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952.698828161559 -121.521452182309 922.578213286971 -54.9984680369172 915.85572891384 -54.9984680369172 886.160069077205 -121.516193869321 896.261713824315 -121.537227121271 8 868.333673632955 -122.76721219233 875.978949035428 -122.76721219233 875.978949035428 -58.5005079887253 868.333673632955 -58.5005079887253 868.333673632955 -122.76721219233 5 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble true 37.53366 36.9653 1263.01 36.9653 1263.01 60.63473 37.53366 60.63473 A quick note Microsoft Sans Serif a9ae7061-acc5-414e-b122-620c493b7be9 false Scribble Scribble 25 The Direct Text Input component will let users enter a text online and use it as a parameter of the model. 32.53366 31.9653 1235.476 33.66944 37.53366 36.9653 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and text values 79f73494-c624-46c3-8f9e-28c2de653c20 Panel Text input false 0 0 Right-click on the component to define a default text and the maximum length for the string typed by the user. Rename the component to define the parameter name on ShapeDiver. 659 424 195 211 0 0 0 659.2447 424.5222 255;94;185;255 true true true false false true Courier New 7.8 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and text values 83763d9d-6c2f-4616-a27e-4758b45634e3 Panel Text tags false 0 0 In addition to the 'Custom Preview' and the ShapeDiver Display components, ShapeDiver is also compatible with 2D and 3D text tags. 1269 202 195 211 0 0 0 1269.225 202.6048 255;94;185;255 true true true false false true Courier New 7.8 3b220754-4114-4170-b6c3-b286b86ed524 Text Tag Represents a list of text tags in a Rhino viewport 15cfdcbd-2a6a-48ef-a4bf-2f16d09a8183 Text Tag Text Tag 12 1183 372 45 64 1214 404 Location of text tag true b421265c-822d-4d2d-8b25-b5ad996a039f Location L false c2b4200e-1a4c-459f-a37e-296ff7ad7143 1 1185 374 14 20 1193.5 384 The text to display 751022a7-d074-4504-aa23-3c8f8b541a82 Text T false fa091fb2-4ba8-4da3-bf28-67189001bb71 1 1185 394 14 20 1193.5 404 Optional colour for tag b2ae4d7a-0c89-4f55-a330-94859ab19078 Colour C true 03998526-53ec-4222-8ca2-97b100b3cdc5 1 1185 414 14 20 1193.5 424 b7798b74-037e-4f0c-8ac7-dc1043d093e0 Rotate Rotate an object in a plane. true 8e328b45-b614-4436-ac94-a0d9163cd3a4 Rotate Rotate 480 367 67 64 512 399 Base geometry e275cef7-6212-48e5-8742-7356ded00aa9 Geometry G true 583b54f6-b5b7-4065-9926-13861ab656a6 1 482 369 15 20 491 379 Rotation angle in radians 06f54964-de82-477b-ba56-9cd04c21224c Angle A false 68ece024-a318-476d-bfe5-36651a8a9141 1 false 482 389 15 20 491 399 1 1 {0} 1.5707963267948966 Rotation plane 64eb2bce-80ca-4670-a024-7609d5b1f8a8 Plane P false d6ffa0ca-d4d8-4794-8cd1-69c353620894 1 482 409 15 20 491 419 1 1 {0} 0 0 0 1 0 0 0 1 0 Rotated geometry c2b4200e-1a4c-459f-a37e-296ff7ad7143 Geometry G false 0 527 369 18 30 536 384 Transformation data cf75893d-b131-49b8-9b08-4c04c6bfee26 Transform X false 0 527 399 18 30 536 414 e9eb1dcf-92f6-4d4d-84ae-96222d60f56b Move Translate (move) an object along a vector. true 694f4c7b-2c96-4daa-9331-75911eab8d34 Move Move 379 367 67 44 411 389 Base geometry b8e95340-d780-4bb5-b93a-d417cbb4f38f Geometry G true d6ffa0ca-d4d8-4794-8cd1-69c353620894 1 381 369 15 20 390 379 Translation vector 7d65e7ea-7c9f-4879-b5a6-beafe0c30eff Motion T false 2e81271b-850a-412e-a6a8-8cd7fe542fee 1 381 389 15 20 390 399 1 1 {0} 0 20 0 Translated geometry 583b54f6-b5b7-4065-9926-13861ab656a6 Geometry G false 0 426 369 18 20 435 379 Transformation data 5fe646b0-2168-4f32-9a07-4623e566a8c4 Transform X false 0 426 389 18 20 435 399 56b92eab-d121-43f7-94d3-6cd8f0ddead8 Vector XYZ Create a vector from {xyz} components. 34561ab0-86ad-4b19-b362-63917541aba5 Vector XYZ Vec 232 382 65 64 263 414 Vector {x} component ba31321c-7941-4a14-853d-213a98dc143d X component X false 0 234 384 14 20 242.5 394 1 1 {0} 0 Vector {y} component 0ed72ee3-b74e-437f-b62c-5ae6845a3c37 Y component Y false 0 234 404 14 20 242.5 414 1 1 {0} 5 Vector {z} component 797b5407-54cd-4f7d-87a4-b1c15bb86a4e Z component Z false 0 234 424 14 20 242.5 434 1 1 {0} 0 Vector construct 2e81271b-850a-412e-a6a8-8cd7fe542fee Vector V false 0 278 384 17 30 286.5 399 Vector length 91deb54b-18dd-4a19-982a-c66b212a21c7 Length L false 0 278 414 17 30 286.5 429 56b92eab-d121-43f7-94d3-6cd8f0ddead8 Vector XYZ Create a vector from {xyz} components. 98385415-ecf4-430f-ae45-a2ac962e7f12 Vector XYZ Vec 222 127 65 64 253 159 Vector {x} component 82ecfbb2-56fc-4373-a38e-3e981ded9ef3 X component X false 0 224 129 14 20 232.5 139 1 1 {0} 0 Vector {y} component a336ee20-f938-45c1-af5e-a663bcd527bf Y component Y false 0 224 149 14 20 232.5 159 1 1 {0} 10 Vector {z} component b8f5ce53-1dab-4eac-ba00-72581bd2e43e Z component Z false 0 224 169 14 20 232.5 179 1 1 {0} 0 Vector construct edd720fc-45b4-428c-ab26-ea214fd3c60d Vector V false 0 268 129 17 30 276.5 144 Vector length 090f2a13-5270-41cd-a5db-2ab172cfc47c Length L false 0 268 159 17 30 276.5 174 iVBORw0KGgoAAAANSUhEUgAAALwAAAB9CAIAAACXn57tAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAADW1SURBVHhe7X3XdxtZmp//APscP+2j7ScfP/rBYddh7Rl7PbNeT+iZblIMUrd3e3ZmPB3UrZbUrVaiArOYQQJEIgESBEAAhZxzDkROBEBEIoNglhgl+lRdCQJBKlCkerpb+J3f4QELtwqFwq+++33f/e6tf/JP6qjjDXBQRx2vjeeiWTwhstlsoVBIJpNut9tkMmkQqNVqPp9Po9EmJibGx8cnJycFAsHc3Fw8Hi8UCplMpvYoL0Aul4tEIiKRSK1WOxwOi8UiEolMJlMOgc/nYyGYm5vL5/O1O7815HI5kUgkFAplMplEIpFKpQqFQqvV+v3+ymlks1mfz2ez2bLZbO3+Pwq8oWjy+Xwul/N6vVqtVi6XazQalUollUoZDAYKhcJisWQymcViiUQilUql1+uNRqNYLFYoFPPz84VCofZwR5BOp2OxmFgsTiIwmUxOp7NYLBqNRpPJVC6XzQg8Ho9Go3mdA54V0um0SCSyWCxcLlcqlUokErFYLJFIFAqF0WjMZrOZTGZhYQFscTqduVyu9hA/fJxYNLlcLpvN2u12pVIpFotlMplWq52dnUWhUFQqVaPRgB/Y4XCYzWatVqtQKFQqldVqjcfjoVBIKpUCa1F73MMoFAoajcblcgHpzM3NabVajUaztrYmk8kSicTc3JzFYvF4PDqd7jsWjUKhEIvFDocjlUrFYrFgMAisrMlk0uv1hUIhEokA0Tgcjld+0x8iTiCadDqdz+cDgYBSqRQIBCKRSKfTabVaCIJUKlUymVxeXi4Wi/lnKCDI5XLRaNRms4nFYoPBUCwWTSaTwWB4eZ9SKBTEYnE8HlepVC6Xa3V1dXl5WSAQaLVaJpPp8XicTicQjV6vX1lZAX1WoVBIp9OVg4ATLhQKoJvIIgAN0uk0sArgNgDneegMkDbgrXw+XzlsOp2WI/D7/blcLp1OZzKZUqk0Pz+v0Wi0Wq3D4SiVSpXuqfp8Kjh24w8IrysacImNRiMEQXw+X6fThUIht9utVCrn5+eLxeJLnBXw4+XzebvdLpFICoWCWq12u91Hf6cKCoWCUqn0er3grg2Hw6VSKR6P6/V6i8WSyWRsNpvFYvH5fCqVymQyicVikUik1WoXFxfBmeTz+VgsZrVaDQaDx+PJZrN+v9/r9aZSqXQ6nUgkXC5XOBzOZDJ2u12v1zscDiAgcAL5fD4ej9tsNr1eb7Vao9EoUHlFND6fr9plKRaLFotFrVbL5fJsNptKpZLJJPigGolkMplEIpFKpcBVzefzCQT5fL5yQKDvyrtpBNUH+fPitUSTy+WSyaRYLIYgyGQyRaPR1dVVm82m1WoLhUK5XAb3XO1uR1AoFIChCofDMpnsJd1KJpOZn58HCltYWBAjcLlc5XK5VCoVCgWr1WqxWLxeL5lMdrvdoVAomUxarVa5XA406nA4gPPhcrnMZjONRmMwGBwOx2w2r6ysyGQykUhEJpO5XC5oo9frhULh/Px8LpfL5/NOpxPs7nA4rFYr6CKByTlWNOl0Oh6Pg7dAl0qlUh0OB5lM1mq1FbOay+X8fj+VShUKheVyeX5+XqFQAM9aoVBUvGkul8vn80OhkFqtlkqlHA4nGo2+zhX+bvBq0eRyuXg8zmKxIAjSarUmk0mlUk1OThKJRJlMJhaLVSqV3W5PJBIvtzcApVJJo9HYbDaZTPbyxsDRFggEDocjm83G43GtVisWi6PRaKlUAiYkn8+7XC6ZTCYQCEwm09raGvCEvF6vUqksFApOp1OlUjkQxGIxt9ut1+uXl5elUikwNm63GzhMwOqAPtHn8ymVykwmYzKZZDKZwWDIZrMajcbhcOTz+WNFA05YqVTKZDKv16tWq3k8XjAYVCgUMplsfn6+Yv+USqVCobDb7aFQSC6XS6VScEuIxWK5XO7xeJLJpFQqhSCIwWCIxWKpVEqlUsHpVX/cnxGvEA3olUgkEpFIFIvFOp3O5/PpdDq1Wg0sZyQScbvdWq1WJBIplcpgMHisf1ABCEdFIpFMJgOOCMBRFyefz5fL5XQ6rdPpgDeTzWaj0ahYLE6n0zabDfyWIMIqlUrAzwDxlFwuz+VyOp1Or9cDR1Wn05XLZYvFYjAYlpeXZTJZIBAAnSCwWDKZzOPxRCIRuVwuk8lSqRQIf0BCQSaTLS4uCoXCxcXFV4rG5/Op1WoOh5NOpw0Gg1wu1+l0xWIxm80GAgG5XK5QKOLxuEwmA90iuAIul8tgMMhkMiA1o9HIZrPdbncsFgM9XfVn/XnxCtEUi8WhoaHh4WGn07m4uLi8vDw/P69SqSr9EfAWgY1xu91SBB6P51gdgH4nFovh8XiLxVIul0EnIhQKrVZrjdRsNpvRaPT7/UtLS5lMxuFwALnY7XaTyQQ6Hb/fr1argfc9NzdnNBpDoRCTyTSbzZFIRCaTlcvlTCZTLpfVarXH47Hb7RXRRCIRk8kETgOEhAKBIJvNMhgMgUBQKBQ4HA6I/rRaLYfDKZVKCoUC/KJHRVPpnhQKRTQaVSqVHA4H3FQymUwul8fj8WKxCDIUVqvV7/eLxWIejxeJRPx+v8/nW1hYEAgEQC4qlcrj8ZhMpqWlpe+bQ/MK0aysrExOTnZ2dhYKBXCjgBv9Rf4/iDXAZQVOAJAdcPGAW7eyssLn8ycmJpaWlux2u0KhiMViiUQCdHxAZ5lMJhwO0+l0u93OYrHAxnK5bLfbdTrdwsKCWq12uVzVIXcul7Pb7UajMRwOz8zMuFwup9MJgjVgtIDjDO5mIJqFhQUgAmD2i8WiTCaLxWJMJpPD4ZTLZY/HYzAYjAjsdrvH44EgKBKJHCuaYrFoNps1Go1CoSgWi3K5nMPhxGKxYrGo0WikUqnNZkulUkBAqVTKZDKZzWahUDg7O0tHMDs7y2az+Xy+Wq3W6XQajeaoMfue4IWiyWQykUhkaGgI3IWgZ5FKpcBVrG5Zg2w2WywWFxYWtFqtUChUKpVWq9Xtdnu9XqvVKpPJuFwukJ1QKAQhazqdLhQKIpFoYWEByDGVSkkkknK5rNVqLRYLMOAgngK/5YtEEwqFKt66VCpdWlrK5XLlclmpVPr9/mpLs7CwoNPpHA5HsVgEJwDOh81mczicXC5HoVDMZrPRaLRYLMDJUKlU2WwWdE+VkDubzZZKJb/fDzJJTqcT9JVANCB5LZFIdDqd2WyWSqU6nW5lZcVsNqtUKi6Xa7Va9Xq9wWAAYZrRaAR3nUqlqnhC3ze8UDQgMDYYDKVSCfyr0+lsNttLQp5qgJ8hlUoB31OlUimVSp1O5/f7K0ZLJBJVurBSqSSVSv1+f8VhNCEAuhEKhQKBwG63l8tliUQSjUZrknsV0QQCAeDTADcW9ErAjC0vL1f7NMFgENz6gUAgHo+DHzWRSMgQxONxo9EIcpLA47HZbAwGI5PJADtqs9lisVg4HPb5fHq9HnyE0WgE+q6IBoRyKpVKJBLRaDSQocjn816vVyKRqNXq5eVlEBKura05nU65XP4DFk2xWARh0crKSqFQMJvNr8zIHQswPlVB5SrkcjmpVBoIBJaWlkqlUsXDrd4RDGbF4/FEIlFJKDscDjCMYDKZ3G63Wq0GogE5Fb/fr9FoQqEQcLTBL+rxeMxmczgcBslAIJr5+flwOBwIBNRqtUQisdvtS0tL4DcLh8NSqXRxcdFut4M8UDabtVqtNpstn8+LRCKbzVYZfhKJRFKpVC6XVzLduVxOIpEwmcyKaBwOB3CrFQoFuOuy2axCodDr9TqdDpwJSPOwWCzgqGm12krX+X3DC0UDuieQxpVIJOAeqm5wSmQymXg8LpFIQCJVLBZHIpEa1xLYD/DDiEQiuVweCASAh+T3+1ksFpvNBmFwNpsNBoMQBAGDDzwSoVCo0+nm5uZ0Oh2TyaTRaCwWy2q1AtFEo1E+n89isXw+XzgcdrvdYrEYjBaBbIpQKNRqtSC2Bzkb8BYIgxUI5HK5UqkEMVrljsrn8wqFgslkVpw/EMxzuVy/3w++YyaTAf6yVCrl8/k8Hk8kEoFUTTqdZiCIRCI/MNGAuyEajZrNZmBRa949PcDls9vtNpstmUwe6/RVojDQ31XaZBAAl6hmC0jI5nK5VCrldDqtViuQWiQSCYVC4DggegJJHb1eL5fLQaqmOgu3uLjodrutVisYAqsexAZeVyWre3T0PpvNVt9j2Ww2FAo5nc7q75jNZhOJhNFoVCIAJgfkD91ut8PhODba+D7gZaIBv0Q+n3+rege371u6QEBz4PyBqoB/BkQDEksgxXz0h6+k+V80hHQiZDKZo6YaKBhcgZq++2jj7w9eIZofJapFEwgEjmqljpfjXRRNsVgUiUTBYFAikVTitTpeH++iaPL5vNFoFAgEPB4vHo+fvut51/Auiga4ycBXrSvmDfAuiqaOU6IumjpOjLpo6jgx6qKp48Q4XjTpdLpcLoMh4spGUJhSGfSubgzysMvLy/l8HuRJK7W6R53N6jTu66OmrKSSDatk3k50zGMb15wYyC9XN6gu4z0WR78sAKgMqd16Ehw9YZAYBIMtLz84+BErufLat0+OY0QDhkV4PJ5EIgmFQuVyeXl5eWlpKRKJcLlcr9cLCi7LCICwQOabw+HY7faNjY1isVgul5PJ5OLiotfrLRQKS88AEqCJRAJUFJRKJbAdfAT4F2wHY79gOxBrIpHI5XJgzoPP55ubm1tYWAgEAmAjKG8DpT/lcrlYLFaOWS6XwUB6ZUsymQTnD8bwKxtBFRE4AhgoKBaL4AyLxaLD4YhEIisrK6VSaWVlBcRf4CDgJAOBQDKZLCIA5wCGe+fn56PRKDgH8Lm5XC6TySwvL4Oce/V3B/uCswXtl5aWwGQPsB3c0qBQOpVKzc/Px+Px5eXllZUVcLSaixkIBJaXl8GA2lHxvQGOF002m7158+bg4ODly5fZbPbIyAioSevu7h4aGsLj8QQCYXR0lEAgQBDU39+Px+Oj0egXX3zB4/EGBwe5XC6Tybx9+7bdbsdisSMjI2QyeWpqamJiQqfTUSiUvr6+aDQ6OTnJ5XInJydpNFpXVxeJRJqZmSGTyVQEY2Njs7OzY2Nj09PTWCx2YGCARCK53W4SiUSlUvv7+z/77DOVSkWhUPr7+0dHR7u6ugKBAKjJRaPRQqFwaGiIRqPh8Xg0Gr24uMhisVAo1MTEBAaDaW9vHxsbIxAIRCJxYWFhcnKSx+MZjcb79++j0Wg2m81ise7cuQMGa0kk0sTEBB6Pb2trw2KxaDSax+P19vZ6vV6TyTQ2Nkaj0XA4HJfLvXLlisfjAVXrGAxGKBR2dXX5fD6hUHj58uVIJEKlUqemprBYrNlsDgaDvb29YEAei8VCEEQgEGg02vT0NB6Pp9FonZ2dMzMzJBJpeHi4vb0djUYTiUQSiRQOh8lkMgqFun//vkql+uMf/3j9+nWhUNjT0wMylh0dHWQymclkUiiUmZmZtrY2HA7X19dHoVDW1tZOb2yOEc3i4uLq6iqdTufxeH19fTdu3PjVr36FRqM1Gk1PT8/Q0ND169d7eno++eSTf/iHf7h161ZfXx8ajd7c3CSRSBwO5xe/+EVXV9enn37a3t5us9nGxsauX79+586dixcvXrly5erVq1euXMFisRqN5u7du52dnd98883XX3998+bNW7duff75519++eXVq1cvX758E0FjY+Pnn3/e09Nz9epVGo2m0+l+9rOfffnll11dXZ999plaraZQKL/5zW9+//vfd3R0eDyeq1ev3rp16w9/+MMnn3zS0tJy/fp1PB7f0NDg8XiuXbvW0tJy69atu3fvXrt2ramp6eOPPx4cHMxms3//93//1VdfBQKBP/3pTx988EFXV9cnn3xy//59g8EwNDR06dKlGzdudHZ2Xrp06auvvhoYGLh06dJ7772n0Wimp6d/+ctftrW1dXR0XLp06dq1ay6X6woCcA6//vWvVSoVg8G4fPmyz+f7/PPPP/roo48//phEImk0mp/85CdKpZJIJF68ePGzzz5rbGzs6ekZGBh47733biG4ceNGQ0PD559/fv369XPnzv3ud7/DYrHBYPCrr766dOkSg8GwWq2fffZZd3f3p59++t577xmNxunp6Zs3b3777bfffPPNlStXvvzyy+vXrzc3N//hD3/A4XCxWOzlfdnr4HjRZDKZQCAwPz/v9XoDgQAoborFYmw22+Px+Hy+YDDoRABmvrlcrkwm4/V6E4mEwWAAb1kslnA4DIq9XS7XwMCAy+XS6XRGo9HlcqVSKaVSOTc3p1arg8EgOOzAwIDJZALVwQEEYBKJ3+93u90ulwvMrfT5fF6v12azLSwshEIhGwKn0xmPx9VqNSgjd7vdRqPR5/OBSTOJRMLn85lMJlCQ63A4TCaT1WoFhU4ajcZisaRSKVBo7HA4XC6X1WqtlM2DSzE3NwdOxu/363S6ZDLp8XiUSqXH4wkGg2azWalU5nI5jUYDCmXAEHoikQiFQuBooHhUp9OBKV2gXp1CofD5fKfTqVarA4EAmEHh8Xi8Xq/P57NarQ6Hw+PxGI3Gubk5MBKuVqvtdns4HAYXHLQEpwRO1efzmc1mCwKwo91udzqdldqM0+B40aRSKeC7geHWUqkEHBfQGQPPq7q0Cvi/oE2pVKrMsARDu2DiN9gI+ntQAABagoNX2oADFotF8EHFYhG4QaDB0WFhUF1afcxCoVB95Gw2u7S0BPxBsAUcDewFriDYC4xlHj3/yl7gm4LXwLfI5XLAqwPvAg8J+CWVcwAeKDga+FBwQBBYgLF38DXBoYCLA45ZuQLgUKA4JJVKVV6n0+nKtap8VuV8Khez8jOdiS98vGjeBo4NK2rwOm1+fPjBfevvTjR1/GhQF00dJ0ZdNHWcGMeIJp1JZ34s/MG5Cz8IHCOaWCweXYidEePR6AtY2/LsubAQi8cStd+4jlPjkGjS6XQymVBxkkr6kpJRPD3VzLKMWpDN5Kspnckr6CU182w+4iWU00o6USKdgQcH6jhD1IomkYyrobyGtqWZfXhKGlh7M2OOkX4aegiqJmaYhXrAFJMLOub20b3OkCrqlk6QSWfqxuaMcZxo2DkN/aGGsXFKGli74wMi0jRjhsqvJp0hGh0js/ELNv6BlnkGH/QiqmgPdcJ0XTRnjrcrGuyAFE+kkUicak5TBMNDk13fzk70WVX0VR3r0dF9z4R10bwlvE3RQLvj/eJx7DSRyKrmJIk9ODgxiwnQxgLDdyVvz9jURfOW8BZFY4T2MH0i1NgkFkuvJh7P6HuAY+MXnOIDfK+Rjg4Y2NtHdz8966J5SziVaHSsR3rWlo71qELwr4axCUSDfiAcHMaPjVGqicFQu7sxLFzEwnvCHA9N9FlMnN2jBz893zXRZDKL2Xwqm3vrfHPRaJkPxVN5wWRaMJmpYlpIyoIGRmhvrFfQ1z8+MkKu5ujoVGfHKAsXMXMfs/ExwgMTEI2euQV/bk0QRH+oY2y9oAtb17EeaRlH9oL/faRjbb1Toslk0353zCRP2tQ5m6qK6pxFlTIrkxbVmfENRWOAdtiEhcEHk5gxGnqUWkXa0OAEZcxmhHZN7P2hTqija6Cvf7yaA4O42229TOy8mbvPIcQJD4wW3mMzZ5+E0o0OMDBDnMNkj/WxlbRlC++xkbNbTSv/iXg6i+pjjtfuwhntZ1DGbDrGrl6YyWThMtAXYXExnc2mc/nXYeb1mc0i2WgEoPjhzVBZUPiVKJSyTtOiZHKdgfUzcB4GzsvAeWexHhY+KKesqagPlTObZ8XjRaOd3dKztnWHCW9hPo10jOxdGtqFGZ+m08VUqrBCGk1EJNGJwyoje8/I3p1CWe/dwnTdnThMYtcdkmS6YGTvSClFbI9eMp2nDPl6OggUGmeKcogzNP4IijByXzKD8k0NOatJRfkG7nIwuCkqXUCZ4VaTND2L7ufqZvcMoheKBtyg6fRiKBj3OqM+V+zl9DoXvM4Fz2F6nQt+d/xws6hrLjQfjCDrMMVjsVj0OCwsLMy/BsCC2cfC5/OBcjCA+bBfJwuSB+0WiykWD4cj8+HIfCwRNhqN3ImojvXcazRAW0b2jhHafmMeIxoNJy+b3oBwi7yJDJeY4RAyvIkMB5+GcIsi0hLcIzA3TZz92XEfapQ0NcWrDqfJZC4GO01CGWyCAwN728TZM0C7BtZODY3sPRN3z8DemRpyXPz4Af6BiTzg7GmfmCQdirOIRBaJxBkcJKC7lLPoeeqoD6GXioI5i54faReOoaemp/k1UT15mnPj6lDbF9T2G3gcYRx3GFgslkAgUBBQ6dMDHVMdV6Cua69g26Xpmxcn7l2mdV9jV2+/9gn24sf9X/1++PpnhG8/xd28SOq4AqEGSbTZGSqVSiKRMBgMkUikUqkzVZiengZnQqFQaDQaKIuuAY1GI5FIOBwOfxyIRCKtCrNMGmaYdv9ritfrKRTgejS4YK2Yn7M5OcSonrUFFKNlbvImEkxsCMKFa8jChSF8hE2MsQlRiBBlI4TwEXj7YR4jGiVzjT+DD/o+kAk/sJtb3bbzalmj13EhFGxRCC7ziEX5TFlBXZ4YNA0OESYmIAKBWSGRyEKPT/fdZTDQYcZ4iD+5KJkuSKYLgsk0byLFR8glJkXkHIcQ7/iajulUo+7JcD0GFW1joIuCGYfd5GpisfTe3nEIHzFx9nTMhzrmQz3rkQHa1kNbVt4BHeMZGZmYnGTXSA1HoA51MYXEJclsMDgPV6xWw+/3B4PBCIJoPKQWhMWkJSml9DqUzSzJqctyallOLavpm+QRU28PZmhgYmhgYniINDJM6ukaZ+MS887S0vLTMj9QSvf0gRFVANV0YOrFiwAmObwIlTkeS0tLq+tLIfcKdyLhcDrS6UWwdH46s2gxz3GJUdhfZGzoWY+k5My5u9Df9sh/0S2r4S97FX97h/0/rk78vI3189tMmG2sv+sQ/uJI42NEI6Gua8VtBwf/c3P1Z5trPzvY/7tHGz8/OPjlwcGvgp73u69JMZ1abLeh6zq9rw+Lw82Oj9MqxGLpGAzlj39/4/9d6Phd861/bLn9pw87Lv1+qOc6NNahHL4rGWgTDt0R3/gc/8cL9zq+pg/dEfVch77+E/rTj3ouf3F/HEsdHZ2uJgZD7ewcvfEF7v5V2r3LlLuXp7uuMftu8ftu8gZui25dwg8OEvB4Rk1UP4Ymjz3gGZhPjOJcLv902lENgNOQKyxalGk17RFQ5CupraKJvU9GGcexlKkpHpnMIZE50xQ+anTyzlfkyXE2lwevEioWi7VardFo1Gq1quMAlsE6PTRaJZOiGr4nttvnUqlkDEFqMWk2WTnEBWBpDNCWcDLxy3u8/zlk+dmAsZaD5r/pUf/VVxP/6Qr5r29Bf/kl4d9/OvbTDunPjzQ+RjQq1ip3imo1/s5pvmg3XrQbPodfGD63mf4oZt2XUTYN0LaVf8DEBbq7x9DomerfeGyM0tePmRjW2YUHOtYj2UyJOR5Cd6q6v2WNtSsl0wWH+EBJWxm4LVBQl83cPfjqMzYN0Jaeud1xm3D7Ts/dewPVvHd/4NtrnQxMUD27LqeWFbRlJW1FSVtR0Vf1rO0p1FxvLxqDodZE9cMjxJEetm52T/+q6CmTS5rkKSUVzhGclEb23sSQ9kH/2Ch6anSMPDpGRmMoXd0j7V/TZiaEEIdJIpFGR0eHh4fxeDyPx7NYLGDlbPDUqrOFxWYSsMyYTpXNZk0k4gsIEsm40WDmEqO6Z6IRTSb/9uvJv27j/uQ2+zhyfnqX/9M7/J+2cX96B2nTxjnShn2MaDScnHJmh0/cEEwcIp+4Lpve0rHgwMrI3qWi3R0dqNHR6epwGoWa6nkwhutXmjj7WuamjvXIyN4xc/dVs2ukwbnOb+iYLs1gm1BKKRnZO+DSaxmbWsamnvWIP5mijDqpY54K6Rjv7LifQ4waObsG9rZ6dl02syQkZ/kTKQ4hzp9IY7oVXd2jqNGpmqi+fxA73AW9bdGY2HvEfv3Na/0dd8fb72AA79wY5ROzYU95df3pJEOw9J9cLgdTq8AK3LV91alRKuf99hIbt2A2m6NReJJGKBSKxaJ6nfG5aFhbQmL8I3L0vPLgguRVlCI8ul1y+HGEVSH3o2o7XMWnF9fI3psZdV6/2d7dO9rZPVJhVw/q5p0OdI/YzHlSfX21zE0zd98AbV38+MGVP6JkM0tHEnrremjLxN4zsfesvAO78MDMfaygrnDwccqwG9OlGW1XjLUr0Z3q8W4trtdAeGCmDHse3IbutfcPDhP7B/EVDgziux+M9LXT9LP7b1U0cP6QvqqYWalQPrOsoq2pqJsOUzz7bGVLsCpsqVSKxWJKpZJOpxuNxmOX+DsNsvlFlznDwASNRmMkEg4iiETCGrUe9mmqRTMVu6B8pok34otE84o8jY71SEIpjHTxUV08FPz3OYc62BzCgh6qHRkwc/ex3foZlJc3kWq7RGJiw2bufnUDWDTcPfXsOgu7gO81jtyTjrYrJvosdHSAP7kop5Y1jE09tGXk7Jg4uybOro1/wJ9M3rkx2n5nvL3tENtuDuP6VXrG/iuTe6cUjZa5efS+UsysV4umAjDDJpFICIVCFosFHupZ2+i1AeIjkMuBZ7os5fxzRRYuotPrgvNBH4L5UFCl1FaiJyCaD0nR84pa43EivqFo4Gws86GJs29iHyFnX8/aUjPWq9tbePvkIcdYhxL+vbl7InK27RJpBuU18x4DrWgYGxBuAddjQN2Hg6lZzLycWn4atLO3QZx/5Bxg7arpG0rqqpK2VkMd89HrZIRPKZpj+SLRAKTTafBcCAqF4nK5wFSpV6IyeQpMYgJPGgMP4wDrxzrdcxKObbxbo9VpA4GAB0Eg4Fcq1M8d4T+3aJ7TAO0aob3nZO8boKf+Cvy7Mh+aufvkQfvwPake2gK/PbAx7V/TaKM+ETlLeGAauSfD9ugh3IKGsY6kcLaPVclRIvf6MXzNsafvXjQAhUIhFotRqVSdTvcS3YCpgOAxd263GzzbRyAQcLlcDofD5XLBcyElEolSLWdSlIN3hBqN2uf3uRD4/F65TPki0XwohQm/kD17Xfkrg1ndBnRM8MY37p4q1DIf0jCuiRE1CaUDJA6rGTi/kQ33IFb+gXp2fbxLh+81WPlPzLx9PbSloq/yJxZn0cHhu5KPGr7pvcHmTaRU9DVYK9DTHNSZ8PssmsoC1SwWS6lU1ugGTKwEq18rlUoulwtBkEAgUKvVc3NzYIo0mN9ZmSpaXikGHUsQbkGpVLg9sO1BJvO6pRIFB3aEYW/BwNoSANEoD86LHzexVpu5mxfET86xVhppxQZ6sYm90czeaOY+bILWm6C1C5InTez1Jvb6efHjZs7mOeZyI6PcKtw7lWh0zIfS6VJfDwFHpGBxT4kjUrrbsVSUf2rIOXRH1PnNLOGBiTeRnB524XsM6A7V6H0FulNNGpgTkbOCyXT7VZqcWq4EU2fI77lowJz5QqHA5XLlcjmYq1ssFlOpFFjcHzwuFKyhD6bfghm4RxfOAY6w25yZRfth0SAd1lPRiOUcQlRfIxrFwXnRfgv3Yatg94L4SRO01szZbOY+bOFvt/C3WwU7LbxHLbxHFyQHrYLdFv7WedFj+C3eVjN747z48WlFI5kq9nThcAQ6FksDnJhkXbva+elHPR833Xzv5//Y9KuLn/zfzu5vWeRBO39yUUlf1TI3gTOrYz0yc/fp6MC9KxTgoBz9iNPw+y8aoJuVlRWxWAxWwhaJRGw2WywW2+12sNTNa8ZZz0QTZHNYWp1KpZar1HKtXglBEJsQOSQacqxV/qSJtXqOtQLYBK3DVmR26YL4SSO91AStnWMun2OuNLHh7Q20QhO0/qH0oJm9Af9LL55KNFrmpoq21tFGuNM2eO/OCGDb7f6++1Qb/8AmONBDW1xiYuiO+NvPsF3fMvG9RtqYX8t8aKyKty3cfXyvse8WDwnCz/LHO1vRIDmnXQO0U0MTZ9fM3TEhNHN3DNDWK0UDlh4CzkokEgGPwbp//z4Oh/P7/WAlpZMuc5/NLzpMSenUMgPnmsXbZ/EOmLg5FsGjQm7UimguPPNpWoW7LdxHLbytVsFuK3+7lb8Nb+TvINZlu1W4d16418J7BKzLh7KDVsEOsEanEg3waeQzy4LJjJCUBRRMZhTUFXCWWuamgQ2nj1X01fFu7WCbaLLfOnJPSkV5jewdPQSbFi1j08TZ7bvFw/caa4LwU/IMRQPb1Ok8YzzAxM4fIm6ejgnQ0UFA6qhfSM5oZ7fd1sXis4UfwDBTZfmLZDIZDAaBUNhsNgRB4Hmn2WyWy+WCx3q/wcIO2fyi3ZhQUuHSbP0h7lRCCtgRnki04gMN0FoDrdjMXr8gOfiAmgf2o4FWgEkvwQaGUW6cXYLdGulB4+zSOdZqE7xLvpmz2QStnVY04ILqWVt6uGwP8JiaKR3rkYm7N4PyjLYrZJQCsc80fFcipRRBik/Heqie3bh3ZYY5Hj6S9HtznqVoGFuoXmgYRRgdnaomgUD+7W86/9W/oP+bfw3zX/4L2m/+jsIjLMgENrfXYX8Gq9Wq0+kkEgmHw2Gz2TweDzzJMhQKgfgIDIctLi5SqVS32/0G+RsgGsXMoUxHDZ9amslIi3QfNi2CXeC1tAp3YZ+GvdHC32oV7p4XP4a3IEblQ+nBM5Oz1QSttQr3WgU7ZyCa16eZuw/hov23+Ab2lmAy/eAmh44OmJEkjYG9IyCl73w1JZtZMhxJDL4Zz1A0WsajBx3kUQwRPT5VzUky6W//d/c/+6eyv/gL6V/8hfSf/3Plv/u36O5rU/3dWCwOPTAw0NPT09/fj8ViGQyGTqeLRCJgET/QN9U4K+Bp1tPT02/wrKTXFA1saQiBRs5GAzX/26lUAw02M42wXSnBTgy0fo610irY+VB2gGxcaqAX36dkYTuExFbnmCsNtMJ3Khp4vIa7xyHEH9zkwjYJ2hq+J8X3Go2cXbhGh7tHGfF0fjMLlxsfsVVvwDMUjQHaxvWrOtrwPfdI1ezvnPzTx5j3/w/73K9hvve/GTe+UFm5jwPO/PIq3B9ls9lYLAaeaCcQCCAIkkgk4Enj4NmZNeeTz+dDodD09DR4/mXNuy/Ba4oGsTQLrbJntoS3dV60/8yJ2T0v3GsV7rXwt2Fjw98Br5tgC7TdwnvUKtgBbb5r0YDcHRsf7bvF0zI2rfwnuF7DaLvSAG2DNCC6Uz1wW4iYn1f8kK/kGYoGKUbZ1jK2tIxHhzi7ZeZuzwk3bQKYc8JNC++QIwwy/ZUFrRKJhN1uFwgETCZTo9GA+KhGOoVCwePxUCiUFz047VicQDSk6HkVkqeBI+0NOGKaLTVzNs4xyk2sVRCBN84u/XYq9T4lc45ZPsdabeZsfEDNN7E3GunFVsHudy+ap7phYRf6bvE1jA2b4IA8ZB++KwH+kJGz03uDM96ltfAeH9nxZDxb0bw+XxI9gYwceGanQqGg0+kqlQpka6qbgeVnZ2ZmQA6w+q0X4WSiURzARkWwC9sY2Ng8NTytwr0Lkietwl04VYMkbJo5m62CXbgB4vq0Cnb+LJbmKU3cPeZ4uP8WXz27Nic8mEF5Bu+I4GicDXv77VdpxD7LKXXzPRRNBWDwEqxWSafTLRZLZQFAgFKpZLPZZmZmksnk6/RTry+a80hGGAmaYCemgV4C3VADrQC6oQZ6EQmdnsZWTdDaeeFeI6P8ATXXQCs0c15QWP4diAboBsJFH9zkCklZp/iAjg4O3BbA2znwWPe9KxS4TJr/pHpeFaD2cM91tAGgivboeysaACCdWCzG4/FYLFY4HK4eTygWi2BcMxqNvjKeOploFMhY0uFhSDhQQgwM4HnR/tMhp+pmyL9/TtHA/RRnVzSV67/NJw3OWXlPeMTkQJtQRV818/bVs2u3Lk6i7iuk0yUxOS8i554xr5l9fhAtY1NMLohIlXefN/s+W5pqZDKZUqnkdDpnZmY0Gk31812LxaLX652enna73S8Z16wWjZ61rWfuVLM6T/NcNEfGrj+UHrTwtuCcDTXfQMvDQ06ivVrRIPwuRHPUBgAiru66AdrWMh9O9FsG20T0MT9lxP3gJkfD2BBMJfofELs6x0ZHqGMjtDH4L8yhgYnpMbONf2Di7M4JDph4/2D/BHqUhkYd4vDgJHnYapUtZ3Op2tlEVXhaI0w/NE/0lFTRNl2WZL5Y+1kvBxh7AkNO0Wh0aWmpsj0ejzMYDI1GA5aZrd0TQb6YcZkXldRNzsQ8i+iBJnwwiV7OZEBJXwa2+eWigflslBu8rn33OxMNYgngiZhCUuY5kQzy8zZIvK2gLk8Nu3A9hq5rzK/+ceTaxeEJEoNOF1Mo/GkKj0LhA5IpUPstAq7LiO3W4XvMHTfIkyQGjSaaoQorpFKF5GkmqkughBLzIX/tbKIqhCMBBTfIn6i2ZKclj5jVK3zh15rY9BzBYDAUCoGHLuNwOIlEAqZHgYkTCwsLTCaTTCaDNbYjkUgwGKzePbwwb1DOU4b8apVmITYfnPcH5/3hSNBqM7MnAnrm87Gnl4nm9fh2RWOAtiF8uP8BET1KHUM9JxpFHewnUjEOpJT4acEbMn65Z+Ls6qEt6fTS7StY1OgkkXhoigyBwBzHTqN6uHLKsoiclU4vYR5Ix7HTZDK3ZurTxCTz9pXxwfZZKm26dkJRFWizlOGemQfXBf23+GfF3m956OFp+mztZ70OZmZmmEwmlUrt6em5desWCoWCIIhOp1OpVAiCxsfH79+/f+fOHTQazWQyK29RqVT6LBUzTL39xZTJZC4U84uLqcXFVDab8XjcbGIAXj/qhyIapP7chcHCEzGrLQE8EXOSju2TKagr4qn8UWrom8QhXV//OAZDRaNnqjk6RrrzDYbU75jFzItIeUyvZHRskkhk1WgLPT41/kBhkZZfNMMSIJtPmRWLKhqs2rOikrrhNCdy8GN13hCgVwqFQhwOh8/nh0KhpaWlSg25w+EAFVg6nS4QCICqieXV0rxziU/IGvTmVCoJ5nEiaaE5NjH4XDSE+PnJ1yssfzHfumhoGM+xEzFxeGrHddJ4pw7doTpKbLfhzlVCbx96dGxqBEUGRI2Sx9CUYRSx6xaJ1G9H3ZcPtkluXcagRuHVTKqnX42P00ZGiegemUVa/v47wi8CSAna7XYWi8Xj8dxud6XkqlgshkIhjUbD4/HYbDafz5crJEyKcviOQq3SxWJRMBthYSFisZghYqBSGsEnxFrJ8fOagwvyN+fbFw3afexEzJGxCTLKaOPDs3eP0iY4oKJd169132sbuYvwXttI263Br75qu/jFt+N9crfkYE544JEeTI2ae/vQY2OUmll2A4PYsW7JD1o0AMC6OJ1OUL+n0Wj8fj8oNF5dXS2Xy+l0OhQKeX0uMceCadcr5KpwOPR0gvd80Gg0QAR/xacRTSTPjTnfh4oNs2/Oty4aKtrd1zd+dCLm4DCeOKQxsV9WC4EUWqQBhZMZ/sTiRL+19wZn+K4U06nG9uinhlydN6Z7+9AoVO3Upwf9GFSX+HVEY5QnNfQtK7RlZT16AV/yVi0t0LaCunGGogEAViccDut0Oi6Xy2KxKtWffr8/Go3m8ou+uQIXn5ZJlYGAz43A5/NptVoWwQcsDSANF55E+0mYwBvz7YtmzH3sRMwHfRjC4MtFs4lUXFQR2jJz90GaWDyV5xISPGKq9zb99t2u7t7Rrh5UNe/c7x68z7XKll8pGpsyy8Amr3XJvu1V1fB6r+rbHuW33Yob/frrDzQ3+rQ3+vU3+nXXe9VHG3/bq/q6R9HTr1dS1pymxNmKBgAMOBQKBVBnrtfrQZ05j8fjCTiTWHb7FYZYLA3O+90et9vj9vm9Gq0aEc3zaloTtG0+Hb8D0bg6OkdQqOnhYXKFIyNTPT0o/IDaxHmJaF5GLbISgJn7mD+Z7L/PGOpkDx9m//1Z+ljQJCm8UjRudWGwz/ZfB7R/g3b+zajjEMccf4Oa+w9fT//lddp/uSf4y+v0/3iN+pc3Zn/Sp/1faHdt41HHTzDu9ztEUkLWZU69DdFUUDOjBa5RL6QdxhQLE6dRmQqlXIpALpdBEItF8BuqRHN6vm3R7FNeNBGzrX38gdzMOdXokpqxrmdtmdj7h+bQIDSx97WMXa1w8ZWicWmKAz2m/3hl4r/dYPy367O1vMH4L5cn/+pzzH++PPlXX2D/w/8b+quL43/9zcx/P67xf7rBeO/qpHQi/7ZFcxTZwuKcPiEhrTPHI7QxPx0dgDkWYGDmZdMryplNxczGWfEY0SiZefXMlpr28PTUzm6LyaWh+4Kh+7yhdn41B+5yOPiUjrFzdK+zopKypeG9YvFpWDTqwlC//Wcjll/igr/CBo7y1/j5XxNCv8LP/xof+jUhDL9+Qcu/w4daehQSYua7F00mmw764lZt3GnKuEzZCp2mjN2QnNPH5/SJs2KtaJKppEEa1/EzOuFZUJA2iHJW6bJFUq6hVbpsFOd1gnTtLmdHDS9jVsfSmZfV22ZySacyh0L5zgm2P1IefCRHqHj2V3EAb6z+9zA/RLb/X9BGcXBec/B7UlSCX3SZk9+xaBCPZxFeV+Xt85BowGfDDxNIJ34cfLlinotmxNvAWf9QfnCOvdzILp9jL3/AyDZC5Rb+o2b+5jnOahNvo4m73ggtnWOvnBfvN7CKTdz1C5InjdBSA6vYCJVA1qtFcfCPxNCfSzTfGY4RzTuFimg+4KxfkB6cF+8j5Y/brcJteIxX8gT+91mtdatoD24g3m8V7rQKd0Dj86K9ViFcoV0XzbuCZ6LxvQ+tNHHXGljF39JSDazCOc7KOXa5gVlohMrnOCsfSg+auGvn2MsXxI8bofIHjCxibDbOcVYamIXzwr1m3mYTd6NVWRfNO4BqS9Mq2m0RbDXzNpt5m+dFu63CnRbBFmJO9gBbBHBpEmJ1dlphA7MDT24VwNM+WkWwNWpRHPyuLpofPYBoRka8DbyHTdz192cz59jLsGcDlZp5G+c4q0AujaxSA7PQwCoivdLjD5h5pE35vPjxOc5KI1RqhJYuSA9alHXRvAOoiOa3rKVWMeydwJNVYZ+mYmZgnwbYEuStLdizEe038x4iL/YuiJ+0CLYQI7RXtzTvBCo+zS8o0Qao1MAqNHHXkYBo6YPZTDP/4XnxfiO73AgtNbKXYT+Gs9rMQ6Z9wJHUcjNv84IEdneQMKqAOMLhumh+5HhqaYa9H3A34P5FsI2YGdiheRYiPQEvWviPED48L4LdXji8Ej9uFe028x8CmwTX2NYtzbuA56LhbJyXPGlkl4EtQRyalQZmHu6J+A8bmMX3Z9NwPAW7NbuwHWLk4N6K/wgEUC2CrYpoxHXR/LhRJRo4T/O0rBosKvasshoOqfgPm3mbLYKtC5In1W/BrCwwhuRp6qL58aNGNEdLG4HLgoRI5WbeRqtw+4IY1s2xrIvmncAh0SBLEx4lWKwQrGZ49N26aN45VETzPmf9gvyZPirLWz5TyfOFMKsEVE3Qsi6adwJANMNw9LSJDCOU4OFJ7nolldcq3AWjmHDcJH4Mhi0bkOQe0m2twi9AHF53hN8RVETzPmejRbTTxF0HPm8TIp1WEbz4Zatwp5m30SKAl6RrEWw389aRAanVVsF2Mx/OI7fwH7aCd5GMcF00P3JUieZ59wSvn8tdRxJ3T5AxS3iUoJm30cSBk3gXxE+a+Y+QYYSl86K9p74O6J7qonkXcEg0VWt0g/weSPchqbxdZGwSNi0XJPCKQK1Iig9e9rLKO66L5p1AtWg+lMMS+YCZa4TKYGTgffoiMnSwBvdH7JUL0oMm3kYDC070fcDInRcjeT/E9QHSqYvmnUCNpQH2A1RgwTUS/IdwzcPTMUt4fLsVKZBAyiG2kRItpEBC/Pi5pSHURfNjx7HdE3BQGlmwK9MI25VMA6vQwCzAJgeuzMqf46zAnZfkSSV9XBfNO4SjoqkQKeWESz9b+I+Qqhq4/Aqu9Xz2GgwpHEru1UXzLgCewqLM9Q+5f8V/1Kw6aFI8Z3OFyqrXh1ndvklx0KA9+JAYEuFSddH8mJHJJeeUOTI69nuU40/YwCfjp+IfcL5rw3MK0vJbmpb7PUFdNCmjPK6gltXTi8qppOp0VE4lNbS8dKbkMEfrovnRIp1ejMcSkXAsGolHF86AC5F4JBxLJJJHFiP/8eBdF83TRcWz6Uzm7Jg9unz9jwp10dRxYtRFU8eJURdNHSdGXTR1nBh10dRxYtRFU8eJURdNHSdGXTR1nBh10dRxYtRFU8eJURdNHSdGXTR1nBh10dRxYtRFU8eJURdNHSfGIdHUUcdr4qlo6qjjRPj/n1xccCCnxfwAAAAASUVORK5CYII=