
<span style="">WrapU</span>
|
|
</h2>
|
|
<p>The <b>wrapModeU</b> mode of the created texture.</p><p>Auto = Copied from the <b>Texture</b>.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">WrapType</b>
|
|
<br>
|
|
<span style="">WrapV</span>
|
|
</h2>
|
|
<p>The wrapModeV of the created texture.</p><p>Auto = Copied from the <b>Texture</b>.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">ExistingType</b>
|
|
<br>
|
|
<span style="">Existing</span>
|
|
</h2>
|
|
<p>If this component's <b>Texture</b> setting is none/null but the <b>Slot</b> texture is not none/null when this component activates, what should happen?</p><p>Ignore = Nothing will happen.</p><p>Use = This paintable texture will activate with the <b>Slot</b> texture.</p><p>UseAndKeep = The same as <b>Use</b>, but the <b>Slot</b> texture will also be stored in the <b>Texture</b> setting.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">ConversionType</b>
|
|
<br>
|
|
<span style="">Conversion</span>
|
|
</h2>
|
|
<p>If you're painting special textures then they may need to be converted before use.</p><p>Normal = Convert texture to be a normal map.</p><p>Premultiply = Premultiply the RGB values.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Texture</b>
|
|
<br>
|
|
<span style="">LocalMaskTexture</span>
|
|
</h2>
|
|
<p>This allows you to restrict painting to specific areas.</p><div class="tip"><strong>NOTE</strong>  This mask texture should match the UV mapping of the texture itself.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dChannel</b>
|
|
<br>
|
|
<span style="">LocalMaskChannel</span>
|
|
</h2>
|
|
<p>This allows you to specify which channel from the <b>LocalMaskTexture</b> texture will be used.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">string</b>
|
|
<br>
|
|
<span style="">ShaderKeyword</span>
|
|
</h2>
|
|
<p>Some shaders require specific shader keywords to be enabled when adding new textures. If there is no texture in your selected slot then you may need to set this keyword.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dHash</b>
|
|
<br>
|
|
<span style="">Hash</span>
|
|
</h2>
|
|
<p>The hash code for this model used for de/serialization of this instance.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">IsDummy</span>
|
|
</h2>
|
|
<p>If you want to paint a texture but don't want it to be applied to the specified material texture slot, then enable this.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">string</b>
|
|
<br>
|
|
<span style="">Output</span>
|
|
</h2>
|
|
<p>When you export this texture as a PNG asset from the in-editor painting window, the exported texture's GUID will be stored here so you can easily re-export it to the same file.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">event System.Action<P3dCommand></b>
|
|
<br>
|
|
<span style="">OnAddCommand</span>
|
|
</h2>
|
|
<p>This event is called after a paint command has been added to this texture. These commands will be executed at the end of the frame.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static event System.Action<P3dPaintableTexture, P3dCommand></b>
|
|
<br>
|
|
<span style="">OnAddCommandGlobal</span>
|
|
</h2>
|
|
<p>This event is called after a paint command has been added to this texture. These commands will be executed at the end of the frame.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static System.Action<P3dPaintableTexture></b>
|
|
<br>
|
|
<span style="">OnInstanceAdded</span>
|
|
</h2>
|
|
<p>This is invoked every time a paintable texture component is enabled.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static System.Action<P3dPaintableTexture></b>
|
|
<br>
|
|
<span style="">OnInstanceRemoved</span>
|
|
</h2>
|
|
<p>This is invoked every time a paintable texture component is disabled.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">event System.Action<bool></b>
|
|
<br>
|
|
<span style="">OnModified</span>
|
|
</h2>
|
|
<p>This event is called after this texture has been painted, allowing you to perform actions like counting the pixels after modification.</p><p>Bool = Preview painting.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static LinkedList<P3dPaintableTexture></b>
|
|
<br>
|
|
<span style="">Instances</span>
|
|
</h2>
|
|
<p>This stores all active and enabled instances in the open scenes.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Activated</span>
|
|
</h2>
|
|
<p>This lets you know if this texture is activated and ready for painting. Activation is controlled by the associated P3dPaintable component.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">CanUndo</span>
|
|
</h2>
|
|
<p>This lets you know if there is at least one undo state this texture can be undone into.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">CanRedo</span>
|
|
</h2>
|
|
<p>This lets you know if there is at least one redo state this texture can be redone into.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">List<P3dPaintableState></b>
|
|
<br>
|
|
<span style="">States</span>
|
|
</h2>
|
|
<p>This property returns a list of all stored undo/redo states.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">StateIndex</span>
|
|
</h2>
|
|
<p>This tells you which undo/redo state is currently active inside the <b>States</b> list.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Material</b>
|
|
<br>
|
|
<span style="">Material</span>
|
|
</h2>
|
|
<p>This tells you which material this paintable texture is currently stored in.</p><div class="tip"><strong>NOTE</strong>  You may have to call <b>UpdateMaterial</b> if this is out of date.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dPaintable</b>
|
|
<br>
|
|
<span style="">Paintable</span>
|
|
</h2>
|
|
<p>This quickly gives you the P3dPaintable component associated with this paintable texture.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">RenderTexture</b>
|
|
<br>
|
|
<span style="">Current</span>
|
|
</h2>
|
|
<p>This gives you the current state of this paintable texture.</p><div class="tip"><strong>NOTE</strong>  This will only exist if your texture is activated.</div><div class="tip"><strong>NOTE</strong>  This is a <b>RenderTexture</b>, so you can't directly read it. Use the <b>GetReadableCopy()</b> method if you need to.</div><div class="tip"><strong>NOTE</strong>  This doesn't include any preview painting information, access the Preview property if you need to.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">RenderTexture</b>
|
|
<br>
|
|
<span style="">Preview</span>
|
|
</h2>
|
|
<p>This gives you the current state of this paintable texture including any preview painting information.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">CommandsPending</span>
|
|
</h2>
|
|
<p>This lets you know if there are paint commands in this paintable texture's paint stack.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static List<P3dPaintableTexture></b>
|
|
<br>
|
|
<span style="">FilterAll</span>
|
|
<br>
|
|
<b>P3dModel model, P3dGroup group</b>
|
|
</h2>
|
|
<p>This allows you to get a list of all paintable textures on a P3dModel/P3dPaintable with the specified group.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ClearStates</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This will clear all undo/redo texture states.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">StoreState</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This will store a texture state so that it can later be undone. This should be called before you perform texture modifications.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Undo</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This will revert the texture to a previous state, if you have an undo state stored.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Redo</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This will restore a previously undone texture state, if you've performed an undo.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">SetColor</span>
|
|
<br>
|
|
<b>string html</b>
|
|
</h2>
|
|
<p>This allows you to set the <b>Color</b> based on an HTML style string (#FFF, #FF0055, yellow, red)</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">NotifyOnModified</span>
|
|
<br>
|
|
<b>bool preview</b>
|
|
</h2>
|
|
<p>You should call this after painting this paintable texture.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Texture2D</b>
|
|
<br>
|
|
<span style="">GetReadableCopy</span>
|
|
<br>
|
|
<b>bool convertBack = false</b>
|
|
</h2>
|
|
<p>This method returns a <b>Texture2D</b> copy of the current texture state, allowing you to read pixel values, etc.</p><div class="tip"><strong>NOTE</strong>  This method can be slow if your texture is large.</div><div class="tip"><strong>NOTE</strong>  A new texture is allocated each time you call this, so you must manually delete it when finished.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">byte[]</b>
|
|
<br>
|
|
<span style="">GetPngData</span>
|
|
<br>
|
|
<b>bool convertBack = false</b>
|
|
</h2>
|
|
<p>This method returns the current texture state as a PNG byte array.</p><div class="tip"><strong>NOTE</strong>  This method can be slow if your texture is large.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">byte[]</b>
|
|
<br>
|
|
<span style="">GetTgaData</span>
|
|
<br>
|
|
<b>bool convertBack = false</b>
|
|
</h2>
|
|
<p>This method returns the current texture state as a TGA byte array.</p><div class="tip"><strong>NOTE</strong>  This method can be slow if your texture is large.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Clear</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This method will clear the current texture state with the current <b>Texture</b> and <b>Color</b> values.</p><div class="tip"><strong>NOTE</strong>  This component must be activated, and this method will not resize the current texture.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Clear</span>
|
|
<br>
|
|
<b>Texture texture, Color tint, bool updateMips = true</b>
|
|
</h2>
|
|
<p>This method will clear the current texture state with the specified texture and color.</p><div class="tip"><strong>NOTE</strong>  This component must be activated, and this method will not resize the current texture.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Replace</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This method will replace the current texture state with the current <b>Texture</b> and <b>Color</b> values, including size.</p><div class="tip"><strong>NOTE</strong>  This component must be activated</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Replace</span>
|
|
<br>
|
|
<b>Texture texture, Color tint</b>
|
|
</h2>
|
|
<p>This method will resize the current texture state based on the specified texture, and then replace its contents with the specified texture and color.</p><div class="tip"><strong>NOTE</strong>  This component must be activated.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Resize</span>
|
|
<br>
|
|
<b>int width, int height, bool copyContents = true</b>
|
|
</h2>
|
|
<p>This method will resize the current texture state with the specified width and height.</p><div class="tip"><strong>NOTE</strong>  This component must be activated.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Save</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This method will save the current texture state to PlayerPrefs using the current <b>SaveName</b>.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Save</span>
|
|
<br>
|
|
<b>string saveName</b>
|
|
</h2>
|
|
<p>This will save the current texture state with the specified save name.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Load</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This method will replace the current texture state with the data saved at <b>SaveName</b>.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Load</span>
|
|
<br>
|
|
<b>string saveName, bool replace = true</b>
|
|
</h2>
|
|
<p>This method will replace the current texture state with the data saved at the specified save name.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">LoadFromData</span>
|
|
<br>
|
|
<b>byte[] data, bool allowResize = true</b>
|
|
</h2>
|
|
<p>This method will replace the current texture state with the specified image data (e.g. png).</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">HidePreview</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>If you last painted using preview painting and you want to hide the preview painting, you can call this method to force the texture to go back to its current state.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static void</b>
|
|
<br>
|
|
<span style="">HideAllPreviews</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This automatically calls <b>HidePreview</b> on all active and enabled paintable textures.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ClearSave</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This will clear save data with the current <b>SaveName</b>.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static void</b>
|
|
<br>
|
|
<span style="">ClearSave</span>
|
|
<br>
|
|
<b>string saveName</b>
|
|
</h2>
|
|
<p>This will clear save data with the specified save name.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">UpdateMaterial</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>If you modified the slot material index, then call this to update the cached material.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">CopySize</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>If the current slot has a texture, this allows you to copy the width and height from it.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">CopyTexture</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This copies the texture from the current slot.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Activate</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This allows you to manually activate this paintable texture.</p><div class="tip"><strong>NOTE</strong>  This will automatically be called by the associated P3dPaintable component when it activates.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">AddCommand</span>
|
|
<br>
|
|
<b>P3dCommand command</b>
|
|
</h2>
|
|
<p>This will add a paint command to this texture's paint stack. The paint stack will be executed at the end of the current frame.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ExecuteCommands</span>
|
|
<br>
|
|
<b>bool sendNotifications, bool doSort</b>
|
|
</h2>
|
|
<p>This allows you to manually execute all commands in the paint stack.</p><p>This is useful if you need to modify the state of your object before the end of the frame.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dPaintableTextureMonitor"></a><h2>P3dPaintableTextureMonitor</h2><p>This base class allows you to quickly create components that listen for changes to the specified <b>P3dPaintableTexture</b>.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dPaintableTexture</b>
|
|
<br>
|
|
<span style="">PaintableTexture</span>
|
|
</h2>
|
|
<p>This is the paintable texture whose pixels we will count.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Interval</span>
|
|
</h2>
|
|
<p>This allows you to specify the minimum delay between each texture read in seconds.</p><p>0 = Instant.</p><p>1 = Once a second.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Async</span>
|
|
</h2>
|
|
<p>If you disable this, then the texture will be updated immediately, which may cause slowdown.</p><div class="tip"><strong>NOTE</strong>  This isn't supported on all devices.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">DownsampleSteps</span>
|
|
</h2>
|
|
<p>Testing all the pixels of a texture can be slow, so you can pick how many times the texture is downsampled. One downsample = half width & height or 1/4 of the pixels.</p><div class="tip"><strong>NOTE</strong>  The pixel totals will be multiplied to account for this downsampling.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">event System.Action</b>
|
|
<br>
|
|
<span style="">OnUpdated</span>
|
|
</h2>
|
|
<p>This event is invoked each time this texture monitor updates its pixel counts.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Registered</span>
|
|
</h2>
|
|
<p>This will be true after Register is successfully called.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Register</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This forces the specified P3dPaintableTexture to be registered.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Unregister</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This forces the specified P3dPaintableTexture to be unregistered.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dPaintableTextureMonitorMask"></a><h2>P3dPaintableTextureMonitorMask</h2><p>This base class allows you to quickly create components that listen for changes to the specified P3dPaintableTexture.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Mesh</b>
|
|
<br>
|
|
<span style="">MaskMesh</span>
|
|
</h2>
|
|
<p>If you want this component to accurately count pixels relative to a mask mesh, then specify it here.</p><div class="tip"><strong>NOTE</strong>  For best results this should be the original mesh, NOT the seam-fixed version.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">MaskSubmesh</span>
|
|
</h2>
|
|
<p>If you have a <b>MaskMesh</b> set, then this allows you to choose which submesh of it will be used for the mask.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Texture</b>
|
|
<br>
|
|
<span style="">MaskTexture</span>
|
|
</h2>
|
|
<p>If you want this component to accurately count pixels relative to a mask texture, then specify it here.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dChannel</b>
|
|
<br>
|
|
<span style="">MaskChannel</span>
|
|
</h2>
|
|
<p>This allows you to specify which channel of the <b>MaskTexture</b> will be used to define the mask.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Total</span>
|
|
</h2>
|
|
<p>The previously counted total amount of pixels.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dPointConnector"></a><h2>P3dPointConnector</h2><p>This class allows you to easily create components that can have their paint points connected together to form lines.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">HitSpacing</span>
|
|
</h2>
|
|
<p>The world space distance between each paint point.</p><p>0 = No spacing.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">HitLimit</span>
|
|
</h2>
|
|
<p>When using <b>HitSpacing</b>, this prevents scenarios where something goes wrong and you attempt to paint too many times per frame.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">ConnectHits</span>
|
|
</h2>
|
|
<p>If you enable this then the hit points generated by this component will be connected into lines, allowing you to paint continuously.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">ClipConnected</span>
|
|
</h2>
|
|
<p>If you enable <b>ConnectHits</b>, then each connected line will overlap with the next. When using semi-transparent painting, this causes the overlap to become double opacity and look obvious. If you enable this setting, then this overlapping area will be removed.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ClearHitCache</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This component sends hit events to a cached list of components that can receive them. If this list changes then you must manually call this method.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ResetConnections</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>If this GameObject has teleported and you have <b>ConnectHits</b> or <b>HitSpacing</b> enabled, then you can call this to prevent a line being drawn between the previous and current points.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dReadColor"></a><h2>P3dReadColor</h2><p>This component allows you to read the paint color at a hit point. A hit point can be found using a companion component like: P3dHitScreen, P3dHitBetween.</p><div class="tip"><strong>NOTE</strong>  This component only works when you hit a non-convex MeshCollider that has UV data.</div><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dGroup</b>
|
|
<br>
|
|
<span style="">Group</span>
|
|
</h2>
|
|
<p>Only the <b>P3dPaintableTexture</b> components with a matching group will be painted by this component.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Preview</span>
|
|
</h2>
|
|
<p>Should the color be read during preview painting too?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">ReadType</b>
|
|
<br>
|
|
<span style="">Read</span>
|
|
</h2>
|
|
<p>How should the texture be read?</p><p>Immediate = The reading method will block until the pixel is fetched from the GPU.</p><p>Async = The pixel value will be read after some time, giving you better performance.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Color</b>
|
|
<br>
|
|
<span style="">Color</span>
|
|
</h2>
|
|
<p>The last read color value.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">ColorEvent</b>
|
|
<br>
|
|
<span style="">OnColor</span>
|
|
</h2>
|
|
<p>When a color is read, this event will be invoked.</p><p>Color = The color that was read.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dReader"></a><h2>P3dReader</h2><p>This class allows you to read the contents of a <b>RenderTexture</b> immediately or async.</p><br><br></div><div style="overflow:hidden;"><a name="P3dRenderDepth"></a><h2>P3dRenderDepth</h2><p>This component renders scene depth to a RenderTexture. This scene depth can be set in a <b>P3dPaint___</b> component's <b>Advanced/DepthMask</b> setting, which allows you to paint on the first surface in the view of the specified camera.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Camera</b>
|
|
<br>
|
|
<span style="">SourceCamera</span>
|
|
</h2>
|
|
<p>The camera whose depth information will be read.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Matrix4x4</b>
|
|
<br>
|
|
<span style="">SourceMatrix</span>
|
|
</h2>
|
|
<p>The transformation matrix of the camera when the depth texture was generated.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">RenderTexture</b>
|
|
<br>
|
|
<span style="">TargetTexture</span>
|
|
</h2>
|
|
<p>The RenderTexture where the depth information will be stored.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">ResizeAndDownscale</span>
|
|
</h2>
|
|
<p>If this is 0, the RenderTexture size will match the viewport. If it's above 0, then the RenderTexture size will be set to the viewport size divided by this value.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Bias</span>
|
|
</h2>
|
|
<p>The rendered depth must be at least this mant units different from the painted surface for the paint to be masked out.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">ReadInStart</span>
|
|
</h2>
|
|
<p>Should the scene depth be rendered in <b>Start</b>?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">ReadInUpdate</span>
|
|
</h2>
|
|
<p>Should the scene depth be rendered every frame in <b>Update</b>?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ReadNow</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This method will update the <b>TargetTexture</b> with what the <b>SourceCamera</b> currently sees.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dSerialization"></a><h2>P3dSerialization</h2><p>This class handles the low level de/serialization of different paint in 3D objects to allow for things like networking.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static Dictionary<int, Material></b>
|
|
<br>
|
|
<span style="">HashToMaterial</span>
|
|
</h2>
|
|
<p>This stores an association between a <b>Material</b> hash code and the <b>Material</b> instance, so it can be de/serialized.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static Dictionary<Material, int></b>
|
|
<br>
|
|
<span style="">MaterialToHash</span>
|
|
</h2>
|
|
<p>This stores an association between a <b>Material</b> instance and the <b>Material</b> hash code, so it can be de/serialized.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static Dictionary<P3dHash, P3dModel></b>
|
|
<br>
|
|
<span style="">HashToModel</span>
|
|
</h2>
|
|
<p>This stores an association between a <b>P3dModel</b> hash code and the <b>P3dModel</b> instance, so it can be de/serialized.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static Dictionary<P3dModel, P3dHash></b>
|
|
<br>
|
|
<span style="">ModelToHash</span>
|
|
</h2>
|
|
<p>This stores an association between a <b>P3dModel</b> instance and the <b>P3dModel</b> hash code, so it can be de/serialized.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static Dictionary<P3dHash, Texture></b>
|
|
<br>
|
|
<span style="">HashToTexture</span>
|
|
</h2>
|
|
<p>This stores an association between a <b>Texture</b> hash code and the <b>Texture</b> instance, so it can be de/serialized.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static Dictionary<Texture, P3dHash></b>
|
|
<br>
|
|
<span style="">TextureToHash</span>
|
|
</h2>
|
|
<p>This stores an association between a <b>Texture</b> instance and the <b>Texture</b> hash code, so it can be de/serialized.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static Dictionary<P3dHash, P3dPaintableTexture></b>
|
|
<br>
|
|
<span style="">HashToPaintableTexture</span>
|
|
</h2>
|
|
<p>This stores an association between a <b>P3dModel</b> hash code and the <b>P3dModel</b> instance, so it can be de/serialized.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static Dictionary<P3dPaintableTexture, P3dHash></b>
|
|
<br>
|
|
<span style="">PaintableTextureToHash</span>
|
|
</h2>
|
|
<p>This stores an association between a <b>P3dModel</b> instance and the <b>P3dModel</b> hash code, so it can be de/serialized.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dSlot"></a><h2>P3dSlot</h2><p>This struct stores a reference to a texture on a GameObject.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Index</span>
|
|
</h2>
|
|
<p>The material index in the attached renderer.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">string</b>
|
|
<br>
|
|
<span style="">Name</span>
|
|
</h2>
|
|
<p>The name of the texture in the specified material.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dStateManager"></a><h2>P3dStateManager</h2><p>This component allows you to manage undo/redo states on all P3dPaintableTextures in your scene.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static void</b>
|
|
<br>
|
|
<span style="">StoreAllStates</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This method will call StoreState on all active and enabled P3dPaintableTextures.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static void</b>
|
|
<br>
|
|
<span style="">ClearAllStates</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This method will call StoreState on all active and enabled P3dPaintableTextures.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static void</b>
|
|
<br>
|
|
<span style="">UndoAll</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This method will call Undo on all active and enabled P3dPaintableTextures.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static void</b>
|
|
<br>
|
|
<span style="">RedoAll</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This method will call Redo on all active and enabled P3dPaintableTextures.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dTextureHash"></a><h2>P3dTextureHash</h2><p>This component allows you to manually associate a <b>Texture</b> with a hash code so it can be de/serialized.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Texture</b>
|
|
<br>
|
|
<span style="">Texture</span>
|
|
</h2>
|
|
<p>The texture that will be hashed.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dHash</b>
|
|
<br>
|
|
<span style="">Hash</span>
|
|
</h2>
|
|
<p>The hash code for the texture.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dCommandFill"></a><h2>P3dCommandFill</h2><p>This class manages the fill painting command.</p><br><br></div><div style="overflow:hidden;"><a name="P3dCommandReplace"></a><h2>P3dCommandReplace</h2><p>This class manages the replace painting command.</p><br><br></div><div style="overflow:hidden;"><a name="P3dCommandReplaceChannels"></a><h2>P3dCommandReplaceChannels</h2><p>This class manages the replace channels painting command.</p><br><br></div><div style="overflow:hidden;"><a name="P3dHitBetween"></a><h2>P3dHitBetween</h2><p>This component raycasts between two points, and fires hit events when the ray hits something.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">PhaseType</b>
|
|
<br>
|
|
<span style="">PaintIn</span>
|
|
</h2>
|
|
<p>Where in the game loop should this component hit?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Interval</span>
|
|
</h2>
|
|
<p>The time in seconds between each raycast.</p><p>0 = Every frame.</p><p>-1 = Manual only.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Transform</b>
|
|
<br>
|
|
<span style="">PointA</span>
|
|
</h2>
|
|
<p>The start point of the raycast.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Transform</b>
|
|
<br>
|
|
<span style="">PointB</span>
|
|
</h2>
|
|
<p>The end point of the raycast.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Fraction</span>
|
|
</h2>
|
|
<p>The end point of the raycast.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">LayerMask</b>
|
|
<br>
|
|
<span style="">Layers</span>
|
|
</h2>
|
|
<p>The layers you want the raycast to hit.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">OrientationType</b>
|
|
<br>
|
|
<span style="">Orientation</span>
|
|
</h2>
|
|
<p>How should the hit point be oriented?</p><p>WorldUp = It will be rotated to the normal, where the up vector is world up.</p><p>CameraUp = It will be rotated to the normal, where the up vector is world up.</p><p>ThisRotation = The current <b>Transform.rotation</b> will be used.</p><p>ThisLocalRotation = The current <b>Transform.localRotation</b> will be used.</p><p>CustomRotation = The specified <b>CustomTransform.rotation</b> will be used.</p><p>CustomLocalRotation = The specified <b>CustomTransform.localRotation</b> will be used.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Camera</b>
|
|
<br>
|
|
<span style="">Camera</span>
|
|
</h2>
|
|
<p>Orient to a specific camera?</p><p>None = MainCamera.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Transform</b>
|
|
<br>
|
|
<span style="">CustomTransform</span>
|
|
</h2>
|
|
<p>If you use <b>Orientation = CustomRotation/CustomLocalRotation</b>, this allows you to set the transform.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">NormalType</b>
|
|
<br>
|
|
<span style="">Normal</span>
|
|
</h2>
|
|
<p>Which normal should the hit point rotation be based on?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Offset</span>
|
|
</h2>
|
|
<p>If you want the raycast hit point to be offset from the surface a bit, this allows you to set by how much in world space.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Preview</span>
|
|
</h2>
|
|
<p>Should the applied paint be applied as a preview?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Priority</span>
|
|
</h2>
|
|
<p>This allows you to override the order this paint gets applied to the object during the current frame.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Pressure</span>
|
|
</h2>
|
|
<p>This allows you to control the pressure of the painting. This could be controlled by a VR trigger or similar for more advanced effects.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">EmitType</b>
|
|
<br>
|
|
<span style="">Draw</span>
|
|
</h2>
|
|
<p>This allows you to control the hit data this component sends out.</p><p>PointsIn3D = Point drawing in 3D.</p><p>PointsOnUV = Point drawing on UV (requires non-convex <b>MeshCollider</b>).</p><p>TrianglesIn3D = Triangle drawing in 3D.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Transform</b>
|
|
<br>
|
|
<span style="">Point</span>
|
|
</h2>
|
|
<p>If you want to display something at the hit point (e.g. particles), you can specify the Transform here.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">LineRenderer</b>
|
|
<br>
|
|
<span style="">Line</span>
|
|
</h2>
|
|
<p>If you want to draw a line between the start point and the his point then you can set the line here.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dPointConnector</b>
|
|
<br>
|
|
<span style="">Connector</span>
|
|
</h2>
|
|
<p>This allows you to connect the hit points together to form lines.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ManuallyHitNow</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This method will immediately submit a non-preview hit. This can be used to apply real paint to your objects.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ClearHitCache</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This component sends hit events to a cached list of components that can receive them. If this list changes then you must manually call this method.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ResetConnections</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>If this GameObject has teleported and you have <b>ConnectHits</b> or <b>HitSpacing</b> enabled, then you can call this to prevent a line being drawn between the previous and current points.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dHitCache"></a><h2>P3dHitCache</h2><p>This class stores lists of IHit__ instances, allowing components like P3dHit__ to easily invoke hit events.</p><br><br></div><div style="overflow:hidden;"><a name="P3dHitCollisions"></a><h2>P3dHitCollisions</h2><p>This component can be added to any Rigidbody, and it will fire hit events when it hits something.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">EmitType</b>
|
|
<br>
|
|
<span style="">Emit</span>
|
|
</h2>
|
|
<p>This allows you to control the hit data this component sends out.</p><p>PointsIn3D = Point drawing in 3D.</p><p>PointsOnUV = Point drawing on UV (requires non-convex <b>MeshCollider</b>).</p><p>TrianglesIn3D = Triangle drawing in 3D.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">RaycastDistance</span>
|
|
</h2>
|
|
<p>When emitting <b>PointsOnUV</b> or <b>TrianglesIn3D</b>, this setting allows you to specify the world space distance from the hit point a raycast will be fired. This is necessary because collisions by themselves don't provide the necessary information.</p><div class="tip"><strong>NOTE</strong>  Performing this raycast has a slight performance penalty.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">LayerMask</b>
|
|
<br>
|
|
<span style="">Layers</span>
|
|
</h2>
|
|
<p>This allows you to filter collisions to specific layers.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">OnlyUseFirstContact</span>
|
|
</h2>
|
|
<p>If there are multiple contact points, skip them?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Delay</span>
|
|
</h2>
|
|
<p>If this component is generating too many hits, then you can use this setting to ignore hits for the specified amount of seconds.</p><p>0 = Unlimited.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">OrientationType</b>
|
|
<br>
|
|
<span style="">Orientation</span>
|
|
</h2>
|
|
<p>How should the hit point be oriented?</p><p>WorldUp = It will be rotated to the normal, where the up vector is world up.</p><p>CameraUp = It will be rotated to the normal, where the up vector is world up.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Camera</b>
|
|
<br>
|
|
<span style="">Camera</span>
|
|
</h2>
|
|
<p>Orient to a specific camera?</p><p>None = MainCamera.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Preview</span>
|
|
</h2>
|
|
<p>Should the applied paint be applied as a preview?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Threshold</span>
|
|
</h2>
|
|
<p>If the collision impact speed is below this value, then the collision will be ignored.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">PressureType</b>
|
|
<br>
|
|
<span style="">PressureMode</span>
|
|
</h2>
|
|
<p>This allows you to set how the pressure value will be calculated.</p><p>Constant = The <b>PressureConstant</b> value will be directly used.</p><p>ImpactSpeed = The pressure will be 0 when the collision impact speed is <b>PressureMin</b>, and 1 when the impact speed is or exceeds <b>PressureMax</b>.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">PressureMin</span>
|
|
</h2>
|
|
<p>The impact strength required for a hit to occur with a pressure of 0.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">PressureMax</span>
|
|
</h2>
|
|
<p>The impact strength required for a hit to occur with a pressure of 1.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">PressureConstant</span>
|
|
</h2>
|
|
<p>The pressure value used when <b>PressureMode</b> is set to <b>Constant</b>.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">PressureMultiplier</span>
|
|
</h2>
|
|
<p>The calculated pressure value will be multiplied by this.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Offset</span>
|
|
</h2>
|
|
<p>If you want the raycast hit point to be offset from the surface a bit, this allows you to set by how much in world space.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Priority</span>
|
|
</h2>
|
|
<p>This allows you to override the order this paint gets applied to the object during the current frame.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">GameObject</b>
|
|
<br>
|
|
<span style="">Root</span>
|
|
</h2>
|
|
<p>Hit events are normally sent to all components attached to the current GameObject, but this setting allows you to override that. This is useful if you want to use multiple <b>P3dHitCollisions</b> components with different settings and results.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ClearHitCache</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This component sends hit events to a cached list of components that can receive them. If this list changes then you must manually call this method.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dHitNearby"></a><h2>P3dHitNearby</h2><p>This component continuously fires hit events using the current Transform position.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">PhaseType</b>
|
|
<br>
|
|
<span style="">PaintIn</span>
|
|
</h2>
|
|
<p>Where in the game loop should this component hit?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Interval</span>
|
|
</h2>
|
|
<p>The time in seconds between each hit.</p><p>0 = Every frame.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Preview</span>
|
|
</h2>
|
|
<p>Should the applied paint be applied as a preview?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Priority</span>
|
|
</h2>
|
|
<p>This allows you to override the order this paint gets applied to the object during the current frame.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Pressure</span>
|
|
</h2>
|
|
<p>This allows you to control the pressure of the painting. This could be controlled by a VR trigger or similar for more advanced effects.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dPointConnector</b>
|
|
<br>
|
|
<span style="">Connector</span>
|
|
</h2>
|
|
<p>This allows you to connect the hit points together to form lines.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ManuallyHitNow</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This method will immediately submit a non-preview hit. This can be used to apply real paint to your objects.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ClearHitCache</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This component sends hit events to a cached list of components that can receive them. If this list changes then you must manually call this method.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ResetConnections</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>If this GameObject has teleported and you have <b>ConnectHits</b> or <b>HitSpacing</b> enabled, then you can call this to prevent a line being drawn between the previous and current points.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dHitParticles"></a><h2>P3dHitParticles</h2><p>This component can be added to any ParticleSystem with collisions enabled, and it will fire hits when the particles collide with something.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">EmitType</b>
|
|
<br>
|
|
<span style="">Emit</span>
|
|
</h2>
|
|
<p>This allows you to control the hit data this component sends out.</p><p>PointsIn3D = Point drawing in 3D.</p><p>PointsOnUV = Point drawing on UV (requires non-convex <b>MeshCollider</b>).</p><p>TrianglesIn3D = Triangle drawing in 3D.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">RaycastDistance</span>
|
|
</h2>
|
|
<p>When emitting <b>PointsOnUV</b> or <b>TrianglesIn3D</b>, this setting allows you to specify the world space distance from the hit point a raycast will be fired. This is necessary because particles by themselves don't provide the necessary information.</p><div class="tip"><strong>NOTE</strong>  Performing this raycast has a slight performance penalty.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">LayerMask</b>
|
|
<br>
|
|
<span style="">Layers</span>
|
|
</h2>
|
|
<p>This allows you to filter collisions to specific layers.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">OrientationType</b>
|
|
<br>
|
|
<span style="">Orientation</span>
|
|
</h2>
|
|
<p>How should the hit point be oriented?</p><p>WorldUp = It will be rotated to the normal, where the up vector is world up.</p><p>CameraUp = It will be rotated to the normal, where the up vector is world up.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Camera</b>
|
|
<br>
|
|
<span style="">Camera</span>
|
|
</h2>
|
|
<p>Orient to a specific camera?</p><p>None = MainCamera.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">NormalType</b>
|
|
<br>
|
|
<span style="">Normal</span>
|
|
</h2>
|
|
<p>Which normal should the hit point rotation be based on?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Offset</span>
|
|
</h2>
|
|
<p>If you want the raycast hit point to be offset from the surface a bit, this allows you to set by how much in world space.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Skip</span>
|
|
</h2>
|
|
<p>If you have too many particles, then painting can slow down. This setting allows you to reduce the amount of particles that actually cause hits.</p><p>0 = Every particle will hit.</p><p>5 = Skip 5 particles, then hit using the 6th.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Preview</span>
|
|
</h2>
|
|
<p>Should the particles paint preview paint?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Priority</span>
|
|
</h2>
|
|
<p>This allows you to override the order this paint gets applied to the object during the current frame.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">PressureType</b>
|
|
<br>
|
|
<span style="">PressureMode</span>
|
|
</h2>
|
|
<p>This allows you to set how the pressure value will be calculated.</p><p>Constant = The <b>PressureConstant</b> value will be directly used.</p><p>Distance = A value will be calculated based on the distance between this emitter and the particle hit point.</p><p>Speed = A value will be calculated based on the hit speed of the particle.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">PressureMin</span>
|
|
</h2>
|
|
<p>This allows you to specify the distance/speed that gives 0.0 pressure.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">PressureMax</span>
|
|
</h2>
|
|
<p>This allows you to specify the distance/speed that gives 1.0 pressure.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">PressureConstant</span>
|
|
</h2>
|
|
<p>The pressure value used when <b>PressureMode</b> is set to <b>Constant</b>.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">PressureMultiplier</span>
|
|
</h2>
|
|
<p>The calculated pressure value will be multiplied by this.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">GameObject</b>
|
|
<br>
|
|
<span style="">Root</span>
|
|
</h2>
|
|
<p>Hit events are normally sent to all components attached to the current GameObject, but this setting allows you to override that. This is useful if you want to use multiple <b>P3dHitParticles</b> components with different settings and results.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ClearHitCache</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This component sends hit events to a cached list of components that can receive them. If this list changes then you must manually call this method.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dHitScreen"></a><h2>P3dHitScreen</h2><p>This component will perform a raycast under the mouse or finger as it moves across the screen. It will then send hit events to components like <b>P3dPaintDecal</b>, allowing you to paint the scene.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">FrequencyType</b>
|
|
<br>
|
|
<span style="">Frequency</span>
|
|
</h2>
|
|
<p>This allows you to control how often the screen is painted.</p><p>PixelInterval = Once every <b>Interval</b> pixels.</p><p>ScaledPixelInterval = Like <b>PixelInterval</b>, but scaled to the screen DPI.</p><p>TimeInterval = Once every <b>Interval</b> seconds.</p><p>OnceOnRelease = When the finger/mouse goes down a preview will be shown, and when it goes up the paint will apply.</p><p>OnceOnPress = When the finger/mouse goes down the paint will apply.</p><p>OnceEveryFrame = Every frame the paint will apply.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Interval</span>
|
|
</h2>
|
|
<p>This allows you to set the pixels/seconds between each hit point based on the current <b>Frequency</b> setting.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dPointConnector</b>
|
|
<br>
|
|
<span style="">Connector</span>
|
|
</h2>
|
|
<p>This allows you to connect the hit points together to form lines.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ClearHitCache</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This component sends hit events to a cached list of components that can receive them. If this list changes then you must manually call this method.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ResetConnections</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>If this GameObject has teleported and you have <b>ConnectHits</b> or <b>HitSpacing</b> enabled, then you can call this to prevent a line being drawn between the previous and current points.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dHitScreenBase"></a><h2>P3dHitScreenBase</h2><p>This class contains common code for screen based mouse/finger hit components.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Camera</b>
|
|
<br>
|
|
<span style="">Camera</span>
|
|
</h2>
|
|
<p>Orient to a specific camera?</p><p>None = MainCamera.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">LayerMask</b>
|
|
<br>
|
|
<span style="">Layers</span>
|
|
</h2>
|
|
<p>The layers you want the raycast to hit.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">LayerMask</b>
|
|
<br>
|
|
<span style="">GuiLayers</span>
|
|
</h2>
|
|
<p>Fingers that began touching the screen on top of these UI layers will be ignored.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">EmitType</b>
|
|
<br>
|
|
<span style="">Emit</span>
|
|
</h2>
|
|
<p>This allows you to control the hit data this component sends out.</p><p>PointsIn3D = Point drawing in 3D.</p><p>PointsOnUV = Point drawing on UV (requires non-convex <b>MeshCollider</b>).</p><p>TrianglesIn3D = Triangle drawing in 3D (requires non-convex <b>MeshCollider</b>).</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">RotationType</b>
|
|
<br>
|
|
<span style="">RotateTo</span>
|
|
</h2>
|
|
<p>This allows you to control how the paint is rotated.</p><p>Normal = The rotation will be based on a normal direction, and rolled relative to an up axis.</p><p>World = The rotation will be aligned to the world, or given no rotation.</p><p>ThisRotation = The current <b>Transform.rotation</b> will be used.</p><p>ThisLocalRotation = The current <b>Transform.localRotation</b> will be used.</p><p>CustomRotation = The specified <b>CustomTransform.rotation</b> will be used.</p><p>CustomLocalRotation = The specified <b>CustomTransform.localRotation</b> will be used.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">DirectionType</b>
|
|
<br>
|
|
<span style="">NormalDirection</span>
|
|
</h2>
|
|
<p>Which direction should the hit point rotation be based on?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">RelativeType</b>
|
|
<br>
|
|
<span style="">NormalRelativeTo</span>
|
|
</h2>
|
|
<p>Based on the normal direction, what should the rotation be rolled relative to?</p><p>WorldUp = It will be rolled so the up vector is world up.</p><p>CameraUp = It will be rolled so the up vector is camera up.</p><p>DrawAngle = It will be rolled according to the mouse/finger movement on screen.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Transform</b>
|
|
<br>
|
|
<span style="">CustomTransform</span>
|
|
</h2>
|
|
<p>This allows you to specify the <b>Transform</b> when using <b>RotateTo = CustomRotation/CustomLocalRotation</b>.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">StoreStates</span>
|
|
</h2>
|
|
<p>Should painting triggered from this component be eligible for being undone?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Priority</span>
|
|
</h2>
|
|
<p>This allows you to override the order this paint gets applied to the object during the current frame.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dHitScreenFill"></a><h2>P3dHitScreenFill</h2><p>This component works like <b>P3dHitScreen</b>, but it will fill in the shape you draw.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">FillSpacing</span>
|
|
</h2>
|
|
<p>This allows you to set the pixel distance between each grid point.</p><div class="tip"><strong>NOTE</strong>  The lower you set this, the lower the performance will be.</div>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dHitScreenLine"></a><h2>P3dHitScreenLine</h2><p>This component will perform a raycast under the mouse or finger as it moves across the screen. It will then send hit events to components like <b>P3dPaintDecal</b>, allowing you to paint the scene.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">FrequencyType</b>
|
|
<br>
|
|
<span style="">Frequency</span>
|
|
</h2>
|
|
<p>This allows you to control how many hit points will be generated along the drawn line.</p><p>StartAndEnd = Once at the start, and once at the end.</p><p>PixelInterval = Once at the start, and then every <b>Interval</b> pixels.</p><p>ScaledPixelInterval = Once at the start, and then every <b>Interval</b> scaled pixels.</p><p>StretchedPixelInterval = Like <b>ScaledPixelInterval</b>, but the hits are stretched to reach the end.</p><p>StretchedScaledPixelInterval = Like <b>ScaledPixelInterval</b>, but the hits are stretched to reach the end.</p><p>Once = Once at the specified <b>Position</b> and <b>PixelOffset</b> along the line.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Interval</span>
|
|
</h2>
|
|
<p>This allows you to set the pixels between each hit point based on the current <b>Frequency</b> setting.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Position</span>
|
|
</h2>
|
|
<p>When using <b>Frequency = Once</b>, this allows you to set the 0..1 position along the line.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">PixelOffset</span>
|
|
</h2>
|
|
<p>When using <b>Frequency = Once</b>, this allows you to set the pixel offset along the line.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dPointConnector</b>
|
|
<br>
|
|
<span style="">Connector</span>
|
|
</h2>
|
|
<p>This allows you to connect the hit points together to form lines.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ClearHitCache</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This component sends hit events to a cached list of components that can receive them. If this list changes then you must manually call this method.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ResetConnections</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>If this GameObject has teleported and you have <b>ConnectHits</b> or <b>HitSpacing</b> enabled, then you can call this to prevent a line being drawn between the previous and current points.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dHitThrough"></a><h2>P3dHitThrough</h2><p>This component constantly draws lines between the two specified points.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">PhaseType</b>
|
|
<br>
|
|
<span style="">PaintIn</span>
|
|
</h2>
|
|
<p>Where in the game loop should this component hit?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Interval</span>
|
|
</h2>
|
|
<p>The time in seconds between each hit.</p><p>0 = Every frame.</p><p>-1 = Manual only.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Transform</b>
|
|
<br>
|
|
<span style="">PointA</span>
|
|
</h2>
|
|
<p>The start point of the raycast.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Transform</b>
|
|
<br>
|
|
<span style="">PointB</span>
|
|
</h2>
|
|
<p>The end point of the raycast.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">OrientationType</b>
|
|
<br>
|
|
<span style="">Orientation</span>
|
|
</h2>
|
|
<p>How should the hit point be oriented?</p><p>WorldUp = It will be rotated to the normal, where the up vector is world up.</p><p>CameraUp = It will be rotated to the normal, where the up vector is world up.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Camera</b>
|
|
<br>
|
|
<span style="">Camera</span>
|
|
</h2>
|
|
<p>Orient to a specific camera?</p><p>None = MainCamera.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Pressure</span>
|
|
</h2>
|
|
<p>This allows you to control the pressure of the painting. This could be controlled by a VR trigger or similar for more advanced effects.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Preview</span>
|
|
</h2>
|
|
<p>Should the applied paint be applied as a preview?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">Priority</span>
|
|
</h2>
|
|
<p>This allows you to override the order this paint gets applied to the object during the current frame.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">LineRenderer</b>
|
|
<br>
|
|
<span style="">Line</span>
|
|
</h2>
|
|
<p>If you want to draw a line between the start point and the his point then you can set the line here.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dLineConnector</b>
|
|
<br>
|
|
<span style="">Connector</span>
|
|
</h2>
|
|
<p>This allows you to connect the hit points together to form lines.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ManuallyHitNow</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This method will immediately submit a non-preview hit. This can be used to apply real paint to your objects.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ClearHitCache</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This component sends hit events to a cached list of components that can receive them. If this list changes then you must manually call this method.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">ResetConnections</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>If this GameObject has teleported and you have <b>ConnectHits</b> or <b>HitSpacing</b> enabled, then you can call this to prevent a line being drawn between the previous and current points.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dMeshAnalysis"></a><h2>P3dMeshAnalysis</h2><p>This window allows you to examine the UV data of a mesh. This can be accessed from the context menu (⋮ button at top right) of any mesh in the inspector.</p><br><br></div><div style="overflow:hidden;"><a name="P3dPreset"></a><h2>P3dPreset</h2><p>This component allows you to define a set of <b>P3dPaintableTexture</b> and <b>P3dMaterial</b> components that are configured for a specific set of Materials.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">string</b>
|
|
<br>
|
|
<span style="">Title</span>
|
|
</h2>
|
|
<p>This allows you to name this preset.</p><p>None/null = The GameObject name will be used.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">AddMaterialCloner</span>
|
|
</h2>
|
|
<p>Automatically add the <b>P3dMaterialCloner</b>.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static List<P3dPreset></b>
|
|
<br>
|
|
<span style="">CachedPresets</span>
|
|
</h2>
|
|
<p>This gives you a list of all presets in the project.</p><div class="tip"><strong>NOTE</strong>  This is editor-only.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Targets</span>
|
|
<br>
|
|
<b>Shader target</b>
|
|
</h2>
|
|
<p>This method returns true if this preset is designed for the specified shader.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">AddTo</span>
|
|
<br>
|
|
<b>P3dPaintable paintable, Shader shader, int index, int stateLimit</b>
|
|
</h2>
|
|
<p>This method applies the preset components to the specified paintable.</p><div class="tip"><strong>NOTE</strong>  This is editor-only.</div>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dSeamFixer"></a><h2>P3dSeamFixer</h2><p>This tool allows you to convert a normal mesh with UV seams to a fixed mesh without UV seams.</p><p>This tool can be accessed from the context menu (⋮ button at top right) of any mesh/model inspector.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Mesh</b>
|
|
<br>
|
|
<span style="">Source</span>
|
|
</h2>
|
|
<p>The original mesh.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Mesh</b>
|
|
<br>
|
|
<span style="">Output</span>
|
|
</h2>
|
|
<p>The mesh with fixed seams.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">List<Pair></b>
|
|
<br>
|
|
<span style="">Meshes</span>
|
|
</h2>
|
|
<p>The meshes we will fix the seams of.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dCoord</b>
|
|
<br>
|
|
<span style="">Coord</span>
|
|
</h2>
|
|
<p>The UV channel whose seams will be fixed.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Threshold</span>
|
|
</h2>
|
|
<p>The threshold below which vertex UV coordinates will be snapped.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Border</span>
|
|
</h2>
|
|
<p>The thickness of the UV borders in the fixed mesh.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static float</b>
|
|
<br>
|
|
<span style="">DebugScale</span>
|
|
</h2>
|
|
<p>If this is above 0 then Debug.Lines will be output during generation.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">AddMesh</span>
|
|
<br>
|
|
<b>Mesh mesh</b>
|
|
</h2>
|
|
<p>This allows you to add a mesh to the seam fixer.</p><div class="tip"><strong>NOTE</strong>  You must later call <b>Generate</b> to seam fix the added meshes.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static void</b>
|
|
<br>
|
|
<span style="">Generate</span>
|
|
<br>
|
|
<b>Mesh source, Mesh output, P3dCoord coord, float threshold, float border</b>
|
|
</h2>
|
|
<p>This static method allows you to fix the seams of the source mesh at runtime.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dModifyAngleRandom"></a><h2>P3dModifyAngleRandom</h2><p>This class allows you to randomize the painting angle of the attached component (e.g. P3dPaintDecal).</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Min</span>
|
|
</h2>
|
|
<p>This is the minimum random angle that will be picked.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Max</span>
|
|
</h2>
|
|
<p>This is the maximum random angle that will be picked.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">BlendType</b>
|
|
<br>
|
|
<span style="">Blend</span>
|
|
</h2>
|
|
<p>The way the picked angle value will be blended with the current one.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dModifyColorRandom"></a><h2>P3dModifyColorRandom</h2><p>This class allows you to randomize the painting color of the attached component (e.g. P3dPaintDecal).</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Gradient</b>
|
|
<br>
|
|
<span style="">Gradient</span>
|
|
</h2>
|
|
<p>This is the gradient containing all the possible colors. A color will be randomly picked from this.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">BlendType</b>
|
|
<br>
|
|
<span style="">Blend</span>
|
|
</h2>
|
|
<p>The way the picked color value will be blended with the current one.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dModifyHardnessPressure"></a><h2>P3dModifyHardnessPressure</h2><p>This class allows you to change the painting hardness based on the paint pressure.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Hardness</span>
|
|
</h2>
|
|
<p>The paint component's <b>Hardness</b> value will be modified using this value based on the current <b>Blend</b> setting.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">BlendType</b>
|
|
<br>
|
|
<span style="">Blend</span>
|
|
</h2>
|
|
<p>This allows you to control how this new <b>Hardness</b> value will modify the old value in the paint component.</p><p>Replace = Transition between [old, new] based on pressure.</p><p>Multiply = Transition between [old, old*new] based on pressure.</p><p>Increment = Transition between [old, old+new] based on pressure.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dModifyHardnessRandom"></a><h2>P3dModifyHardnessRandom</h2><p>This class allows you to randomize the painting hardness of the attached component (e.g. P3dPaintDecal).</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Min</span>
|
|
</h2>
|
|
<p>This is the minimum random hardness that will be picked.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Max</span>
|
|
</h2>
|
|
<p>This is the maximum random hardness that will be picked.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">BlendType</b>
|
|
<br>
|
|
<span style="">Blend</span>
|
|
</h2>
|
|
<p>The way the picked hardness value will be blended with the current one.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dModifyOpacityPressure"></a><h2>P3dModifyOpacityPressure</h2><p>This class allows you to change the painting opacity based on the paint pressure.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Opacity</span>
|
|
</h2>
|
|
<p>The paint component's <b>Opacity</b> value will be modified using this value based on the current <b>Blend</b> setting.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">BlendType</b>
|
|
<br>
|
|
<span style="">Blend</span>
|
|
</h2>
|
|
<p>This allows you to control how this new <b>Opacity</b> value will modify the old value in the paint component.</p><p>Replace = Transition between [old, new] based on pressure.</p><p>Multiply = Transition between [old, old*new] based on pressure.</p><p>Increment = Transition between [old, old+new] based on pressure.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dModifyOpacityRandom"></a><h2>P3dModifyOpacityRandom</h2><p>This class allows you to randomize the painting opacity of the attached component (e.g. P3dPaintDecal).</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Min</span>
|
|
</h2>
|
|
<p>This is the minimum random opacity that will be picked.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Max</span>
|
|
</h2>
|
|
<p>This is the maximum random opacity that will be picked.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">BlendType</b>
|
|
<br>
|
|
<span style="">Blend</span>
|
|
</h2>
|
|
<p>The way the picked opacity value will be blended with the current one.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dModifyPositionRandom"></a><h2>P3dModifyPositionRandom</h2><p>This class allows you to randomize the painting position of the attached component (e.g. P3dPaintDecal).</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Radius</span>
|
|
</h2>
|
|
<p>The position will be offset up to this radius away in world space.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dModifyRadiusPressure"></a><h2>P3dModifyRadiusPressure</h2><p>This class allows you to change the painting radius based on the paint pressure.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Radius</span>
|
|
</h2>
|
|
<p>The paint component's <b>Radius</b> value will be modified using this value based on the current <b>Blend</b> setting.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">BlendType</b>
|
|
<br>
|
|
<span style="">Blend</span>
|
|
</h2>
|
|
<p>This allows you to control how this new <b>Radius</b> value will modify the old value in the paint component.</p><p>Replace = Transition between [old, new] based on pressure.</p><p>Multiply = Transition between [old, old*new] based on pressure.</p><p>Increment = Transition between [old, old+new] based on pressure.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dModifyRadiusRandom"></a><h2>P3dModifyRadiusRandom</h2><p>This class allows you to randomize the painting radius of the attached component (e.g. P3dPaintDecal).</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Min</span>
|
|
</h2>
|
|
<p>This is the minimum random radius that will be picked.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Max</span>
|
|
</h2>
|
|
<p>This is the maximum random radius that will be picked.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">BlendType</b>
|
|
<br>
|
|
<span style="">Blend</span>
|
|
</h2>
|
|
<p>The way the picked radius value will be blended with the current one.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dModifyScaleRandom"></a><h2>P3dModifyScaleRandom</h2><p>This class allows you to randomize the painting scale of the attached component (e.g. P3dPaintDecal).</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector3</b>
|
|
<br>
|
|
<span style="">Min</span>
|
|
</h2>
|
|
<p>This is the minimum random scale that will be picked.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector3</b>
|
|
<br>
|
|
<span style="">Max</span>
|
|
</h2>
|
|
<p>This is the maximum random scale that will be picked.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">BlendType</b>
|
|
<br>
|
|
<span style="">Blend</span>
|
|
</h2>
|
|
<p>The way the picked scale value will be blended with the current one.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Uniform</span>
|
|
</h2>
|
|
<p>If you disable this then each x, y, and z value will be scaled separately.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dModifyTexturePressure"></a><h2>P3dModifyTexturePressure</h2><p>This class allows you to change the painting texture of the attached component (e.g. P3dPaintDecal) based on the paint pressure.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Texture</b>
|
|
<br>
|
|
<span style="">Texture</span>
|
|
</h2>
|
|
<p>The painting texture will be changed to this.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">PressureMin</span>
|
|
</h2>
|
|
<p>The paint pressure must be at least this value.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">PressureMax</span>
|
|
</h2>
|
|
<p>The paint pressure must be at most this value.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dModifyTextureRandom"></a><h2>P3dModifyTextureRandom</h2><p>This class allows you to randomize the painting texture of the attached component (e.g. P3dPaintDecal).</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">List<Texture></b>
|
|
<br>
|
|
<span style="">Textures</span>
|
|
</h2>
|
|
<p>A random texture will be picked from this list.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dPaintFill"></a><h2>P3dPaintFill</h2><p>This component implements the fill paint mode, which will modify all pixels in the specified texture in the same way.</p><p>This is useful if you want to gradually fade a texture to a specific color.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dGroup</b>
|
|
<br>
|
|
<span style="">Group</span>
|
|
</h2>
|
|
<p>Only the <b>P3dPaintableTexture</b> components with a matching group will be painted by this component.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dBlendMode</b>
|
|
<br>
|
|
<span style="">BlendMode</span>
|
|
</h2>
|
|
<p>This allows you to choose how the paint from this component will combine with the existing pixels of the textures you paint.</p><div class="tip"><strong>NOTE</strong>  See the <b>Blend Mode</b> section of the documentation for more information.</div>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Texture</b>
|
|
<br>
|
|
<span style="">Texture</span>
|
|
</h2>
|
|
<p>The color of the paint.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Color</b>
|
|
<br>
|
|
<span style="">Color</span>
|
|
</h2>
|
|
<p>The color of the paint.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Opacity</span>
|
|
</h2>
|
|
<p>The opacity of the brush.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Minimum</span>
|
|
</h2>
|
|
<p>The minimum RGBA value change. This is useful if you're doing very subtle color changes over time.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dModifierList</b>
|
|
<br>
|
|
<span style="">Modifiers</span>
|
|
</h2>
|
|
<p>This stores a list of all modifiers used to change the way this component applies paint (e.g. <b>P3dModifyColorRandom</b>).</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">IncrementOpacity</span>
|
|
<br>
|
|
<b>float delta</b>
|
|
</h2>
|
|
<p>This method increments <b>Opacity</b> by the specified value.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dPaintReplace"></a><h2>P3dPaintReplace</h2><p>This component implements the replace paint mode, which will replace all pixels in the specified texture.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dGroup</b>
|
|
<br>
|
|
<span style="">Group</span>
|
|
</h2>
|
|
<p>Only the <b>P3dPaintableTexture</b> components with a matching group will be painted by this component.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Texture</b>
|
|
<br>
|
|
<span style="">Texture</span>
|
|
</h2>
|
|
<p>The texture that will be painted.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Color</b>
|
|
<br>
|
|
<span style="">Color</span>
|
|
</h2>
|
|
<p>The color of the paint.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dModifierList</b>
|
|
<br>
|
|
<span style="">Modifiers</span>
|
|
</h2>
|
|
<p>This stores a list of all modifiers used to change the way this component applies paint (e.g. <b>P3dModifyColorRandom</b>).</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dPaintReplaceChannels"></a><h2>P3dPaintReplaceChannels</h2><p>This component implements the replace channels paint mode, which will replace all pixels in the specified textures and channel weights.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dGroup</b>
|
|
<br>
|
|
<span style="">Group</span>
|
|
</h2>
|
|
<p>Only the <b>P3dPaintableTexture</b> components with a matching group will be painted by this component.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dPointer"></a><h2>P3dPointer</h2><p>This this is the base class for any component that sends pointer information to any <b>P3dHitScreen</b> component.</p><br><br></div><div style="overflow:hidden;"><a name="P3dPointerMouse"></a><h2>P3dPointerMouse</h2><p>This component sends pointer information to any <b>P3dHitScreen</b> component, allowing you to paint with the mouse.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Preview</span>
|
|
</h2>
|
|
<p>If you enable this, then a paint preview will be shown under the mouse as long as the <b>RequiredKey</b> is not pressed.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">List<KeyCode></b>
|
|
<br>
|
|
<span style="">Keys</span>
|
|
</h2>
|
|
<p>This component will paint while any of the specified mouse buttons or keyboard keys are held.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dPointerPen"></a><h2>P3dPointerPen</h2><p>This component sends pointer information to any <b>P3dHitScreen</b> component, allowing you to paint with a pen.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Preview</span>
|
|
</h2>
|
|
<p>If you enable this, then a paint preview will be shown under the pen as long as the tip is not pressed.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Offset</span>
|
|
</h2>
|
|
<p>If you want the paint to appear above the pen, then you can set this number to something positive.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dPointerTouch"></a><h2>P3dPointerTouch</h2><p>This component sends pointer information to any <b>P3dHitScreen</b> component, allowing you to paint with a touchscreen.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Offset</span>
|
|
</h2>
|
|
<p>If you want the paint to appear above the finger, then you can set this number to something positive.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dButtonClearAll"></a><h2>P3dButtonClearAll</h2><p>This component allows you to perform the Clear action. This can be done by attaching it to a clickable object, or manually from the ClearAll method.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">ClearStates</span>
|
|
</h2>
|
|
<p>When clearing a texture, should its undo states be cleared too?</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dButtonRedoAll"></a><h2>P3dButtonRedoAll</h2><p>This component allows you to perform the Redo All action. This can be done by attaching it to a clickable object, or manually from the RedoAll method.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">RedoAll</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>If you want to manually trigger RedoAll, then call this function.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dButtonUndoAll"></a><h2>P3dButtonUndoAll</h2><p>This component allows you to perform the Undo All action. This can be done by attaching it to a clickable object, or manually from the RedoAll method.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">UndoAll</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>If you want to manually trigger UndoAll, then call this function.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dChangeCounterEvent"></a><h2>P3dChangeCounterEvent</h2><p>This component allows you to perform an event when the specified <b>P3dChangeCounter</b> instances are painted a specific amount.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">List<P3dChangeCounter></b>
|
|
<br>
|
|
<span style="">Counters</span>
|
|
</h2>
|
|
<p>This allows you to specify the counters that will be used.</p><p><b>None</b> = All active and enabled counters in the scene.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector2</b>
|
|
<br>
|
|
<span style="">Range</span>
|
|
</h2>
|
|
<p>This paint ratio must be inside this range to be considered inside.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Inside</span>
|
|
</h2>
|
|
<p>This tells you if the paint ratio is within the current <b>Range</b>.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">UnityEvent</b>
|
|
<br>
|
|
<span style="">OnInside</span>
|
|
</h2>
|
|
<p>This event will be called on the first frame <b>Inside</b> becomes true.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">UnityEvent</b>
|
|
<br>
|
|
<span style="">OnOutside</span>
|
|
</h2>
|
|
<p>This event will be called on the first frame <b>Inside</b> becomes false.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Ratio</span>
|
|
</h2>
|
|
<p>This tells you the current paint ratio of the specified <b>Color</b>, where 0 is no paint, and 1 is fully painted.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dChangeCounterFill"></a><h2>P3dChangeCounterFill</h2><p>This component fills the attached UI Image based on the total amount of pixels that have been painted in the specified <b>P3dChangeCounterFill</b> components.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">List<P3dChangeCounter></b>
|
|
<br>
|
|
<span style="">Counters</span>
|
|
</h2>
|
|
<p>This allows you to specify the counters that will be used.</p><p>Zero = All active and enabled counters in the scene.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Inverse</span>
|
|
</h2>
|
|
<p>Inverse the fill?</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dChangeCounterText"></a><h2>P3dChangeCounterText</h2><p>This component will output the total pixels for the specified team to a UI Text component.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">List<P3dChangeCounter></b>
|
|
<br>
|
|
<span style="">Counters</span>
|
|
</h2>
|
|
<p>This allows you to specify the counters that will be used.</p><p>Zero = All active and enabled counters in the scene.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Inverse</span>
|
|
</h2>
|
|
<p>Inverse the <b>Count</b> and <b>Percent</b> values?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">DecimalPlaces</span>
|
|
</h2>
|
|
<p>This allows you to set the amount of decimal places when using the percentage output.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">string</b>
|
|
<br>
|
|
<span style="">Format</span>
|
|
</h2>
|
|
<p>This allows you to set the format of the team text. You can use the following tokens:</p><p>{TOTAL} = Total amount of pixels that can be painted.</p><p>{COUNT} = Total amount of pixel that have been painted.</p><p>{PERCENT} = Percentage of pixels that have been painted.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">StringEvent</b>
|
|
<br>
|
|
<span style="">OnString</span>
|
|
</h2>
|
|
<p>The color count will be output via this event.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dChannelCounterEvent"></a><h2>P3dChannelCounterEvent</h2><p>This component allows you to perform an event when the specified <b>P3dChannelCounter</b> instances are painted a specific amount.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">List<P3dChannelCounter></b>
|
|
<br>
|
|
<span style="">Counters</span>
|
|
</h2>
|
|
<p>This allows you to specify the counters that will be used.</p><p><b>None</b> = All active and enabled counters in the scene.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">ChannelType</b>
|
|
<br>
|
|
<span style="">Channel</span>
|
|
</h2>
|
|
<p>This allows you to choose which channel will be output to the UI Text.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector2</b>
|
|
<br>
|
|
<span style="">Range</span>
|
|
</h2>
|
|
<p>This paint ratio must be inside this range to be considered inside.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Inside</span>
|
|
</h2>
|
|
<p>This tells you if the paint ratio is within the current <b>Range</b>.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">UnityEvent</b>
|
|
<br>
|
|
<span style="">OnInside</span>
|
|
</h2>
|
|
<p>This event will be called on the first frame <b>Inside</b> becomes true.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">UnityEvent</b>
|
|
<br>
|
|
<span style="">OnOutside</span>
|
|
</h2>
|
|
<p>This event will be called on the first frame <b>Inside</b> becomes false.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Ratio</span>
|
|
</h2>
|
|
<p>This tells you the current paint ratio of the specified <b>Channel</b>, where 0 is no paint, and 1 is fully painted.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dChannelCounterFill"></a><h2>P3dChannelCounterFill</h2><p>This component fills the attached UI Image based on the total amount of opaque pixels that have been painted in all active and enabled <b>P3dChannelCounter</b> components in the scene.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">List<P3dChannelCounter></b>
|
|
<br>
|
|
<span style="">Counters</span>
|
|
</h2>
|
|
<p>This allows you to specify the counters that will be used.</p><p>Zero = All active and enabled counters in the scene.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">ChannelType</b>
|
|
<br>
|
|
<span style="">Channel</span>
|
|
</h2>
|
|
<p>This allows you to choose which channel will be output to the UI Image.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Inverse</span>
|
|
</h2>
|
|
<p>Inverse the fill?</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dChannelCounterText"></a><h2>P3dChannelCounterText</h2><p>This component allows you to output the totals of all the specified pixel counters to a UI Text component.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">List<P3dChannelCounter></b>
|
|
<br>
|
|
<span style="">Counters</span>
|
|
</h2>
|
|
<p>This allows you to specify the counters that will be used.</p><p>Zero = All active and enabled counters in the scene.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">ChannelType</b>
|
|
<br>
|
|
<span style="">Channel</span>
|
|
</h2>
|
|
<p>This allows you to choose which channel will be output to the UI Text.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Inverse</span>
|
|
</h2>
|
|
<p>Inverse the <b>Count</b> and <b>Percent</b> values?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">DecimalPlaces</span>
|
|
</h2>
|
|
<p>This allows you to set the amount of decimal places when using the percentage output.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">string</b>
|
|
<br>
|
|
<span style="">Format</span>
|
|
</h2>
|
|
<p>This allows you to set the format of the team text. You can use the following tokens:</p><p>{TOTAL} = Total amount of pixels that can be painted.</p><p>{COUNT} = Total amount of pixel that have been painted.</p><p>{PERCENT} = Percentage of pixels that have been painted.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">StringEvent</b>
|
|
<br>
|
|
<span style="">OnString</span>
|
|
</h2>
|
|
<p>The color count will be output via this event.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dColorCounterEvent"></a><h2>P3dColorCounterEvent</h2><p>This component allows you to perform an event when the specified <b>P3dColorCounter</b> instances are painted a specific amount.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">List<P3dColorCounter></b>
|
|
<br>
|
|
<span style="">Counters</span>
|
|
</h2>
|
|
<p>This allows you to specify the counters that will be used.</p><p><b>None</b> = All active and enabled counters in the scene.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dColor</b>
|
|
<br>
|
|
<span style="">Color</span>
|
|
</h2>
|
|
<p>This allows you to set which color will be handled by this component.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector2</b>
|
|
<br>
|
|
<span style="">Range</span>
|
|
</h2>
|
|
<p>This paint ratio must be inside this range to be considered inside.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Inside</span>
|
|
</h2>
|
|
<p>This tells you if the paint ratio is within the current <b>Range</b>.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">UnityEvent</b>
|
|
<br>
|
|
<span style="">OnInside</span>
|
|
</h2>
|
|
<p>This event will be called on the first frame <b>Inside</b> becomes true.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">UnityEvent</b>
|
|
<br>
|
|
<span style="">OnOutside</span>
|
|
</h2>
|
|
<p>This event will be called on the first frame <b>Inside</b> becomes false.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Ratio</span>
|
|
</h2>
|
|
<p>This tells you the current paint ratio of the specified <b>Color</b>, where 0 is no paint, and 1 is fully painted.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dColorCounterFill"></a><h2>P3dColorCounterFill</h2><p>This component fills the attached UI Image based on the total amount of pixels that have been painted in the specified <b>P3dColorCounter</b> components.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">List<P3dColorCounter></b>
|
|
<br>
|
|
<span style="">Counters</span>
|
|
</h2>
|
|
<p>This allows you to specify the counters that will be used.</p><p>Zero = All active and enabled counters in the scene.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dColor</b>
|
|
<br>
|
|
<span style="">Color</span>
|
|
</h2>
|
|
<p>This allows you to set which color will be handled by this component.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Inverse</span>
|
|
</h2>
|
|
<p>Inverse the fill?</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dColorCounterText"></a><h2>P3dColorCounterText</h2><p>This component will output the total pixels for the specified color to the <b>OnString</b> event.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">List<P3dColorCounter></b>
|
|
<br>
|
|
<span style="">Counters</span>
|
|
</h2>
|
|
<p>This allows you to specify the counters that will be used.</p><p>Zero = All active and enabled counters in the scene.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">P3dColor</b>
|
|
<br>
|
|
<span style="">Color</span>
|
|
</h2>
|
|
<p>This allows you to set which color will be handled by this component.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Inverse</span>
|
|
</h2>
|
|
<p>Inverse the <b>Count</b> and <b>Percent</b> values?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">DecimalPlaces</span>
|
|
</h2>
|
|
<p>This allows you to set the amount of decimal places when using the percentage output.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">string</b>
|
|
<br>
|
|
<span style="">Format</span>
|
|
</h2>
|
|
<p>This allows you to set the format of the team text. You can use the following tokens:</p><p>{TOTAL} = Total amount of pixels that can be painted.</p><p>{COUNT} = Total amount of pixel that have been painted.</p><p>{PERCENT} = Percentage of pixels that have been painted.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">StringEvent</b>
|
|
<br>
|
|
<span style="">OnString</span>
|
|
</h2>
|
|
<p>The color count will be output via this event.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dPaintDebug"></a><h2>P3dPaintDebug</h2><p>This component allows you to debug hit points into the <b>Scene</b> tab. Hit points will automatically be sent by any <b>P3dHit___</b> component on this GameObject, or its ancestors.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Color</b>
|
|
<br>
|
|
<span style="">Color</span>
|
|
</h2>
|
|
<p>The color of the debug.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Duration</span>
|
|
</h2>
|
|
<p>The duration of the debug.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Size</span>
|
|
</h2>
|
|
<p>The size of the debug.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dSpawner"></a><h2>P3dSpawner</h2><p>This allows you to spawn a prefab at a hit point. Hit points will automatically be sent by any <b>P3dHit___</b> component on this GameObject, or its ancestors.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">List<GameObject></b>
|
|
<br>
|
|
<span style="">Prefabs</span>
|
|
</h2>
|
|
<p>A random prefab from this list will be spawned.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Radius</span>
|
|
</h2>
|
|
<p>The spawned prefab will be randomly offset by a random point within this radius in world space.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector3</b>
|
|
<br>
|
|
<span style="">Velocity</span>
|
|
</h2>
|
|
<p>If the prefab contains a <b>Rigidbody</b>, it will be given this velocity in local space.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">OffsetNormal</span>
|
|
</h2>
|
|
<p>The spawned prefab will be offset from the hit point based on the hit normal by this value in world space.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector3</b>
|
|
<br>
|
|
<span style="">OffsetWorld</span>
|
|
</h2>
|
|
<p>The spawned prefab will be offset from the hit point based on this value in world space.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Spawn</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>Call this if you want to manually spawn the specified prefab.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dActionOnEnable"></a><h2>P3dActionOnEnable</h2><p>This component invokes the <b>Action</b> event when this component is enabled.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">UnityEvent</b>
|
|
<br>
|
|
<span style="">Action</span>
|
|
</h2>
|
|
<p>The event that will be invoked.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dCommandSerialization"></a><h2>P3dCommandSerialization</h2><p>This component shows you how to listen for and store paint commands added to any <b>P3dPaintableTexture</b> component in the scene.</p><p>This component can then reset each paintable texture, and randomly apply one of the recorded paint commands.</p><div class="tip"><strong>NOTE</strong>  For a paint command to be able to be de/serialized, all P3dModel, P3dPaintable, P3dPaintableTexture, and Texture instance associated with the paint command must be registered with a unique hash code that will be the same across all application runs and clients.</div><div class="tip"><strong>NOTE</strong>  The hash codes for the P3d___ components can be set using the <b>Advanced/Hash</b> setting, but the <b>Texture</b> instances must be done separately using either the <b>P3dTextureHash</b> component, or manual calls to <b>P3dSerialization.TryRegister(texture)</b> before you attempt to de/serialize a paint command.</div><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">Listening</span>
|
|
</h2>
|
|
<p>Should this component listen for added commands?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Clear</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This method will pool and clear all commands.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">RebuildRandomCommand</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This method will clear all paintable textures, and apply one random paint command that was recorded.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dDestroyAfterTime"></a><h2>P3dDestroyAfterTime</h2><p>This component automatically destroys this GameObject after some time.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Seconds</span>
|
|
</h2>
|
|
<p>If this component has been active for this many seconds, the current GameObject will be destroyed.</p><p>-1 = DestroyNow must be manually called.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dDestroyer"></a><h2>P3dDestroyer</h2><p>This component automatically destroys the specified GameObject when sent a hit point. Hit points will automatically be sent by any <b>P3dHit___</b> component on this GameObject, or its ancestors.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">GameObject</b>
|
|
<br>
|
|
<span style="">Target</span>
|
|
</h2>
|
|
<p>This GameObject will be destroyed.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dDragPitchYaw"></a><h2>P3dDragPitchYaw</h2><p>This component adds basic Pitch/Yaw controls to the current GameObject (e.g. camera) using mouse or touch controls.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Transform</b>
|
|
<br>
|
|
<span style="">Tools</span>
|
|
</h2>
|
|
<p>Rotation will be active if all of these tools are deactivated.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">KeyCode</b>
|
|
<br>
|
|
<span style="">Key</span>
|
|
</h2>
|
|
<p>The key that must be held for this component to activate on desktop platforms.</p><p>None = Any mouse button.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">LayerMask</b>
|
|
<br>
|
|
<span style="">GuiLayers</span>
|
|
</h2>
|
|
<p>Fingers that began touching the screen on top of these UI layers will be ignored.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Pitch</span>
|
|
</h2>
|
|
<p>The target pitch angle in degrees.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">PitchSensitivity</span>
|
|
</h2>
|
|
<p>The speed the pitch changed relative to the mouse/finger drag distance.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">PitchMin</span>
|
|
</h2>
|
|
<p>The minimum value of the pitch value.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">PitchMax</span>
|
|
</h2>
|
|
<p>The maximum value of the pitch value.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Yaw</span>
|
|
</h2>
|
|
<p>The target yaw angle in degrees.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">YawSensitivity</span>
|
|
</h2>
|
|
<p>The speed the yaw changed relative to the mouse/finger drag distance.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Dampening</span>
|
|
</h2>
|
|
<p>How quickly the rotation transitions from the current to the target value (-1 = instant).</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dInputAxis"></a><h2>P3dInputAxis</h2><p>This component allows you to convert input axis values to a boolean event. This can be used to map VR buttons to other components.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">string</b>
|
|
<br>
|
|
<span style="">AxisName</span>
|
|
</h2>
|
|
<p>The name of the input axis in the Project Settings.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">int</b>
|
|
<br>
|
|
<span style="">AxisIndex</span>
|
|
</h2>
|
|
<p>The index of the input axis in the Project Settings.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dPaintFromCode"></a><h2>P3dPaintFromCode</h2><p>This component shows you how to paint from code.</p><br><br></div><div style="overflow:hidden;"><a name="P3dPaintMultiplayer"></a><h2>P3dPaintMultiplayer</h2><p>This component listens for <b>point</b> and <b>line</b> painting events. It then simulates transmitting them over a network with a delay, and then painting the received data.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Delay</span>
|
|
</h2>
|
|
<p>This allows you to specify the simulated delay between painting across the network in seconds.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dProceduralSetup"></a><h2>P3dProceduralSetup</h2><p>This component can be added to an empty GameObject, and it will set it up with a procedurally generated quad that is ready for painting.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Material</b>
|
|
<br>
|
|
<span style="">Material</span>
|
|
</h2>
|
|
<p>The <b>Material</b> applied to the renderer.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Size</span>
|
|
</h2>
|
|
<p>The size of the generated quad in local space.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dReadColorEvent"></a><h2>P3dReadColorEvent</h2><p>This component allows you to perform an event when the attached <b>P3dReadColor</b> component reads a specific color.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Color</b>
|
|
<br>
|
|
<span style="">Color</span>
|
|
</h2>
|
|
<p>This color we want to detect.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Threshold</span>
|
|
</h2>
|
|
<p>The RGBA values must be within this range of a color for it to be counted.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">ColorEvent</b>
|
|
<br>
|
|
<span style="">OnColor</span>
|
|
</h2>
|
|
<p>When the expected color is read, this event will be invoked.</p><p>Color = The expected color.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dRotate"></a><h2>P3dRotate</h2><p>This component allows you to rotate the current <b>Transform</b>.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Space</b>
|
|
<br>
|
|
<span style="">Space</span>
|
|
</h2>
|
|
<p>This allows you to set the coordinate space the movement will use.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector3</b>
|
|
<br>
|
|
<span style="">PerSecond</span>
|
|
</h2>
|
|
<p>The position will be incremented by this each second.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dSpiral"></a><h2>P3dSpiral</h2><p>This component moves the current <b>Transform</b> in a spiral pattern.</p><br><br></div><div style="overflow:hidden;"><a name="P3dTapThrow"></a><h2>P3dTapThrow</h2><p>This component will spawn and throw Rigidbody prefabs from the camera when you tap the mouse or a finger.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">KeyCode</b>
|
|
<br>
|
|
<span style="">Key</span>
|
|
</h2>
|
|
<p>The key that must be held for this component to activate on desktop platforms.</p><p>None = Any mouse button.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">LayerMask</b>
|
|
<br>
|
|
<span style="">GuiLayers</span>
|
|
</h2>
|
|
<p>Fingers that began touching the screen on top of these UI layers will be ignored.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">GameObject</b>
|
|
<br>
|
|
<span style="">Prefab</span>
|
|
</h2>
|
|
<p>The prefab that will be thrown.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Speed</span>
|
|
</h2>
|
|
<p>The speed that the object will be thrown at.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">StoreStates</span>
|
|
</h2>
|
|
<p>Should painting triggered from this component be eligible for being undone?</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dToggleParticles"></a><h2>P3dToggleParticles</h2><p>This component enables or disables the specified ParticleSystem based on mouse or finger presses.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">LayerMask</b>
|
|
<br>
|
|
<span style="">GuiLayers</span>
|
|
</h2>
|
|
<p>Fingers that began touching the screen on top of these UI layers will be ignored.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">KeyCode</b>
|
|
<br>
|
|
<span style="">Key</span>
|
|
</h2>
|
|
<p>The key that must be held for this component to activate.</p><p>None = Any mouse button or finger.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">ParticleSystem</b>
|
|
<br>
|
|
<span style="">Target</span>
|
|
</h2>
|
|
<p>The particle system that will be enabled/disabled based on mouse/touch.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">StoreStates</span>
|
|
</h2>
|
|
<p>Should painting triggered from this component be eligible for being undone?</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dToggleScript"></a><h2>P3dToggleScript</h2><p>This component allows you to enable/disable the target component while the specified key is held down.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">KeyCode</b>
|
|
<br>
|
|
<span style="">Key</span>
|
|
</h2>
|
|
<p>The key that must be held for this component to activate.</p><p>None = Any mouse button or finger.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">MonoBehaviour</b>
|
|
<br>
|
|
<span style="">Target</span>
|
|
</h2>
|
|
<p>The component that will be enabled or disabled.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">StoreStates</span>
|
|
</h2>
|
|
<p>Should painting triggered from this component be eligible for being undone?</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dTranslate"></a><h2>P3dTranslate</h2><p>This component allows you to move the current <b>Transform</b> using editor events (e.g. UI buttons).</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Space</b>
|
|
<br>
|
|
<span style="">Space</span>
|
|
</h2>
|
|
<p>This allows you to set the coordinate space the movement will use.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Multiplier</span>
|
|
</h2>
|
|
<p>The movement values will be multiplied by this before use.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">Damping</span>
|
|
</h2>
|
|
<p>If you want this component to change smoothly over time, then this allows you to control how quick the changes reach their target value.</p><p>-1 = Instantly change.</p><p>1 = Slowly change.</p><p>10 = Quickly change.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector3</b>
|
|
<br>
|
|
<span style="">PerSecond</span>
|
|
</h2>
|
|
<p>The position will be incremented by this each second.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">TranslateX</span>
|
|
<br>
|
|
<b>float magnitude</b>
|
|
</h2>
|
|
<p>This method allows you to translate along the X axis, with the specified value.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">TranslateY</span>
|
|
<br>
|
|
<b>float magnitude</b>
|
|
</h2>
|
|
<p>This method allows you to translate along the Y axis, with the specified value.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">TranslateZ</span>
|
|
<br>
|
|
<b>float magnitude</b>
|
|
</h2>
|
|
<p>This method allows you to translate along the Z axis, with the specified value.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Translate</span>
|
|
<br>
|
|
<b>Vector3 vector</b>
|
|
</h2>
|
|
<p>This method allows you to translate along the specified vector.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">TranslateWorld</span>
|
|
<br>
|
|
<b>Vector3 vector</b>
|
|
</h2>
|
|
<p>This method allows you to translate along the specified vector in world space.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dVrManager"></a><h2>P3dVrManager</h2><p>This component attached the current GameObject to a tracked hand.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">// KeyCode</b>
|
|
<br>
|
|
<span style="">RecenterKey</span>
|
|
</h2>
|
|
<p>This key allows you to reset the VR orientation.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">GrabDistance</span>
|
|
</h2>
|
|
<p>The default distance in world space a hand must be to grab a tool.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">KeyCode</b>
|
|
<br>
|
|
<span style="">SimulatedLeftTrigger</span>
|
|
</h2>
|
|
<p>This key allows you to simulate a left hand VR trigger.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">KeyCode</b>
|
|
<br>
|
|
<span style="">SimulatedLeftGrip</span>
|
|
</h2>
|
|
<p>This key allows you to simulate a left hand VR grip.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">KeyCode</b>
|
|
<br>
|
|
<span style="">SimulatedRightTrigger</span>
|
|
</h2>
|
|
<p>This key allows you to simulate a right hand VR trigger.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">KeyCode</b>
|
|
<br>
|
|
<span style="">SimulatedRightGrip</span>
|
|
</h2>
|
|
<p>This key allows you to simulate a right hand VR grip.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector3</b>
|
|
<br>
|
|
<span style="">SimulatedTilt</span>
|
|
</h2>
|
|
<p>When simulating a VR tool, it will be offset by this Euler rotation.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector3</b>
|
|
<br>
|
|
<span style="">SimulatedOffset</span>
|
|
</h2>
|
|
<p>When simulating a VR tool, it will be offset by this local position.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">SimulatedDistanceMax</span>
|
|
</h2>
|
|
<p>When simulating a VR tool, it will be moved away from the hit surface by this.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector3</b>
|
|
<br>
|
|
<span style="">SimulatedEyeOffset</span>
|
|
</h2>
|
|
<p>The simulated left VR eye will be offset this much.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">SimulatedNormalInfluence</span>
|
|
</h2>
|
|
<p>When simulating a VR tool, this will control how much the hit surface normal influences the tool rotation.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static LinkedList<P3dVrManager></b>
|
|
<br>
|
|
<span style="">Instances</span>
|
|
</h2>
|
|
<p>This stores all active and enabled instances in the open scenes.</p>
|
|
</div><br><br><br></div><div style="overflow:hidden;"><a name="P3dVrTool"></a><h2>P3dVrTool</h2><p>This component attached the current GameObject to a tracked hand.</p><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">XRNode</b>
|
|
<br>
|
|
<span style="">Node</span>
|
|
</h2>
|
|
<p>The XR node this GameObject will follow.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">bool</b>
|
|
<br>
|
|
<span style="">StoreStates</span>
|
|
</h2>
|
|
<p>Should painting triggered from this component be eligible for being undone?</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector3</b>
|
|
<br>
|
|
<span style="">LocalOffset</span>
|
|
</h2>
|
|
<p>This tool will be offset by this vector in local space.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector3</b>
|
|
<br>
|
|
<span style="">SimulatedOffset</span>
|
|
</h2>
|
|
<p>When simulating a VR tool, it will be offset by this local position.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">Vector3</b>
|
|
<br>
|
|
<span style="">SimulatedKeyOffset</span>
|
|
</h2>
|
|
<p>The <b>SimulatedOffset</b> value will be offset by this when the simulated key is held.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">float</b>
|
|
<br>
|
|
<span style="">SimulatedDampening</span>
|
|
</h2>
|
|
<p>This allows you to control the speed of the simulated transform changes.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">Drop</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This will drop the current tool.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">void</b>
|
|
<br>
|
|
<span style="">DropAndGrabNextTool</span>
|
|
<br>
|
|
<b></b>
|
|
</h2>
|
|
<p>This will drop the current tool and grab the next in the scene.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static List<P3dVrTool></b>
|
|
<br>
|
|
<span style="">GetTools</span>
|
|
<br>
|
|
<b>XRNode node</b>
|
|
</h2>
|
|
<p>This method allows you to find the tool currently on the specified node.</p>
|
|
</div><br><div style="padding-left:75px;"><br>
|
|
<h2>
|
|
<b style="">static void</b>
|
|
<br>
|
|
<span style="">DropAllTools</span>
|
|
<br>
|
|
<b>XRNode node</b>
|
|
</h2>
|
|
<p>This method allows you to drop all tools on the specified node.</p>
|
|
</div><br><br><br></div>
|
|
</div>
|
|
<div style="position: absolute; width: 310px; left: 0px; right: 0px; top: 20px; bottom: 20px; overflow-y: scroll; padding: 20px;">
|
|
<h2 style="padding-bottom: 5px;">Index</h2>
|
|
<p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#ThankYou">Thank you for using Paint in 3D ❤️</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#Upgrade">How do I upgrade?</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#SRP">Is URP/HDRP supported?</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#Shaders">Are custom shaders/materials supported?</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#VR">Is VR supported?</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#Save">Can I save my in-game paint to my project?</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#InputSystem">Is the new InputSystem supported?</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#InGame">Getting Started (In-Game)</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#InEditor">Getting Started (In-Editor)</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#UV">UV Data Requirements</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#Seams">Fixing UV Seams</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#UV_Examples">Examples Of UV Maps</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#Undo">Undo & Redo</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#Blend">Blend Modes</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#Blend">Skinned Mesh Painting</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#Lines">Drawing Connected Lines</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#MultiTexture">Painting Multiple Textures</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#Optimization">Advanced Optimization</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#Issues">Known Issues</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#CreatePresets">Can I Create New Paint Presets?</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#CreateTools">Can I Create New Paint Tools? (In-Editor)</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#CreateMaterials">Can I Create New Paint Materials? (In-Editor)</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#DeSerialization">Can Each Individual Paint Be De/Serialized? (e.g. networking)</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#Examples">What Examples Are Included?</a></p>
|
|
<br><br>
|
|
<h2 style="padding-bottom: 5px;">Assets</h2>
|
|
<p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetLeanTouch">Lean Touch</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetLeanTouchPlus">Lean Touch+</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetLeanLocalization">Lean Localization</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetLeanPool">Lean Pool</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetLeanTransition">Lean Transition</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetLeanGUI">Lean GUI</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetLeanGUIShapes">Lean GUI Shapes</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetLeanTexture">Lean Texture</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetLeanTexturePlus">Lean Texture+</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetSpaceships">CW Spaceships</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetOrbit">CW Orbit</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetNebula">CW Nebula</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetGasGiant">CW Gas Giant</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetGalaxy">CW Galaxy</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetSilhouette">CW Silhouette</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetCosmos">CW Cosmos</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetPaintIn3D">Paint in 3D</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetFlow">FLOW</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetDestructible2D">Destructible 2D</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetSpaceGraphicsToolkit">Space Graphics Toolkit</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetPlanetPack">Space Graphics Planets</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#GetVolumetricAudio">Volumetric Audio</a></p>
|
|
<br><br>
|
|
<h2 style="padding-bottom: 5px;">Versions</h2>
|
|
<p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#3.1.1">3.1.1</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#3.1.0">3.1.0</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#3.0.3">3.0.3</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#3.0.2">3.0.2</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#3.0.1">3.0.1</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#3.0.0">3.0.0</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#2.0.4">2.0.4</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#2.0.3">2.0.3</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#2.0.2">2.0.2</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#2.0.1">2.0.1</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#2.0.0">2.0.0</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.11.14">1.11.14</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.11.13">1.11.13</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.11.12">1.11.12</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.11.11">1.11.11</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.11.10">1.11.10</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.11.9">1.11.9</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.11.8">1.11.8</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.11.7">1.11.7</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.11.6">1.11.6</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.11.5">1.11.5</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.11.4">1.11.4</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.11.3">1.11.3</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.11.2">1.11.2</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.11.1">1.11.1</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.10.5">1.10.5</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.10.4">1.10.4</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.10.3">1.10.3</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.10.2">1.10.2</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.10.1">1.10.1</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.9.14">1.9.14</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.9.13">1.9.13</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.9.12">1.9.12</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.9.11">1.9.11</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.9.10">1.9.10</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.9.9">1.9.9</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.9.8">1.9.8</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.9.7">1.9.7</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.9.6">1.9.6</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.9.5">1.9.5</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.9.4">1.9.4</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.9.3">1.9.3</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.9.2">1.9.2</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.9.1">1.9.1</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.9.0">1.9.0</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.8.9">1.8.9</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.8.8">1.8.8</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.8.7">1.8.7</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.8.6">1.8.6</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.8.5">1.8.5</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.8.4">1.8.4</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.8.3">1.8.3</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.8.2">1.8.2</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.8.1">1.8.1</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#1.8.0">1.8.0</a></p>
|
|
<br><br>
|
|
<h2 style="padding-bottom: 5px;">Components</h2>
|
|
<p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#IClone">IClone</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#IHit">IHit</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#IHitCoord">IHitCoord</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#IHitLine">IHitLine</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#IHitPoint">IHitPoint</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#IHitQuad">IHitQuad</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#IHitTriangle">IHitTriangle</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dBlendMode">P3dBlendMode</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dChangeCounter">P3dChangeCounter</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dChannelCounter">P3dChannelCounter</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dClone">P3dClone</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dCloneMirror">P3dCloneMirror</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dColor">P3dColor</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dColorCounter">P3dColorCounter</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dCommand">P3dCommand</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dCommon">P3dCommon</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dCoordCopier">P3dCoordCopier</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#CwEditorWindow">CwEditorWindow</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dGraduallyFade">P3dGraduallyFade</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dGroup">P3dGroup</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dGroupData">P3dGroupData</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dHashedMaterial">P3dHashedMaterial</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dHashedModel">P3dHashedModel</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dHashedTexture">P3dHashedTexture</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dHit">P3dHit</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dLineConnector">P3dLineConnector</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dMask">P3dMask</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dMaterialCloner">P3dMaterialCloner</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dModel">P3dModel</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dModifier">P3dModifier</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dModifierList">P3dModifierList</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dPaintable">P3dPaintable</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dPaintableManager">P3dPaintableManager</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dPaintableState">P3dPaintableState</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dPaintableTexture">P3dPaintableTexture</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dPaintableTextureMonitor">P3dPaintableTextureMonitor</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dPaintableTextureMonitorMask">P3dPaintableTextureMonitorMask</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dPointConnector">P3dPointConnector</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dReadColor">P3dReadColor</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dReader">P3dReader</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dRenderDepth">P3dRenderDepth</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dSerialization">P3dSerialization</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dSlot">P3dSlot</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dStateManager">P3dStateManager</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dTextureHash">P3dTextureHash</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dCommandFill">P3dCommandFill</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dCommandReplace">P3dCommandReplace</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dCommandReplaceChannels">P3dCommandReplaceChannels</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dHitBetween">P3dHitBetween</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dHitCache">P3dHitCache</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dHitCollisions">P3dHitCollisions</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dHitNearby">P3dHitNearby</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dHitParticles">P3dHitParticles</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dHitScreen">P3dHitScreen</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dHitScreenBase">P3dHitScreenBase</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dHitScreenFill">P3dHitScreenFill</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dHitScreenLine">P3dHitScreenLine</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dHitThrough">P3dHitThrough</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dMeshAnalysis">P3dMeshAnalysis</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dPreset">P3dPreset</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dSeamFixer">P3dSeamFixer</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dModifyAngleRandom">P3dModifyAngleRandom</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dModifyColorRandom">P3dModifyColorRandom</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dModifyHardnessPressure">P3dModifyHardnessPressure</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dModifyHardnessRandom">P3dModifyHardnessRandom</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dModifyOpacityPressure">P3dModifyOpacityPressure</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dModifyOpacityRandom">P3dModifyOpacityRandom</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dModifyPositionRandom">P3dModifyPositionRandom</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dModifyRadiusPressure">P3dModifyRadiusPressure</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dModifyRadiusRandom">P3dModifyRadiusRandom</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dModifyScaleRandom">P3dModifyScaleRandom</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dModifyTexturePressure">P3dModifyTexturePressure</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dModifyTextureRandom">P3dModifyTextureRandom</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dPaintFill">P3dPaintFill</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dPaintReplace">P3dPaintReplace</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dPaintReplaceChannels">P3dPaintReplaceChannels</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dPointer">P3dPointer</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dPointerMouse">P3dPointerMouse</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dPointerPen">P3dPointerPen</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dPointerTouch">P3dPointerTouch</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dButtonClearAll">P3dButtonClearAll</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dButtonRedoAll">P3dButtonRedoAll</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dButtonUndoAll">P3dButtonUndoAll</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dChangeCounterEvent">P3dChangeCounterEvent</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dChangeCounterFill">P3dChangeCounterFill</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dChangeCounterText">P3dChangeCounterText</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dChannelCounterEvent">P3dChannelCounterEvent</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dChannelCounterFill">P3dChannelCounterFill</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dChannelCounterText">P3dChannelCounterText</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dColorCounterEvent">P3dColorCounterEvent</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dColorCounterFill">P3dColorCounterFill</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dColorCounterText">P3dColorCounterText</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dPaintDebug">P3dPaintDebug</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dSpawner">P3dSpawner</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dActionOnEnable">P3dActionOnEnable</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dCommandSerialization">P3dCommandSerialization</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dDestroyAfterTime">P3dDestroyAfterTime</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dDestroyer">P3dDestroyer</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dDragPitchYaw">P3dDragPitchYaw</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dInputAxis">P3dInputAxis</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dPaintFromCode">P3dPaintFromCode</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dPaintMultiplayer">P3dPaintMultiplayer</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dProceduralSetup">P3dProceduralSetup</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dReadColorEvent">P3dReadColorEvent</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dRotate">P3dRotate</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dSpiral">P3dSpiral</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dTapThrow">P3dTapThrow</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dToggleParticles">P3dToggleParticles</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dToggleScript">P3dToggleScript</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dTranslate">P3dTranslate</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dVrManager">P3dVrManager</a></p><p style="margin: 2px; padding-left: 10px; text-indent: -10px;"><a href="#P3dVrTool">P3dVrTool</a></p>
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