图片形状

图片形状是一个可以显示图片的形状。 这可以被裁剪和调整,而且你可以将图片与其他形状分组或连接。

下面的例子显示了如何添加一个图片形状 下面的例子显示了如何改变一张图片的透明度 下面的例子显示了如何裁剪一张图片 下面的例子显示了如何设置图片的亮度和对比度 下面的例子显示了如何为图片重新着色 下面的例子显示了如何改变一张图片的几何类型 下面的例子显示了如何设置图片的边框 如果图片的一部分是透明的,你可以设置图片的背景颜色
window.onload = function () { window.workbook = new GC.Spread.Sheets.Workbook(document.getElementById("ss")); window.sheet = workbook.getActiveSheet(); var pictureProp = document.querySelector(".picture-prop"); var tip = document.querySelector(".tip"); var imgInput = document.querySelector(".img"); var geometryTypeInput = document.querySelector(".geometry-type"); var transparencyInput = document.querySelector(".transparency"); // crop var cropLeftInput = document.querySelector(".crop-left"); var cropRightInput = document.querySelector(".crop-right"); var cropTopInput = document.querySelector(".crop-top"); var cropBottomInput = document.querySelector(".crop-bottom"); // brightness/contrast var brightnessInput = document.querySelector(".brightness"); var contrastInput = document.querySelector(".contrast"); // recolor var recolorTypeInput = document.querySelector(".recolor-type"); var blackAndWhiteInput = document.querySelector(".black-and-white"); var duotoneColor1Input = document.querySelector(".duotone-color1"); var duotoneColor2Input = document.querySelector(".duotone-color2"); var duotoneDivs = document.querySelectorAll(".duotoneContent"); // style var borderColorInput = document.querySelector(".border-color"); var borderWidthInput = document.querySelector(".border-width"); var backColorInput = document.querySelector(".back-color"); function addDefaultShape() { var splogoImg = 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BPKvIS518OA11DUDxHgNt5FLn+ybvd/c/fsw3x5fVxcoRM4gUEBcNeZWy4aTRExewlvPq5k7u6LQ4XA7ev4mW/5bT90r3WLwV9rHQzxgmf81ctg6TlrjXudOTIFM4enwoq8kjc4buBpT8zA7u9tgerihhF0DCsisVZf1H906vExkRnZyN3M30FPEIhEIYHPzLlEVAul1GMjFfC0dVkiqpV8ecKfe3PMBUNpOIGRfteBBcq9vTYPIC4mius7kIXXHKNULUX3IOZoQouvYt8fxosrOThxG5y4LysKZbmiPpW7HB91Gf0vvt9/JJ8+cnzKNp9CCsCpusP8R9Vs9UlBhs1lvnmtvajdTLKj0LH1jwRHKAsB9D3jr15qFP77/uuHsO/OHTC9dxx4zAfU9lXrXQB2B4umFSqf2oIGt+DmfCQhdiZ3HX0O//h5taHmnwnBJ0YaV4IJkaNcOdTTfdmMh/R5RvZTYWUKfdBsTRXnTlMizB73F+f7JestN2QxUmpHbEVaxTgDaeeFaZYmUqQYn4N4w8G1ruv+M3PYb4IPf8Pf/6TwRJwTCoBfo3a36VbrdleLIOvmJ2UdEd2HpfpO7VelIqxYYgZGmH1sApZfdTKsvPRkFTM4PAE3/dEX4PDNu8EdqoA3VA3ovaHiFKL+8uIWi8btF9Tgbij8mvKIXWH+Ex3PvS5mMyZfD4moOOzGrNNsRvyhGH3XpbJsus8q/Jhtm+wB9LPBd0FbNaaCyYhA9iFNiBIpmGNOaZEGVlJMDW7qAYmzR8EPZz1W8BMVrL+LH9CfMuZ/Jfj80xQjCBWAzwZDDxClohM5z2yL+DTGHgXX0ht8qPwCFW4it+beQBVOeW025r/1L6+FQ9/fBQOb5mWsmhFrI0gVFahUYDZvIcAkKIGgvLhhymzGcwB3pQAiarGlAuHXAZSSltespKWsgv4xkvefo3BKuv0Z1192YBTLDxnAz3xFS5wtpcLvRMzSxhbvoLMy9YIqXkWUeF/b6Xa+5nbpD/1u966nowIITJpT8YZ1ss8kxaUBNOltV29XNrw1gFo9KNn2oRkYOXMJjKxdpLz+8A2bYf+3d8DAGaNJbh3z5I+yIJMR6NMtsxxgGyF8MnMZImQLd2woulH4UY3V84TfaP1N0TTl1glQXgt36WiZIM7rx/rOiX5nifIhMF0QMi4dNLtUMlgZd09iuC/lfkR4Q/yETOERA598oQiuqjZrm71a5UP8k4NPN3ggUADoYDNl4FOIuaWoHw1ufUrlTda4n0pc02zczaa7MLx+UeaTe259GJyGm3w2p6k1zP4YLIHxgBRGIQsOop13oaDEQoZQIt1nsFt5Gb1cpWqw4DLynuzfUD5NxYdgj8RlZjaMIi3KdJLG1X7GWlMrfkJZECKO+41eC6XNZEbO2fDzvt8NwsFKrfpbPMTbyjf4RusaeQorgHraqJH2hEOuY50nBNkaf5MltAbMAXqL0Fw0mHl9ev8EeIPVjOJB6LEkXO8tSJqf5nDeuqW3YZBMi12t+4E55PrN15MyoGJOxiGnuw9zrzOZIGHDsaq5fjVQwRxtk8WIYssfchWm9EipcxVbflTMVxKIxH0vcal6SJSyGF33P7Hifp1/YMPTQQmECsB1ampK1tzWQTZtDDGRRroE9Np8xIJ8rqQxgjUqiDnras1Aa2I2qCZEDewjM8CfVqKBAZAzNBTp+XgVZbZYfqM1xgzxRkb4k8UniYEtJDEh/r0qOS3soYJzKMrxq0Kd5vbj/giM3GxKskekYDA95fpBdfsZofEck9J07TqmAUhUvarVN1D0TgxSOo7zIsd17+OG8X1P9c7D2APwUsuPVrY4lOKwrIrQYk6WjauplwWL2U47Pxp4CQ5a9pq6/krxsmlegJbuUwqRbGqF8uINDXWUt2MssSWLB5ST68+t0sxeS5Ldftna6dgBZXP9WODyy8Jv8n5YXDKNyqA3o4NERZafDKlohGgwqIXgLDhHtbUont9Aysi6yC+R1ggL36twb+AfuCH6Nv99/VO1rDhQAP5spxJMsiX5pqIZ6Sap3x7TWEz+HGMqj7/F0ddQmaw7ql90jJUCmWNI1FxXpf/cRCiiWOMCoaISCsEApiX9ABnrrjnTRYi/jQ/AJvwmkBPNLM9GKKQwyFBhPSfalxOl2yhSgmgp8S0XzZCiyIzKMB7OIt3XGHeKLX6G+Jwxs/DrdyXgRMXLnap7n1P1fh1K4Vm/gAqAfFYL2VmowCJRJhxWsQNV+DMAVA+roEyzCRrQ40wpU15zkQJUyLaEsrE9ULFPbMo/MTJbZRuib7L8PaLx2XoCzKb7SjT4oB1ZyBT6JCFAMDNSIiWV4+4MtIoFMX/0PZGCDSyzCuSiQeHZKMRiQhPy/QxYqISxUiibRn1UrdXq/+Z63uf4HvqfcgqABz0eY6RlAUjzb0nNJZtGhZkwJcoW2ORZlATBLeGCKqJqE37dDVFifjJk8lBVL8SyDiYVaSLd2Ou5dh2doB5ae/Ojc8XttqX7TN4G2cTPHO3EKHvc4ecEJb6kutwW1DepAbQCwpJSTiw6hu3emRYGCdRT4ALN8mOWgyHOViDmaNkk48uAK4DXVur1+/grlz1V5kfGaJoHJVwxxQoQSvgtKkNDC3n8jXtI00aF4YKOTNsovUzub2ZwqLkVNdfsoi74mHUaMg0+Jo1Rks+v1Fojc19/Ek6RFTXNy2jaEH8nIDRE7UNZTwptDhMRQBk1Hwu/ZJfJMP49XDxgdvlBwkBQ+lNSZEikeCRyK0cIPIYMWY7jrOQeyfcr1crv5qS1fsFAQETXfDJoXSGkqtYMq08eX79NqKggxJUNockTyKSodK/DUOZrGQ2SQfzTWiCTJ6CiZlnEn5lcJqOOodzsgt0xJ1NPAaLRMzN190FJ0I8gZQmKNyN27SsgbzbdhyX0qrK4Ylo6ucY/SvfF05iKtkkSN4Uy0VqjckNDtStqGV+UMhtiz5VK9e8qtdrn+PvuL7I34GQFVC8FZpaMQOrGMs3yK66vPLCzLGpt88YsVT+YFyobvqRONzKpD8qJjymHXhhzLL92YqYYfE6W38DkyyykHibEv/RSSWdFODGbr6zxKKX0QlPVZS+If1JEhPk4UaQISAEKSTMqGl7AtMG1yhwIVPACOZxIB+iGn/FFybHrvLbaqG52K956RuwXVwFQEkOhcWWrCxM1QJWyMT9RoS3RNXVZJarIXp7rb1s0jAylpibOg5wDQIs11tKLabrPUEZDJdJ9ZWm8TZYfIL/QB+wzVtESoDkSK3LCXRq19qb1BWT1Vcha4hv1SDCWOXaUuvtUPtk0XYGUCmbMKhhQxBGqiH9QFKjjLmT0GiBpXKLMhKn4d+b74FYrp3tV7y5uVK6AMoD3kzQEILUJyGIetHSfXuhjjl9L5pWgt0q+TDYLwBzr68LPtBx9weQiNb7X3HbNlZYbfDJNVTKNNxSk+6iXi5DTbSlrS0trrykAsub69UOn+N2kxdKq7imvRTpm9XEc6bQwEX7QgT459Udm/zTmbjQHJbESIwXHAquTl3Y1kuTBBd/pBjR6TXScG7hH8O6ya/3J5QFQvguMFuHPYHzUQ8dfkXHNUxJaXGat8Tel+6zCXwIIzImdKdNaa4j359TdlxMyKQCY1l0ou/5z7OuXP0zadU/TfTLib2tFKgcwp6PIVSxJHxxDClmqxYVhTCt30AfTkNHyyJ6EI3nFpE+bIoiAw6jPlF8Lt179SKVe+9sg1fgL4gnEWQBfnY9VUJdOMCfhp5LNrIXrkalAd5yBSH4HeZ59KAyCsTeZOBwrLyIobPDJ6AkEfSiHEvfrWAba3ZZsrr+s62/o7ptjrj8vyRG01sZNV5oAkAE3MqlQKgGUx7IcfxaTxikmhaegeAGY1zvASAtkMUxXSoIbn2VaPyKFFFEYEZ+vg5hZu6nwh99l8fyHivu/+PP/FoaST5KHlygAkxBgSH7BIqadAHmtOIbsnmFenyH+LGPdKScoEMcyu3cSZndNgTdag7ToBc3bjo/PZxmnNrilfHuCEKS2oBmORi8+INBZPokKQD9LHZUx11/GBSIyj+9C1DyRvDipWAkjkJpbp7Taz/eZUgqKQOb6/jLeBWJEskqp22/6stTAhIT2BRQYA6bpgmg/pNp/lNIASJjDRk+GNZFeaFkx+tz6O677BqzhAtZhL0B6chOShoQgHb+NiJm+feJy3xlrgddXTcgiu0dmoTLSUGqny7r9ZdafAse56oWr9tfgrP/vCujMtMH1XENrSW8hR+vwJDz2vS0w8cBBaCztUwd96CntjD7qpbW34DplhN/KKqK6/aB7HjnRTK+Iv9QynFZ7olSebQ6ZFPmlMmo+HjqKGSWHUv0ImcoUSW3wIcYyyljOEqiIv8zVglKKmSQFgRZlzRKnK6l8lUaaBAVSrnsF//VH5LPL+c/pJ7UC4Bq4RVLMhJErLYR/zcvPhBXPOiXU0lxAHvrKT2D3N7dCdV7DvqYtSDyWtD6BUuJeh04gKoaHrL389ON6ATZefR586zf+A6YeHYPavEZpMCKT7rMhGkV8fr3k+q3Eo8cv3RfPc4hHpSe/S2SeKRcD6fWMhr5+83kFjTxOqGGZ4lCkwp+QvZAkZLHrTaY+CpLc91T44zWtxPmoxx4yMpDOvCDjjZfKErSgLMlCMF+c34X8n9u43FzC3x1/MvoBAQbg9dW60GUKyMZaPniNCpz8ygthdO0iGFm9EEbXLYINLzkniMGpywpaY9ECWheDgAGHY92F3TdvfcIvQLW/DmuvPge6h9tSYSCaB93JTo9caGNNLcJxy/WDaXYfaVOVDXMFTWULReoXoyo/2aVPhD/J9TN7RXSJqlIMEH8E1aGI3pOEnzRkX670I4g/C0rjmJ7jR0viIaXAM3MUmoQ/3Tdq43LM94wf3+mOi7fzv0afjIhA4AFQ1+8I/n1UACX+g7vggoCzNphSZrcmZgICTrlwolSKqmS4EH+itrgPDv54F9zygWsDD6Q60EhixbkiibFlmbd+Efcm0ilAzQUD4A1URHUHvyKYLYzXXWvj4E7LlCQb6JfQeJdxNwxxv+wVlCUQzQ27KB6HnsUrND6/XIe+QPhRmscY1g9Fg0Ikejc1vYyK+5668BLVl5Tuk6eIM4i/p67WxMoTWs4pC/olBXEYhgyMyPhZis4RpOwUP86Nruvcznx2Ln/t6JNPAfg0m8CBUitn2D2VnewS1ERr4EyRxWI98gKKhSjCjF3XbYU9334I3LqnxFzGfccsLxbSjO5Ul3s7Hjz342+CoRXzVSlxtPp8bWWjJAzKvokMcXuJwZ3JRgtRP621V8cdsui3TRjzfK9AJ6FsiElq8NGje3UoPJbU74GVTnL9FKX+MSqvhZTMw9K+TIbKryTXj1kPE2V1EYcXCXCJChyY4Ahkcvy1EISyfZGYsBIbQt7wfq3lXs/t5Pvn8L8nnlwKgLgCiNWnzJ5r7IHP+duUA0fU3DMqZZEgKjutL+0LLDNF7DJOJgWBKkrMAEAbWZrEO10MqcPRgPLaClXk0gimZjmyZJ4FgzvT8rnSyLB1cGfJdJ8pkaG/xiJhd1AeZSZ5GCgn1MhIw0bWxoL0dZSEX1jR6M/AmJDNYyM1GpcZfZTuPqPDSQpPRLpMUJlvqeK92crAWKhZUrFqtv6ogd0KjBuCEusdz/0RP/ez+CudJ5EHwKbUQp/IkvZSm2csgElbe+M16lS87I3uMkDUB0pIN8UV48tdsKdUKBFQtFJ2Y8D971RKjIIwVLNYJ/gY3HIrOKjN3ysWfkMHn07pVdDaSxbcXf5wYOklbvz46PwEndOjXoP/QFQC8U/1Xyz8mSo/kmi9dOBOAytBa/BJtqNlZEjyLsw1K3EmgjLAIhpSvAnQZyDKyZw1okon5+CpDjo/gDZc5IvyG+vU2J+lAmB0RI5v4tr8UseFmBt/JlpYxO8dBn0LBzObmB2b5kfiZIywmafQLLGkF/VIODUaG+LzI2KF00/nDpS3k+mA7SXd14vwGxp8ALL8Jcxu+U2If6xUUOu0ZIyUiNhO/lbs+weIfyLgmAxXRcoW+pAk0Wir9GNkFP7Ua9C/GxkhwsyEq3S0DRmzCpboyhpbZWpq9TUhQiqHnuFU3G/UK/UXQsR/+XNVAG7Nm0j59TEhrBR5eJ2XL6mwA7QDfgYr2Z3uBBN8llywXsUG2j6ImXtefyVBbK3EHqBaYaXdloGxSQfVvJ2xNE2d7adjFaRpc8P4NDJjIfRECz+QNddvs/jSSNLQ/XYww8Gg5vpVRp/svSmRVYjMfRz56Jh7htTDgIJYc/16G6/scYLq5ps9MwPYo1QLigjU0jCUZBMMMzNN3kZ0wXzmi+GlV/YPDH6K//lWt1H7uU0miv3x6RgIY3HVXJT3Z1oVXaVRy4JeBlyASTdVLNrJe4/ChneeC/PWL1Y+uveeR2Fq29FgNh8qsodJK2ee5xEqK8zJQUnFJML1rHpQ7VfHirenWsBmo8mSBichZJfGlGfeFOmxYxncWeD2m96TrH0PSRZJKKSyWpaCoAmZZ5IMYva4Vhr8avaiZMVl5orIEq9jPk9IRvhBi8ExSzeeKEezX2Qt9Mm5aQnoB5QNsyzCn3IUhmuCIb2F/77bb7f/UCiFmGvgZ64A/JnOIaffneLH25cAZtwlF9N5pg9NwrwN6RdG1izkwtoH4/cdhL4Nw9EiMix+Cuvv24dnoXugBctesRHOf88LMwfw6Lfv5cLXTXjfFA5ZvdNNW0AUgX5YmAcM/559bAr6VgxBY1hVANN7jwZ1D+iYl2TaXFOGqMzU3UflEH+yDwrNpPvY3Gr8Iapbp2SaDiSpv4TGO8ECmA3i1Crn8oU/qLBMuvfI0JgjN3QZ0nJo6e6TPBczn2Fa6JMalXBvCnmpfBDElGtuAq3RYpzQCCrbczCRAn4/N3wPTRw5+ukWa4H7Mx5XGpYCd/3D3LU6zIWwL/G0+aLoTLTh6MN7YcUzUg1Q7avBme95Ltz1kW8Ho7uh46cltIjRWGb+K1cgbtODoVMWwPK3b4TTfumSzM4PPrgHdl+/FepL+5VegeC28e+L7fsTHfv4nwKO/HAsdXSL+dqpzKvB+lefn/nckYf2gdvvZe8VSnPtiLKYiIFlt/diD6kQxYRfmph8oZzwm8C/YGCng6bJ31oNVM7svjJTe5NeiUDThMcSp/vi3L5U8BMO6jBsLa7TV4Tfdq6YKagkjUo89hIy6T5SUXyl21XCkmLwD8l+fYDMXh3q34gyVvz0/qNWqz/oUeVWR4RL1CMAf6wKwKkFYwEO8F9XkDTUszJcg8dvegjOeOOlypeW8zh++WfWw967d0Lr6BT4na6yGsXxi7Ld/sVD3HtYatxxd6YDt/35tWG+me9fxOHygm1z4R8+mSuP55wSuO3JIA1Ts1FcCYZmgg7hvovegcVnrYHBZSPKRw4/sg8O3foYVHkIYiSIkIkp5NRjXmuvDghiAeiYtPaqri5KFNe2uN9Us2Sq0seouy229nJhTUrmidK/ZMkgFKT7tMYkadq7cnxKnX8chkQCH1fpJQNrmZ+5rYiqxUWD8ANpvQwK0GnyEskUaWRjfw1nMPc/xApQptk3EO1GgHuj2fctvkZXgecc+lnyCYQhQEuAEu7jnueek+RW+VFVRxswdv8B+Mm/fBPOffcVmS8v3rRyTjs9sn0/3PbXX4FJHvv3rRkKQgV5WYm//ekunPrGS2Dpeeue0Atw+999PQAiXaGE5DkE8fo08fGbOu1yYtVycXk2VUimXD/lYAAFXogjpSxJqvqTFzZaWDaKx3dp0q6QeqhpMpJSfagBm0qNP2WZfON5gCQpsdRCqzG/LPwoYQZkmTuYkJrlgH6KlwB5XIekhB5qVgoyBR78r75Op/0dZM6Z4PJAgH6GCsAJu+52ZlQsQOCeb/v8ZuhMt+HUN1wCg0tH5ryziX1jsO36zbD9y5uhfWg2EH7qMsNEFwpSI/XhvifsxPc/sAvu/rfvwOHbHoe+9cPRWOvUD06zHaAxAGHx0KBe+sBzEX9DFkFOapSK+SEg7iAJkA2sbyT8vpTRQVStoIz0h7z8FPaA+JT0P8QsS6LGIkHrY1zWxbS0GMOskigvd103vIyOVNxjcoxYNtevjphLk7xJQQ+S1t2XwoJoyzBITUS+AlCiuhfloqNGZW/W6qqSIAnkzNaq8BB8Ew+nP9WdmnmrA+k8hCc+C0ABres2BeWOyRAqLtSW9sHOa++Dg3c+BvPOWgbDGxfD4PJRqPTVg6xApkY/sk7tmRZ0xqdhfNdhHmfvhSP3PA5T28agMr8OzZWDSg++nKYRAKTAQrZc82M46RUXgJuEALY8s59TtxAuj26rA+3JGRh/9CAcum8XHLhtJw8zZrjwDxkIPNRyYtKTX0XCn9faqyRPqFw2YG7gQrroJPos+Tr5MbBJYTGWLzowueclMiJMYvl1Ystbc4JSajGdOegdqYQFWuJ+uS5GTPHhAg8IWHhYx9rd4Ce1uXDNdsEf5/eh0wo+x6QwQ3SiCNn1Bvn2q26wMpUSE8ml1hF/5bJSqrXIDN2pOYKcXD8ZkqkalYha6KN7OFJPISbfsvFiJCHKW7indtP09OS/s4Cm44nFAgQZIFxz9YdECPBir1n7mjm4DN3e7kQrsNziT7dRCTr2gpvlGJLNIjXf6kJX3HS+qMRLldE6eAPVsJuQtPFShv2JDILXrATVe0E60uR3GabvmJSAaC32Z7ohqCjAzMVNvm1Pm5MX3S6fsqnGuD+iqLW3ZAVVRsCZphgKxncZc/KZv1VlFJyXSO3O+tAZa0O3EypgJxK8ymgtaIkWoZ/wvqojTagPNqEx2s/vG3+dK/xa9FP0Zng8bOLrRgzMCDCWOH0cpLj40+/ya97ucGXQDTCfDn+2uEFoTU5Dd6oNs4cmYWZsCtpHp2GG/94+OgOt/dPBfW9PdhIFIZSDWxHKhyuemqvQKqIB6SRjlt/E48aUyDzP2MquP5ZM9+mKJLX+2bvFIMV9HHRganz8pE6n8+ATlRZ89yP/lHoAQb4f/HtyFy+/oUIYxTPQ8MJC+L7IINj5K/hNq9ZrAHxBpfWlZB4SkRncwYV0uBbgE2Lx5K520Fz0+ANSPQt6CJWhGlTn1bMWWC76YSYXXe8bt4B+hYCfLd2XI/yQP7tPB/6UQxJCyIVdtDp3RZpT8NlzC15d3ICBU+dBc/EQ9C8ZhsGV86Bv0TD/fQQGFgyHjVc/p8f4nqMwfeAojO8+BBM7D8Lk3jGYeOwwTD02FjBBdY62g6Ylj5+sOBe3r6I5ZmQQ/Ox1TLIBMacBgdVfQLIMzSPKVT5KKGHlRqNMapv7TdDXN3ADN3prRMj0RPoAYSWgGMPNaCdfMNt5nLZGEUjZssk4mBOAB9wNtMee2SWMkGksJQOdmKQUxGJUefz15S/5tjZ0DTX33UjtTZmBHqql7mVwZ77wKw02+uBQE+IvA+xgY0MOv+/PcIE/OBtYd49vt7a8CQMXLoahNfP5c2HwHF69AAaXjsKT8TEoFBJ/Lt60Wnl9+vAUHNm2Fw4/tJs/eTi5dS9MPsSVxf6ZQCFU+D/V0Spg1QnLiJWqTTJac2MPgMHyUx5ga1hwMtSI+rQhQ+aADP0zzIHV5OD/QcZ+lRCfMKZhT16U/PlDfuHWKK6sqcEHrDOErEg0aoUb6uI1gUCYuq25EBcVJ8KVvnvK5m1MxKYSFz0acuZzj8ghSy8upU+N6T4Lu3oQkfBYu3O4BZ2JbhCJ1Vf0wbxnLoORjYtg9JTlsIA/RfHWL/qjOdrHn+tgmZQVOvTwHtizeTvsv/tROLx5N4w/cBS6PJ6pUKgMBH7FGNOWS0rmyUBvH8529+nCaquFUFORKqEYMTVtKVdP2pSPeN1F51darc4XZ2amrnui/ABPXmDUZd/gvtUb89xVUkAOMKZEjN664TtF8XK2+s6cvjFKGVqUQIa0B2POZ6MyKhT+XtJ9NsQ/L90HWYZxkbZsH2wF1l64wQMnj8DwqYthwRkrYfGZq58SAl/mMW/9kuAJr7o4uCY7fvgA7PrhFtj/4x0wtuUo+Px+12oueEOVNC0oK1JS/Sm9u68M451+X+W+BXnGqTmqzvM8QmTA9dwv1Pua892KN414/LMCXurSB337X+V74MEihogOY7mLOH+IpIrMZgsm7GWv4fWPG3xyGObJXvdfGJfIt8wAIlKZgSZ0jDX+OpOvKd0H4b0Jyqq5u9ud9qE6WIGRsxfCgrNWwJILN8BK0WD1c+woezI8BBi99jmnB0/BAv3gNzfDozfeDXu+vwPG909DnRyoLaiF6cmoRkFP9yVKwOCpIthIog3UZZKCt7Y3FQh/XCDkOE6jUev7HJfUq1kRC9dcFUAA5AU/2YTjuZ93G9XXk1zdV1L4bbPgMu+bpgbrgzuTBh+dfoLsgm4D19B+0AnopxN95CH+MtHnsXT3kYHPL/4zSq12jojMSxs8vsAHz5wHiy5YA8svOUlxhU88tAdXhhtfeE7wPMjDhK1fvBV2fuN+GN8zDVV+v6sL68p90VF7tAabqIXGtuAXDa3nlBtCq/tSuQy4XL5kZnzyldOtqS+qI/yO/RGkAb/00n9MBI/HTRsqA/UHqdvNdKLpaDNavG6QPG5ja68cxJpAN0Y5agUtrr9lpBnaQMEss2+6KHKIPbA30M+Y7otSiqZ0nwBXRVHNzGNT4POf/esGYeGFK2Hlc06D1c869QmXnYm9YzB7dAJmDk/B9IExaE/OQmdiFlpj00Fdh9/uBundoGZAPH2WlnELi+VFtQFcYblVNyjjFj+rzUbALcnXFlT5s7lgCBo8rq8P98PA4uEn/LymD4zD3f/v+/DIFzbD2IFpaNY8qAxWA4yJZBZgQ6hqan2mhG9Qr/BPX1erE6XqTsgHHWW+x5BDRLj+bKbTbs8TP48HIPhrD/xd6gF0W63kjXaLPcTI/0itv/EbMfpuHJBjEXyTi5BL6qEj/4xyBB9yhN9SFG/yBAAynP6K8GtCbpzdV4rjnOwZCS18EIfhT3VhdvdMUFgzetFSWHbZRtjArZiJROVYHq3xGRjbfQjGdh6AyV2HYWr/UZjaOw6zh0UOfiagg2eTXMinfNGyaiWATXwyU3oUUeovUCv+RF7f4SvPabpQGa4GtQe1ef3QWDQIzfkDMLRqAQyumAdDKxYG4N9xAREXDMIz3vcSOPU1l8JPPnY9PPJfd0OrNQP9o/VEGaPBZbfxHiCZpUD1JFS3LsMiZBR+de0kI8kdbNQbzU94Ne+NoqLyeEEBgQfwkfXvSXbWAR8azSYs27T+Lgdxk889gSLE3yCCivVX44Ec0M9nYGexA81nt0ADuvDLbptUn0nMwluouf7GBp9SCoCK+fyictnu0RbM7J2B+mgNFl62GlZfeebxm3/QZbB3y2448tDjMLZ9P4ztOADTu8bCgpv9raDYJqADiOJop09YbScoxRa1E0kXn5OdJM+07r7s4kLj/RfbE4VZwtMRbdj+DAtSeT6G1lMoiEqNx+yLm9C/doQrhPkwumEJzD9tBSw8dcVxuSyP3fYg/PiDX4e9d+2Hvjr3BvorCfdFIdkpZf1dyigGjZaEzMQqZuHXZthKrzs172JuIG4ldmwa4I23/HGqAD687jfS9SIUQL0Ji09ePchdtx/yBXo6Y2Qd8GEjioAi0A+zY78Kpdo6u8kk+Ob4JNPgoxN9UPoFM+LfI403ZdmTgle44ItqvNk9M9BcUoclz+fW/qXnweIzVh3z4t5z96Ow/64dcOiB3TD+yEGY3jkOnYOtQMiEGIuqP7fhBaW9ZViJk1x5RKqRwCUx1ZdcJZfUN0DWNY5dW627j+nOm3DLeXjhT/vQFSXKGFYr1hsV6D9pBEZOXwJLzt8Aqy87Dap91WO6Vjd94Bp44N/vADFnqr6gEZYt24TfWGIsMwKbo3oqBfrJ19oe+lKXPcr16upjDQPeevdfSh7AuvcoCqDZ3wcL16/kWrrrcqvwKbfm/XLcSGKKkVQ33yDGpjZeOe73KQdNKGH5C4Re9gRIT/fJpA+Fwl/G7ZeQ5LiAQz5//qMz2YYWd/XrSxqw4oUnw8mvuSgYvjLXx9T+cdh9+8Owf/MOOPLAHpjYcpi7+WHJs9dwoDJUSUtos+vZAkXprb3p7D7SyTIN1wBNsXHsaWlEm4niIEPeDFNgmHGF0JnqQCeoBEQYXDcI889bAasuPyNE/+f42HrdHXDr//4KtKbb0D+/kdSEZMhOpepB1EObnPXBSiD+afuwnc0xGNAqvBTX+e1Ks/oPx6IE3nDLH+UrgEUbVgV13OJg3Kr3InDwtx3PfS6i2iGGZUA/RGsokDb52Px4y/tEZqufFz34WeFnytAJAiPPTS/pPpmXQHIYBKov+iJmdkxClbv6y198Epz2hmfOWfBFZ+WuW7bAntsegSObH4fpRyahiww80bDDt+/WXKPXlF7VEtNrJSYjMRBUhAFJK6scziTOlJbZ0FNslBV+yIwAwxwATuIGFAVQh7gi5a6BKAsePW8hrH7BJjj79ZcBVNyer+fBrbvhhnf+B4zvnoDBeY0wA64XhhnOKTUi6m3HDHhumDCsA805wk9SZ6rjihvtjPAQbM7jxt58x5+XUQDdAJUW8SD3BsQCOB899yp+AM/jCuF8fsMrimHX+etsZJ6S601M75m2ud1FcYfB4ksamjHKxOAULXDsqbuvt3RfEDvzHUw9MhGwEy25aj2c9qbLuKvfO5eCQN0f+c49sOsHD8ChO3fzbY4H2dLaSC0gXCVlWrKB/FSCqnopKPH9tLTWQSmMySj2tCIuEx1bWHZRC8HQUPZKhik8STOuyJq0fJg5GoY4I+uHYMNrzoez33x5z9d3ct84fPVN/wJHd4zBwGhDETpTaa+KB2RTT5RTTISZDkKFvlR1+5lO2c7Dx077U+1O61fmWhfwjq0f6lEBSLMAhTXjx7McHOcsvv9T+cFt4q+u5J9dzd8QReZ9iqX1/WSOnqI1mUWSVTdjDm4/qt6JTHSpN4QeJ+EHrWZcxMCiZbZzeAZm9s3C6PkL4bS3XArrnr+p55t1YMtu2PbNu2DPzQ/DxE8PcUvP49V5tSCNFa+9pLVXG9ltulSlZT/wkDAZ3xWDfiBbfEXhabF+PGJcn+DDdMtvcOSSgh0AfRAH6sQeCfEBg9mDs0GIsPCcRXD++14MKy7c0HMa9Muv+meYPjANfWIAbpdJYaGm3KyFPlGHH1Fp4c/Q0Eu/y2nKRLWL++3CegedR+aiAN70kz+bgwKIZBqjlk85FIgUA5LP5rs1byk/wIFuu7OQf+GUal/9L2JhSm8sJeObzdpeQsolgSZ5ykhS24+pc2Fo7WIRoahO25zL59cjqQdpgiGu1/TD41BdUIcNv3wunPuOK3q+Sdu+cy/s4IK//6adMHtgNojna4sbgOio1tRC5kk9CX9sbVTEP02gUMbdV3o7DGSeMb0XaIM7U54B1GYrSkRkUSo2m2Gw1IfEU3sDZmuCycMtcPlHTn/3xXDRe6/qORz48tX/GqzB2kg1gZ/0mD8Pcy4L+smOUcahYpSyH8m9NMngVryx0+k8P1SuvXkCb7v/b0KMaO4JRHVMk6TyD6DrHmhPz8CRnfuhf8nQ+0WxBwsqCyON6YQEkEjZwdIyD55MI52U9kdrPx1iiSoWayjsSZmLEYwrESytvWWFXzpYITyCaKR9oAWLXrAGznnPC2DBxiU9XdoHrr0dtn9tMxy6+fEg9hZgYf+6AY0NObXKpEyXIWMBJEIJMk+JM1Aix1Xcd5TYclPgDjNIf5wGzDD5gmXAioaopxNEVVqN0PZYWnsj70L8NcAVb/tIG+786A/hyMN74UUfflvp6z//pGVw2QdfDjf+zhfA5eGFKGQyAZumv8oV+sTW3Sz4EkqjzE6QSVQD7AroeQz885jr34E0t1DguDV+B4tBFChwr6ElSB7GZ/lNGFrXP3/kL1hcVqwDf6jZqXgcE1CuQkPULEG0HX1wp1LVp+1D9h4ZGPL1+SkFSYOTchOn7j/KrX4Nznz/c+DMNz+rp2t4/zW3wbZr74RDt+4N5yKu7g8q6wJmnSjlhpJ3GLL2oHRqZGScwRKWX70/8u2hzMBNlK1cznSQWPgx8knIUAJugm7kCT6qSjMg6nGcHTMRxXP8uBcg+CS8jg+PfPNh+PKbPgIv+/S7S4/h2njVebDzpgdg65fvg6Gqq47+MGRA0iMtY/nl7xpa6GJsLJqa7ESthCxa6wxS5Vur1f+Ve+gXzLUy6NgVAEbcZb4gn+hAd7qV8MA3hvs/JMKHoK9ASbvpM/xyhI8KLDMaEP6M8EtLTbP8rFS6D3ORWXGOgm1oasckLHjmUrjw968KrEjZx0PXb4atn78NDv7w8cCqN9f2h254QLrCopktIZCZgEHBPD8GOtWVsSOzhOVPaLxZOAQFJbRO8Z9ksI7lOUYsE26hxLWoNmtKcT2p+UlUimntU3sDHITU7wRK03NgeLQBu3+8C77+zo/Di//t10vfl2f/6etgzw/+CmaOzEKdKxMwlI5b51jkxv16WKPxLlPcoq4NG5X5KqPQl3uI50Oreyn/86afrQIQBxF1oImqrvjpVivgCsHwcJ1T866OG41S4A8sQybJ3sxTQMGqk2dSbm4bcvLXPdb4C0ERA1T2TXO3vw0b3no2XPIHLyu9jb337IS7P/ld2PuNbcHffZHgB6Al04ZxkoSFIEZ97nL3ORnLtQkKLL9GeKI48bqVltN+ObP7Mrl+RgZ+PcyCiZSyy8m5DPPsPvV++aaWXAmoGxyswbbvbocfffAr8IzfubqccDQqsOldz4Kb/+J6qHdJJZbJnnQ+4i8pWaaAh5Q1KtF+HIgnEhuK8CJOxZDtyvmgW6tc4MxhvNjcFIDYacWDzmwLJg4cFZOFwBHKIOpgE8jp8KoFfy0mATNRS6CM7tYvoqW7z9LslwVKwD61l7TFZhP+OTb4COEXQJ9bd+G8D7wQTn3FhaXTeT/65+tgx+fu4qFSB5qr+kJuRT8NY2Lhj91+oDT0CeJ+lVPG2PqQP7svS+PNpBFr8RCPzMzD6HiSARm6EjAO7qQA8GORdTPPT8AkZ26IrLO4jmUqkCnfHrNMD9Q8uPtjP4I1V5wJi0pWXJ75y8+GBz5zC0w8OgH1oap2rVHJ9edafkxBvzzjlBaPkoIT6DR2CrMW4vnt2dZFjLq3IvXWFt7Tp9MMAATdYGLab62vEfDJNecPQnNkABr82b94eFmlXns1k1x/YqbVGJ8x07Sppu5QA0tkGjVtEEVmGzKPv+3a5zAOGweFRNdh8r4j0FzRB8/55BtLC79A9q993Udgy8fvAGy40L9xMFSeCleiVhcujUUjIkX4Ecp1r4E1sImFT+Lol3rcdTc0AQD1URwYElgQMatDhaRy5aipLzMyYapmQNKvgP3WJQqH/6wMVMFHBrf/w9d7EpJ1rzgb2piZNihlgMqn+4jszXNp9x8mTVaoF5VJlwshCsNE+Ntlfw2ibk9k68o8ZQ+ANFaUoCkH5Rg/SrMJkknRxCHi0giFrtbq6onw97y+2h8L6y9IQ4PFlTT5KLNhZBORdcMznXwyWJWt6TfWFMRfYUWz+ySNmxf/S3dv4oGjMO8ZS+DyD74BmgsGSi2kH/zZF2HH/7076AMY3DCY8OnbFI6eTsqm+7KIv1qSnRMERBOTiJF2yczKMCnQyRkKpDZR6Yh/jFdozm+0TQel2D3yCEyIv06PxAxFQmkYoAUefB32cbd+z8274PGfboelZ68pdd9OfvnFcP9Hb4HuRAe8AQ9UyLWc55gljNa5LVL69iRtHcf7KClQWfilEM71vGdxH/I0/vd9PYcAci4+uEWCl1+egMUXXnemLVXThZ/0A5pppvvog5WK8zaKevqJWabpqoiP9SOqijQLf7Zjw14bbCz0yQH6dMsv9jvx4DgsfcEauOLDbyl1kffctQNu+/OvwOG7D0FzWSNgVo5BSz3VkwyulEAfiASBlKWXv9jMcVS2xj+mtkaEDIMNyjE/QSYVpgwCsQzu1M8Rsyed6GF90rAt3RdfD70/X3GNLaw+TtOD1kwXHvraHaUVwMDiIZj/jGWw8/s7oD+JmqmQTFSxVpnwVRV+SpSyyfxgorATJa036AlAsNv9k063/ZpeRo0HZ7Ng1VIJFQ81UWdyJkXJoxNwnZgO2BLbctfCa9be7XiOQ9L0GLtrTXaDa01mg0KnlUH80cTaYoUVyvf1Rx7QJBf+FS/dCM/9uzeUusD3fPZmuPsD34HurJ9afQvRKcZEIZFHg1HnHZPPUZ1+Udy6ahP+KJRQCqtMXX1BzE9SJ3VqcRNloFHHkTYaPjO2U6rrJ2WsZzQYBjFSeOn3MHa1E09ELws2j+/KXB9+qBX+wqF7dvcUBiw+by08+v1Hk2vHqHxfP7N1wSvCL4Utjh6gGQa26vUu/B44jvNqz6vO5+8d7EkBVHgcry+UAL1HFVyBgmwSCpKHivM+pW/eiEdTLje+9Xc97leEP16hZoptykGQC+U/+kcI/8qXbYTL/7ac8N/8l1+Chz69GaojFehb1R9gJqZto4SHiIXlxILpqAKlK86Mr1NG+LWMKyqxrKQTNWwFbYpTQvhjyx8LcHY2nny26pAMOcJmWjqPEqwjUgyUsx6JMhx+qnIkqPALO/XoGEzsOwoDi8qxEc0/fSVU+doSQ1WgiiVz/fk9F2QIt5JrB6RWycohsI0pmxtoh+F7+U7/qGy9Q6AApo6OwbE+RHzaGOy/2qtXFwrwjzE5169JdJHwW9awYjmVApV8ctDe030qLZO4ERNbjsLyF60rJ/z8Ozf85qdh9ze3Q9/yZtB7L4QfrZlfSgQnhiKcZHYfA7BAXlgq3aftLVGcKLnjapWfzJGgg32KUDLQQD+SUpagDNwEMKcY9cGeplx/mjlIhZ9MbL5E1rkx8jtO3QH/cBsmHz9cXgGsXwqNkRrMimlV1UoB6CeNMUM0wpQy9iKXOzM95YfaNcmrvQjqb+Bd3Iv/oyAkK6EEwunAXf84KAAxYRh/FyIQw5bnzE/3YZZKyETeqeT6DUOy8qSBUaHQJ8IfFZJM3n8UFl66DJ73j28qvA6CbuuGd/47HLxjPwysGQizJn7GgUsdkcB1Q8kip2rTl1KCOksBGjwUmypIiDuSMl6V1EOO99WfYG+vZmoMHPd1hJNtUutvItss5XwZPDVWAHyg5Y7qBBuC81rwXLUmW6XXt6Blqy3pg+kjs9phymQgUk28EYdB7VhRKfiJLT4lNRmQaTDLv3jBfRvlSvkVPrFrsMR1DhTA/LVLj1H8g0B1DVcCl4ohnDa3L0PqQbp7Q6oS0Mk7Tbl+2e036RsT6IfFYEBg+UWe/6Fx6D95BJ77T28uvArThybhhl/9JBy9/0gQ78cFPQC2wSmGvvl4wo8U6lCO269uJn/YaCigmJFEldOBJI48NLsYGgCVVgSTZAkxafySAcM4nEAtzjcX+sgAsxwJZ2+yVfhNoSoLr7fj9cYbUB1pgG8dnW7r7jOEKFJzWnY8XapUiuJ+1a6RRMxaeR91O9eUDgHEcMZjsv4i9deo/JpggM0KE1oOXp7SQ0a0X4n5E7cf1GSoXdyPqa9f6JbW/hlwmx48+x9/Car9tULLf/2vfBLGHjgCAxsHlfSexS4nbbYWFaQUPmA2eVTamgZlxUkhFqUMNrLVlNznoN+AUEX5k0YtprZak6mLEhVnDLX34u2mIKcJH2aJMDBDrl3HB8y4sZn0xG9xr4vH8b0SjgZj6jAbx6Nx5oPh7idAZuotocS4FF7q0JtAlPy9AsuvhkXB5y51XU8QTuwspQA60605C38c53jN6q+AIZUDtsGIuaNYJQCFGWawo0X4i1p7e2DyFUNJBY/eJR95RSFrjyiBvuHX/08i/NDNUUTSK45hRBhRmgeP7741MVIW8ZejbMmLktN8SY+B0iil9d1H6Vdd+FGjOCctxk8afKRwRu0jMrf2xlkpMrjcuvAZk7/GGgIMDFZjST8MLpvXs6Obh/iTMY2dpvti197BLCoQ1wBgVDGZWRQ2pjxDujVQII7zNsdz/rjIQAQKQBTtzNHxD+N9Dy93XGeRylSareUyzuQEsDOLMr17jIylqaXSfeW0WTKJZ3r7JGz41XNh3RVnFn7tW7/1GTh454HQ7e9SbkibXDMnFX5Gae6fSSOrEexAZvkGHyFPqI7S1vPrSZspWivVgveUXL9Wv6A1eJEk/ERZgC7j+mPW8suFUEaOQQtRrfmCpb90uIQsXDvCvbp6b8ujy1Q8lciKImWZgdM1ykhl+GH6VCyU8v8+syofIovohLjCm/1W94+LJMIJv0Bzegac8YKerFF9c8QVlWvpkSBveqg93FGIOzWwjo6lwcdQY87PY2b7BAxvmgcX/15x08gtf3st7P7WjgDwK0fVHLr9MhNOnPphyRyGlNJLn4ukBgQWEyU3njBSyiYASPUE9PM38f9jVvjDZhXUUEiNFyDj/KU5BTQERqhlBkgr9FFqEIisck552pJfe8EyPP+0ZT3bh/bYbFI7j1rUyhjYx4DF5DmoKTCps9OY9S5w+9XWb3UuAb8+K/mHLgwOjFH2KXsAM2Pjc4v9heVy3UptsPlKo9Yjsrr3yhVECQ8gW65fg6sMKDXZVCQW+XQxMMMXx2wXWJvggve/pPD8t371DtjyyTuhb0UzrT8yWgMZYEur2Bz5xienlCpS2zhp+8KgTP++TIUUN/jEx0Ka9QfNOksmKhtzxv3phtbutEwVkzJf0gqJTINc1OGcaAQIMzF3geXXiWtpqhvMCVxzxdm9Cf9UG1p7p8AlVBF/6xJLAVHSbqKM9oflHpjN7vmUe4pZ3geJVCe+n8je3GXd27AoBGiODM3ZZUbPfaHjOH1hjl7Ln+s4AJqAPhUtyoJ+OfXBZXL9pUC/UAmJGn3h+q9/y1mwpKBM9OjOg3DHn3wDakOVEBzyyVTuJF0BqcxTO1g/6r0gMHtRmEn3FWMyemtvnO6TR7LLFhcoC7Al3zPEueqodxOTrzxxScYv0Ijiy3G/T2RMtRWF5WRNDcZsTQhT7S4su2ApLD69N1LWw9v2wMzj0+B5qpHTC1M1jabaOI2XLj6voMTe0dJ9RSA1GAdeSdWcIqx0XlX1qu/K21awW0fMcuv16bn8grrgVrzXgE65pedkyWCx9XgU87r7QMsYoH10VzEDhhFEEbtsH5yF5vI+OOddLyj83q1/+WXoTHJrsqhpzPPrKzypjYiA0iRnnviOKZknFqb7chRy7FWgodBHFxrtnmRTceqwCx3xz3PDFeKQXC1MivATZWN9kjIXxn1G/QxE2fuqKOSWH2zp1Lc8q2dbt/+eR2HWYeA03MyxGqnBGGX8HZIp3eI6iaTiE40pVtt6VXsT0YhJ8McC/uql6WcwozLmPlM6RCoq/Aa/xJC0N4IvZuBPEnamCz+pB62P+DKiknMd3InQ2j8L699wHjSGm7nfu/8Lt8Ke7z0GfWsHgv4Hsic/k4g9TvfFjY0pM5l0A4GKkhNWG5jk7yEtINKr/OQGIBm8y1j+JPRiOcJvsP/ReTlShoO0mn6yYEShgGNekGYlO1G8EYVENK1iFNZ/YroDKy5cCuufd2bPy33f5u3hsTvytbN4pzKrr0HpyyF0wn5maPCxGqssypDTlkyvyZH/qA4gavzpKf7nbmulUXuW018fTEp0rYU+FqRfRsIYWQRTWw5lRnZbcNk8iWodnIGBk4bhjNdfmnveIt9/70dvgtpAJRzhbfFEZIquGPWNP+ugTuoBmSgwW+NvU3ykdIqFxJlyP0TGD01jfktrbyD4Schg4OQn03mq22NkEFQbk29S/26K+yNAlHIYj7QipYxd5hppdqwFVR77X/xHr+p9rbd9OHjLo1BjqCa20LDQ9RJ1QzlufH+YTOpRmOvXAWFMeyTyPd6X8LX2nlwMoD0723P+z/d9UeP+kpAP0Dcg6mXCb8O4LibT30gNI4jGKTfKijMOB7EgszKTL//ZPtiCk958fkADlffY/KnvwuSuKRhcP5gL1MRuIEaIv1zckY3ymQU3KNHaq4MEUv0raTX+qDD5ymk6Ukk6tO4+lgG91BEZMv2WSRGa437Nu5An/9jSs8ZQA/KVvhPWdMzwc7rs/S+AeRuW9KwAHrzhTjhyYAr6+yrpyDA03C2t3iVVbFqHZG8uXlLlpwdHCGgemafiJ6t8v3s6DzbvNV3bsBuwUevN+xcdVehAvb/vxQHZB1mAKxnkM3ZpZIWfjBRhx7G1N5k3kC747mQbGsv6YMPL81l9pg9OwI5r7obGvFo6F8HilgaaWarxTzxr+RwNZ9Kr5Y8VZZBC5PcEdbdfLvoxIOxZjzwr/OoE4NRSJ+KKEkGq3pprGomljdliJJe/kuK8x9N1ikbQGxWFOK4Og/GZNmx69Vlw5pufM6do98Ev/CiSFieJ7U13nkCt6U88P1BZqCmy/lgG8SdzR7xtHqHpenuue1XXh3vR5gF0ZnqrBBQn5la8DY7rrCPb6C60iYZ0wfQGH50nUDZrx43MM7uAZnfPwKrXngIDCwfzY///uRWm9syEBT9+tgJLFv745qM2/ESvvrfF/VSE/JEWMnHh17njQQYDJa9ET/clnoCO+MtIdwIIopLZCNchZrIHxvuejBVLr4Kf6/YyQ3bBLvzKBAFxHTo+jPG4f8PzN8Kz/+KX5iT8ezZvgz237oZmxbUYW4nPL+E1jKm8pXLfyNNiCukHqoQ6hlMi0LNLKJVaGQvMTZ7oFXzPHwCbB9A/b6QX7z+g/XZr3hWB4Po+WNKRqQ+bjjdJ032sKN1nJvOEYxJ+Q812dIGXXXZKvtLrMtj1nS1Q7fdyKcZIimuT+aUKk6+K+FvhEsqn81KmK0fdfSFHHNMEhZSR3fp4Lbm7z0TmqQi7dMRKyEDZJh21oUXeKCmWH8CS8pOkTfGs0DA+m1QsIhjEOtWBSa4ANr7oZHjBh94yZ6z79g99HXyu+bDhGTAmVJQqotraK/8Maj4iJl/UgZIcT9usSqn0ug+UketeUkevny+TSaMCYN1ubyEAP3AXvcvzW+80oE92yxjl5/Czd9b82TkLf1LEDt2xNvSfMgwrLtqY+/0dP7gfxu86DI21fVmyS9kxDkv7wgIQloJzIeiXFX6yglp5vRLydGO0tl7LxJ6ywOtTZJSpvQjKGPA0vYQq4AfmoiQsuJ+xgPs5XH6m80WppkArEVTCBpFtmT48G5T7nvWW8+HSP3jlnIX/oevvhMdu2wV91Yo0xFaXBaaMr1Mo3aSeFqaDYiVAv2wPCBYXQpm3VvUZXcZ/uS4DSMogTKln0OYZxJrPBL32H1HNBxmCW/0GpqkobXioKT49FuEn87G2DrRg6LRFUCuoC9/1w63pRBajkIUWy3EwQckdTAWJtGDBQnxcKtefGhB92hGZ3WUAMEVXwew+rTQ01AVkTfcFFs7STiznmWygX1D4QnaXFUFrsJEtKmSFP1YqAacCj/ePHpmBSn8FLvurq49J+FmrC7f9+VeDyj+n6hhy/WlxG2ozDggMVOEofY/lW39mMI6J8p3jBCC+GC8LUpjxU/YAesudM3A85yzuZi0kHY4tWsVyrj8zwEOqmcQS6T5rpQyaBQY1lxXTDMS8U/L5EES335H79kBl0Evdeu3GODqVVRKPq3F/HvFR9t4aGiQkmnU0CH82pEBlam9oQaR2XSXO1irVlO+BVMikZ3XlicQGH4BsWQ6V189EW4ZKEVlW+OO1MnU4HA++6vK18MzffwUMr5oPx/K48fc+A0cOTsNQfy1LOxeHrVEFX0IVj2m4l7b7QuIFhrn+/BQZaU1TejiXg/bbqyXD8POZZCAnDBmBOuVDABELV/trl6DnAgkmIaspM3jzzDYXACBLk5yT7rPuB42osAppp+CMOJfKQAVGN+YrgP1bdsH09jGoDFUNjg3FwHoYfyYM6KiSeSafteSzqQDm1oQ/7e7TJsdE7rIssJThSYhAKybDrmb+OnU0l3SbLZN48oTfxJEno/96a6/CV2hiffMJZsfbgbs/b+MInP7WS+H0V14Mx/rY/O83wtZvbIX+WkWCYgzosaP+SYljkCoBBloRU4lCH9CUK5bweAnsGYEIgzgfq94AP+YJueQkTAM2y6cBg/i/7l2Q5IpNlXlGSi/D7L5MX3+J8V09wP1yrj9DIy6U8WwXakuaMLomv9//8JbHoXOkDZWRWm7aWS+QUecTqui3HhnnnqkWMlFEpJEh9QA1qwIWdD4sSmIZMk+5r58g24aLGHkDLE1FIWan1YCiJNKil8zkZt36ZzAVg8wIoZrqwHQ7NFojXPDXv/wcOO9Xnw/H47H92/fALR+4Eeo8zHUrjlHuiMUl15HP42hnIIPf8jUpbPCxmDJj+gEVTKWEUqgyn53rdPF7hFo3IDolecTFObkoJtmcn1T8ZqZRYkYSjK29qLLClurrJ8qxkpg9dYVwAzPkRGzah9qaZsD3lvcYf+xQqMlRjXRYkqNO435CMNBGU2Z2nzrBp0D4pT6JBKCTrXCGIl0F+nQqbz3dp1sgzLARpNkGkvgC4zHeaCHzlNUe2UhGorCyiMzTn/GhJTo1+Z+iIm/ZZSth9fPPgE2vuxSO1+Px2x+GG9/52cCw1/or2a7K6JqnLRQ5QDaiqvD9og5GlRqdwNIyDTpFXDkTGcwN8P3zO77/PdRDgEqjWjoHyLXfQn4NTsnQeaG6YBWZNbX2Zkg9oJjG2xj3Zy+SEuuQzRMJFUB9tFl42jOHJpT4N0mvyAM85JH2muVHC49c2e4+RCeqLZBOnjFrbKij/MmiiXL9WUovMlptdTg3SsxW2uRe1MriKcsZqLj6sldBmkKkkHjDn2XQ6bDAvQ9GpfOQc8F5i2DRuathzeWbYOnZa+F4Pnbf9hB8402fCshC+war5nCVpIEkSNryTUWW6UMsi7r7DC3SaGmpN7VIY+GomOQ4z2PkK9ffixDC0gqA7+csJK2d1wJqKLl+0HP9ZEgPFLjAhX39oLr9Njwg2j3jC8xtFiu/zmRbzDuwDGhQjyLs7kNl7pWpbbOIyTfZpoMZy28cUW3o65f77NMSYFJS/6aYMwunykxBqNBVpgs+2pdojhK1CCQm1TBgbf7sUDL1hoHeG5BuS7zv8X8E8l4ZqUL/ikEY2rAA5p2yHJaduxYWnb4KnojHg9f9BH7w3i8EyqZvwCT8OhmtyulHEmDJkgQWla7x14efYx6fBlgwnaKQIBAL5wzP9bIg4OzRcs1AouzXrXqbqs0aUKzWLCwYCpMvGGb3yRa6dINPAaunjXKcstNX4s96tUrhefszbcAKKg0+GeONUq6fTFGdpX8kb3ZfcgkksY5pvHPdSQnok7vQmH1wp8q0JFmb+B6w8B4KgSb+9IVgY0gBTlKdlxOXDosJ8TUXPG5NxVwEkUoTyrbSrPC/K8HfTiVoJ4dKnb/eV4PKQB3qI/0wuGI+DC6fD6NrFsIT/bj9YzfAHR/8bmAD+wZrCW+CAlzGuX5EI1iX3ly5UJdKCr9JAVNPaW495DKBuJFC2lit1BZwRXBAUQDks9LAGrp4RhAk+bJZk9J3CaG57urbgMJe0n35wp/NFiBoA2gyq99xijuiRbYAHQSdjEuGOtRCn3SHxmFHZXL9cW+E1tePWsyvDPEgzEm/asIv+e0JjXfQGMHj7Vk/CI9E9zyLiEocgSTz7Vf7PKgurENluAGVUS60/XVojPZDdagegMmN0QGoDTWC12v9TagP9gWMyi5XtDUu5DCHGfZPxEMwP33r/Z+Bh7+2BRrkQmWwYhR+nXhP8bakGgUHYzLPtOqyiNIrXRem8VfH56GMV+PS2+60ziBi31FBQLfcTRFW3XGdk7NFJaTESZkWWdK7+Uqk+6jY4JcR/gx2oHkbZYaiCEsVkH1GLp6DajxMmQGjrLSTYgX9oi4cFk1hBolEQvcQMEEfVdAnsTKMZaxCkKIUlnyyA10eCvkRditc8OpoFRrL+6G5dBAa8weguXAA+haPQN+iIehbMAx9/O/m8AC34i78Ij4evvEu+PHfXweHtx8JUn3B/SV7a5cMksslySnJDwKD/LWdXQOUtfpx/UjJmN6GAdiqKyMKuJP5LjQFUEIrB7lE16mi42w0n1zc4EMFrqV5ZANZBGFuwm+BFgwFT90SNRCiRZjafipYmflvLDMCyjQTuUj40yk9TnKJHH0+oNYWLQ/wUAC2lII4+snPdboLnYkudDH8TpUv7PryJvSvHoGBlaPQt3QEhtcsgpHVC6F/8Si39lV4Kj0mD0zArf94LTzyP/cGF2hosB61QNi6LaWcPkipXYS08AsN4Z3PSgk/gWkEKEHvzr8+QtSsDDAoAnROkd/3oKSRhbCwYR3/MWz2xrXuPmlBm5I7vQ/uzKNeNKQiNcQ/422IP7nnw6bbhade5QsllHFMePtjLyCD+NrSfUWAX9I1hpkJ3iC5mySFASg5G4rGx4APDrpTbWgfbnGBD2tWqsM1mHfBYhhetwCG1y+C0ZOWwujaxdA3fxCe6o/bP/FN2PKZW2Fs/xT0uR54/V7Q1GadsGjoYCfNKCUOJpZs7c2aBDXUOAarDyVqASJltkFQ+ikKgJXAAChsAV6N+rBCubU3j8lXH+9tEn4oSvflgChkAR1NPJvR727dgdZYMRlKc/GQyt4S7cOPp7iCPSub6eLKzXKkiL/i4WjlpcmllHrwYyvVne5A+wh36/kR1yoOjJy7EEZOWQILzlgJC89YBfPnQIjxC/vo+HDnZ78PD37hDjj44CGo8ss1HFn9kOUcwcRTHxf6yANTEthEXst6oQ8rwqf12hA93u3V6herCcN2V8vYVfk0YBj/rzWN+s629oKKmhjQd/M+ehvfBXqduM3yW2aHOg0PWgenYebodC4P4PDaRUFqinVFGIRpuk8aQo0W0K9Mrl8WfhbX6bO0lRQNoU4CPvEYwW91YXb/bAAY1gcqsPCyZbDg7JWw/KKTYOk56+Dp9ji8fR9sufbHsPOG++DQtqP83gEM9leDWJ7FI9LQwlFhud563G/s7mNUnJ4xCehxBP3yxT94ZSV6jvDij6YeQLs4Dg4yBVVvtXCbwVeBQdXya+46lQD9UI/d87WAGg+Dwsts7vmXIg95RkTdhda+KRh77ABXAPYc8+Kz1kJ9RZOHC12ggUpURhvz3ZsnH6npvoJS34RBBpWGSiPqHy9E/qtw71tc+AXX3YKLl8LSSzbAiktPgYWnLH/aCf304SnY9t27YNfNW2Df93bAJA/tKvx6DvQL7sa4BIIM2U5tsKxIdzphjC8rAYXUJZnjp/H5oc2ukQb29YIKH89HsK8Gus5KRQFUB+qlvsu/uEIGOMw03sb64HzQLzfdV5AiIXUWgbJLLQwgLSoQuejZXW048vA+WHyGXQEM8BBg6PRFsPf67VDnsWNSMKtzwIEt3VdM7KGUexOpFohSZmHx1uxj00HRyuCyPlj57NNg7ZVnwYoLNzzthP7Ag7vh8Tu3wb6fPAIHbt8F43smg1CtwRwYGK4lXmKCvxi5BUm9l3EWj6WDW0kKaZ2oHVop1S3Z158xFDl8fr1mAnoJE6jVFWOR7k4UgN8pToWJc6x47pLUVdJieWUmspSg0t1wKOZxtMb+ultGmnW05Pr1e0RSLC9+P7z18cLzX3bJRth1/TYpdjM395hy/SonX7poCAyZSkNrbyj4BNM7p4AJFPb0UVh95Wmw8aUXBsrpqfqYHZuG6UPjMDM2Be2JGWjxv6f2jcHRbfvg6EP7YXLrEZhudQKhr3Gh7+PeGbhOit5TlnoVyeBlJlgOKlwJphBArfagQj4/lahMJiqnOQnvMYcFoQJbpmYBCIuDiXDhL4lTSnJrLZgIN/SrkIf4l033mbr7dG4ByygrY1wklFrDhSMP7C3c/foXng33f+ImaHG3uzpat3K0gwHxzwi/5pUQqY04Sq5ZUFrvnYF2m8HoaaOw7uXnwFlvuCwgqHzKY3gzbTh4/27Ywy38wTsehUNc4CdcPxDCOhf4JsOgbh+cFByN8+iZ2X2x4kazH6p3TMbzGhPuGDLYKr841y/PZkabRTqucX++5xCtM1UBlCzoaPCrMp9kGm+N+8xo360ju3uIfxLSIMxqkYxXUCz8coBSWVCHsXsPwr77HoNFp62wHkJtsAGrX7oJ7vrwrVCbb7/5+Yi/oUEmOiAHVCwlAKymuzB1aBYGlvbD6a8/D8791eeGFu5p8hhYPAwDV50LG/mzPTkLR3bsg/337YT9d++Eg5u5y//gURifbAWxfs1zwWm6kRJg2lVHQ0OW7L6jFspKHhtlg9kywi9zAKgFwvHsPnhCbHyR5yCOgavQBYoC6HI3qghxdxxnxK24Q2QUMEuhz5xaezEfPSVD7Iz5Mb9u+eW9COXXmejAo9+9L1cBiMemNz8btl1zF8zumYb64kaiCFXEv/ytTZwomQgjEv7px6aCbW34pTPgvHe/EPoXDcHT+SFGeYtmoKAh6LUQFNtsv3UL7PrhFth3+3Y4etchmJ3g3hn3CuoC+HNRmTdgXAWMkvZtHbiNnWIHZfZGSmOJksIvu/0kD+40rO1ycT9qrUPZFY5K87nG6xCer6oAiurho7HZog3YybrdlrifFQAKRfG+6aO2dJ+BJbaIr5QkKaz0u7D7+1sBfuPK3OsgvIAzf/M5cPPvfxWqUX+AkkU25vwMUzvi7r7sNQ5q1KcOzsK8U0fhnN++EtZcdhqceBge3BNa88xTg6d4PHbnw7DjxrvgsRsegKO7JoIQoFGtgFNzjGBsXGqNmYGdkKTF45oXxXAU1fhrykZpqab8Hn6CMmXAVIJIniz+aDyV2p2vKACvoCU2IpEYCkyWg9lcf/wzmXqQV+Pfg+OTyfWDobvQsBPqxb2iMAy46zA8dP1PYcOV+WOjT375hbDzu/fDY9c/AoPrBoP21/wyX8og/gEfR8QkkxT6cIvV2jcDnRaDDa/bBM/541f/TOL87nQLOlzpiNbdGINAD8H1vIAnQtTJ/yI8VpyzPni239WC+758K2y/bjPs+8k+YJ1OwOqLXBEkRkluX8Z08Kg6Lh0SSq9kpffA5KtXhGIPNN6yxT5+YKAiIEOKAhjffyjfVRVCUqn09Y8OR5NtDO66hRCUjAINUIT8kYHtxi78BX0FVsUW4hkByxEXxof+5/ZCBSAel/7Za+Er9/4TTD8yAc31A0GLrN2jobA/Phl+ErKyOhIGEowl3zkFlZoLF/3Fi+C011x83ATj8Pb9MLZjP0zsPghTe8dg5sgUtMe5ojk6C53pdlADIngRgmanpEQSBfFr0ALt1jyocs/HG6hxN7wRsCeJBqGBZfNgcNloUEr85AoVanD2G58dPB/4+h3wwOdugT0/fhycFkBff1VD86TsPEp4EmaJUnpt7S3n8drd/ycyC8CIBhUFQJ2iGXc+XxSVIYwbX4jMMXteuk8R6EIaHHOwrGzHDCQS5QcX8vQeeTuNFU3Yf9Nu2HbjPbD2eWfko6HDTXj2P78Bbnj1J2GGC259WZ+hpVoS/ijEiusUMB6LFrn9kzsnYWDlAFz296+DJWetPmaBf/y2B+HAvY/B2LYDMLV9LJh72EW1XsGBMPuTuLwuKDGuXB4uBmMwVAtmBPBWHany6zYAfSuGYHjNQhg9eRksPXsd9C98cuAVp7z4vOB5z3/fDPf8+01wcPtR6GMIFZE5YOnADtKBPwkHKJfr18d1yyxK5VrtTUNYn5CsQPhrP6SeCcE1L/5QgQLgF6fi/JrjuR/Pm412/MZ3WWr85UquHoU/c8QRQw1K1mD2sSnoP3kYXvbF95Y6zu3fuxe+9/b/BqeK0FjeF4QDmQOSx2RTSuYZO0Hjj03C/DMXwBX/+ivQt2BuTTliYvFWbu123bQFDv9kD7fyrYhdR4R3Hrh1l7v1jjKAM3/BkdSWarCGEfMPm/XBb/sBjZawoKKVuLGkAcOnLYKFZ66CVZed9uSpSuz48L2/vQa2fPonXPYZ9PdVI7uiIv/q7L7oL79ca6+B86mndZ+9FyZg7xgVQPg48tZ7/3o0UQBfuPLvC7WT4zq/yd3BfyJmQeoLhb9MkT/ZQT+dGrqk8GcVQOj2x1Vecl+/sNRj28Zg03svgfPffWWpC7ztO/fATe/6n2CbzXUDwXAKk0ITcX9SWRaN7xp/fAoWX7AUrvrkr4NT83q+uQcffBweuOZHsPvbD8L4zhD4qnOBd/orCiSDTJ5RQAqXH9MGHSClLalxVsPKN6/fAy4o3bEOtIWIib6EigfzL1kOa688E057+TOeFHpgx033wc1/9mU4snMMBgRIKDH/kkI9F62PErP7MgGtPOW6Z5Tf/vnj6B1McwXQlyqAF32w0CVH1/l9p+L+NZjSKkUTfHJlXyvlLUL8TZWFPeGKLAF4FFKPGBSbakNnfxuu/NKvwaLTV5Ta5q4fPww/+O3Pw8z+Wehf3Z8eH8WMuFKNf9SfP757GhZfuBSu/sy7er57Bx7YBXd95vuw+xsPwexMB8S0gtqCutR3rPIDxFYqLm7Ruf0UFFpKU8mDOzNeQ3QdDYFggn37Ex2YicbOLThrIZz99ufBuudu+rkrAXGPr//dT8G27z4C/ehyL6kSCCyTvcI5xf2YQfyPewxfQgmU+AzjCiAI+pxYYeU9Iy4AV1V12cGdZI378w8XdM54fXxYTmsvkTnWN+1WWN5kSCNLqbtRmhJUGawFV+Wm3/t8rvaXH8svWA8v/tw7YP55C2Hs0YlgMCUmdeTpZNjA8nNXfGLXNCzYNB+u/tQ7err57YkW/OAvvwDXveYT8Mg19we3eXBxkwt/TXHESLJiMoNvXHxkDorSApU84dcBKhPdSwz2uv0e9I/UA/DtwOb98M13fRZu+ftrf+4KwOPu/1Uf/XXY9PpzYYr5AelrbLmxDKUX2YS/N8S/JBOHUcBNr+mZA7Rv31F+IZHPznkGIBGCixnjnxd05+Xictx3Zb4Aqoi/cTxU7jAidYFLeXsh9I4cn0c1n4L/r7mmH8YfOgrf+p3PlL4pQ8vnwUs/+x445ZfPgvaBFkxunwj5/JyYNpwC4Z96dBIGV/bDlZ94e09VfVu+cjt86eUfgvs/89PghIeW9AWEm+Rnp/ZiDDCSPKmPcnnsUbpdjNKx4SZrgkTGJUym7ktx//jKGeCKoMYvxh2fvAXu+NgNT4pw4Nl//Fo4753PhCku7e2ZbgLOQulcvyHu78nyU0+CLlOrm45pLuGBE4PAeU8M16mrnDTrpbvPrvnI0PxiLjEGa7qPCqw/ypVZjLThHuqwyjg12LeqH3Ze9zDc/Fdf7OmCXvqHr4Jn/dtrYej0eTDx2BR0DrYCqlyR6pvdPQVe1YHnf+wtufwD+uO7f/hfcNPvfhmmdk5xwW+CN1wFX3gnTB3freRmCK3Xh3Qu82jKixN7LIrKUIUdyVRmotOlglIUFU8TqvDjFp169//rD2Hq4OSTQglc9L6r4fx3PBOmudR3W35hiXrW8suVr8fX7TfTf/fuL+R5Dl6xHoK0Y7JAEPPd/hKDO7XZfdAj4m9qRA7D7hD0S4o7WJrykYeIJEWfFH6+b2kTtv7HTwO22wvfd1XpS772uWcEz9v++Tp45L/uhImdk2F/OX8++5OvhdF15XLnE48fgRt/6zOwf/M+6Buugdv0Ioufxvqq5dcWpHQdwvg/e7cxJjaJct9MG9yhX3Rrg7d8LxmBkftRhAUCVBeMw+0OPFkeF/3W1UGn4ebP3QnD6FkJcsjYTlxirsXPMP7vVYE4SbyT84zc8K7Zsc6YF5uTaV1MifDLbn5Og1Fe3J89OkraaZkfs+hgNKaaKRZULxV1ay70LW7APR+9DW7+my/1fMMu/M0XwYs+/w7Y+PpNUP//2fsSOLuq+v7fufe9N/Nmz0ZIAgmBEAkBwioKyCKLolSrVhHEpdJSbV3+7d9atf4ratVq1VbEj1WqdUHrvmNRASlr2LdAQhZCyDJZZjL7zFvuPb//OXc959xzt/feTBKYq4/MvHnvrue3/37f77JOOPPjr4CjMrb2Dm7cBb+6/CswwIS/5/BOMNpdDDuflCZEpFViIYSETki9K+/eizAnolKJiZ8Vp9q0MOeaio/LSoSO8ho1KSx94yroWTwHDqbt/GvfDEe/dCmM1Otee7C8XqmOSi1cLDNyjpgwvdhwPiST9nKfKdUl/aJZ+4yXgjr6LiIDOIiKQeNgYEokJbr5hprIompjkgyzjV6Yw2HDOg4rw/pvPgy1/ZPw8s++JdcN7ls6H8679vJc3+HlvZuvugEqwzXoXtIVtOmCmt/XslfJdsII0IZkt59QGYFW5O6TqMRTlhrqKMwVt5OHkDV2LRyugwvZBddeAQfj9qrrr4EbL/wUTAxVoLO9GLk3oEwVkowzfcmWO/9cYCubhQxfGJJeztQUYo3kanckCcIPsvBHUIVA4RuIHkJHtxXLqOo5FH4d3omfvWqASNypRDzuqTGrZZZNJogdsOUXG+CXV30FhrcNTNsinNw/Drf9zXdgaqQGXUs6JeEXBYxABAQ5iLvVJ0EjXoIc3VOESMIv+Ffo/ERd3I8JJRm2uuyJOowwgeK3fM1bT4PX/NffHLR8Arw6cP6/vNG5XxaHgSdEmuuXwyrvXmVw/ePYegDkPEmjrn0exeEdp66EAJj4cuC9bTopOwRJ6d94u5xpuk9zkLiYXxcoODXqYPAGvdKfl+D1ufuCJRxH3EnEtDjvg4CeZV0weP9u+O2VX3MacKZjo5YN1ljd6a4b2zkBtd0Vh6XH6UaLJOBCSmK16EJAALVAGf2GiAIfwyLsu/0kRq1rhZ+EzUCTw1UY5YJfQzjq4mPg0u+/E877xzfCwb4ddf4JcNxlq2CcWtpmHtHyJxnEJIGOy+InG87WhBDecabkECDtmK4JmdRKSpDxJ6keQBJgJyb1+GO6wySmvQxB+IPZbm/qDiVIKNQDeeo0jidhXUd3Q5UJ5r0fugl23rsJTn/vpY6b36qN99HzvMGGXz8Aw5v2wPj2IahsH5f6+fkgEUcpNsoGGG2my+xkkBDK2rdQGKeBvSy/IvxqHVlN+AUwatwo2O4AkT1hObMC/rnx8yr3tUHvsXNg/uolsOLSU1vO5Dvd29kffSNs+/1GqFbrUGwvSFWjrBn/xq00SIndaRoKqkkKYGz/cLL8M4taKrePdpfnyEMvQRydrr1kGG+BuguIptFHAfZI9StiklxEwHgLJr2IlPDTCX9ipMNc8tLhZSjWKDz7y6dh79rnYMUVp8PpV1/YUDuvNm+wbAG85D2vcn9h93vfpl0wtHUP8wj2w9hzgzC5bwym+kehtn+KeQhVh8PP5/ELyDkFK8VHeok7/eMqC0IEVFsZ49F5TrbLEcitOfX264cR1J0ecrgCi2hAG7sX7Qs7oWvpHOg96jCYc+zhcNjxS2HOsgVwqG7lOZ1w/DteDGtvuAv6KGia35ruxMukOLDp/IL+8+yZTkoKgBM4pp2UaZpj1Gf6iRB3khhhFAE7RaobIhNbSrvQg3kSiOVU0asGKeRFBcoRY3GH45+trPlJyYDuZcwb2DsFj33pLnju90/Cij89BU64/ByHSqxlGws9Fhx3hPOSlDKLUcf2DsPorv0wNTjqjPpWRyagOjwFleEJZ87fGq853YOcLAQ59HsNA7puzu4Lwn1xvCZeASuyn9sNINyzYNfIWXtLPSUodJfYvx1QntcFbX1d0LV4DnQvmgu9SxdA9/MQrei0d70Knr7xQahO1KAUKHbMLcQzWRnIqhTYkx6TFECpvZysNXjsTHA8UpdP5BQMhT+C5yfisCVw9+miAKKJ+0mQAUchHHXjfpW1l2i6uIjwvTThD5wYb5y0tKAdeCPuxPoheOipW2HzTx6EIy45Hlb+yRnTSm/NE2m8+5C/En09PttQqYBVqYPNXhz+jU/wcSRonivxWXB4l6RRLIDJvIUiW/BmmQl9exHaOsqtVWh5cyLsPEd2DsLYniFHsdXGKg6GAT/nYlcbU0jdzPNYCH2L57b0uJwXcfnrToRHv/8glLK4hg1m9NP2k9/CJyMLee+NSgpgamQ8VcuwBTLIGWF9i9o4ki/JjeSbnFqM1sDFHABKN1OO+0W/IFX4/fCBhAQTxIM+4yESJ9nk741vGoUnNt4Lz/zgEVh43nJYev7xsOyc1QeMaJMf95Ah+WThVf9Tz8G+J5+D/Rv7YXQH8252MM9m9yTUxusOg7FIw0KcnIPLedi9Yg4sOOVIOO41Z0a8pUa3E654GTz93UdYRETBLGVp225s+i+ONSN9bDtJBcRMcLJFa1M6JCmAeq2SHgIY5gBb4eyDpD1rtlKL5KuGUXHEnZoElDanRTEYvPGtfij8GLkpesqSJM2NUpcbKnh+6JUbfZKUtsUsJmZ/tEbrsPWn62H7TzfA48fdBvNPWwqLX7ICFp92zAuCjDPrxok9+h/aDANP7YCRp/cyBcoEnrh05YaXVOQ4A2bRgEJB4JnwyVmZ0rCGq7DnoX7Y8fAuePo/H4Rlb1wN533wDVDqLTd1bvOOXQyHnX442+9O6MT82XnMHDI0lg8gMROdGY64T1IAPQvmZbHmI+w1hJwbIMshxHKbiOen0jNlHO3V8w2hB0GIHpUTaIYUZe4+reZNc+2Ip2hAGO31B3wAIpTd/AuFrpJDVEFsFh5sHoWhDY/Blhsfh85lndCzch7MWXk4zD9hqdMW3MfceO5+vxC28b0j8Nw966H/wS0w+MQuGH9qCKoGdZ5kkS2ZQsGEjvZSLDmss654uOJ/gA9UMeVQZr92sFd93IKnfvIY9N/9DFz8b1fBoiYrEIvPXQnbHt6RmbNyOhKDrcw1OG3uYAxICsCq1LJ80S62l/aSgrEotQSidvmJtX5VqlNS/HF/9gXap8uigicQJCu11MCKIsH0EIb4JTYJyRdlQlQQyCN9ZK2K7XgCtgMc6lovDv81sn0Mdt+yDdoPfxz6jl8Ic49bDPNXH+FYnPLcTgd9+Pm07WEu/Y77NkL/I1th6NF+mNgzBRaz8pzTsMhca951pwV9iXhiIWgnCg8x9AA5zV0RSrQAI/3j8KsrboDX/PdfNqUElr1sNTzyxf91cBONhDAglZCjdWg+zSkT5/7R3ZICMLNYH1eId7F/16R+ThVwouHu09T64xJ90b4p9FIKXs1fqCo6Sb/gmLLlj1QOMtxDB88vGBf2vkJpxBtxFJGNUB+qOaOl/MOlNhO6ju2D7uVzoWvJHOhePA+6j5zDhLzHqffz5iKuHOxK1f18R3uwmA9tgd8Oe554FvY9wWL5p/phbP0QTKHtJJNLvE+gq+AiHov0XWoLuKaqEzQnC9UjibQzSFhzNuA2GBuvws1/8S24/PcfhI55XQ1dC+ch4OPbw9tHoR2MpoX3QFl+UT7ZPdohKQC7mj6ZxV3gQjvZxWvdcQiomIW4s8Fav+T2ex6FQUgwfhBYBjHvoNAjZK31CwovSDcFcFpSgoI4g2O8z702Vnf23310Dyxczd37I2DhiUthwaqlh04SroGNzy1wOu7hzbthaMtuGN0yABMbR6Bi27xy5MTvRaZEu1lIhERdiBjnl2mMvzxiTvyGJJCBPTFQ0gjd5TYYmpiCP37ou/DqG97d8DX2sec5sGMkl1C2wnLnF3R9LisC6GIauyQFkClt4Ga5ntNH5RqJ8rU5geTR3pimKhKT8ffBG8WpOPTa/ahAuUSUbjbIIfwykq+gC/ySGXFDjur2CebKAnQt7IBFFx4NR5xzHCxlr4653c8rIR/bPQwT+4Zh5Dkm3Lz3YNsATO4dhXEmFJVnx6BasRyXnm8cLdiJ4zmNOolX6kTMAiPGPC0iVJJCwQYPZMWn/RYfqtTcxJ5jDynAlju2wjN/fAKOvuDExhTAUQvY3p5u2tonfya5hJjtGHoUJ/V7RsGQPYAsbieyu21T+oyp61nWsfaKXX8ZwTzjJvzEWj8NEhkkCAEwyMYTYZAHI8NC4fESbrYHDuouIO9WktDN54I/tX3ScTPnnDQPjrz4eDj2Vae1tB14JjaOizcxPAH1yUmojVZgcmAUKqMTUB2aZMI+CtWxSagMTEBtP3tvYApqeytQpxgIOvHakYssjGnrLEB7Qb7bNIn6OsLtSBL9viDCJy6Rh4TpT1Dw/IQefH/0mw8eVWx4/Gu3NKwAupYtYILi4RwYpGlwz3y1ANUDblzZeN/dhzV7u6QAMhEXOCNj+Cyi3ipnmu7D+NFeUdD1c4VuW6rhw4SRcNhFjB2JJumH0uGTNW2AD++P1gYuJ8DUrimos5h9/ikLYMXrToUT33R268g6bQqTI2z/U3yAxnIaYHjbNcfn96cy+aCQ8x771+avOrO89Togp3fnffm1GljcGnsNPzy5y5tmrKrlUI7VxytQm6gA8kag8TrURtjnJ2uAkzZYfIjHECck3LZivxTHKbba2kxoN0PvK26Z0qQhGTHz6qExERJT8sGQwktKAhLZ0lFQ+lLEdnV2jC4wYc/De6D/sa2waM3y3I+mZ/E8MKnhGpwSye2qtyYXgE3vy8ugbGOCU5cVAElfxB4k6BaVQUE73SfkDSRpjwn0Uf/sJeH3s+yASuJHUjjRHv+oyGNi8pJbfzdkcYWfe0e8pXaSs/Qe2QUnX3UmnPznL2/oAXChHmRx8si2fTDM4ubJgTGYYq40x/W32TGsMfaaqjutug7HgA0+TI872GRjQNrhx7rU9YmEnKsrEEQgtSSe/2wIfRAGF2omzJz9h7QbUCywl4eapKILC4tHcd+jajrR8keyOb5GQK03HOSUgv4xIv8OYq+JX3qJwtHxgalqtQabfvNAQwqga34vlNgxLHZtBkArUHkPyOY1AT1je0jNoQLI4lK4D6Of/bONucJHIWI2+i59JS6G/iCqBKhz00lQiwev1EZFclISPUgCrID2yCKvm1/rdyi7HHBPgBVvOgHO/NvLoGNevvh+9xPbYNeDmx2e+7FNAzC1Y5y53DVngg4hHN5xBJILYyEkWPURmTkaIxdWtgqdczGZwg4HnVBuriJhU5Qr9xgRWtSk3aTmThTzKIoSiIViSyZkJErNFQVcA/kwJMAr8K8RPVZaEcU5zAUp9F0UtXB0nCRlzwPPNiQ4xe42MLpY8DuWHflnZpVARmASV042iO8VooW2uC97/e+UPs3c3qMQ4yUac9B3kYRLCEA5iDjhplYYSBTOK7LASUptISTOAA/Bhv9p9Nkx6F7SCad96FI49pUnZ34c+zbshC2/ewT23rcVhtcNOEky52bzBFlPEdrmlRykXImbwF/wFCO2UrwXkmfjWFsj+Asi6i221hILdwDDUV+/JVtHTklQTf8KZFiIWsgqVMA0wvMkoqaRhB9UaDKipHQ94afik6aYiEjFk5OjT+6H/c/szs1nWHBYhpkWHsuGYxjbhjttSiFjxyEPI6lWAWTUMk7CBdazB/gKiPT4QxTMMyXpl+QJ+AsnJLNwrR9qQCogCaces9wgl+iCeqhBnN1ndPckLD57iQMBxgkxs2zb7t4AT/9kLey5bStUmNBzq1PsLUFHbzm0WgKlOqIMwOnUsIPORZHlXdPHiFQprGA8fj/q70/k1lDU4gIQPZ6wdB2JIBeoWH4xiUCEIi3KMGViUs9XkEQw9uJ5pyH5mizEmbJt2P341twKgBimk+vBJrP0cchAM+Up8OMUTPMpRENWAHY9o2ZzH9CjvC8bBOsVKfeJDyZj+Y1Eo8OgrGcoloZKACRUK/jR42kGiqWJRgP4c+bJssl9VVjx+lVw4Wey4f/tXb8DHv3aLbDzpi1gGRTKnQXoXtQRdCgGIYaCoCotAAGRV6Ze1SwspEKIhIrSVDD9EGNzLbo3CETpw9QQjiiLKkn4peNjaEgiAZ8XUhqS2+8pf+KjF2E05k9ZWMGSLBInNzi6Y7AhwXFKwDlRfporC07LNsyOuF7MoTkKoDI+mS2JRSkU2opPlDrbvfJLQrkvh/CrNlyFlZQ/F4J8pNf6dYVFUfgFxcZLfFXbEf5Vbz8ZzvnIGzLdk/uvvxk2fH2t4+Z3zC1Be4fpJOucYSTvkIYHRS5wxspXi6rLTPRWxW11VIKXhIwvZuyCxKhvELjuGNbp9WXVpIx/NIiJIOsIzFChq68EaL4SIBqLmZW40+skrI9O5U/e1mpO5aSVbnwrwwH9vmQl6X1mnWXVa5EQoHfRvDzHexIpHWO77Nay9sYIP0nI8qMSpxgeg4/hoQUhIREQD6KB9Ar3l9BVBkq44n2LT5WN7Z2C1W87lQn/61NvQmWkArd+4Duw847tUC4XHNBQBy3JRq9zEAVdiFo0AhedF5RYWQzF5TopofIgM01MuiXkRFBbHoqMnoocd7pKHaaW+8QQS81syF2ifk6TKnG85GhKNZ5k1l6qwJj7n+Ql1rxblT1re9SKsf/Zuu+yWP9GlQJmOStu4Cz7MTXsdBQAtWhWVcMFsmqY5kOGSc73J+kQ4/xKiB3w0RUHiJeNohjWfMMBHzXSR4jhKc5O0uDhBfJDjPdPwtGvWQnn/GO68I/uGoLf/cU3YHjLMHQf3uEUy0WoNFUwiEQo4eXWiQ9WqBnpVO9jQDSKAbdfXG4jDqk2FvFI8D4iVFRItKlInxw0W7lPhtVWxTms85NIs4tv+Q2QcQDcRZIuEToGvUamLscHRqDG42cSQ6U+TSFBdoWA6cd3PdL7DWWewZ0GnKplPknuyprthQdKhbbzpbWmk2iMd1UxZsGEmfHwE7bCNEMg3ipBljZfAZqMexvj28ZhwZr5cPG/vi31+nnt/rdXfQ3Gdrgcf7wpR7REKEys+ZZQ1Lli6zIKHHwoJfw0rL1CIwhiMm103DCVDsNfPKbEBYB61z1V+DFO+PWWwACp8BEZ9CER4U9P+lFNqOGXDEvdbbkFc2T7PqgzV61oziycefZqQjqCkJMAbC/dr66Ngpf/yrx52JJrIwypCdN9WTWYb/kNgZmF+qZfme7TDvmk1PuDHn8nkeh6F9X9FSiWTLjgX6/MdKZ/eO+3ZOGnqM1PyKufRPIaqNB4JzpeAsOvjQgQA/lEJKEGyY+OcDCiPgQgROR9jCpaRF20SYQeAR3du77H3wNUkur6ocfqsTmpSb8U4k4aqRJ5n2VeLhffjsPy4xeObN3rgK4eLJOaUZSgDECiCP1o2RtQabt0FIBh5NBshiOkd1FbSYtqhD9be4KQ8SeyExrg+ZFoBE3SXFvF9oE31+/3nvvDPZXxOpz5kYug76h0/L67Pv0z2P3wbuhb0uVAYqvC77dEk2DSjQjWW2DuQwC1sh9XEhLJONUW2whbLGIkvRa8HZP0U6HR9IkFkT0JM7iimNB2TaTBHe1TizT6ZBf+uIoPn+cvAQdYXZpb4Eaf2cOUB0l1z6dlfj+jh5B4DFeB3uUYLMU6eGVAK89R+TPYaxTNJ9jrJLQxmSw0bXeixUKN8AuV3zhQFkyjIUchzvTjQ5PAxLYxWHjqYbDm7eennieHruJEod3z2t0lSe2I8PtlKzGPRUDfO04E4m4SU88gSCXFgdp96DLuCTkRjFZXRNc/6elRxEwVhyg/pNBx6UxUyiCsGDRiCa6/0+ijCLN2bJR4Hh1q8g9hiyR34bsP74KFx+dTALwsPPTobqeRKE6wk2i7CZAZUQiJ+3Pvzd1GIZr/cN4ptOWcV3eN/+1svyclNfpkaL+R+7ulFJ8M5qmdDoR0ME/HgnouJPWCTWfNVG1nPye/5+JMl/zIV/7gYiN2FJk1sZQMN4axJwriGTS7CaUoQiJkZHrhl4c59cxI+jZfkhgWoaR4pAoEJoRPGSsOACmJMiIgNZLQ/0BhLYjTfaEkxs9wiLyGkeSwwxIFUGXHXXbq4ty0ZM/dt8FhOGonJFbg8mb7p6v+n+yBwG26h+gogFq1kk/bcGtnm7e0dZbfpxP+dNdfjuMjCUuHu084daWwl97iGxUrHyrcS7zD5O5JWHj2Elh2zqrU691x/ybYc8cOFj+2S8LvW35dl59TyqQIKvebrr9B7/ajNrUSSfgh6myefH+I2GIbTZ0SoQtPdx8pxru1anOTS70el4PBoLsPxX5/v+rj5aJkY0vk6b4Yr4TIaUrZ67Bc72zZeSfkFqrtdz7peA/lYnFGhFWf1G16BHinjfQJ3XcyYwKqBzIM8/b2jjKHwSnG5ZeSqvEEFO9cyvjLwt9UuU9E8vWdDdudoVvxujMyXe+mXz/kDO9wogx1MTruKkYdcxQaf6QoWkmOYAxld1x4oxN+0Am/MnaLmnq+mDsgid5jWsZfaBYiMSuGapJ8oidABIEW24Np2uRdnNL3whICDjpRX08ZVl56em5B3XXbRq37n5hvatJlbwzpNy5nx6Hq6C08zCdxCsAo5C9vsAc1VqtW72grt19IFfrqhNyvfDnKB2xhpoAARi5dkp2s90QRfr4oaoNV6F3eAysuWZP6dT6eO/jgdigVZeH3G3UMeRRPO3iDCEDFzG1Mc03YgUeEjH+MFUB9SKQV2gTEJZIQQsX1+EcPEm/LQryIaN5HUgIAUbc/Q48/auP+MCfBG60qBsIJrzvBITrJs2259TEY2DkGHZmS5K2n8WpJboDnRyj9ncHdKxLnAdTq+RUApVAsFW9it/rC7LcBA2w9UFxisdZPFAx/2SPIl2Wkovb23NNaxYZlL1maaUHsenQrjG8eheL8onbtUz/PoAo0cRtp/P520ZAFQCaRJHs49CS6troEE4n1jAjowBa0rcaaTD0mHFNV5PL9EEerhQlxisLgX+gFEFX4BTw/4kM/0fjpPsR42FgijKnXqhZ0gwlr3nlx7jW+4Yf3gM3Hs3jzEDYvuI249S04KL+LN6Ohn2VwFEDX3DmN7JjflF9Ty/piRpqgELobo+W+uNFeojp2mOXElHIfeA1AQsix8NRsUNED67c7MWCbNwDluvZKVSTCUIiB8KssvUTn1bplhTD+xWiIQMSGHNSzGusz/tHJijB2jybNSJrlB9FUo7bRh/ioIpG2XhLpkgyy6GLLL4XE0V5EjFFGMj8Db52eMG047YozoGdRvjW+f8tu2HH7Vujk3QOIOVh+ph8fMKeg3lUslYbi/pq/DCg/ic2mWXzSMGB18qQfBotbHSgJYbyjWWw1o51NCRPBEoIU4zr981OWQ1+9YPWRmS5x3J8eI6ARfgyAN8S4hkizAKEvQ2JaeMVav49GFLuoMGNYhOIykwUm0vKrqJHEsVcp7k944pSGCT8BdMUb8ggn/1zeSakrIW26L1ZQhA5FrmwmmWfb19YOZ/7ta3Mv7Qe//BuoMMXfWywl3hGireg0mxBshhossv0MbRsSFQAnhGxocxM7P2antzotGx8+Iw/MwVsMKow30Vj/THh+EhqRxxlgyAAT/LjWiAU9J86Decdkmwmf2j/h9qJjAldB2Gbg9s+jvsE2LemHEJ0DkBYBxg0/iUaQRPqzRfdfjvsxkrWhmaf7EpEV5SEe0QMyiFzyI+I5Ysp0X0JyQ/kbz0tVmdt77kdfmZtoZXDjLtjy243QSUzAlLlLTMS2yh8axL2PGVvrVKXBtp8mfcNRAJOjY416AEzIjB+Ve3uujbBjCQ8tiPdQxnVTR2Qwib4rackpgBNSSy7Ki4QTcZQXdqUwGwuJyamaYLkF4UcRfDyqu6OuNWjr4+LDShI+iE0cQgR1GYX8AVEbflDNr4QLi2ad7sOULDYNy3vi5wwRKJZEJ//SRntRm/mPCgV/Z5jWYcXZy+GEy1+We1nf/amfQI2X/kpFd2YjsxVuzP7nyGinhhviudpI76fU2pEUoru8AHW7Mfnnz9jG9cyNX28WzFUEFZ0lwnZTDBZAcKIBuCMmaNgYzaID9fDww4iPJENp1MaxX9rndGa/RhujmWqMlveCt1FO0MVrbtnVtTXXaPgAn6hHOU5K+sVJEYkZFcKsSL5pY662ZvZb+TlYE+LoBE3LOUTRiUADesIVz0S1Br3dZbjoC3+ee01vvOlB2Lr2OegyChnRpJrP0qUplhSq7wS9gt/DhBJvoAA6+3obPHkv1qP4XfbLp+OcId+F9x+4WO7TIflmK/cp+0AiQ0xrhN/3RArlBph6PItGlFpVEL16mIlu1EGEiUWil0vJa4mhQfGnZbRZDt3YcNRSheFDTEgGmEP4YxSF1wDgCKIhnKEhfNUIn6tv+QMVSjE+449C6AJRRSQLP0C1ajkcFhd96Uoo51D0fOMl33s+/kun7m8UDAEDsTFI7mYz/eIERp5jBvkqC39gpqD+ufTg1XoTCszJ7H+XeQCfDhvOqITgIhI4+lNphMhjrlqnCFMw/IPpPgXdS0GPjezfzD7V5VCh+fGvQEsdce+psLgj16KD9CKC5Y9hdKEYKfeJQ9GqYIoVE7lqEO9qYmqXn1zuwwiOvwfxhVEH3c3uo8ARqSlMxIF5CiEEaus8UctfZ8I/ZVC44MOvgqXnHJ97Kd/yD9+C4dEp6GOuv27qsVWxfZySbkVAESBMmcatZsHYm5Y5d2cBmqSmZjdrBzvMHewhnMuHZIJaL3++dsjiKxJ3YgKBh+r2xd5EjuFPo+U+gLgSWa5ygnuDOtvCcEWhGkXH6hEJ4loUTu3EmJCpzjIrEbkG0Jf7dAjAsruswVxOGu6JJNkgRGBXfTzfSgs5HlSEE4PxX9FLSMj4I2qpJIiUgwmVhVW1YZwJ/5lXnwVr3p6ft+GJ798OT//uaejmrr8moZXUntuIpW8lt4C2SQzha6Zppu7DkfypycnmFADHCrSKXy33dJ0bGUTxCB2oAOioa/TJNuAjoAKLC03kJYhYEKFd1zM0djV7zqM8rzuYHwBhH6FXoAJ6yGlN1fKH2f54wnkScxOSyn0AUULUEHlYb0HTJ8hC6G7U+/3BeTr5CoIBvJco/EGYL417Zu/yk0M5IpVNncoOs/xjTPhPvfJ0OOvvX597/e5d9xzcde1voY3t2yzoFaMepIU0bKmzKAhd81ZaLsDzusaq1crPYCr9zLxOwGrTJ4to/6TU0X6DaZhd4ooRmVvF5hASn8ROjIhE5hp0XYuwOUbMlEdq6xDkxCvD2RVe71HzpViQKB1voMHCJ0EnX6icCKURIY2DcopL+umdorjCIInp8c+a8Q+FP8itkEgWIsI/EOLECos3HbJZG5aoXpw7tETDngH2/3rFggmTwilvOR3O+39vzr12K8NT8Nu/+oYz69HNXP/E+xIHu97C+D8uNMi8L+Zp23XrO0wJ2FlA/90QoNTspBOHXLYtq1r7ZqGr430OWAaEIB+UUtkwx033YZzNUzP+KswGBGQR2phWKOVwBp7q4ETmK1tyxrHQVvo92OMWmF2FIIQhmk49WfhBEH6UwnCqac8NzzUtLJLDAKId7SWxo725k36gq5hiyNtniOcZxvyogJNIm53e6CM1BikelH9rp5jlrxkIZ77rZfDS//Pahlbur955PYwMTDgNPzSl468Zau9sE37NKw2vFHWd6YxWkmwKoL3c0bzL4srmddSi7/MfPPHgsEVILwCMSfbGlMqkjL93a9VklJ/x1xFgoIy4Y3aaUNk5BpP7J6BjbnqWeO7RC2HOqQthz9pd0NFdCEIJ0bUmEiuuBozRvzpvMEkn/IaAtSem0+LKfQT1LDzJ1jVvxl+XgZAHfHwQlGB8G0GZ91e+S7PBeMfxhfrKd7RWY4vXgPM+dhmsufK8htbsL6++HnY+tRv6CqUIMnIWgctj5ZMm/HTQXhCvPhP3zZ7LWpMUNmaF+XM+xsdjm31xIbRr9hZq2bf7MT+loRschcFQMtqYcom+C40QCBGqZKQA2iZX8SYVuoswuX0CBp7ekXmhLLvkBOYiChDeKAu9tluM+BY6RP+hKJeU5AcnT1RGpvsQNfF5lMGHYFzRMGkKUTfgE488LJLxisQdktdDwqYjzBr3qxgOisJzvKuaDUNWDXoWd8Nl37m6YeG/6W++Bs/cvRX6zJJbu81h4XUuOoH8eIHpzEA5y45O5c34F14GRUh+SQrAuQEtePHyGnP3Pylrc301U45rMfli/TKiD+bpYYYSQG25BmMS347WLhhQY+HR3se2Zr6xx7/hLOhd1AFTAxUFwYRI+Xp1SCjoFmRSaWMCXhsK+l/OoEX9JYyDBgutu6yO/HCMxo9pq4pU4XxVh22SSmQIQsMXERY6TY/7SYyAgLfPCnP5x8GGFRcdC1f84oNw5Ete1JDw//qv/wM23roReo2i37iRKqR5hTqL+x1HFZaUBUsSfvaM+6v16i8tuwppL0kBUI+HvtkXf4h2zbrNtqwtbh++LBrqkE8mJYcoxM4kcKXFpF+o/WRseVVIXKvkUjzvfWRb9lJguQgnvvt8qPJj1mlQ25ejXH25D1PgtFx4NeHeRJKXquXHaHtvwC6kWzAk0e0H0Ln9OiWXrKgR40lFs2b8dX6bUzqsUhhmLj+fWTn7g6+AP7n+r6DUW84v+RaFX1z9Zdh82yZH+IlpNDnmS7ReAWnxTIBOVPTYmPg5f9gr7X9SDsBsJdyRo8mNa5mwfTdqh7JO92mSfgKohxhHqiVBMe4P+ApFOWXfbWNhwOB9/TC8bR/0LVuQ6bJWX342bP3tY7Bj7U7oXVh2Elk6RjQ/WSWeISLGxo0E9Kg+0SY/jOH6TVqWJHVZkVgQR1GxiRUFIkxuKrV+L+NPG8j46ywaDy0n6nW2PwJHXXA0nPvBN8Ccoxc2tCwn94zAr979Ndj91F7o45Y/o/A3wvTbXPcfaahHgF3KFEHzqyUO/Jnj8N4w0Ci0cmPHv7Gjt/uLhaK5AClGUIKSp/uE94LpPhFSG2UvQnChQRB+Heeez6tnMgUw2j8JG35xH7zk/Zdlvq5z/+UK+MVl18Hk7inoOLzDmxPQ1/pD4U9IImngsePKfTrhRw1ASoThL9OAj3IPNbDavidjSP0XIMxzeANN4mhvLkQf+TqnKjWosX3NW94HJ19zAZzwhrMbXo87798Ef/i7G2Fk3wT0FYqAGdz+tCaf6QL3wFjSvOTQwbKsL9loV0nOyf5CWlkm9wUQd3+0bn0CSuaXtWCVsWwxKnEnCab7CAljVbX8h0K5TxtTuQMIkpSUCiZs+9U6ePG7L82MFMtBJS786pVw81Xfhqndk1DmDMBWtEzlJzZVwEp1tFeXuNSO9qKcFpNiRYTYWn86cSfRGP8YFuUwBytZfMmKEwXUJQNrr380w0NKmapZUCUU+hZ0wJo3nwFnvfvVbJUaDa/HR75zG9z3zzeDxRZPb6kUDavSsuot7NjL+r28++Qp8kJH6bOmEcWSyKQAyl3dLfUAHKG06fXUpp9kD7aPil1dmdx+Qfh919+P+9U8gk8mQiFW+JHKf+TVibZ5bTC8Ywwe/dZtcOo12eGilrz4WHj5Vy+H2979Qxjvn4Au5gk4SEdUtuMU4y0IQdTHcipckDLaK2QXg5Kbev9IpkYf2WWgiLFgns45UCVuI0RojxaavaS4H1KEX5jXqDFXHy2w2HtzFnXBia89CU59xyWZyrRJ2+8//G3Y8LN1wEe/urz+/lYJcGMhAgEATE195WoB5vMwpcJ1pc6OYZISbsUqgDzcgFk3zkJimMbHSHfbl4iHOISQMeb358jFuF8UdhGKO2nHnvCLGWZRvtqY5X/y63fDqj87C8o5FtvyC0+ES75dhD++/4cwsmcSejhZiMhehajJ0kO0/ZnI3XpIUVNu03WGkQi8sLjv1C4/AY9d3+gTwnh7CG5hk5VC4IGIeuGP7fH3knvIh9BsZ3iH1/PnrZ4PK159Mpz4pvOgrQH+PnHbft/TcOc//wz2bBqEHjTBbDNAZMVFfZtRg0nA7IM8mbAtciofnsg0DfPj1mQVAAHyViMJvzHfPPXDLVcA6AaM0NHbNVgoFueiPwiUmvGXy32hyVAyxRIGAEQFzqP+EuvrKCIQOWAmAKMsnl/+yhVwyZfyz46PbB+A2z/6A9i1dieUiQFtC9rBtjHZ0ig5DLkXAlOSfnL/vZro85UhjbNKmRp9PO/L42R0hrggZGuWhN8H7zQUGO+EB12fYi6+4cKyd3W0wcJzl8HRl5wCq159ekvW3Z2f/xlT6mtdJqBiUTvY07qtldh9+TeO9FurVz9ftap/TzBfwfKvt1wXKoD/PPkfpuH0kIXdFDq7u9/Z3tP5jUTcQTGGRJ/9FgLXPwICKWb9MZoYIwIZqHSICGuvWxoaH6rCWR+/FE588zkNXena634DG25Yy+JXGzrKRTA7C45gRBOEGImwQ+JOXZKERCjA9M084V7jrL/qHiJCvMXQgImK4C7+/qhE8BIj/Mh5J2yoOEKP0MEs8ryzl8CSlx4LKy89A/qOnNeS1bb1zifh/n+/CfrX7YUOakCpvZCcAzkAEN0tVz+GUa1WK3MsqzZFIF+e5K+3fClUAD847zPTc4L84VsWGG3mc0bBPDJp9DNcd0LiTiP8kp3SJTz80p8o/EotnAhwXtwLqA3XwK5QuPSHV8OiU5Y3dK0DG3fBA1+9GXbetJlZH4RyWwGK3SUP+xAjxJ2iCw0auC1ZURBdBjUy9ZcM5imHDxRjXH/0SDwMfU+lmo4UIU+dRCtvSKlT9txtJ4vPt45CEfpOOwwWv/gYOOrla+Dw449s2Rob3zsG937p57D5x+vAYla/q5DU3EMi6U5oIdrvdCqVSPnYfXgfYu9/Nq/w8+1tT3wyVADfP+9T06alnDiyYLyKKYCbYkADA+tv2wJDMEGvj15/M0JBIbLbjyFxJ/Hw+GXhj45yGiaByf5JKPWW4LIfvqvhWjPftt37NKz/4T3Q/7stUGHnUWJKqtRTBKNoRMpe+tHeULQjraYYjSDDCbwcST+RY0EzY0A1uSsR6djhNRAiad4cxefxOY4eb5kuoQFdC8sw95TFsOj0Y+DIs1fB/GMWtXxtrf2P/4H1374XRocmocM2oNhuTp+3f3BZfiYr1kC9Xl/Q6D7etfGLoQL47/M/NY1nyxYIc7MN01hLiuaZkc42ASgy7PtBSTGoi5ugPPkmCbTE2huOpoYJQxFcShhl5WzBTAmU57fDpd++GuYeu7ipy97z5HbY+OsHoP/OTTCyadgpQznKoKvoUowRIif9Iq3Tynw/xlNPUcQEenHhO5iSfeYK2AjvmY9wJIXR7Jx5Z16deVh1ww0DOIRWZ2cJelbPh3mrl8Dhp62AI168Esp9HdOypB7/0Z2w7rt3wb6Ng849LbcVFU/x0HfvtVbfX+scCMfGy2tW9UeNzCDw7ZqnPy+EABd8ZvovxiSr2Ep6KljokvCj47EbfrEfQRv3+zG/GheLGX9RwYTQg2HLXsQCC4hWpmnA2O4JaOspwXn//qZMxKGpG3OLn/7Do7Dzrg0w+NgOGNsw7Iyw8uOVOAAFs1pGmyFh6EeuDePLHBRpcsZfxNDDhLKUQG8ewCwyhWCz+J3PylvEFXb+mSKLsctLO6H32HlMUS6CBcylX3jScuhdMnda19ATP70b1v/oXtjz6B4w2Hny0ALMbO5+VuFqJtnXyJRgI8ewqPUYs/4nm6Tx/ohrNn4hVADfO/eT063KXIbWgvF1s634l6KPGSHupFHyzbiEn+QFIJVAMW0VHyCGu0+cq3cVFWcOrjgL/ZSPXAAnv+PlLbsNHKt+x4ObYPcjz8DA+l0wumkApraOQY15LdSLlwvsGk0OSsmVQpH97A9baeL+fMIParnEEXBa5+CRrpA7bFwkPAY/j/ZSAdqO7ITOI3odcJQ+5srPW7kY5q9cAm1d7dNvBtk9e+QHd8Cmnz8Ae9ftdd7ieP2kSELGZzkV2WCXXrwA6gS7lY08ed1/JHhi3a6va9T68+0v130uVADfPuOfpt8D4A+rYLaXutr2s1/LvlD6Az5iw45k8f1HGyf8hMTX+n2kWpRhOySEWYwOdLBwBaqDFagywTjqspXwsg//GXTM72r5PalN1GBw807Yv6kfhp/ZA+P9QzDZPwqVPRNQG6g42XPH8hKqdBFGWZNEVB4q1EZ9oY4+DwIF7oGwe1NoZ0K+qANKfe1QXtTDrrUbuo+cD92L5sK8FYug78gFmbslW7WN7NwPT/70Ltj62ydg/9Zh57q44EPRaLqs1woBPVBhBnue/2UWzXcahtHUft720CfEKsCnZ+TkvezyW1gMfKMD5ikIfwTSSyzZKUk/WWnL5T4HHhxQsYQQsaAeQ5WAQKOU2/g6q9kwPlyFnsWdcOI1L4MTrzh3Ru7T5OA4jO9lymDvKIztGYb66ARURypQGZ6AeqUKtGJBfarmzMbb7MVzLGFa3wPqKBjO9BxpK4DJX0zIC+0lFt50QFtvGUrs3/Kcbug4rBvKvV3Qu3geFDpKcKC3rXc9CZt+8wDs+sNmGBmvOPmFcsF0Gl5iB4eaAdBsWZyej7UnfyrNkYGJSmVqvo12pRnrzzelDPjpGXvAjhIokHvAMF7KW2h9+i49f32y8EfKfRj2ldMAwz/mPBT6LtABLxIXh4D3/fM21UVnHwEnvOM8OPq8E2B2a902sLkfNt/yCGy/7SkYfHSvMwvQzmv5bWYDgjh9SbgDuXGLz+TlcmpbP0LMTGwVu1293g0BnFbghmarG04GGmBV62+ypurbVe4+SfAD9112cQNeOWe0V4bYdq06CWvvEZUCESJPseAm4fn5EQILA8qHtTs5jP57dsCeu78P6y9aDi/6szNhxctPmpXeBreh5/bBM7c/Djvv2Qj7/vc5mKCWE460owltbaVcbn66oOZLCDarFOI+0ygDkFv2s2+r1Co/IiAjLTe7Ffzk1IxtDnwY7mCW9e/Yb19UwSN94ReTfpGkjmL5xUQ5CtBdWtef6rH2RW6+AEDE73Onbltz5/wy0Ckbtt/6DOy6ZSusO+tOWH7JiXDsK09renDlhbDtfXoHbL9nPexcuwkG1+6E8UrNudvc2neXCgpQRPY22/Tcffbpvyzvp58PxpwF5r4ODxcBJyuTb6xjjUN+tfSZuMxALL6c0c190P9mFM2rmCI4lVIMB32EJFUkC6ux/GrSL9bya4jHw8yufPtD4Q//EkCLtxnQVWaKoGLDHuYR7L53Jzz1jbtg4dnL4chzjoPl557AYu3irLSzbXzfKOx8aBP0P7QZBh7fAcOP7IVJJ6GJ0MaEvosLvUEkdOMGA8tciqGpEHaGOv2kvxXMd7Z1lPe3k3LLL8rJAXzlmPcfgGwmQqm9tGTOogU7eAmPisAhGIOPpgz4+I0+LikFeNx90Tl3EXuQaIA0EdTGeBTahaOdcZJCYsqoNlhzqKh5wqrn2F6Yf9qRcPjpx8Di01ZA35J5LxiBH945CHue3Ab7Ht8Ggxt2wfCTTOAHp5zBHF5SbEMDzJIB+kdLWoqkk6XO38ws/0woA+76W7X675nlf4WZE+knbbvmqc8LOYDOthlfLA54JBg77Zp1DfMEvq52vGkz/sp0n98URH3yCYRIG03gFCAqM/UgNcRGse/8/oN4mi9fM5TmlaCNJx5ZKDW2aQT2bx6GzT9Y53QV9q6aD/NetAjmrVoCC447wimrQQtjuAO1jfYPweDmXexa+2FoUz+MbN0HYxuHYHKs5vTkG16jE78v7Rkg5xqJmbNa5jjhjz9GCidlrj6D/BODArx7hVn/NxDLmLYw3VEAXT29M76A/FjemqrdUDLbX2MWzMuohqY8tLS60V6h2Udp9JEUCEYRXgjEtNb63oXH9hvH0qLCaDtVB5M4QCMlr8mmPliF/ju3w467nnMafNrLRSgv74auI/uge+l86F26AHqYh9DLfu6a33tQlOHErTpWZRZ8BIae3QNjTODHtg/A2M79MLFrBCa3jsDUaNUZfOIK2HQ6BNk1cqw9Xn5sQRKvmSGdNFQfTIHkaEQZtEb8fePGXX/j9W1txfEy6Zi2Z+zmAGq1A7bI+A2sTlVeX2wv7TaIMdfva5cQfZBGRllR+IUExJ1iQc+z7lS271E8f6GmQkPWXkp1doFEyDfiRnt5rqY4p8SEwoPLYOdhT1gw8uR+GHxqkIUsWxy3uMDc4lJfkSmOMrQv7HQqMuX53VDqaYf2vi4oz+2CYnc789LY++z3UmfJoTc3S0UoslfmBh2bhSpTNbDrdahPsddEFaZGJpmQT0B9rMIEfQymhsegNjwFk/vGoDo0AZX+cajtr0K14qL18G5Ft0PQZVgq8MGfYkGhDMPcjTpxLIBZBB9jKGXyJ6XiOvyw6fWdVxVwo2ZTej3UrP+xbXtaB5wcBTAyOHjAFAC/LXW2LHu6ei7tOWz+fWhZMr8GEnmuHzT4+0HHAJFJwzyvwJljRx3JYkj3LVn+CEw1kYg8iE74hUShHEp452ZwMNKC033XJvTa8yYea6QO1eEqDD0z7OY4PWBNLmQ852t4PxfKJhgd7MXiaFI0nGQjC5+cFykQF+ZaXHrULWPSGgXuXVlMkLFmOcM89gT7vcan99zrtrxWYP9auAtvgtsOXGSeDcdQ9BPQVEtf1pjwRwUtv8vfCmydRkOJ7Mole5mRbU9Ua1PvraMFBkxvuOhiAnZ3wYHc2tiiMQvF+61q/QNGwfi8NNuuAfVQaalVnHz14VKMWTzhAELwXYohjr8q+P5JxOr0CEOJXG0IFBSFQCnwyUAu0AUhJKECQZ5TgqSeB8Et8ZQlqq+gdz8uD04koQ7bhfmLj0EXOIU0t+QFEtaX7fh4EzEKO04acNGz9NXr2Zdam7DLk9Br7BxyekPIVLZFLzIJXxEGkJlQAF3d3XBgN44FwCxStfYFZiPPMQqFP3UQdaitsTSu4BIahbTBYNETiU5QrPWjSF6HMjouBrMBMTzwsTDWUe4+sb8hSvMcn3SSrCtxx5T5xJuzn5IhgaY6lZMYPD9/olIE7DTUzIXAuxDcEDsbd180Uau3/llq7HFJuLjEXTMkndock45oZVp83ZRz4Z2xbYU/KRrFvSVon3bhDxQApQe63dFN5pncGtnwOmLCZiaox6A30Sck3MMefiVzLyLTiLRkvlLw24NlTCsqRZ0UQRsLEoG4M4tghBUHDe6W0OSiqJ5sGP4kvMZYzB6VUMTj7qPChKQL6qEsTpr+nKJHxAgxa/NpsHSlkVdQsxJ5tAodKO/3nCdUNP+p2N52s1kqSIza064AbMuCg2Nz43Z2PucX2grPEsMwQUCoCVBoNaAefpOQzFcR3u4IVh7qYbwdVxnkgSIu/CRR+EEj4ADqZEM4xSeqrywY/pL/E14/IZHMiIvkGxJ1IkaTZAG2HxH2Sz0NSDIoOBXOFDG3MGe3mPkUSHJVoDUtwXnKfmKfCSYc16b054V285P8U7WpCsAMVYodBTA8MAAH02aBvaO3p++irrl9f7TqlhDzoyJgQpyoeKAGIQIUtHDzQwyt4OGoxJ1UsvzxMW5EtHToxIGFhIY4YOW5fowhVQnd/oAfUZgYoQILh4/yA0QD5kmS3OSYhF2LgTdJxP1vsIbegDJqjfXHTEeU4N4R11Wqk6/nSVqDGDCTSMOOAiiYhYNKATi5byS307p9Dfv160HLDiYkhjCcAgygwCLVejnuRxHXLsZqEO37GvOP4hnJmINESJZpj5LRgsbTqYUxDBoKSIYLEOBl8ImEPJYlc5+kAAExMT6PQ8dpBa/egWjJjR43oUksqwdEyAgxyLkFp9PPI3uZwT4xR/L7DjsMDrrNmcTDG4wCWQ4F48O8fi0LlWz5ghg/EhFHG31EliLUxrbpbnm0VByDSKMj+tNl/LXWP4G1N8yIhhbTE3ae6AzIOh1wAD8h6HF2GILw21m4+9ScBVE4EPMN1GRB1dG51TMxnptv//FDPpnOld1Cs71wTrGzfagND8wwmdcIVIWDcXMWYA0/YhbNIwrF4lvdeQEBvktoA6HCfD+otX7/88KCppDMcU80sTPR0QFrMPSjAhMV/TjhV4lDw2MoZyPyq4tsyYYfKWFkbNR3/QM1mprxj0bQvhJtRVIs+z6wAeFsLOfQKiWT1ADkr1/Lti5BC9aRujFjST+tAhgd3A8H62YzUS2Zpbf1Lpx/mGmQV1Cqs7ByooVEHoBg+f2mIIxfeCSGiwD1XOAat98vG8aX/OIsv0+xLX4ek4imvL4FH8df4tzzknph0k/A8bfTiDtRmp0EReUmCXAjybRmZwFa4nKmJAsbOx/N5w1e9rbeVrUrf4AJ9veJ8QMmX4Xp16xN6mUv60+r1iuZJriHPYOX+nV+vXgRCdEnSAhIBjN+4UWYe0AZU1ckBSFa5ydAYmrirghlJu6UkHxREyN5+xRAQ6UKBlEcCF94U4g71eYeEpmSbD4ezyJMB25dNjbPnwUV2Pmbje9jf/1ukNQleGAVAIGDdzoNIexQozY9l5jGg8yirXGUQkzsrt+LWOtPdrtJ4h5ESdExzYiKASNnl47kK4dAKWbas/ZyI20AqCKRd0Io/Jie5CIxYVEWIc5m/ePUbuPhw/R4DPmbjpLOgT3/jwIaXwYvKUtmOuunOiNwqGxe2IQWfSlTBOtkj4pEHP/g2QnYAUnCLw73oG4JqIQmWiEgEfYfaQllafQBkvLRUNp91t4AyQgx2rpMiGz5MWlxomZGkrTU8jciWKD1RvIJHom0TZFM+26xLvkEu42fOpimwQ8dBRBuU5TaL2GL/UkS6UpXhYpCkuzJcWuc7wAx9F0axCGUe+8lvwRpLGuvKhCI8Qj1ILIGi5GOQJXuN0ahqM7SLD9ibFQs8i00IyQkoaMif3It+/6JppjbDDhIg/fg02zvHzvYhOnQUwDuvZ9Aap/JHtjjRJj0i+QOAgtIFFJL0H9WjfkFIZMXDlGDlBg3jmRa4oSKjT4Y5DciigZRyiEEWAiESO6/f56oKI5swh9eTZSPEDN0wWV5L0mwSMMKJbkU2bp8Q4SzMf0LH2e38R8PRnE6FD0Af5tgocCZSPGBCGeIMN3n5AowvrwkDvgEy0/sppPCiWiciakSnpb00xhCEk0d+grArxb5LdFivB/wo6q5jMTpPtQfVlPrTxf56J5IDiGLE9Q8nkM+69y8L552TezZf4S9rj1YhejQVQCupatQy34xk4pbzIIp1O+JKLORBUKEnnpdvB5X7pMtvvAzIqCGqyeb8GPopSQoEQc7QFizzoCPQJ7ilw+d/gYifDC13KcTYqLtgMwuRNmHa9IFNqlrsDlLnhV4pJFQx/PE3sNenzmYxehQ9gACeatP1S6uTkz9WGx8QU/41LhVRfTRNupos4B691SGNReGclKoeNUOQRrpxRfO2YElDwXfIEQ+tl8GIESx/MmdjKiELygkPBGzWde4kd2syiILpFYL4/CWW3jdeXElbNWtt7C7+5WDucJ26CsA8EgTLAsq45NvYlJ0nU+kSTE+blWn+1CJ6OOygHK2GbW9CL460JUpo8LvWX6KMU6zJ/yRGQj5TKNtz8R1+zHe7lEB11Bs4IlOT+QD5WhmGCfP/rQsygkKollBzPZ9p+uqTm3rYsu2vn8oQL8e8grAuQhuFU2D9wm8v16t/YNLD2bo4ZRQb/UxSPqhRvhJ4lomskOSPNqrhBNOGEL0oYY/4+DmIlEYihRG+0Ce7kNR+yXMMBPF4Y/H8zsYm8TSgUEiSr9l2H5xEamDGbELbXo6++0WcoggPz8vFIC41Sv1z9l164284SaaHESlaq8JiiPrXm1xDduPtfFIwmIhSlICFTlFscTowYGJaEb+UI9f4kNv/BcESm+SodyHWlFCmFb0yRY75gfhKd1LKZ7E1t3jYmfmrAKY4Y2jCtmW/ROrUjuDCc0OgxCJOlt2mUHABYzGx7qnHAsn7gkQzTTaS7S1fiI2NLlMylFoMQIBzkEI9yV3IWZN+knFrAMs/DPjok/b9h3Lss5iN3HwUON8eN4pgNCnxwdp3TqJOQK3OkZSm9TScJNiFABDBB3RGx8v7wA5Ov3iPHR0M/6BoJNQ0MVz8SZ/Myf9or0SYn8BnXHBylrDb9RFn26FIKyJD7J7+/ZDNnyG5+vGLb9hDtWnqhfVK7UvGnGkihgXK6bFmXIaMVO5zxdwLfhOONcfnKqnBByQE4pS1p8GeAWYQfhRmu6TvBk8MAM5aSi907X/Zo8jdFnuZ/95JTvKvx7KTE/PXwUQePfI6cj/b92yLiemWeGKAOO8ZYy2u4azAqGQgmLDMwu/hohUUiaonBcFpUNJQR0g6ZY/DjwIWkCn0aiAJf2tMYVDWq4gtILvhWCU0ttsaq9mz/13h7qMPK8VQBhX8yslP0KkJ9Tr9bsNw4ii3OkGaYK5fp3/n6PRJ4j7EyBIOEKxNOFHJD+fELFWn9Xy66jQWkHi0ZyA5W6lzXC0aQ9d/L4q2/6UZdkXMo9s9/OA4vH5rwBERUAte4tVs85hIe9nRdBMQEXLJ4QI4nLLLvxxpUFPqAU0XrXDjycC/bMKB3wEDyFFCKNNy40L/3TE1a1AEtLnFFrjkQS3mtJdNtJXMgXw0eeTXLxgFICzKHhCzWkcqn/IqtUvZo/+GSkezuA+B8slVYB0YJ4Jwo/x8buWXCrjaK+u9y6v8Lda8PNMFaYJbvwocDZ03vC78efEFO+Ntk1XsWf1u9hc0qwCOMQ2ircwf24Vpfgf6UkclVEHErv8iLafAPU+uifdUuOIiDcgFSAaH+0NEYHz979ji6y17Jk0j/7b2r5/7TntZ7frrfzFns/o81EMXrgKwF3jNWLTd6ONlzKh2SSZTIxWzH2LQ3NQS8ch6OlmEcTxXj8UcHvLfS8lPixR/xQZcEol8GhMeJJ5GVvjLTQbGuTGMXC17vfYZa9k/94IgM9bMXjhKgDxYdv0ZrTpavbb5wOSDImZRrASWfH8EOQynTIl6Jf1RAgvUH52jb1imXJx94VHnK5Gn7y0WjOVIxBDA8xBy80+uoV9+vUsXLyKhVGDz/flP6sAPCXAHn6dKYG/Z7+djgT+GFqCPOU+1fITiPbdCUokAjMoJw0RlQx+xoy/PNpDZkzopssLmBlF4hDUfo69VrFn+fMXytKfVQDqMjDNh6hlv9yq1q5mUrXDVwIU46fPItN9geWPlg4d7j5ws/sGkIj1dx6K5/7L2P+QKvxEk7GY6R7/mVQezeH6iTkX+BWldA216T+we1V/Ia33WQUQs1mW9c16tbaSCewnnFwBieGw15T7Yqv9HM6HREeOg4EeCZhUcODjkn4CHBqJRP5e3qChct/BaqVbpWyIj/z0GFPsr7PRfi1743Gv1gqzCmB28+rvMMXW2MesWn0lrVs3GAJEeVT4SRSKSxQpFAZ6ABSospDhOGxI8pMACRYcgyFmId6NJAUaEMSDUT1ks/BpoKFuchV2Wrb9Hmb1T2Zv/+KFvM5nFUAGc8gWyja7Zl1j1+01TCD/W0c7iojxo/Q+ZBgRav8g0p2LeITiQieZMv7SAhfwA6cnVkc42FFuEpTDALv3H2GvFey+f2V2cc8qgIxKwEF64T89Ti16Jdj0DFcRiIJOot5jwNgR0n2hQjtmCBTeVG1DTgXzxEyagTQAxTVdrnezwUdDx0bYzf77UXZbVrD7zDH6KmR25c8qgCbu2IPUwispxdPY4vqvKDiXIIgCPDn/yZCSe9y78N8jApwYpE736cVFP688HeW5tA49fQVipoMLp9PzA0zoj2WH/hT7eWR2Ac8qgJaFBmx7mMniO22rvhJt+wvs90EVGQgxhCcHgbWXeALPcw00GNf1WHgoQpJxxyRxaTrjn00MMWEAJ8xiNJ/Uy9sy7DVPPcDCtr+gBFeyd/hzGZ9dsLMKYNoUAVu4m9h/PmDX6yuoZb2fvftYMGBkCAvTR/Dx3XcBuy9C2U3ihB/jkQpaUu47EKFBvNDnahlG+LFN7VfYiC9mcf432Bv27AKdVQAzowVcF3+YLbzr0KYns9clbCHfyP44KQFy+NDdLnJpruk+DWZxJt7BVrn2rd5n3Ps5Kbq48r2Wx/fsW29ilv/3zn0yyOyynFUAByg0cJN/f2DC/lZq28fYtv1etljvlJsFSa7pPrW/QKQlT0r6pcNjtxaaK49AN4ELMMRe37PQvpSFTyvZvfk4+30LgDJUNbulboXZWzC9G1vku6lNr4cCuZ7a9ZPZEr3MNM0/ZfJ+mh8SOG4/Zk36+Wy/vieRnPRLh8dOrpvjNA/C+MeIhQjzKins7+Pslz9Sav+UmfdfsO+NBJRos9usAjionYKArIQ+ioQ8WjRL/0xt63SrVn8VUwaXsNV9FsRihMajCDUK6tGKUdxWCn/CJ/bblP6ReVG/JKZxc6FQ3EctCwzDn5icXVuzCuAQiw9IkPHDB616/UH2wycKhcJRTNAvZLJwEfv9Zey1JN42i5OKeWMTbECopw87EPXK4GH2uoNZ9lvZu3fYNWuUE6sXTMOPnGa3WQXwPFEHJMABe5ZZ82+wf7/B/i0ixTORwNnMvX8J8xg4v8GSiPDntv6Y2fLKf88GIII5Pyf8/AR7rWU/38Mu6S5m6TejwFzk6stZqZ9VAC+cjU+j3cWE/y7eH2AAKVC01jDlcKpBjNOYQK5hwr+KfaZXFqxswpr9U7nyHJmUAhPsbezt9exvD9toP8Q+9Qi7vq1CgmN2m1UAs5uyWUxwHmLywV83cOto2XYvMciLTMNcwf5+IhM03tu+nHkUy9jv85tVAZnCBBI7p8DrGc9SpP3sfJ4CJztP1tu2/RT7/DOmaVKH4symnLdh9unOKoDZLVMYLm+8pfV+7+VKHeUCZXQxRbCQKYajmLAtdHIJBI5g8tzDfl7Efp7L/u1kr27v3zb3RQoJSqEqvDgu3qTzL8W97N99bJ9D7KvPsn8HKLfwAP0cR4G3OBdLRXcEOuNFzW4HYGkh4uxdmN1mtxfoNtsINLvNbrMKYHab3Wa3F+L2/wUYAD11r3COvRwdAAAAAElFTkSuQmCC"; var foodImg = "data:image/jpeg;base64,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"; var pic1 = sheet.shapes.addPictureShape('pic1', splogoImg, 80, 80, 150, 150); var pic2 = sheet.shapes.addPictureShape('pic2', splogoImg, 310, 80, 150, 150); var pic3 = sheet.shapes.addPictureShape('pic3', splogoImg, 540, 80, 150, 150); var pic4 = sheet.shapes.addPictureShape('pic4', foodImg, 80, 300, 285, 180); var pic5 = sheet.shapes.addPictureShape('pic5', foodImg, 420, 300, 285, 180); pic1.isSelected(true); // set pic2 style var style = pic2.style(); style.fill = { type: 1, color: '#666666' }; pic2.style(style); // set pic3 geometry type pic3.geometryType(GC.Spread.Sheets.Shapes.AutoShapeType.roundedRectangle); // set pic3 style var style = pic3.style(); style.fill = { type: 1, color: '#666666' }; pic3.style(style); // set pic5 duotone effect pic5.pictureFormat({ duotone: { color1: 'black', color2: 'rgb(150, 242, 21)' } }); } function getSelectedPictures() { var pictures = []; var shapes = sheet.shapes.all(); for (var i = 0; i < shapes.length; i++) { var shape = shapes[i]; if (shape.isSelected() && shape instanceof GC.Spread.Sheets.Shapes.PictureShape) { pictures.push(shape); } } return pictures; } function getFirstSelectedPicture() { return getSelectedPictures()[0]; } function showPictureProp() { pictureProp.style.display = ''; tip.style.display = 'none'; } function hiddenPictureProp() { pictureProp.style.display = 'none'; tip.style.display = ''; } function rgbToHex(color) { let rgb = color.match(/rgb\((\d+),(\d+),(\d+)\)/); if (!rgb || rgb.length < 4) { return '#000000'; } return '#' + rgb.slice(1, 4).map(function (v) { let hex = Number(v).toString(16); return hex.length === 1 ? "0" + hex : hex; }).join(''); } function syncState(pic) { let format = pic.pictureFormat(); let style = pic.style(); let crop = format.crop; geometryTypeInput.value = pic.geometryType(); cropLeftInput.value = crop.left; cropRightInput.value = crop.right; cropTopInput.value = crop.top; cropBottomInput.value = crop.bottom; transparencyInput.value = format.transparency; brightnessInput.value = format.brightness; contrastInput.value = format.contrast; for (let i = 0; i < duotoneDivs.length; i++) { duotoneDivs[i].style.display = "none"; } let recolorType = 'none'; if (format.grayscale) { recolorType = 'gray-scale'; } else if (format.blackAndWhite !== undefined) { recolorType = 'black-and-white'; blackAndWhiteInput.value = format.blackAndWhite; } else if (format.duotone) { recolorType = 'duotone'; for (let i = 0; i < duotoneDivs.length; i++) { duotoneDivs[i].style.display = "block"; } duotoneColor1Input.value = rgbToHex(format.duotone.color1); duotoneColor2Input.value = rgbToHex(format.duotone.color2); } recolorTypeInput.value = recolorType; backColorInput.value = rgbToHex(style.fill.color); borderColorInput.value = rgbToHex(style.line.color); borderWidthInput.value = style.line.width; } function clearRecolorAndBrightnessContrast(format) { format.grayscale = false; format.blackAndWhite = undefined; format.duotone = undefined; format.brightness = 0; format.contrast = 0; } function onDuotoneColorChange() { recolorTypeInput.value = 'duotone'; let duotone = { color1: duotoneColor1Input.value, color2: duotoneColor2Input.value }; setPictureFormat(function (format) { clearRecolorAndBrightnessContrast(format); format.duotone = duotone; }); } function setPictureFormat(changeFormatFunc) { var pic = getFirstSelectedPicture(); var format = pic.pictureFormat(); changeFormatFunc(format); pic.pictureFormat(format); syncState(pic); } function bindPanelEvent() { sheet.bind(GC.Spread.Sheets.Events.ShapeSelectionChanged, function () { var pictures = getSelectedPictures(); if (pictures.length === 1) { showPictureProp(); syncState(pictures[0]) } else { hiddenPictureProp(); } }); imgInput.addEventListener("change", function () { var blob = imgInput.files[0]; var fileReader = new FileReader(); fileReader.addEventListener('load', function () { getFirstSelectedPicture().src(fileReader.result); }); fileReader.readAsDataURL(blob); }); geometryTypeInput.addEventListener("input", function () { var value = Number(geometryTypeInput.value); getFirstSelectedPicture().geometryType(value); }); cropLeftInput.addEventListener("input", function () { var value = Number(cropLeftInput.value); setPictureFormat(function (format) { format.crop.left = value; }); }); cropRightInput.addEventListener("input", function () { var value = Number(cropRightInput.value); setPictureFormat(function (format) { format.crop.right = value; }); }); cropTopInput.addEventListener("input", function () { var value = Number(cropTopInput.value); setPictureFormat(function (format) { format.crop.top = value; }); }); cropBottomInput.addEventListener("input", function () { var value = Number(cropBottomInput.value); setPictureFormat(function (format) { format.crop.bottom = value; }); }); transparencyInput.addEventListener("input", function () { var value = Number(transparencyInput.value); setPictureFormat(function (format) { format.transparency = value; }); }); brightnessInput.addEventListener("input", function () { var value = Number(brightnessInput.value); setPictureFormat(function (format) { format.brightness = value; }); }); contrastInput.addEventListener("input", function () { var value = Number(contrastInput.value); setPictureFormat(function (format) { format.contrast = value; }); }); recolorTypeInput.addEventListener("change", function () { let type = recolorTypeInput.value; setPictureFormat(function (format) { clearRecolorAndBrightnessContrast(format); if (type === 'gray-scale') { format.grayscale = true; } else if (type === 'black-and-white') { format.blackAndWhite = Number(blackAndWhiteInput.value); } else if (type === 'duotone') { format.duotone = { color1: duotoneColor1Input.value, color2: duotoneColor2Input.value } } }); }); blackAndWhiteInput.addEventListener("input", function () { recolorTypeInput.value = 'black-and-white'; setPictureFormat(function (format) { clearRecolorAndBrightnessContrast(format); format.blackAndWhite = Number(blackAndWhiteInput.value); }); }); duotoneColor1Input.addEventListener("change", onDuotoneColorChange); duotoneColor2Input.addEventListener("change", onDuotoneColorChange); backColorInput.addEventListener("input", function () { var value = backColorInput.value; var picture = getFirstSelectedPicture(); var style = picture.style(); style.fill = { type: 1, color: value, transparency: 0 }; picture.style(style); }); borderColorInput.addEventListener("input", function () { var value = borderColorInput.value; var picture = getFirstSelectedPicture(); var style = picture.style(); style.line.color = value; picture.style(style); }); borderWidthInput.addEventListener("input", function () { var value = Number(borderWidthInput.value); var picture = getFirstSelectedPicture(); var style = picture.style(); style.line.color = borderColorInput.value; style.line.width = value; picture.style(style); }); } function start() { bindPanelEvent(); addDefaultShape(); } start(); }
<!doctype html> <html style="height:100%;font-size:14px;"> <head> <meta charset="utf-8" /> <meta name="viewport" content="width=device-width, initial-scale=1.0" /> <meta name="spreadjs culture" content="zh-cn" /> <link rel="stylesheet" type="text/css" href="$DEMOROOT$/zh/purejs/node_modules/@grapecity-software/spread-sheets/styles/gc.spread.sheets.excel2013white.css"> <script src="$DEMOROOT$/zh/purejs/node_modules/@grapecity-software/spread-sheets/dist/gc.spread.sheets.all.min.js" type="text/javascript"></script> <script src="$DEMOROOT$/zh/purejs/node_modules/@grapecity-software/spread-sheets-shapes/dist/gc.spread.sheets.shapes.min.js" type="text/javascript"></script> <script src="$DEMOROOT$/zh/purejs/node_modules/@grapecity-software/spread-sheets-resources-zh/dist/gc.spread.sheets.resources.zh.min.js" type="text/javascript"></script> <script src="$DEMOROOT$/spread/source/js/license.js" type="text/javascript"></script> <script src="app.js" type="text/javascript"></script> <link rel="stylesheet" type="text/css" href="styles.css"> </head> <body> <div class="sample-tutorial"> <div id="ss" class="sample-spreadsheets"></div> <div class="picture-prop options-container" style="display: none;"> <h3>图片格式</h3> <div class="option-row"> <label>图像</label><input class="img" type="file" accept="image/*"> </div> <div class="option-row"> <label>几何类型</label> <select class="geometry-type"> <option value="1">矩形</option> <option value="5">圆角矩形</option> <option value="9">椭圆</option> <option value="21">心形</option> <option value="178">云朵</option> </select> </div> <div class="option-row"> <label>透明度</label><input class="transparency" type="number" min="0" max="1" step="0.01" value="0"> </div> <div class="divide-line"></div> <details> <summary>裁剪</summary> <div class="option-row"> <label>左侧</label><input class="crop-left" type="number" max="0.99" step="0.01" value="0"> </div> <div class="option-row"> <label>右侧</label><input class="crop-right" type="number" max="0.99" step="0.01" value="0"> </div> <div class="option-row"> <label>顶部</label><input class="crop-top" type="number" max="0.99" step="0.01" value="0"> </div> <div class="option-row"> <label>底部</label><input class="crop-bottom" type="number" max="0.99" step="0.01" value="0"> </div> </details> <div class="divide-line"></div> <details> <summary>亮度/对比度</summary> <div class="option-row"> <label>亮度</label><input class="brightness" type="number" min="-1" max="1" step="0.01" value="0"> </div> <div class="option-row"> <label>对比度</label><input class="contrast" type="number" min="-1" max="1" step="0.01" value="0"> </div> </details> <div class="divide-line"></div> <details> <summary>重新着色</summary> <div class="option-row"> <label>重新着色类型</label> <select class="recolor-type"> <option value="none">无</option> <option value="gray-scale">灰度</option> <option value="black-and-white">黑白</option> <option value="duotone">双色调</option> </select> </div> <div class="option-row"> <label>黑白</label><input class="black-and-white" type="number" min="0" max="1" step="0.05" value="0.5"> </div> <div class="option-row duotoneContent"> <label>双色调颜色1</label><input class="duotone-color1" type="color"> </div> <div class="option-row duotoneContent"> <label>双色调颜色2</label><input class="duotone-color2" type="color" value="#FF0000"> </div> </details> <div class="divide-line"></div> <details> <summary>样式</summary> <div class="option-row"> <label>背景颜色</label><input class="back-color" type="color"> </div> <div class="option-row"> <label>边框颜色</label><input class="border-color" type="color"> </div> <div class="option-row"> <label>边框宽度</label><input class="border-width" type="number" min="-1" step="1" value="0"> </div> </details> </div> <div class="tip options-container"> 尝试选择一个形状。 </div> </div> </body> </html>
body { position: absolute; top: 0; bottom: 0; left: 0; right: 0; } .sample-tutorial { position: relative; height: 100%; /* overflow: hidden; */ } .sample-spreadsheets { width: calc(100% - 300px); height: 100%; /* overflow: hidden; */ } .options-container { position: absolute; top: 0px; right: 0px; width: 300px; height: 100%; padding: 12px; box-sizing: border-box; background: #fbfbfb; overflow: auto; } h3 { text-align: center; } .option-row { background: #fbfbfb; position: relative; margin: 12px 0px; } details { margin: 12px 0px; } .option-row input { position: absolute; box-sizing: border-box; right: 20px; width: 126px; height: 26px; } .option-row select { position: absolute; right: 20px; width: 126px; height: 26px; } .divide-line { width: 100%; height: 1px; background: #cbcbcb; margin-top: 10px; margin-bottom: 3px; }