Как сделать аварийку на мотоцикле?
Очень просто! Рассмотрим 2 способа
- С помощью установочного комплекта (рис 1).
В комплект входит готовая автономная электрическая схема, которая состоит из:
электронного реле поворотов (реле одинаково работает в диапазоне нагрузки от 1 до 200 Вт, подходит для светодиодных поворотников), влагозащищенной кнопки с индикацией работы, предохранителя, 2х диодов, соединительных проводов и разъемов. Данная схема, спаяна на заводе, все провода проложены в дополнительной изоляции, которая защищает от перетирания и кротких замыканий. Данный комплект предназначен для максимально легкой установи на мотоцикл, ATV, скутер (мопед), багги.
Рис 1
Важно:
- Перед установкой необходимо изучить установочную схему (рис 2). Черный провод подключается к минусовой клемме аккумулятора, красный - к плюсовой, зеленые с помощью спец разъемов соединяются с плюсовыми проводами, идущими к указателям поворота (один провод к правому, другой к левому).
- Прокладку проводки рекомендуем осуществлять вдоль штатной косы проводов, необходимо плотно крепить провода изолентой или пластиковыми стяжками. Обязательно следить, чтобы проводка не была зажата (например, между рамой и бензобаком) и не касалась нагревающихся элементов (выхлопная труба).
Рис 2 (схема подключения )
Преимущество такой схемы – полностью автономная работа, не зависимо от положения ключа зажигания, подходит к технике с обычными (с лампочками) и светодиодными указателями поворота. Система имеет отдельный предохранитель . Недостатком является возможность несанкционированного включения, что может привести к разрядке аккумуляторной батареи.
Стоимость установки в нашем сервисе комплекта аврийной сигнализации от 1000 рублей, стоимость может меняться в зависимости от мотоцикла (количкества попутных работ, с/у пластика....)
- Во втором способе, для реализации аварийной сигнализации будем использовать штатную систему указателей поворота. Рассмотрим такой вариант на примере мотоцикла Honda XL600 Transalp 1995 года.
Нам понадобится: паяльник, припой, провод 0.75 квадрата, два диода, термоусадка, изолента и кнопка включения. Общий бюджет от 700 до 1600 рублей. Я выбрал кнопку с креплением на руль цена 650 рублей и 2 диода по 15 рублей, остальное у меня было в наличии. С мотоцикла был демонтирован передний обтекатель, далее чтобы не портить штатную проводку, я припаял провода к пинам штатного разъема (рис.), собрал нехитрую схему подключения дополнительной кнопки (рис. ).
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWIAAAETCAIAAACDQJtJAAAgAElEQVR4nOydd1wUR//HFxt20+z5GaPJE41PkseYGJM8qcY8pplYUTR2RRAEwYJIVcEOdrGLvXfBhjUIqCAdKcdxd5Q7rnB3XN/d+f7+2NtlKQJRTiDO+0UM7M1+57tz8/3szOzMLAEYDAZTI0RDO4DBYBo7WCYwGEwtYJnAYDC1gGUCg8HUApYJDAZTC1gmMBhMLWCZwGAwtYBlAoPB1AKWCQwGUwtYJjAYTC1gmcBgMLWAZQKDwdQClgkMBlMLWCYwGEwtYJnAYDC1gGUCg8HUApYJDAZTC1gmMBhMLWCZwGAwtYBlAoPB1AKWCQwGUwtYJjAYTC1gmcBgMLWAZQKDwdQClgkMBlMLWCYwGEwtYJnAYDC1gGUCg8HUApYJDAZTC1gmMBhMLWCZwGAwtYBlAoPB1AKWCQwGUwtYJjAYTC1gmcBgMLWAZQKDwdQClgkMBlMLWCYwGEwtYJnAYDC1gGUCg8HUApYJDAZTC1gmMBhMLWCZwGAwtYBlAoPB1AKWCQwGUwtYJjAYTC00MZkQiUQJCQmJLI8bE5w/z+xYYmJiVlZWQ5cxBlOZpiQTR48efeutt9q2bdu+fXt7e/sWLVq0aNGiZcuWLeqGvb19+/btO3To0KFDh7Zt29b9xLrQunXr9ixt2rR5BgutWrVq27Zt586dFy1alJuby1wyQqhhyxyDgSYkE0eOHOnYsSPB0qpVq+7du3ft2rVbt27da6NHjx49evRo3bo1waNr1649evSo9dy6GO/evXvLli05yy1atKiLV5WMvPLKK3zf/Pz8LBZLQ5c6BgPQVGTi6NGjr732GheEQ4YMuXTpUm5ublZWVnZ2dm4dEAgE58+f54x4eXllZ2cLBIK6nFsXduzY0b59e8a9devW/a1zc3JyBAJBUlLShAkT2rVrx4nFwoULSZJs6LLHYJqCTJw4caJTp05M5Lz33nuRkZEqleoZ7JAk+e9//5sgCDs7uwsXLtSvk7m5uT169CAI4rXXXktLS3s2IxaLJT4+fuTIkZxSuLu7UxRVv65iMH+Xxi4Tx44d4zRiwIABzxyBAGAwGD744AOCIJo1a3bmzJl6dBIA0tLSunfvThDE66+/npSU9DymtFrtxIkTOaXw8vKiabq+/MRgnoFGLRN37tzp3LkzEy0fffRRcnIycxwh9Axje3q9nmlNNGvW7PTp0/XrKl8mHj9+/Mx2mOsqLS11dHTklMLX1xf3PjANSGOUCU4C5s+fz7UjOI14ZpqQTACAUqnklMLOzi4kJAT3PjANRaOTCa6lcPfu3a5duxIE0atXr9TU1Oe33CRkgo9KpeJ6H4MGDdJqtfViFoP5uzQ6meCYN28eEyHOzs7MkeecRNDkZAIANBrNiBEjCIL49NNP1Wp1fZnFYP4WjVcmXFxcCILo3bv3gwcPmCMvj0zwr/T06dMEQXz++ec1tiYQAJ6I9beo9xJ7IeXfQF9y45UJV1dXgiDc3Nzqy2ATkgk+ly5dIgjiiy++KCsrY48h639cXUc0ILrCETZldQfLrSD+r4h/FmLyqHAmsh63flrZMqqSEy9zVDV9ZV8qpapyMgJE866ommSoss0qlwAIgKYBEND8q694GZwp1qUKnvELjSkK5hcaAeKlRrx/uJMqlBUAAOtG1Q8qljz7Q1d26MXQ2GVi0aJF9WWwicpEZGQkQRCDBw/WaLhOBwIor+ZcReRVS161QuXhXQFe1UeAKGBM8mqt1RwXMFxEsB5UDC4EzGNbZA0YXkYIKoZwNcLCCUFlw7yPEQBdQaEQzTfLT0bzw5QLe1aLeHHJFBFdxV/mb5ovQKhyivLiR9UVXLlTPJ3gf0OVvylGBTmv2OMIaEAIIaDL83/RNHaZ8PT0rC+DTVQmLly4YB2b0GjAWkX44cGvlABQrggV74SIVzUrKgsCQJUCxSotXJQhoBFQ1jtwecRQTG22mkU0QgDWlOVVnx8SrEk2BqrqV7kaVYwFBIAqhSLjKF3updU3CoDiB2bFMkGoPFJZ5ytKEnvp5QdpQIyC8pPx1JATQsT9W0EBebY4L8slufysymk452nrJdBchi9YKhq7TCxcuLC+DDZ1mdCoNQBAsfHCxj4NiOL1OGjECwbE3aB4oYeAq3RMpHI9CU6DKOZErsJSvDMYLeAqcfk4CqIpLif2FsuexZmirRpnTUCxbXXODk0DzdMsxDaIrH+yv9IIaIq5Wqst1g7QjA4xV2BVEUQx9mlgMmXlADGu0Kw2sY0vhChWssqP864XAQCiESpvNyEAGtHM98OdQzMO8hxnNbK8jYbYAuMpGHc5XEFyubOZYZlgwJ0OBp5MqKE85q2tUBr4Fdxa3RF372ab34hVg/LbKQ00YupxeVwhZG0IIGsw0Nw5YE3J1GqqQrAxQyOMVlnli+bu4TR3IhuYbIgwl4CsiRFioo679bORTFcYRbBeDsV6yDYfUHnL3+oFQoAoZP0I0VbLNADNteOtpYL4smlNZxUjNhurDWvfimI1GPHjlylOXuQjxFpg9Zr5jrhWGM1qMaM4fOet3zBd3uJj7w8AFVofLwQsE/XDC5MJAJqp48yn3IwrGvi3/8og7rbGP1bNEfYgDUw8sJ/wZotb77Xlf1YcMmBCggv0CnlVypKuzom6wOunW3OsMvRSbYbAKwaEgESIrvQ5qmL8KYaqKWa2bVLjeQBs06/CkWqS8dzg2hRsBi+6OYFlon54ETKh0QCA9Q4LoJOIFYkPAUCXmSm+E40oC/MhAJAarejc2bw9e3P27RHu3aO4E0PTFABQJSWF5y+JL1xEpaUAQBv1kqjIvL27cvftK0tNAQBkIiVx8Wa1kmvwmhTKkrgYQEidliq9EgUGI1N9jQUFBRcvkGo1V2FJdaki8REiKQQIUbQyOZXWlMpSU9V5+QAgu3VbmZEKABahRHTmjPDYEZNQaL1Cnb4o6rLk4nnEXCBC+syMvGNHJGfP0Ao5ULQgMjJnz66Cw0dEBw5m7dldkpYKACaRWHjquOzGDTCaaQBEkbK4+8J9e3P37BHs2VNw6qSlVAUA5jxh/tGj2Xv2CPfvKYmLAxIpEhNk0TfAbGEKSy/MLbh4gdYb2Fs9IJpS3InJ27s7Z+9e4Z49onNnLZpSAACjQXbjiuDQEYtIwnwRqkcPhfv25OzZJbt5C5lJphwoaXH+iRMFFy+CRgsAlF5XEBtrEOTmnzxZGh/Hfa1IrZKcPS86cwop5AAgunMna/fugkMHxYcOZO3eVfQgHhClT0nPO3S08MJFWqkob2UAYJkoB8sEQyWZYHvRUHLmTJaHO1lQ8PDPSak7w4FiFn1QAKDNyLwy5LOEOc7xC7wSxo3KGj0WkZRJIMhZtDhpiXfiIi9RQIBZJrdIi69+83XC7NmPPOen/DlJl5xEl+ouTZqkTk8Fthpq4x+kTpwIAJKggPS+vQ3slHnZ2nV/vfl/uow0rsJaiosfL/U1isQAYBSLHwcE0XJprN/S7MPHDdHRj0aOLI6LV9y5kz7fM9F3acKixdkuzqbERMpoEq5ameTm+tjLU7wihFKWFh49munu/nDpkqQFC/O9Fhizcx9t3x7n7pYycFDSbyNiPD3zb9/Wxt/PWrDgke+SVM/5RWEbkV6PzMb4GTPjRv7xYIHnI1fXxI//o3ucaExPF7i5J8z3iluwIPaP3+NnzgCzJW2hV8J/PjJlZjIXUuK7NKn7mxZpMQAwCkibTFmjxj4cNzZ+oddjJ6ern31WlplBarSi5YGpLnMezZuXNXeuLj4OAHJdXBN++enB4kVJ02fLd+8BAHNGZvZcl8R57klubnne3hZ5iVkqu/Xtd8K5LokLF6Y5zZYfOAgApFic4+n52M01YZ5btrubSZCTcuRwjJdXyhdfJn///V+eHtlnT0si9mZ4Lni0xCfZyzPf25ssLKCB6eLR9IvVCMAyUV+8EJkoBeBuJqA5ebzYY576+AnxytXs6Jj1H23y47sODlCqBgDLg3iRgwPoDfkrV6pPnwKKBpKURuwv3radFBfc+X0ESAoAIMdnSXb4VtCW3nUYp0tM5JrBhvvxonHjAUAVGCD64ktBRAQAoqVS0ZQpcZ8N0aUlsZkioCnB1nD56dMAID9/Nm/7dqDpBJ8lebt2Zwf4l127CgCF9+4acrIBkVBaqnCfJw0MMmnLRFGRoNWAsjR+1gzZ7RvCmzfpomKgLVAgSps4UXTgIOOJ1NlZd+Y0AICiNMvH2xAfDwhAW1YQtFx9JQpMxrg5TvJr1wAALKRk/HhTXHx62Ib8zRuZ0xX37sU6O4PBmL7UJ33oUE3EIQAwSfKzpk4t6v8+WVQA7MgibTSIx463xD8CAFCX3hk/Xpeaqjpz5omvL5SVAYA68nLOfA9UVlbk4mI8cRwATFFXhFMmgVEn9PMtiYgAALBY8tavK9y6nSoojP36a/OVKABAhZKsuS6W7JyC0I1FGzYDTQOiC/fuzQvwZwpR7rdUtXEDc7ooKhIpFEDRkCcUj/qj9NxZAO4u8czdtWcEy0T98CI7HVaZOHsu/4+RWR4eZFoqsAOG1iZASvLNiY6UqhQA9A8f5E90tIjFD4f/L3nKn/dd3WPmucU6jM2eNcMsFN7/+sukSZMeznZK+uxT3Z07tFbz8LdfE0ePjPWcn79jBymVGh/E508YDwCyoOUFnp6Zy4NAqVBdvy5wc701foImJYXxiMlZd+8vyfLlYDYXrFqlv3cHAJJ8l6b86ZgbEIBMBgQAZrPi7IVEX5+coKDCr78u8fVjrlFw+07seMdid3daqwKttmDf3sSlPiJf39QvvyjYt59JI5nroj5zAgBMKWlPPv/8gbNz7Nx58W4e9378KX31KjCbYlxciq9eBQBkNuZPmGCMe6CI+Str+TLVxQvac+cL/PwSZs0GvT4xwD9z0UJBoD8y6BUnT2b7+oh+HEZKCoGNPGQ05o8fb4iPBwBKpYqe5FiWmly4xFt9/hzjCV2qipk6RfckSzbXNeWH7++7uz0eNkwVFEhJi2//OZEsYLokYHzwUDRzljk3J3r0SHNhAXMwKchPuHtXrNMcPVN0AFRhUe7vI2mNBgCKA3xLNm2yfvFKpWj3zsc+S8RLfSWf/Edz7gzvy8cywWILmeD2m2iKMqG2ygTNysT5/N//yAsLlV6+xIzJcwOJ2tSUaMcJpFIJAPq4WEYm4v/4o3jHTvH586Izp4suXdakpJpF4jv/+7FgZ3jBufPS0A3S5SG0TBY7Zkx+aKj4wiXR5q2Spb6G29HCSY4AIAsIVK5fX7Bmtf7uX4KVK+WnT92a/KeGW7bLPBhQKlL8fNV3bictWULLigEg1Xtxlssc0Zq1psxsAJCFb89f6l908aKpqFi+eq00wI+mKIvRqBLkiffsEc51Mz7Jyg0JFq8Mlt6IthQWJi1ckLcvgsmhwMVFfeokAJiSkvN++qnw2DHJ2QuS06eLr0apBblg1N93di6OigIAZNTnTZigi4sHAM3ly0++/VYyZapw2A/pU6eCQZfg55+7fVfG8mW62FjR8hX6y5cEv/5kkUi4xhhtNAgnOOji7gMApZTfnOhYlpxasMSHJxPKezOn67Kyi93mir08xRcvSffsy1uwoCz24e3JU0lWEQyPHubPnm3OzY0eNdrCHkwMDMrbs+e+s7OeXc1IFRXljP6dVqsBoDjAV75xAwAgg0GyZKlo3bqSW9GkVFboNEt9+iRbI/hPiF8QjV0mfHx86sug2Wz+8MMPGZk4d+5cfZllePLkCbN71RtvvFEv61k5mFmY5TLBthnUJ04WznOlS5XpixcbHicA+wgEAHQZGTfGO5AqBQDo78cJHcaBXi8I8JMfOMTY1D/JVD1KsIgLro0ag7QaACBFkidjR5P5eTcnTTAKRQBAFxZnjR5XduF8vuN4AFrq56/avKnk+jXBHOeCOU6WPMGtCRO07AY87JNQKNi1u8hxkmjDBsbJR0u88w8f0Sc8SlviCyqVYPbMsls3AQCMRqmjo9zXVyeVPl6+HDQqQNSDuc7FFy7emzSRys0FACSVpv34o3jfPiaHAmdn9YmTAIDkiiw3V93dO0zW6thYnUAAFHV/jksR05ow6IUOYw1xcUCS+Rs2lF6+DADSa9fvz5kFet0jn6XCA4fUp04WTp2asWQJKRQKfvyfRSJmHzQCrdfnOTjo42IBgFQobk4Yr0vOUJ09m+nvAwYDAJRGXs7x9EA6feFcV31UJAAART6Y66L8KyY/MKjk4AEAABrlr19TFL6VLCx8+NV/jRcvAAAlKcxydTMLBJKw0KJNmxn/C/ftFwQtA4oGAKmvrzwsDAAomTRrxAgkkwIAlS8RffWllr2xId4DjxdGY5eJadOm1ZdBiUTSu3dvZvuGHTt21JdZhvv37zMbbbZr1+7KlSv1aHnv3r0VOh1sFVGeOil0cQaA0pvRmctXoDId84HqfkzW+Al5ISHIYgKAsri4LAcHZDaZn6SmzpopdPcQLfBKcJ4tvxdDFkvvf/55wZ+TJfPccpxdpAcjkEoZ/+svorFjC9xcsubMLNy73xATmz1hHAAtDvAr3rQJ1Jq0T4YUh61HWvW18RO41gTX47Gkpib+5yPTnVvM8bglS7Ij9gGAcOOGwuPHVJcjs52c8j0984ICRVOnCP0CwGwRBgdnT/szf+5c0aqVdGlp4d69edNnCBcuFAb6Z02eLAkPZ3LIc3FWnDrFmFVH30ibPiPf0yPfc36Sm7vm0WOBp2fG5D+NeUIAQAZjjoODPi5OHh2dG7wSWSgAKLp2/Y6zExj0D3y8cw5EgKTg8b8/UuzeA2XazB+GWcQSrsCR3pg1fnxZbBwAkErF1QkOmpQUWqPOW7Es13lOvpdHpqur/q8YACicPUcy9HvJPBeRy9z8gOV0mdaSkZnh6iaY55o/f0GOt7dFJrUUFcd+87V4wUKB96IMF+eSQ0cAgBILn3h55bm6Cj09Mud5GPMETOkV+PoWb9gAAEBaJJs25jg55S9ekBcYIBwzVnbkOFvU/BmhL4jGLhOdOnUaO3bsrFmzZj4fs2bN+vbbb5s3b84sTu/du/eUKVNmzpw5Y8aM57TMGPn444+5zaY++OCDejE7c+bMadOm9e3blyCIzz77zPqkg32sbywoUD9OAgDabFIlJtJ6PXODKctMlx8+AnI50zC1KBWq+HhEkgBAy2Sas+dKT5wixfkAQBsN8qgo5e7dij27DLdvIZKkLZTy9h3l7j2K3bt1t28CRVpUKlVcPADSpqfrcnIBQPfwAVlSjCyWogcPLWpmU1LE9HoAgHySkTB7FipVMl+iPC1Vmy8EAFImU6alAI1MDx8pDh4ypaTQapUyPR0hGgw6TeRlzdnziJkYYjbroqOVx46Zc7JJhUqbncmEkPpxoqGwANgZkWSesPTYcc3FC5RSQZvM0sOHTYmJ1qlRJKWKj7Mo5crMTGOhFAAAaIO0WPr4MVCkIi1dmy8CmlI/fEQrFDRJKu7dowwG62UAIIpSxcdblEoAGpnNhfEPzcxl6g2lUVdUJ4+RonzmqssePVLt26fYtVN77jwqUTCXTBUVKI4fKYu6wjzfNYsLbo4abXz8WHHmlP5BPFe9aaVSdeaU5vwFVCIHAAQUAihLT9Hl5DAJkNGgu3pNdfyYJV9olkrVeQK2p4FlgoebmxuBYRk8eDD7QLTu7c0X1TC11l5acOXK45kzVPU97lOHGUv8T6udNvbUuKrReG1Z1eGgSSw+/7+fTEWFFdM867SyBqLxygTTmqh37OzsbGHW1vY5mWhUsMN+NAIAmhZeiRKfOA0mUwO71XDwBAAhoACA1GpSTx4ltRpmkLf6SbKNnsYuE127dp05c+aiRYsWPje///4799KdDz74wN3d/fltMnh5eQ0dOrRZs2aM8S+++MLLy6teLHt4eHz00UcEr9PRKEEAiHrKfOmXigoygUieJjBrPSgsE/UMIxNOTk71ZbCkpOTtt99mbvgRERH1ZZYhMTHxjTfeIAiiffv2t2/frkfLR44cacytCesKUqCt67gqbTbxkmGVCXYJLLsHB/d8ogGeZdYLDSwT3JKdlJSUEydOHD9+PDo6mtlsnhmbWLJkSX3lZTQabfdANDMz00YPRC9fvkxUmF7ViOCWQ7JLT+l6eVSHeNQx5XPnWT+g8o4Yt8yVeX7J23UGNT2paBStiYsXL3bp0oXr23t5een1eicnJwLPwqxmFmZjgm1OIG4qZn3EQOMJ+78LJxPIumEHYvfpodmDCMvEs3D58mWmud69e/f333+fEYsxY8YwIY1lolHLBAC3DxPXJ6+XGLBYLElJSffu3SssLHxaGq1WGxMTEx8f39heTcAWAbeeniscitfKaEo0sEyIRKL+/fsTBDFo0KBHjx5JpdJFixa999573Ag/lonGLhNcY6Jeq/7169e7d+/eunVrR0dHo9FYNYFCofj999/btGnTsWPHXbt21WPWzw+v6/GUT5oaDSwTycnJnTt3tre3v3nzJndQKpUOHz4cywRDo5cJm7Bt2zamAnz88cdV3yxdUlLy66+/cveSBQsWNIiTLw8NLBPMyN+rr76ak5MDvE4p85IOLBPw0svEkCFDKsmETCb75Zdf+JNK6rGSYKqlgWUiLS2tW7dur7766pMnT4AnEzNnzsQywYBlorS0lDuuUql++ukngiBatWrl5eU1ePBgLBMvgAaWidTU1K5du3IywYFlggPLBCcTSqXy999/JwiiRYsWoaGhwL5Bkqskjerh6D8JLBP1A5aJ+oWTCe51ZyUlJT///DNBEPb29huYZZTsO+vrcbcBTLVgmagfbCcTly9HEgTxyaefajRltaf+p7B9ezhTAd4f8L5ILCouLmLGLFu0aLGJ29+JlYnJkydTFFWDNcxz8s+RiVpbm41DJtjpvHW2fPDgIYIgBg8aqNVVHvD/B7Nty0amArRs1eLLL7/4z3/+QxBEmzZt1q1bx0/GyET79u1//vnnsWPHjrENo0aN+vPPP+/evdtQpdHgNG2Z4EtDk5AJ9nU7iAYTaLPEcUeWLXaZNNFxnvOMxxe3IlEkLY6kxZeR+DIluHTr2IY5Myb3faevPUG4f9XH9HArLblCi6NocRQtugziS7qMc/vX+k6e/OeMKZMv7lppyb2IxFG0OJKWXEKiSCS6jCRRopiDyxa6TZo4yWvOzLTLuxBzujiSzr9KiyPpvMv3jm9ymzl90sRJoYGe8scnkOQKLWbcuESLIpEoUpd57lBowNQ/J8+YMvlceIgp+yKTBoku06IoJL6SHxMRsNBlkuMkr7mzkqN2IVEUEkfSIt6POBIJIx9dCp/vPGOi48QVPvMKHxxB4igkqphMFEmLIpEkypJ9dvHE4XYEQRAV1tt6e3tXKk9GJl4M8+fPr98604Ro8jJB07RWqzUYDLXm1ThkwvqWLQSlppveu77v0IKthQv6NDf797Gs6GNc8TYZ8pZ8wf+N7Gz9qFczu6jfutDLepqDe5mC37Is72Ne/jYd0jtheo932NOHtCUKFvSiQt42r+htDn7TsqKXZcVbZPA7u77pwFX0hf2b6wL6WoLfNgf3Mgb3Nq3srVnSe3xX66cdCOLK752pFe+YV7xtWtGb+aFCeifO7vEuG6yftiFy3LrTwW+bV7xlXtHLsqK3ZXnfHV+90pzNYtH7LYz+vc0hb5mC3zKteMu04i1T8FuWkLd0fm+59LWmaUkQh4e+ZlnxjnlFb1NwhZSm4LfIkN4lC3pO7NmsOUEQdpxhgiCIKVOmVPqiPT0960MB6oSHh0f91pkmRNOWCQDIyclZvnz53r17a1WKhpcJ69upmBVApYYYv/2/d+nI1kKfDzvo1vxbv+F9XVh/w4b3pYH9xv+fVUN62tld+rUbubKPIbSfPuw9Q+h7+rD3jRv//di177/ZOPrhFULs+65x4/u6sP760PfKwvrpN/QzhX2w/6fOrbgsPm1Xtvp9U2h/Q2i/srD3jWH91cvem/K21UQ3grjh2NMUNsCw/n196Pu6sAH6sH7msP7J8/p81Npq4atORM7ivuYN/fVh75Vt6Kfb8J4xdMC+Hzu3ZbPw+6SDfs37+rD+urB+utD+utD+urB+hg39NSv7e/y7DZOmI0GcGNHNGPa+PrS/rmJKXVg/w8Z+Jf7vTunVsgVBEHZEu3ZtZ0yfNm7cWObcGTNm8CdlMq2Jnj17ent7BwUFBdYry5Yt8/T0ZFb0Ebg10YA8v0wEBwd36tTpX//614MHD2pO2ThkglsqZUGGHFnypZ2hwQsWeq1aHvDk9mFadp1URJPyG5TiGll0/eHlCP8lC/v369+SIOZ+2ceYvJdS3Cbl10nlNVJxg5bfNAmunt+70Xuxt+9S77sndpCF1yl5NKm4TsmjSXk0Kb9JK27JEs5uX7NiwcJFa1YEZN85hqQ3KHk0qbhByqMp+Q266Hpi5P7gwKWLFi48tGW9OuM8Lb9Bya9RcibZNUp+w5R3NXL/Fp8li5Yu8b55KNwivkEpokn5NVIeTcqj6ZKbxY9Ob10XvGDhonUr/HPuHqNlNyjFDUp+nZTfIOU3KPl1SnGDkt1Iv3lkVVCg16KFOzeEKJLP0vIbFPMpP6X8OqW8YRFf8Z0yktm9Y9DHA9Uatdlsdnd3Z6qEk5OTXq9nSpRpTbi4uNTvt8ln2rRpWCaatkyYzeZhw4YxKbdv315zXg0vEwAAFABFc2uK68CRo0cJgvh00ECtrpR//Gmn849Xu7VbzY8E+KsO6rICod5nKTAGt2/dwnytn3/531KtBgAsZgvXxZg5cybzlNTLy4uo190GqsLtooZlosF4TpkwmUzffPMNk3Lz5s0159U4ZIKG8tdz01B12JW3ZojZuoF9IPoZuwG/tfOCEPADmT2Fv8kat86bnwTKGzSVM2Z3jai82JMTNW6hOGK3XoFKO02Wvw8dKhmp4kOVFWP8P7dv326Vic+/ULHTq95+8M4AACAASURBVCwWy4IFC7g2hVqtdnZ2rkuT83lgssAy0ZA8/xDm7NmzCYLo0KFDZGRkzXk1DpngwwVFtXHLJOCmVw3mvfULnhqG1RjnMqi5BVOTnYrBjCq+s7vuqx7/RsuDm171ecXJ2iRJcr2P4cOHv/vuu1gmXgCNVCZmzJhRq0ww99M7d+6MHz9+0aJFCoWi5rwan0zUiZd8FmalNR0AYDabPTw8CB4LFy60nSdYJqDRygTTRqiLTOTl5a1du/bIkSM6na7mvLBMNCG2bt36NJkAAIvFwoxKYJl4MTSwTKSkpLz++uuvvvpqbm4u/zg3blRrezI3NzckJOTAgQNYJv5JcK2JDz/8UC6XV01gsVh8fHz69+8/YMCAM2fO2M4TLBPQ4DJRVFT0ySeftGzZMjo6mjuo1+u///77OspEfn7+qlWrDh06xD0kexpYJpoQMTEx/fr1e/31152cnGqYEVNUVCSVSmnahm/BwjIBDS4TABAVFdW8efOBAwfGxMTodLrCwsLp06dz7claZSIqKmr48OFOTk7FxcU1p8Qy0bQoKSkRiUSmhn45EJYJaAwyodfrBw4cSBBEp06dBg0axLwys44yQdP0xIkTCYJo1apVrS1PLBNNhUrLc2perWPrPSawTEBjkAkAuHnzZp8+fThpsLe3//HHH996661aZcJoNH711VfMWRs3bqw5FywTmGeAkwmbDpQ2chqFTABAdnZ2ZGTk5cuXL1++/Ndff2m12smTJ9cqExaL5ccff2S+xVq3V+Zkonnz5lgmMHWEk4lJkyYxL5p6CWksMlGVOr71a9OmTb179/7vf/+blpZWc0qTyfTBBx8wMtGE3voVGRmJZaIB4WSiXbt2P/zww8iRI3+3GX/88ceIESNGjRp16tSphr7uCjQWmajavWRkYvbs2TWfmJ6e7ufnt23btlqfdMhkMuYdogRB7N+//7ncrUJCQgLzUqJ27drxXybw/DTmd4i+DHAy8SL5+eefG/q6K9BYZKIqjEx06dJl2rRp8+fPd6+Ch4eHu7u7j49PcHBwUFCQl5dX1TRcSg8Pj19//bVFC+vS7AEDBri5uTEWnhPG+Lfffsu9kXzw4MGce89pdt68ecx7Txv3G8n/yTSITDg6Ojb0dVeg8coEN8OqZvr06ePv7z9z5syWLVvWJb2dnZ1dhS2RmgZYJhoKTia6d+8+b968ZcuWBdU3gYGBQUFBixYteucd6zZDY8aMaejrrkCTl4m3337bz89vxowZXEuhZmwtEzYyjmWioeBkwsnJydZ5rV69mslr+PDhjWoT4MYrE0yn45VXXnFwcHBxcXGujjlz5ri7uwcFBS1dupT5s9pkzs7OLi4u33//ffPm1p2a+vTpM2vWrKeZ/bvMmTNn8ODBnEB8+OGHNXjyt5g1axZzh8Ey0VA4szLxAl5ByK1kwTJRV5jWxIwZM2pOlpKSsmLFil27dtUaRQUFBb1792Zu+PX+ctr4+PjXX3+dIIh27dpdu3atHi1HRERgmWhAnF/g9KpNmzZhmfh7MDJR6wNRoVAYEhJy8ODBWvfCNJvNzHBg8+bNz58/X3+eAgA8efKkZ8+eBH4g+o8DywQ0fpmodSG5QCAIDg6OiIio9YGoTqfDszCbEDRNp6Wl3b9/v6io6Glp9Hr9w4cPHzx4wOx5ZwuwTMA/QCYOHTr08ccfjxgxIi8vr2aDeLJ20yIuLq5Hjx5t27YdPXp0tU1FjUYzZcqUjh07duzYcc2aNTZyA8sENGmZAACSJEeOHMmU7MGDB2s2iGWiaXHixAnmm+3Xr59Sqaz0qVqtdnR05J4ETZ8+3UZuYJmApi4TRqPx66+/ZkoWL/36p2Bd8Xnq9GnuyVElmSgtLeVrBEEQs2bNspE3WCagqcsERVFNqDWByreu5b9IlN3PunzjXOY/RAMNABfOXyAIYnDNMsHtgQ00VNium78hNgWI5u1oXcEpvm+sWzRi3UK8DABBeTJUvkc2zWSNuHR0uW1uF+4KfrELwBHvsgEBUMzxM6dPE4QdQRAfflRBJjQazaRJk5gv3dnZ+bvvvqvLE7FnBssENHWZAIDDhw8PGjRo5MiRAoGg5pQNLhN0+db1fJmokqTi6zUiI6MIghj86cdl2mplotLGTajipv6omj3+yx2BKpvgV3UGVTWCgAbrDyMHdLUqwFe9yp8i5qxqjLOW4fy5M4RdM4IgPvzoI6XKKhM6nY5rRwQFBQGAn58flglb0+Rlgnkgun///ibwcsDy2zpwwUMCmMxmkg12ftBbSJIkLbv2RRAE8cGgr4p0Zdxp/OBGABYLabKYKy1y5gcfCWAyW8jqwpk5YqaRyWSsoWLSAGaL2UyaKZ6T/BCnAYxms5muJCjlPxYKmc1mS8WD5cbNFgtZIf9dh08wbxoeOPBjbZkGeOMRdnZ2AQEBTLKlS5cStpwiyUzzwzLRSKmjTAgEgpUrVzadLXMRADIBXJKaN6Uags4//mOyy/dDh/78x7hFOy6HJenXp+rDUg2hD0tdQnYP++m3oUOHvvXuJ816/PzGyI0et9UbUk2hKcb1KYbQVENoqiEs1bTuvnSa99phPw4f+sOwmf4b1sbKwlJNoSmGsBRDWIo+NFW/IcUUdDFp1HTXH77/8ZcR47y2n92QpAtNNYWmGsNSDGEpptDHOq9tZ3/6bdzQ74eOnT5vxaWUsFRjaKohNMUYmmoITdWHpZjWxcpmLA37YdiwH378aar3unWxstA00/oUY2iyKTTFtCHNGHQxZdSfzt8PHfa/P8Ys2HkuNFkXmmoMTTGsTzGEpprCknQeW0/8+OsfQ4f+MHr6vOVR6ZtSTaEppvUppg2pplW38ifO9x/6ww/Dhv/iErJj/UNFaJp5XaJ28FjrO7569+4tFObL5XKurxEQEMDtf+nj40MQxOjRo81mc/1+pwBgNpvHjRuHZaLJy0ROTk5wcPD+/fubgkxY++gqGoaeVxF+EuKL5QRhXVdK9HIkFuUSAcVEoNTO5QHR/lPrcbsu7cYebxVQTPgWEf7FhF8R4V9MBBQR/kVEYInd5GsE8ZY1ZfN+xLSbRKCM8C8i/IsI/0IisJjwKya+XUsQ7Lq4N0fZeWUSASWEn5TwLyL8ZYRXFtHzd3YosC3x7XrCv9Bq37+YCCwiAkvspt4k7N5n0/Qipl8nAouJgGLCT0b4S4nAIuKb0PLhxF6jmy3OJgKkREAREVBMBEibeWYS3X5iP25GDA8n/KVEAPMjI0afIIhXrR+2H0i4xBJBCmJBBtFnJEE0tyPsCIIY8tlngwcPZpJ4e3vzt4dhWhPt27cfPnz4+PHjx9UfDg4O//vf/9q3b8/k6+npWb91pipYJv42ixcvJuowC7NpyQTT6tci+PN2afdtko5jNxLEK0zNaDfYtVdYfo+d8u675N1WJNn1/oGNqzfaDdvSZnFWx3WF3XbIuu+Q9WB+wmU9dsp7LrpHvPqhVU86f9F1aVyPnSU9wqU9wkt6hMt67Ch5c1txpwk7CLvXmTRtPpn55vrs7jvlPcJlPcKlPXaU9FifZf/xNDavrq9P2N0jvLjHDlnPcGn38JJuO0ve3FHSc0kc8foX1iSvfNRtaUzPnSU9dhT3CJd131ncM1z6usMegujAfG4/2LlnWH6PHSXddki77ZD13FHSa53A/qPJbBavvjrlSI9wWfed0u47pD13lHSZd5lob90HpHmvYT0Dk3vsVHRdk9X8vTEE0dzOjmAGMhmqvlWYkYkXgLu7e/3WmapgmfjbMO9rcXV1rTlZk5IJa2eeAsgl6VgdfUtcuufo6dVrVm/ZufdamjhOh2L1KFaPYjT0uZiUTVu2r1qzdviICXat3+3904KjIn2cAd3Xo/t6FKtHsToUp0dxSsuxa/fWhoaFhm08e/PhXyrqvgHd19P3dXSsDt3XoTg9ui0q3Xfi3Jq167aE74pKEsSV0TGskft6FFtGX0nO27x975o1a/adOH9boo01oDg9Hadj0tBxenRfSZ2Ijl8fuj40NOzk9fsxKipWj2J1dKyOZhy+I9bsO3p6zZo1W7fvvZrMXQibQIciH+du2b5r7dq1+49fuFNQxjgZq6dj9eivEuORSzfXrlu3cfOW8zHJcWr6voG+X0pP8gwhCDui4oLb8ePHM3ttc/sYvTCZ8Pb2rt86UxUsE3WF+/pdXFwIgujdu3dsbGwN6ZuWTEB1Dx5q5vT58wRBfDr4M73BVvORGx8IAE6dPce0I1q2bOno6Dhp0iRm45+pU6fyp2YzYxPdunVzd3f3tw2+vr7BwcHp6em2vmwsE3WFkwnuPZFz5syp9BEfZgjz4MGDTUQm/h4ajWbEiBEEQQz+9BONWl1fZpsEZ8+eYSrAe++9p1QqKYoKCAhgjkybNo1bwsPIxKRJk16ASzbd6R+wTDwD9+7d69q1K0EQb775ZlJS0tOSZWZmLl26dOfOnf88mVAqlePHj2fqzSeDBtludVPj5MwZq0wMHDhQzUrksmXLmIN//vknUyC+vr6ELWdhctj6hSCAZeLZmD9/PlNq77//fmJiYrVpNmzY0KtXry+++CIlJaVma01LJpRKJTePyM7OLiQkxKavwGuEnGYna3/00UcqlYo7zsynYnofpaWlS5YsIWw5vepFgmXiWbh9+zazXTVBEAMGDOCHH6PrFovlp5+sT9r27NlTszW9Xs9swN/4ZUKtVnPtCIIglixZYrFY6sXPJsTTZIKmaV9fX2avsGHDhjF7iMycObMBXa0vsEw8I8ePH3/1VetD9f79+3NNBkYm+G/92rRpU82mDAbDi5GJGrpIdaHS2kcfH5+X8y0yp06dYkrgww8/5MsEAFAUxQxJcODWhE1p7DIBAKdPn37llVe40axK9+qpU6cSBGFvb3/x4sWa7VgslgEDBjAyceHChfp1Mjc3l5OJWl8s9DRMJtODBw9GjRrFXGyzZs38/f2Zj+rWK7Ztz7nGfOsza+ZaOZlghjArpaFpmplZwzBtmq0Wkr9IsEw8F/w2xQcffHDlypXs7OysrKwnT56EhYUNHTp03Lhx165dy3o62dnZZ8+efe211xgj8+fPf/LkSQ3p/y47duxgpuu1aNFi9erVNaZ9kvXkSdYT5resJ0+eZD3Jys7KTkhIGDdubIcOHXh9DR9GHVB5GFrXSlVcA8qt7ahQsbgzK0Zw9QMc7Cqwyquw+H/TVcSAXeDJrfOovP60unyoahJUPMR4kZaeOmTI4Hfeecdl7lyj0cS3z/xDUVRQYOB77/3r3Xff3bdvH3BiipjFp1yxVM6mymozxK03q+QNqvhnxU/LV75yySpfGqpypLrL5hJgmXhejh07xrUpWrVq1bVr1y5dunTu3Hno0KHLly/39PTs379/586duzyFrl272tvb85upb7zxBmOhhrPqDn/7/2bNmtVos3OXzl06d+7apUuXrl26dO7SpUuXbl26dOULRJcuXf38/M1mCwAgoHjLtSnmTwTAX+iJylenV4wETiYQPy3wlm8Cb1U4AkQDr+IDIKtZqx0uuii+VcT7iLXDeUjxsmZ8oRFi5AeVRyYvmBAgQFb7CoVCJBZXWtRXKeoKJAViiZimLAAUsvqPKlwpV1aAENCM9xVDEPHWuiPe4le+HpT/yy3TYwuZyYtiVLXcPcS/mHKB44qL/d7KNQvLRD1w+vTpvn37dujQoW3btvb29vb29q1bt/7yyy8DAwPd3NzefPNN+6fTunXrtm3bduzYsVOnTp06dWrfvn0NiZ+Bdu3a1cV4a/vW9tYfe+svrdvYt25t39q+dZvWHTp06tatm+/SJUKhkLlkBDQNiK1/XPVi6hZFsyHBBTddflvnQhdZqz5CTJSwAWz9YTe7YLWIrbjla965AOH98KOqPMDLxYpzirvfIgQ0zwyyikiV1g0CQIiGSo91EBft3PL2yh0xZG2n0Aho1j4HDUCxhclrBkD1DQbe5dAVr7n8CioUE+/0ir9wFrgCp6xL7ytIkdXbTZs2YpmoByQSSUJCQkJCQiLLuXPnVqxYERYWdvfu3cTaYE7kn17vVHKPz+OER48THrHpEhMTmH+Y3x8nJCQ+SniUnZ3NXSx7q+LtDgMAVtUo1w5r/QUARFVoYFjjgax0t6wUEuwpTJuCExQmPcXUdZq9hVqjHRDFVW+EAFHskfK44vaiKE+H+MHNyhJitq+huR4Nk5SVFZqyRj7FuyGz/6e5lMzeFXxl4++1U+5pRQFkmwOMiPCKF8pzoRDzEaOxPBP8cwEAENe4sCZjC5a7Kvas8l4jlwxYmcCtCdsgFAqZydr/pEeG/Hjj3Y4o65ZQwAUT4ulF+RHeDZAGRJVXQ2u9R7zKy3Y5uLAC7j5fHlGIjQHu7kdbY4a5h5Osq5wj1t8oa1TRiI09BEzkl7cE2LDmKxmiEWO5wkAGG1+IG+DguQRs9HLBDzTbfIDyqC7PlEnJyR/F5FmpYYEQYnbQsbbU2DZRhSKjWPmj6QpNDbqCk+Unce0IBIgEVN5V2bRpM5YJm5Cbm1vHNR0NDncXqtyJLU9QwwSqKh9VGYgDgGoOsQfoiv1z/kdMi6VCcFSJlkrdecSr+VX94h+u9kqrUk2yai6volNVTkQ8PQIAQMwoBFWtB9WMyFZ7MajSAUCo2q+pmt5T7TDusUPFmzZtwDJRzzAVWygUrl69+tChQ41fJgCA7ZciAKD1+vRDh4zSYipfJFwVbBAJuYplksny/P2K3OZK3N0KXVxLdu0AAMW1q4pTJ2U7thUGBhkeJwIAINCnJZds2iT2mK/cuYtUyABAcz+uyN1V4upa4BdgTMsEgLLkJOmpU7w2NhJeuiR7+IAu0+WuDNFciQImtk2W4u3bZEcO8wY1oDg+Rv7gAeOVJiO96K+/KJVSvCMcmYyGxITMtWsptcYiEisj9oo9PEpCQy25OQAAFpP2yhXxwkWlRw7SOh0A6NNSSjZtFnt4KnbtpJSqsown+Z4eUjc3ucf8AjdXoY8vpTNYpAXKXTtE3gvVFy+CyQQA5oKCIu8Fha5zC+a5Fbi6Fh08CBRpkcpKtm6TzHMrdHMtWuCpf5JBGwz5AQFl0TesThsNRRs3FJ86zTbqaQDQZefm+3gXurkUzJtX5OKsPH4MAQBFaa9fFy3wKlq3jhSKAcAklQoC/Itc50o83LRRUcDMWCnVyPfuzZ/vrjh4GPRGAFDf+0tx7Jj84AGx3xLdnXvWr02vKz1+UjTfo2RnOFKrjMXS/EULi91c5fPdi13d8hctMEtEhpQU2cYwkYdH6b79tFLGnMe2UGAzHpuwEYmJiXPmzAkODlY3/pVRXPMaAABIhTzqj1GahEeiwKDcxYvNCgViOxXa5OQ7nw5SrF2l2L1TNn9+/k/DAaDY2zv7888Ktm8v3rw13dVFl5xsys1LXLSgeNcexf6D4uDg/KXeQNMlYWHiYd8rD0QUrVmXM3kaMhqVJ44L2dlHjAtx891zdu+hpCWx774jnuiI1BoAIHME+W/3LprgwO+SKK9fFQcGAUkBQPHmLdJTp6iCgsyv/kvmZqU4uwi2bjVJxBmBgZLNm+QREdJ1qzLc51EqlSr6RvoCT9nuvXnLVkg2bzZmZSUu9iravVsRcVAcvEzk62vMzZHt3S1dsiRhwAD52jXSQ4fM+cLcZUGSrVukERG5y5ZJjh4HGunj7wv+84Fi40bFrp1Cp9kPJ05ASmWej69o1Sr5zh3K8PD8IUNKz5wmlQrBq50kTjOQ2QAAlqTEjF5vZs9xAt5IpizqSux/h6g2rlfs3ls05U/JlMkAoDp8NMvVXbp1a8HqlRkeniaxuCw15fbgwcqNGxXh4Y8nT1XExoDRkO0fmO+ztGT7ttyl/uLgEKAp+YYNOR/9R7J5a9H2LenOLqp7d4G0CNevz1uwqGT7VmFQQJ7PEotQLNsfIQ9e/vBf78pXhMj2H1Ddj0nx8izau0cesV/i658dEowsZmBbc4DHJmwEQsjb27tdu3a9evW6d+9e7Sc0LAiAexQIQCrldyc5Ks+cTFu4EJQagPInidqUlJuTJzF1yJiWKnR0AEAy/wAl+7ZbxbkzBWvWWkoUpgIxWCwmqUxx5FDOl18ig1GxZbPUexEyW8jk5LwRv9JatebcucKp06nCImDnMiYs9c47cICSSu/++mvB7NmG+HgAEB04lDP0B8VcF9ZZBACoRJq5eIlRJKJ12oylPqRAQBUV5//8m/bUSVFQEACQRqNOKAQzaVGqdJcv/fX1N7rUNINEYpIVI7NRfeZ0rqenqbjQVCAGkjJLpYrDR3K++JLWagFAl5sbPWUKslgAQH7+TP6yQKSQg05nSkoWOM2hiwoNDx/mT5rM+CO7e+++21xaLMoYPQYUCuZg0QIv9ZmzlEJe+Pln6e7umpQ0AFBs2pg2bFi6jx9v4AKkV67dd5/LnKWNulTg5kqpStPnzTM+TmAOijZsUO7do0tLvevgQBZIQKnMnO1UGBVpjo3NdHcHswUAQKdLm+OkT0tTbtsim25V3rKYOKG3N/U4MdPVjZYrAABoOsPdo/TOXQAgS9VXxzmQahUAGFWlJokYSNJcVCTfFn7/119IlYobfgL8pMNGmEwmZv91giC2bt3a0O7UTvmUAABKJY8bMzp7omPxgQNQPpRolYlbExwpZSkAGOLihRPGAyBZgL9is3VCuj4hIXfSJNDrpadO5k6ZnDPPLdd7Uf5XX9F6g3rnLsnbbwt++jln8JCisePAbCi7dLng7bcFP3yfO8GxcMNGKC195Lc070AEJS264TC2cPMmwe5doNVlL1wsXb68yM2NfeqIEADQdO72cMWFi/qHD9NXrEAUSRYVCT/5LHP2LO2N6wAACGlu3sh1mfNk9myRj1/Mf7/WpaQCAEIoa45T1pBP9JGXACHpiZN5k6fkznPL9fYWffVfsrQUALTJKTcdJ1GqUgB44r04+4OPhD/9L/fHH/N+/DH3m28M2TnGhEfCCROQwQgA0qvX7s91Bp225NiJPL+ANB/fJF//nCGfll28SMnk+T/9Urg9XLZ/P1Vamr54ceZS38SlAfySl165FuPiDAYDAJSePiVxn6dNTY/+cwqttu5XrrlwTuwxz5Ce+vjfA0TffJv3/beCz4dYUtNKtm0pWh4EbKvkkd/S3GMnVFu3SgODmBNJaUnWH38od+8S83bBSwtbn7xuDQCYJYXXR400i0UAAJSlJCIia+pUgYdH7jz3ByN+I5VK3ogVHpuwDXyZ2LJlS0O7UxfKn0RQStXtCY6yI4fy160zpGdYhwMQAIA2JfnmxAmUUgkAhri4/PETAFBxQIBi3TrGii4mVrzQS3/hXKarq1EgAJICSaFw2I9Ib1Rs2SL18qJVKrq4KMfHV3olquzC+YLp02m5zFxUlO23TLJ3X6Kvn+DgAaq4+Pq4seq/7uT4LtVcuJQbGKg7caJgris3a4gJDX1MTFFIsGz9WtXRYwBAFooF3w9VXrggWLeaVsp1T54kOs0ui4sFowHU6vtjHbQpyQaJxKxWUxpt6YnTBX7+uouXMlxdTbm5QJJQIMkbNpRSqQBAm5J203E8pZQDgGDDZvHK1Ughp0tKaHmJRSZFCJkeJeY5jEPGMgAovnolxsUZTCYAlOfnlzpndvq6dYKv/lt28RxVIhX88ovx3h1BgJ/21EnB6lV5e/cnLFnKe4QMxVeu/TV3DisTpyXurqb8/EeznaliKVOkiuNHpSHBZamp98aMJp9k03JF6cmThUHLtQePiNkp8wCQ6r1YdvO2cutWKbuZlUUozJ0+VX/hgsjTkxvIfLJiufjwYQAwSwqujx5plogBoPjypVQ3F1NeDiDanJJ+f8x4UqkE7qkH7nTYCISQh4eHvb19t27dbty40dDu1BHrozJKrrgxzkGfmaG+eTN7WRDoyjiZ0CQl3Rg3hlQoAEAf+5dwzGgAkAUEiX/61ZSRaRYK8nx95ecvlp0+k+/iTJUoTBKJbGWw4JNPQa9TbAqTenlQej0pl2csWFB4+ozu7OmCaVOoUg0plwuDAvK3bEpYsihv3z6qsOjq779b8oQKv4D0r/6rvBmtPXNW4uRkfRDDTtWg1Wqhh0f22DGWnBwAICWS7GFDoUwn2R9RsCNcm5iYPG0amZFplpaU7t0bM/AjQ1qK9PDBnEA/SipTHj0mWrRIc/SI0NWFlMtNkgLZyuDcTwbRSgUAaJNSoseOYUZeDY8S06dNK4uPp0o1mpiYjD07LEqF5uLl/IkTkckIAMVRkX85zQKjqTQ6WhgSwgwuFs11VZ8+ScmKc4YNowoKcn18BN98Y751U3Dw8INFi/hvJyqOjIqZPQMZ9ABQevKEZM5ssFgkgUFFG0MthQXGxKQUVxfN3Vu61NS7I0ea84SkVqs6fkw835POzUucPbPs2nVLcYH68oXM6TORWq3avj3/qy8MiY/MkgLxylUFu3eCoiTFzU116pRFKiu7dStj0lRKKAIAs0R0bcRvTGtCfPx4pvs8qqTEJBIXL/V5MPQHSq5k6wSWCdvAlOzDhw9nzJgRGBhYWlra0B7VCn9ODlClqihnZ/WTLKDIrLVrZHFxwNZpTUZm1BxnSqUGAE3io2QXZwCQBwRJJ01KXur719QpJdt3IL0BaTT5q1bdG+/40N1DEb4te/58Q6Gk+MiRvz755NqoMXfHTxIFBIFWq7pxPfbTwddG/nHTYbQkyB+Ki2JXrcw+cYaSKy7MnELKSxSXLj4ePhx0ZbIrURlLlkD5DCIrJStXSqZOY2ZGmouKHk5wIDUapNE8DArUZWSo9kXETnSMme0k37Itc+FCdWwcJS0W+Cy+O3J0ppeXKT0NtGrhmtV3xzsmzJuv3LYj28OjLE8IAOqMzKg5c8hSFQAAbVacPpE6x+nGhAmZHvPkV6IyT5+++tuvpcdOMIVSePvWLR9vUlryeHlwWUYG41jGEu+SqEhSoXwwwZHW65XHhiNI9QAAIABJREFUjyf+MQrKDNknTsaGLGcvBACg6Pbt24sXI6MRAKSRlzOW+AAAKcrPD/S/PW5skour8uhRIMmy3CdXvvnvrV9/vj56VIbHfP3DBwCgu3c3zdnppuP4JwvmM+M4ys1bisaOygxedufPKYWr1tKlGgAwJCZne3jddHBId3fTXotmPDQVF16cPtVUVAgASK0WBSy7NWHC4/nzVdu3ZyxebBTmcxUDsEzYAu6B6Jo1aw4fPsztetaIYeY/sVOnKNKoVNBGMwKgdBqzRgPspAPabDIqFIgkARBtMpnkCgAo9l2q2LyRLCszFRYy5mgAoJExX2gpKQEAi05PGU2kVqfPEejSM4x5eWAxIwDSYDDk5ekyMvR5AuaZhbm0lNTpgSQNSjkiLYi0UBoNICANBrOylJ1RwE4CMpnylgXqLlwEZvCEpIwyGU1ZAMBSWkrp9ABgLCxgvKKMJkpbBgBAkgaBAHE7btFgFOaTJVIAMJdpSYOJBqBNJqNSDhRZPrlDrdYJBKDTA4BJIdfl5wPbJqcMelOpijaYjLISYB4J0WBWKkmdDpGUsUSGaBqZjWSZFgDIMq25VAXlM6aAMhhNqlKgaAQ0qdeZlSpry42i9Hl5pMp6j0Emo0Es1mVm6rIymXFWq2MajV4oAnZ1SUlYqDQggDYZjRIJO1CKAAD0Br0gF5VZv0oENG0hDQoFspit/RGKNOTnk4oSACC1OtpgKJ/4hmXCdtR9y9xGAeLf4dhjVecHVvjTiiQwsHjz5qed9vQMq5szVLuT1l9NhUXZ7h5P/HypsvJ3jlmzr8Fc5XlL1WdSKUf+kQpzlVDVi+CeHddqu+q8radODKsbCACKN28WBwbyDlX5TgHYflv5seq+Cy4tAJYJ29HEZOI50OflGcQSXoQ8az2vDf7KKFqjLbt7B5XIbJRX0wPRAMgglujz8urdNpYJW/HyyAQDc4OioaZ53c+fCW9ggluLYStVaiqg8t6FrYoCy4StyMnJYV41/BLIBPvub4QQYlZ02UgruBWlzMIn22TSxKDZ9ag0fw54/YJlwlZwazqawhDmc8ENlPGXjtsuL2ZlJLKOgVTt4b9ssGtY2WXotigOLBO2Ijo6etSoUfPnzy8pKWloX2wLN1WIrjw2ZqP8uF1YELuu/CWGnf1Ggw1VE8uETaBpetq0aQRBtGnT5uzZsw3tzguDv4eLLSjfvMV2eTQxyh+P2HBQCMuETTAajV9//TVTsrVuwI+pM9wzWywTLxQsEzbBbDYPGzaMKdnw8PCGdgeDeS6wTNiKVatWde/efeDAgY8ePWpoXzCY5wLLhK3Iysry9vbevn37S/BAFPMPB8uErRAIBKtWrTpw4MA//oEo5h8Plglb8bLNwsT8g8EyYSuwTGD+MWCZqH+YFZJYJjD/GLBM1D+MTOTm5q5cufLAgQNYJjBNHSwTtkIoFIaEhERERFR6IS0G0+TAMmErjhw5MmjQoFGjRuXZYP0/BvMiwTJhEyiKGjlyJFOyBw8ebGh3MJjnAsuETeCv6di4cWNDu4PBPBdYJmwCSZJca+LAgQMN7Q4G81xgmbAVBw8eHDhw4G+//YbHJjBNHSwTtkIgEKxYsWL//v14snat1GUv7rrt142xCVgm6h+mQgsEgpCQEDxvAvMPAMuErcjNzcWzMOvOwYMHx40bN7o6xo4dGxoaiouxAcEyYSvwZO2a0ev1mzdvdnFxcXV1dXBwaNWqFVEjw4cPd3V1dXFxCQ4Olskqv54Dd0lsCpYJW4Flgg8/jA0Gw5YtW37++eeadaEGvvrqq1WrVimVymrtY+odLBO2AstEVfR6/a5du4YPH1418j/77DNvb29fX9+lVfD19fXx8fn1118rnfLdd99t3bq1qKiooS/rnw+WCVuBZYJ/h1epVBEREb/99lulUP/222/nzp27YsWKqv2ISpAkuXXr1rlz544cObJly5Z8fdmyZUt+fr6Nr+alBsuErcArRDmZUKlUEydO5KvD8OHDZ8+evXLlSrlc/nfNWiyW/fv3Ozo6tmnThjP4xRdf5ObmVsoXU19gmbAVOTk5y5cv37dv30s7b4IJV5VKNW7cOL5GeHl5VS0ThFDN4V310yNHjvz888+tW7dmzA4ZMkQkEtXvJWAYsEzYih07dvTr1++7777LyMhoaF8ajJKSktGjRzM1rFmzZkOHDl27dq3FYnkGU5xMVNKL3bt3t2vXjuuACASCevAbUxEsEzaBJMlffvmFKdk9e/Y0tDsvFK5dIJPJuIUtzZs3X7ZsGUmStshx586dHTp0qNr7wNQXWCZswsu8QpTra3DtCIIgAgMDbTpksHPnzrZt23K9D7yOpn7BMmETaJp2cHBg7qLHjh1raHdeNCqVirl8hqCgoBcwrLhnzx5uUPPzzz/H4xT1CJYJW3HhwoWvv/560qRJBQUFDe3Li2bx4sVMrbKzswsICKghZb3IB2dk9+7d7du355QC9z7qCywT9Q9Ta4VC4erVq1/C1/nIZLIPPviAIIiWLVv6+fn93ecXz8mOHTu43scff/xhNBrr1/7LCZaJ+ofbWfslXCGKEPLx8WnWrBlBEE5OTjRNPy2ljYYzASA8PJzpfbzyyivJyck2yuWlAsuEreBmYZaVlTW0Ly8OuVw+YMAAgiBatGhx7dq1p6WZOXPmkCFDZsyYYaMRhNWrVzPVesSIEbbTo5cHLBO24uWRCf7MKB8fn+bNmxMEMXnyZKa3VbVbkZmZ2bFjR6baDRgwwM3Nrd4HEYRC4auvvsqoVVJSUrVuYOoOlglb8fKs6eBkQqvVvv3220x9unLlCvdppcQkSW7ZsoW/LuOrr77iT0J7/pCmaXrFihVMFg4ODlqt9jkNvuRgmbAVeXl5q1evPnTo0EsyhEnT9LJly5hRCQcHh6e1oTgJCA0Ntbe355Sif//+7u7u9disyMjI6Nq1K0EQnTp1SkxMrC+zLydYJmxFamqqh4fH2rVrX5JbmVwu79u3LzNV5MaNG3U55cqVKy4uLtyDCYIg3n33XT8/v5SUlEopn6F9kZ2d3aNHD4IgOnbsGBMT83dPx/DBMmErAgMDX3311Xfeeef+/fsN7cuLoLCwsFevXgRBjB07Vq1W1/3EvXv3cosy+GKRkJDApal1YVhVjEbjwoULmzdvbmdnN3v27H9818+mYJmwCWazeejQoUzJbtu2raHdsTkURa1fv75Vq1Zt2rSpY1OCH/kXLlyYPHlyJbHo06dPUFAQMwD5bGRmZjL9jo4dO8bHxz+zHQyWCZtgNBq/+eYbpmQ3b97c0O7YHLFY/K9//YsZCKh7C79SG+H8+fNjxox57bXX+GLx5ptv1lF3qpKfn9+zZ0+CINq2bXvr1q1nM4IBLBM2AiE0d+7c5s2bv/7669yY/z+YnJyc3r17M/ftu3fvPo+pq1evOjg4MI8zGbp3775u3bqqE6Vq6Ikwx41G4/Tp0wmCaNeu3e3bt5/Hq5ccLBP1D1NHY2JiHB0dvb29+Tu7/lPJzc1lxi+fXyYYzp8/z/QX+M2KTZs2ZWZmcmlqlQkAyMvLe+211+zt7e/du/f8Xr20YJmof/hrOl6SB6L1JRP8sL969erQoUO5pVwMvXr12rRpU05OTh0N6vV6xrGQkBA8w+qZwTJhK5jX+URERLz4MXZbxEPNNjmZ6NSpU720JrhMb9++/c0333C7zjC88cYb+/fvr4vDWq32nXfeIQjilVdeYR6dYLF4BrBM2ApmFmZERESDtyZeQGCIxWImGjt16lTvzxTMZvONGze+++47boo3QRDt27ffsGEDf0lI1emeAFBWVsY4RhDExYsXqybD1ABXVlgmbAUjE+Hh4RqNhjmiVqsVCsXTFk2SJKlQKLjE1aLX6xUKRV0WR2s0GoVCYTaba0ijVCpVKlWtpiiKUigUNU+FuHbt2iuvvEIQRMuWLTds2CCTyZRPoS45MlSKZ61We/PmzW+//bZFixZMlW3evHnfvn03bdpUw+iP2Wx+9913mcTR0dF1zBpTifDwcCwTNiEnJyckJGTlypXnzp27ffv2zJkz+/Xr17dv399+++3cuXOJiYmPWBITEw8fPvz999/36dNnwIABXl5esbGxCQkJXIKEhISHDx+uXv3/7Z15VBRX2v8hxzgnzpnxj5z5Y87JnJzE32SZOcmbV18TTd450SSuY0QFI4omJqKRVUUE2RSFuEcWdw0KKogLiMYFiSiiIIssyiI0Te8bvdDd9EZX1b3P74/qqi6UpPO+MeCr93NIrK5+6t5bBc+37vLce7ePHTv2tddeGz9+/O7du+vr64U2vGV1dXVcXNw///nP1157bfLkybm5uQ0NDULLxsbG0tLShQsXjhkz5u9//3twcHBpaamwPELLoqKi6dOnv/7662+99VZYWNitW7d4ywaO3bt3v/LKK35+fv7+/n5+fi+99NKrr746ZsyY1wdjzJgxa9eu/TVKN+hr3263V1ZWTpw4UdgGeeONN3bt2mU0Gh0Oh12A0+msqalh9cvf35/diJTwP8Vqta5YsYLIxO9CZ2fn5s2bU1JSkpOT+afMEhAQkJKSwu9qlZKS8sknnwir01FRUexWVyxJSUlxcXGvv/46b/PWW2/Fx8cnJSUlDiQ5OTkqKkrYkv/oo48eMUtJSVm0aJGwPCEhISkpKY8kxW63Jdyha+TIkStXruQt+f242Nf1r+eNN97Q6/W/5dkqlcrJkyfz1QqWt99+e/z48f/FwR4Lh0v++Mc/vvfee0Ibgk/Gjx//zjvvjBgxgn0HEJl4YrCvQb1eX1JScu7cueLi4h9++GHs2LHsg37llVd27NhRXFx8juP8+fMpKSkvv/wy+9KbPHlyXl5eUXERb1BUVHTmzJmQkBB2T4pRo0aFhoaeOXOmqMhrw1JcXHz8+PEpU6awU7Befvnl+Pj4R8yKi4v37Nnz5ptvss7zj3/8Izs7W1gePtPi4uK0tDR2ZoS/v//EiROPHTsmtGQLtnTpUnby+K9k1qxZv31yvclkunz5Mr8u8S/DPnnCb+ezzz4jMvFk4MfzEUIIIQYxNE1LJJIrV678+OOPLS0tbrfb8xXDMAyDEHI6nY2NjRcvXiwtLVWr1RRFoccwGo0VFRUlJRcqKystFgt74ePQNK3RaMrKyi5cuFBfX2+32x+3oShKJBJdunTp0qVLnZ2dfHkegWGQ0+lsbm6+cOFCaWmpXC6naRpjPNCGMZvN27ZtYyXshRde+Prrry9evPjjYLDnn+Cy1zKZbPLkyT7/uIlMPCmCg4Ofqj7gYZQJBMA/CISBfSpY8AOeE4//gwAAYwAMT9GjHAIUCgW70sSf/vSnIZ7qZjAYzp8/X1hYeHoghYWF0dHR7Fx1f3//4OBg3uZxY8LPIXxoZ8+elUqlQ/nL9clwyATGGDw/4JEEhD1tCAyAMacgGDBgjAA8moIZjw3GiE0Bs0qBuQsBgOEEyJMklxvCrLqAJ2NWlbhisKYAgPhdr9gisDlgQRa8nA049igW4orBpc4lxuWABxTamwxrinjrQZ+cWCxmu07+/Oc/Pz3xjgqFgu1bfemll+7cuTPcxSE8eYanNoE4h2C9B3GOMXBEHjDnQ4ivQDxmxRoKFYfzPC6TgbW3ARUVbwUGA37MM3np8JZ6kKy5AnjT/zknH3CP+PGqEC8xPysTUqmUndMxevTop8Eh+UDYV1991c/Pb9SoUWROxzPJ8MiE1wkw5l+zv2gnPDGI5WAXI6HCPGqIH3XFn12aeuDFg7rvIOcHaVgOLjGDWeGfKw5FUampqSNGjHiqHFIikfAzRGtqaoa7OIQnz1DLhEOtbDp2DDtc9tuVTbt20k4H3wjQ1t7tLjihPJnXmJxoKSsHtqfX6TReuXxvwwbx3r1IoQIARNOyAwfvRUbWrFndEB3dmJzo0mgBwC0VSw4duZeQaLx6Fdz9XIYIALuUirZ1cfWroutWr2qIjOjKywOGAszYym82JKx/uGObWyQCALqvryMx/l50VG1MjPZCCbBBU7Y+zYnjdTFrlTm5YDYDgLampju/QHn8ZGNykvn6dWAQAIDDZSwpqYuJle7dj7Val9F4Ozm5Pjq6Mzr63qro2+sTzN3dYLGqjubUro1RnzwJdhsGMFVV349aVRO95sHGTY6WVoBBaxkDUKlUf/vb3/z8/EJDQ4c98BQAaJresmXLyJEj/fz8Fi5c+Mtxa4T/owy1TFiam67OC6I6OjtCFkmP5zE0Bdx7VXLsWN3YseqMLMnRnK7wCMvVywBYk5cjTd8kPV2o2LtPvHkTbTBit7tr1r9F6+PE+cele/ZcnzDR1tLSr1Z2bUhSHP5BWlAg27TBcPassMlgr6lpHf9B9+HD3SdOtqxaXfXll9Df33P+gmhlmOTwYVn2blF4uLtTRGs1re++Izt4UJZ/6uGSpbarpUDT8tRN0uRkydEcycYNnRs2gMslzc2p/8+xmswMSU6OKCLScrUUMFJnZnfHrpUczZFt2dq5bp1D3NVxrqh7T3bH/3u9e9f3HacL7V1iUfIG6cYNkqM5kpQUeVoaMIwuM6Pj3zOkZ4ukmZnikBBkMXMVq59VCr1ez3ZPPCUdAVKp9K9//Stblbh79+5wF4fwuzDUMmG9/+DWksWavNyunTtA0I8IALK8vNavvgKaAQBnTc3D9XHUw4ei6FXOulqmp4dWqsVx6/rOnMY0LQ8OppqaAQCczorFS2wtbb25efId22mlkjEYHRU3H64IZXp6eG9z3K1WhCxiC2C4eas6Mgz0PeKICNs9z/pumoMHFPv2MEql7JNP6Y4O1KNTrwyznC5wtrW0h4cB+9Km+ztWraYqK+UFx1uXfgUIA4Cz5u7D9fHuttb2yChGqWRTEyel2IuK2OJJZ0wDox4A+m/d6li1Cig3AIDD0R62wtHyoHfvPkNMNGO1UnerJZ/PQkaDT5mgaTomJoYdNgsPD//lOPEhYOfOnWzwyLx5856T5UifQ4ZaJmwtLbc/+bTrq6/6auoAAIAB8GwD052b25CcwnoIpdWWLfxCfaKgetz7dwJmXwsMuh4YVDnpY8WRw4CQNDjYUVMLAEyvvnxxSF9LqyYqsm7ChJ+Cgn6aM+dmQMD1OQF2mQzA00fgqL0rW7gAu+wAoL127W5UBNUl6pw1E/d5asi68hu3V0UyEon4rbcrZs64OXvm/Qnv46rb4vyTjckbgPNaTVqacd8+aeGphpRk9kJKqykLXiDLza1avcYjAQCGfQdUKRsAAPWaxNOmUSolAOiysjSbN/FJNSQndxeesv1wtOXNN8uCgio//li+IBisFvAlEwBgNBrZvoAXXniBXy1qWIbZZTLZX/7yFz8/vz/84Q9k469nmCGXiQdNd+bNM50vkWzfgcwW4aChJPfo/TVr2GNKLKkLCzNfv9G2fAUt6qAMekqnozQ6us8GDC1dGGyvrgYAptd4IyTE1tJi2PKdfk82bTRRWi3do+/X6jDbPYEBABw1NbKFwdjlBADttbLqqEikVIiXfElrNWx2+gsXW7akMTKJ5LPP+js6KZPJevFCa0Ki7mJxS0IClwzINiTbiotkBfkPYlZz5RTXhYWbrpc3xawCu+ddqsrIMB06BACo1yieNpVSqgDAevq0fEMK/xxa4hP0typ69+3Vro1xm3spjUackKguOcfl5cPno6Ki+AoFG643LDKxe/duthizZs2iKGroC0AYGoa+0dFYHvwFWKyKwweURw4LexDUJ461ffCBvabWrdEotm3X7dsPDkf3mjWqw0cYc69bIW3PzrY1N1FqlTgoyHnvHgDQJlP5/C9sD1ptVVUPQr+2NzWhPmtveVn3gQNIMOvJWV0lCwrELhcAaK9cqVoRCja7dOcuyfatlFrlbGvvCI+w/FTGqNWSj//FSGWoz2YqOV+/OoZWyjtCl5muXKZ6eszXrjWHLkNajTr/eOuEifa7NW61RrF9m3b/AXA4xDGrtcdzqZ6evuqqptBv+tseAAAy9XZ9MplWKACAVqgaQ0Ot18oofY/p8sXOb77BVpsxM6snZg22OxiDsTU2Vn62EAB+YUCURy6XswtPvPjii2lpab+wh+jvx8mTJ9kp56NHj66rqxv6AhCGjCGXiY6H5WHhyGLBvaaHiUkOlYqLcQDZidzmkAXKTZvagoJkO7digxEA3J2d3fHruwLndi39UrJ/j+3Bg7qgQFV8LLZaMQBtMd4IX9nX3g4I6c+e6Vq+rHPO7K41UcabFdzbFQOAvaFRFPatpzZRcasqYT30U4xeL09Pa58zW/LN17qCfKAoSm8UffC+ZPKkzunT5N+G2mprAMDZ0CSKDO8MCOiOXsVWYeQnTjQtClGlprYFBUq370AmAwD0d4jE6xM6Zs0WR4T3ll0BzAAAY7a2LQqmtCr23u1VVV0rlnfOCxDHrHY0NAKA4eQJybv/7Jo2pSvgc1XqJmQxo185NItxREQE+yYfMWJEWlraENcm8vPzR48ezRZgxowZT8OYC+H3Y6hlAtO029qHEQIAxu5g2B44dm/xo8caEhPB6WR0Ou51igAAGJpRa7DJBACYZvpVKujnagoM6u/rw/wmt9Y+WqmEfr5Xjw1AwIimKGsfIAQAqJ9y221cHBOmNWowGz3WCFEGAyWTuWVysNu4FACcDlqlBJdnkFV8LKchcT247IxO7SkmmxpN0UoV2OzAB3ohxm21YEbg+A4HrVJ7Sogx43S5Nep+WTejUQJDAbCRZr+qamAymQIDA1lHfeGFFzZu3DhkSnH8+HF+UbwPPvhAuHAm4ZlkuKIwhX/RbHQ2dOTnV6du8p5lDQE/HvzIRlE/FvvIJw7YGzEpjJ5+JKWBxwMiJIXh4o/yMP9kVerGx1JB/EcuJWHbAcHjd/G4W2M+7suHw7OXmkymOXPmsO7q7++fnp4+BK2PgoICfgb9uHHj2E1Jn6p5SoQnzrDIBAKMhKHSbKy0XacxSyWAATDCfGgm5mKxMcYYYWB/aHZaBxJEWmPAAAzwbQ1u+oc3ytPbDGF9CXGjj4g7hbjoJi4Ee+CsDPbHrtVZJFKBRiHg54awyQEvYXwxGPY0O3uFtWcAIT6YyvuVsIS+MZlMs2bNYp32xRdf3Lp162/4vfimoKCAb2uMHTu2tbX1d82O8JQwTDNEsfB/3Jwv4bf8Oe9r2TtbTOC0gk/s0eMvaCwwe9TaW4tAXgveS7EgOe/JwW5mQJUHDyITvOjxOWLEtjCAy2pAdv8Denp6AgICWNcdOXJkenr67/RuLygo4Pf1GD9+fFtb2++RC+Ep5P/wehMEHoPBMHv2bL6fIi0t7YlnceLECb4eQTTieYPIxDOCwWD4/PPP+bGP9PR0mu/Z/c0IxzXeffdd0tZ43iAy8eyg1+v5fooRI0bMmjXr0KFDvzHNoqKixYsX8xoxbtw4Em35HEJk4pnCZDLNnTtXuFza3LlzExMTDx48aP/V2x0hhAoLC5OTk7/88kt26ic/9knaGs8nRCaeHfhR0u3bt/MbtfMEBARs2bJly5Yt6enpGRkZEomEv9BsNh86dCg9Pf27777bunXr0qVL2dlcPGPHjk1NTf31ewUSnjGITDw7CPcE1ul0O3fujImJmTJlit9gTJgwYevWrZmZmTt27Jg5c+agNn5+fu+8805ycrJQU0iIxHMIkYlnHLvdvnPnzpCQkE8//fTntOARPvzww0WLFgUHB8fExCgUiuG+A8LwQ2TieYFhmMzMzHnz5s2fP3/q1KmjRo3idcHf3//jjz+eP39+YGBgamoqWYGK8AhEJp5HaJouKCiYMWPGpEmTPv3004yMjF/fwUl4DiEy8fxC07TL5Rp0/SvSAUEQQmSCQCD4gMgEgUDwAZEJAoHgAyITQwm3eZHnE/ePZ94o8p4XLpvLzZcFbqGNAWtSDJieigVzUPkcGcHxI1snYf4iwdx1zE2HHWSnQsFUV+/sfe48YG9ZhZcLZs9y9+GdQTsg00c+CLdBIwwnRCaGEt5R+Q1QPUtcCNa58HyH+b1UBUKAvWlg70pX2Gs2YKo68Il4LkOC3L1XcglyK+dgbv67UHq4G/CqA+bCudhDxIsUv4qH5wrhIkTe2fUYc8XhLmL458CJiHADasJwQmRiCPF6AMLACPYLHfDK5Z2ef11z+6Fi4NfAAQBuoR6vNHj8n5MNPihToC4ACLg1cgYWjbMC7yXsf4znaoY/HFBfGeQuvXcirAXxbs/Jj1dluOLyMuGRMO/O84RhhcjEEOJdV8ejAozTRTucAFzl2uag9UbWQXj54FyLW70TGE4/2AWvGG7pG29jhN9tmXU9BEIV4O0B9bsprZZSyCmFnNFr+UICAHhWCWNrGUgoZFxzAgEA4+pnHE66z+pWq2iFnFIqoM/MJ4MEN8tVNPj94vn78nzkZNK71TxX5t/910LwCZGJoUTgO4AAQHs0R7lrJ/udramx85tvRMnJmN13w+tCwCnCwJQeSxo/9q1g6S6PMiGBpTH/RPd//Id46rSuz6Z2fzG/a8tml1bHp4G8ifC9G8LkEWDoztprLr+uWLG8e8IE8bSpndNmdC9bJj+VLygsHnjXfEUEYaC5ptSjN+NtUP3v1vMiPGmITAwlfOvA81m/e7cmMQEAsMMuioowXLlEW3sxRWGK8nQiUDSmaOAWwmX6rOwxBsA0YmwOZLEgswXZ+hDlBsRgys2qDPRTuN+zFDi227HDCd6KgMf5jLt36VZFMUYj09PjVqi6d2xT7twJCGG6H9NuAACGQS43Rgj1uxmrBVnNyGJGDgdbBlqrq4sId3d0KIPm2y9dZgwGRq933G9tXrbMWXMXAFC/CxDjbWQwNKYQRhhRDGb3jqURclGAMdPfjywWZDYjsxW5nIAYDBhjhsjEUwKRiSGEawVwH8CQlaXbtBEATLduijaksl+oSy7Kjp9gjx+ePfvw7BkAwDq9fNeOG0uWdKSkUOIuADAHFEHDAAAIpElEQVTX1jUEBVWEhFQsDrkzZ67ohxygXHX7svX3m1FXV31kRE9jA9LqZXuyq1aurPn2W33hKXA7ge0UAAAAQ1amNt27HJ67pVX27XJASHbyuObiRWQxNySu67x0GfrdDYmJVUGBFUsWVwYHNy0Oocy9AGAvL+9K2wxOl3zRQldLM5+Odtt207Ec7O5vSUxyG418V0dPQ0Pd3n1Aue/n5srKfwKt9v7qNbLyckxRbVFRd74IrFgccmdBcE3Yt1SvCQAEixATrRhmiEwMIRi4wQi2QQHG7Gxt+LeOxgZJ7FrL3RrWSvv9LnWyZ4/S+7u+b962HVyO9oR49a7vTXfu9Bw91rF8Oe6zmIuLumd/bqq+baqrfhi3vjlmHTjtt1aE6spKFWnfybdtpa29bQcOqHJyrI11lrtVkm+WWS9eAMHQhXFPtiZspa2r29be5rjfrNicrjl8GACUiYn67Cz98ZMd8fEOrZYxmyo//7fm2DFjbZ3x6pXO8ePYXVGVWXutRUXAIOUXC8wFp+ydnbb2h/aKitaV4f1trchieTh5MmM08HevuXKlcvkycNpr49eJ845q9++TJsS7TAZktnR9+KHxfJGptl5/vuTG5ElupQK8jSMMRCmGGyITQ4qnO5BzVMvB/W1vvlnzr49ksWsAeZauNO3do1y8SFd5S3/jRsuKb0WZWXRDbXd0JLg9BqLERMPVy30lJaroKPaMJL+gMTERHPa7kZHyrOyWhASwWACAMvfSup7e2lrzxYu6KVMNmZkA3u4By6H9rW///fr8L36aH1g5a2bLB+/by8oAoCd1Y09ykmLDRrqzCwDoXv2NRYvsHZ0AAA5b9/TpjFqF+8yNcXFOcTfQlHpOQO1/f1Q+P6g8MOjuv/4l/mIBMpkYi1U+aVLPqZP623f6FUoA0JVeuxseBk57U0qyKC2tPSmRUsgBgDGZuqdNwwYDADB6Q1lQkEcmML/cOZGJYYbIxBCC+X58zx+9MTurJyaW6hJJs3bri8+xJ80HDra9986t5curv15a+1/vSfbusV44r1i9GjhfacnIup+1x3HhgjIigj0nzstrSEoCp7Nh5Yr2oEB5xi42KWfV3Y5Vq+tj41S5eaqguaZ9ewGAD6QyZu3RrY2hzSa6R0/rdK7blW1x6906o3Hzpq7pU0WbUrHVCgC0yXRj0SLrfc+uqOJp0xldj+tenTguDve7cb9TsWCB7colymiievS0WmXIOSTKzERGo+LDibXz5t5eGdmxapXzp2s9Zdeqw8PB6WxJSnrw+WzZ5u/A5cYAjMnQNW0apVIBgFspLwuc51aqAPhqDxkRHX6ITAwpfDiEp3cgO0u7cRMAML2m1rUxfQ31AGDIzNLHx2PKDf3Oju/S2zMy6fp68erVQHumcnakbOy5ds1WUqKMiORkIrchKQnsjrqwMN3pU8r9+w0/XoZ+tyhkiaOqir3KEBtjyMriSgEAYMjM1KVvEZauLirSVH9PvynVuCVNXVyk+CEHAJDTWb5wgbWpGbg3P9JotadOaQ4eBADscMmCFzlbWvhUnO0tt0NDKblSMn06o5QDgKuupu6bperC0zURUeCy3U9KlGXv1eWd1J44CQDYYRNNnUIp5QDgVqp+mjeXrU3w1R4iE8MOkYmhhO2VYAcIGQDQ79quWR/Pfudqa29fF+s26A3fZ2jWJ7An72/f+mDbNnA62+Li1HsznY0NPadOd3z9NbaYLGfPKJYvY826co7Ux8aDw1G5bLnuejmtUrTGxFJt7eKoyJ78AteDB8aSYsm49w27M0EQvWHYvUuz9CvX/WZnY6OjqVmXny9aH8tYLZqEBH1mNna5Otausd65Zb95s2rBfIdYBACMUd816WOqvb1t4yZLbQ0AIJdLPjvAknPE1dzkaGyy1ddLN23WHsvFJpPkw/92XC11tTww5OW2xKxVnz13e/kKcDrq18WKc49hq7kldo2tqspacaPr3zOQXgsAbrny6syZboUMvG0jIEIx7BCZGHq8MdT6ojOaoznAOYHqXLGu4oax+Bx7EgBEhadFBacAAGnVivTNXcELFMnJroftAGC5dUuRkcGayUuvtf1wBNyuxt0Z+vo6ADCcL9b+VOYQi2RrY7tDQtQHD/SePaM4XQiYD9yC3ksXZNOmSOcEdAcEyEKWKLbvcHaJAEBz9Kj+bDEAWO7d60jd0D1/vvHAYaBoDMDYLOL4eNeDVumRQ8hiBgBEUZr1CfLpUyRzArrnBMgjwtV5J8Dpol0O5YrlshkzuuYGyGPXUl3dpntNTRmZ4Ha1HclRXL0GAPbKCnFi0oOFC3qP5bKDrG69/k5KslvfMyBcjMjEcENkYqjh4hExYIwYBjGMN1QZALldiKEwTbNjp5hhMMN4B1Htdt5hMIMQ7dkzFSEGM27ACDE0Rp5YbcZNAQDQCDsc7CUMTXOzRTBgjBDFOB2oz4b6bNjhWb0KY4wYGtG0J7Tb6ULeha0wBszQDGZoRFPATQdBFIVsdtxnQ31WcLvAM/LLMG43Y+tDNisbbYUQW2DEMAxiPDUa5HAydgdwEWQYI8RQgGiEMcKYFTXBvo2E4YHIxFDjfTcK69Ts9suPWnoPfnbr4UHdxzujdJAAR8H0sAFfe/pNvHEdA/McpCdRsBPzo+mgx4qMH/n3kdvCA0JGub5LsojW0wGRCQKB4AMiEwQCwQdEJggEgg+ITBAIBB8QmSAQCD4gMkEgEHxAZIJAIPiAyASBQPABkQkCgeADIhMEAsEHRCYIBIIPiEwQCAQfEJkgEAg+IDJBIBB8QGSCQCD4gMgEgUDwAZEJAoHgAyITBALBB0QmCASCD4hMEAgEHxCZIBAIPiAyQSAQfEBkgkAg+IDIBIFA8AGRCQKB4AMiEwQCwQdEJggEgg+ITBAIBB8QmSAQCD4gMkEgEHxAZIJAIPiAyASBQPABkQkCgeADIhMEAsEH/x90vbv8cHUB0QAAAABJRU5ErkJggg==)
Подключаемся к следующим проводам штатной проводки:
- оранжевый с черным пунктиром провод идет от пульта к левым указателям поворота
- голубой с черным пунктиром провод идет от пульта к правым указателям поворота
- серый с черным пунктиром провод идет от реле поворота к пульту
Алгоритм работы поворотников: при включении зажигания на реле приходит «+» («-» постоянный), далее включаем указатель поворота - замыкаем цепь на правый/левый указатели поворота, в цепи появляется сопротивление, реле начинает работать.
Мы дорабатываем схему – ставим дополнительную кнопку и параллелим правую и левую стороны указателей поворота. Для корректной работы указателей поворота, необходимо установить диоды (как показано на рис №). Все соединения тчательно изолируем, новые провода крепим к штатной проводке при помощи изоленты. Преимущество второго варианта, низкая стоимость, минимальное количество проводов, невозможность работы при выключенном зажигании (меньше шансов разрядить АКБ). Недостаток требует минимальных знаний по электрике, навыков пайки и установки дополнительного оборудования.
|