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液位传感器-LH系列-磁致伸缩液位传感器 |
LH系列-刚性测杆式-磁致伸缩液位传感器 |
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![](/Upload/new image/型号图/LH.jpg)
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坚固可靠的液位传感器
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磁致伸缩非接触式测量,没有磨损
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无须归零,无须定期标定、标定
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无须转换,浮子位置直接输出(V/mA)
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高精度测量,可达0.1mm
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可选侧面 / 顶部电缆出线方式
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支持液位 / 温度同步测量,总线输出
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支持液面 / 界面双浮子液位测量
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可选接口 |
模拟量-电流
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模拟量-电压 |
Modbus |
输出信号 |
4~20mA;0~20mA
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0~10V; 0~5V; -10V~10V |
RTU信号,EIA-RS485/RS422 |
安装方式 |
螺纹安装(可选配法兰), 安装斜度≤5° |
量程范围 |
100mm~5000mm |
测量参数 |
非线性度<±0.05%F.S.,重复精度<±0.002%F.S. |
附加功能 |
可选 液面 / 界面 双浮子测量,支持最多5个温度测点 |
防护能力 |
直出电缆: IP68 , 航空插头:IP65 |
工作温度 |
常规产品: - 40℃~+85℃; 高温产品: - 40℃~+250℃ |
工作电压 |
24VDC (-15/+20%), 超压保护, 反极性保护 |
可选浮子 |
浮子最小直径17.5mm,最大耐压2.5Mpa,最小密度0.45 |
■ 外形尺寸 |
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![](/Upload/new image/外形尺寸/LH-size.jpg)
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浮球不同,所对应首/末测量端测量盲区不同,订货前请咨询技术支持。 |
代号 |
含义 |
模拟量
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Modbus |
H |
电子仓高度 |
102mm |
Z |
首端盲区 |
50mm
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L |
可选量程 |
100mm~5000mm |
N |
末端盲区 |
50mm |
D |
测杆直径 |
7mm;10mm
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M |
磁铁规格 |
DL28 ; DL42; DL52 |
S |
螺纹规格 |
M18x1.5 |
■ 安装示意
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![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbQAAAJXCAIAAAB0bjagAAAgAElEQVR4nOydd1gTSR+Ax/pZz3p6HjZsSA8dRKSIFOk1pPcESCGELr0LCAiCNPHsvaHonf3sit7Zy9n17CKih10u3x8DuRhCUUMAnff5PTzJZncyu0leZnZ/MwvECgUAoNgCEQgEokNQsMuQHBEIxLcBkiMCgUDIAckRgUAg5IDkiEAgEHJAckQgEAg5IDkiEAiEHJAcEQgEQg5IjggEAiEHJEcEAoGQg4Jd1qNHD8UWiEAgEB2CwuR47NgxKpUKAGCxWPPnz1dUsQgEAtEhKEyOp06dAo3Ex8crqlgEAoHoEBQmx0ePHknkuGjRIkUVi0AgEB2CIs85SuR44cIFBRaLQCAQyqdd5Pju3TsFFotAIBDKR5Fy1NXVhXJUYJkIBALRIShSZAYGBgCAH3/8UYFlIhAIRIegSDny+XwAgKampgLLRCAQiA5BkXJMSkoCAHh6eiqwTAQCgegQFCnHtWvXAgDS09MVWCYCgUB0CIqU4+3bt1GSIwKB+DZQpBwfPHiAkhwRCMS3geJn5Xn79q1iy0QgEAjlg6YsQyAQCDko2GU9e/ZUbIEIBALRIShYjr169VJsgQgEAtEhfK0co6KiJEOqe/bsKfmLkMHZ2Vn6uHl4eHh6enp4eLi7u7u5ubk24uLi4iqFm5ubu7u7u7s7XN/Ly8vLy8vb29vX1xeLxfo1gsPhcDgcHo/HYrEsFsvb25tCofzyyy9f+eEiEN8zqOXYAcTHx4eHh+fm5paXl69Zs2bLli07duzYvXv33r179+/fv2/fvr179+7cuXPHjh1bt27duHHj6tWrly5dWlpamp+fn5WVlZSUFBYWFhAQwGKxGAwGhUIhkUg4HM7b25tOp4eFhYlEIqFQOGLEiI7eUQSiC4MuyHQA6enpa9asOXjw4Llz527duvXkyZOXL1++ffv2w4cPHz9+/Pjx47t3716/fv3y5cvq6uoHDx7cvHnz8uXLf/7559GjR/fu3VtRUVFaWjp//vzs7OzMzMy0tLTk5OT4+PiIiIj8/PxVq1aVl5cvWrRo2rRpHb2jCEQXBsmxAyguLs7Kylq1alVlZeX+/fuPHz9++vTpCxcuXLp06cqVK1euXLl06dL58+fPnDlTVVV1+PDhffv2/fbbbxUVFWvXrl22bFlRUVFCQkJ0dHRkZGRYWFhISEhQUBCPx2MwGCkpKdnZ2WlpaampqVpaWh29owhEFwbJsR05ceLEjz/+OKWR8ePHa2pqqqur9+/fXwlnOXv27AnfcfLkyRoaGmPHjp0yZcrEiRNNTU07+sAgEF0AJMd2xM7OTtpWurq6EyZMYDAY48aNw2KxVCpVT0+PQqEMHTqUSCQaGBioqKh4e3sbGBiMHDnSyMjIwMBg2LBhnp6eWlpaP/74o5aWlrGx8YQJE1gslp6e3tixY4lEoqGh4YgRI3x9fYODg9XV1Q0NDZ2cnPh8/qRJkzQ1NbW1tcePH+/j4zNq1KiZM2dKanL69OmOPjYIRGcHybEd8fLykpajnp7e5MmT6XT6mDFj3NzcsFislpYWFosdNGiQj4+Pjo7OTz/95OLioqOjM3z4cAwGo6OjM3jwYCcnp6lTpw4dOlRdXR2DwYwbN45EImlra0OT6ujoDBs2zNXV1d/ff9KkSbq6ura2tkwmc/z48VOnTtXR0ZkwYYKPj8/o0aNtbW0lNbl48WJHHxsEorOD5NiOKEqOampqUI56enoyctTV1YVy5HA4kydPRnJEIBQFkmM7ovCWI5IjAqE0kBzbESRHBKLrguTYjiA5IhBdFyTHdqRlOfr4+CA5IhCdFiTHdqQFObq4uAiFQg0NDSRHBKJzguTYjqCWIwLRdUFybEdk5GhoaKimpsZms8eNG+fl5UUgEHR1dQkEwuDBg3E4HAaDGTVqlIeHBwaDGTFihL6+PgaDGTJkiKurq7q6+rBhwzQ1NQ0MDFRVValUqq6u7ujRo/38/PT09IYPH+7h4cHj8aZMmaKnp2dvb+/v7z9hwgRNTU0MBjNp0iQcDjdmzBh7e3skRwSi7SA5tiNubm7SchwwYECPHj00NTUBAGPHjp04cWLv3r0nTJgAAFBVVf3f//4HABg9enSfPn0AAP369evbty9c0rt3bwBAnz59Bg4c2L17d01NTfhg6tSpQ4YMAQBMmTLFxMSkf//+w4YNU1VVNTIy6tev3+DBg4cNG9a/f38NDY2ePXuOHTsWyRGBaDtIju0Ih8NJSUkpKChYvHjxqlWrNmzYUFFRUVlZuXv37j179uzbt+/gwYMHDx48duzYwYMHDx8+fOTIEThl2b59+3bt2rVjx47KyspNmzZt2LABTjmxePHikpKSvLy83NzczMzM+Pj4qKgokUjE5XL9/f0DAwP9/f2ZTCaVSqXT6RQKhUgk0ul0oVAYHx8/Z86cmJiY6OhoV1fXqqqqjj42CERnB8mxHeFyuatWrdq+ffvBgwdPnTp1+fLlmzdv3r9///HjxzU1NS9evPjnn39evXr1+vXrN2/evHr16tWrVy9fvqypqXn69OmjR4/u3bt3+/bt69evX7p06ezZsydPnjx69Ojvv/++a9euysrKjRs3Llu2rLi4OCcnJysra+7cuWlpaSkpKYmJifHx8TExMVFRUeHh4XFxcXl5eUuWLFm0aFF+fj6Px7O0tDx48GBHHxsEorOD5NiOBAYGLlu2rKKiYu/evceOHTt79uyVK1du3bp19+7dR48ePX369NmzZ8+fP6+tra2trX3+/HlNTU11dfWjR4/u379/9+7dmzdvXr16FZrx1KlTR44cOXDgwO7du7dv37558+bVq1eXl5cvWLAgMzNz7ty5KSkpycnJiYmJsbGx0Ixw1tvo6OicnJyysrLy8nIHB4fz588fOnSoow8MAtEFQHJsR75Mjo8fP37w4EFb5Lho0aJW5RgTE5Obm1tWVrZo0SJvb++OPiQIRJcBybEdEQgES5cubT85lpWVLViwICMjowU5xsbG5uXlQTl6eXl19CFBILoMSI7tyPz58xcvXtxOcly1alVZWVleXl7LcoTnHBctWrRo0SJfX9+OPiQIRJcBybEdyc7Olsjx6NGjCpdjaWlpq3KMj4/Pz89ftGjRL7/8YmNjk5CQEB8fn5GRAWv44cOHCxcu7NmzJyQkBL6UkJAQERFRVFR07dq1C1L89ddfjx496tDDiUAoFSTHdkQix3379h0/frw95Dh//vxW5VhQULBo0aKlS5fq6OjY29tHRkZKPqbQ0NAdO3bo6Oi4uroGBARwOBwOhwMH2Gzbtm1VIxs3bvTz84uJidm5c2fHHlIEQmkgObYjzcnx3r17CpFjSUlJbm5uy3JMSEiQyHHChAkPHz58+fLl//73v7S0tLS0NBsbm6NHj+ro6Pz99983bty4fv369evXa2pqpkyZsmfPns2N7Nixg0qlPnjwICIioqMPKgKhJJAc25H2lmNxcXFubu7cuXOl5ShJcpTIceHChaWlpUuXLh07duy1a9fu37/ft2/fPXv27NmzB4/HX7x40c3N7erVq2cbuXHjBg6Hq6qq+v333/fv3w/vj8jn80+ePMlmsz98+NDRxxWBUAZIju1Iq3Ksrq7+Sjnm5OS0LMfExEQox/Lycg8Pj1u3bt25c8fIyOjkyZOnT59mMBiPHj0KDAy8du2aRI7Xrl0LDAy8ceMGPNt48eLFmzdvxsfHb9261c3N7d9//+3o44pAKAMkx3akZTlWV1d/pRyLiopalmNwcHBiYmJRURFMAvf09Lx169bt27fNzMyuXr168+ZNf3//a9eusdns69evS8uRxWKdP3/+xIkTVVVVVVVV58+fj4qKWrFihaOjY0cfVARCSSA5tiOtyvEru9ULFy7Mzs5uWY5JSUklJSWlpaVLlizR0NC4fv36/fv3e/fufeTIkSNHjhCJxP379zs5OUm3HK9fv06n07dv375x48aNGzdu2LBh27ZtLBaruKTYA4tdSKOVcjglbLYkFrHZCRzO6tDQ5PCI306c6OijjkAoBiTHdqRVOdbU1HylHOfNm9eqHEtLS+E5R1VV1Xv37lVXVw8bNmz16tVr1qxxc3PbsGHD5MmTb926deXKlcuXL1++fPnx48fjxo1buXJlaWlpSUlJSUnJkiVLcDhcfn6+M4n0608/7ZowYdeECbsmTNw1YcKuiRMPTZ7s13/AvvHjNw4aVApA7M8/Lyku7uhjj0B8LUiO7Ug7ybGyshLKsbCwsFU5Jicnl5WVQTlqamomJiZu2rQJAPDLL7+UlZU5OjouX75cS0tr3rx5paWlRUVFxcXFcE04UQWkuLjY29s7JyfHlUgsGzb8lzFjF48Zu0hl9CKV0WUqo5ePGeM68IfVqqorp6itmjx5xc+jTpuZrnD3uPX4sVgsRmcoEV0UJMd2pKkcL1++3HY53rhxo6kc4VRmUI4FBQWfJUcdHR2RSLR27VoAQGlpaWFhob29/eLFi3V0dAQCQXFxcUFBwcKFC+Pi4kaPHl1SUpLdSEFBgaenZ2ZmljuZzAMgGIBgAISNEQ6AKQDhAIQAEAVA0v/+l9Cz56qxY7eZmx85d7ajPwQE4gtBcmxHmsrxr7/+aqMc79y5c+vWrb/++gvKsaqqSkaOq1evXrBgAZysrI1yNDAwwGAwDg4OAIAFCxbk5ubOnDmzpKQEg8FYWlrOaMTGxmby5Mlw1DYkNzfXzc1tbnq6B5FEA8AfAI5U8AAwAIAPABeAIABCAIgEIByAzD594nr1vveqrqM/BwTiS0BybEfaIseampo2yvHo0aPNyTE9Pb0FOS5atEjSrc7MzMzLy+vTp09mZmZmZqa1tXVhYaGamlp6enpqIzk5OZMmTcrJyUlpJDMz09nZOSUlxY1AoADAAoApFQEAaAPgD4A/AAEACAAIASAcgFAAUgGgDh7c0Z8DAvElIDm2I4ptOTaVY35+vmSa29TUVLlyTElJKS8vl3Srk5KSsrKyunXrBkfIWFpa5uTkmJubp6SkxDeSmppqY2OTnp6e0Ehqaqqjo2NSUpKTmxvVxYXl5cX09JQEy9MT7+UV5OFhBgATAB4AQgBCAAhttGR5WVlHfxQIxGfTksvCw8PhLUcwGEx1dXXTFaZPn37p0qVPikNylEIJcoSTOcJ2X8tyXLx48ezZs1NSUubOnaumppacnJyammppaZmVlWVpaZmamiotR7gkrpGUlBQHB4eExMTp5uYt73JqVBStUY4hAIgACAfAtff/lHPAEQgF0qzLHB0dAQAxMTHFxcUkEgkAsGbNGpl1+vXr98cff3xSHJKjFO3drc7Ly8vMzMzIyGiLHH/55ZdZs2alpKRkZGT8/PPPKSkpEjlaWVk1J0e4BMoxMTFx2rRpre51KJksBCAUgDAARACEAOAKwN3nz5VwwBEIBdKsy2Q0d/nyZQDA7du3pRcOHjz49OnTLWz1nfM1V6sVKMdffvkFdqs1NDSSk5OzsrJ69OgBr7RYWVllZ2fr6eklJydLy3H69OnSuoRyjI+Pb+PwQUcA5gAQDoAIAGE3wANgzfr1SjjgCIQCke+yBQsW6OnpySxMSEiQcR+SY8t8TZ5je8hRS0srJSVlwYIFvXv3dnV1dXZ2VldXLywsnDp1akZGhuSCTG5u7tixYyUXZBITE9PS0mbPnp2YmOjs7NyWHQ/Q1EoHILF790gAQgEIAiAjIbG9jzYCoVjkuyw/P9/T01PO2gCEhYVJniI5tkxbWo7wNoTKkaOent7kyZNhKg+sYUBAgKmpac+ePdXV1S0tLadPn25hYWFiYtKrVy/4wNDQEIfDEYlENTU1c3PzE20bHWhvamYLgGX37mYAmACgCUB+amp7HmkEQvHId9mePXvkaq6qqkp6OZJjy+Tk5KxevXr37t0nTpw4f/78jRs37t+/X11d/eLFi1evXr1///7jx4/19fVisfjff/+tr6//+PHj+/fv37x5U1dX9/z58+rq6ocPH8KZFi9fvgxTweHdWXfu3FlRUVFcXJyfnz9//vycnJx58+bBizNpaWlJSUlQkREREVlZWWvWrFm2bNnq1audnZ3hiMP1n3Zyz549O3fu3JxGMjIyDh8+/DU7TjI2LujRPbVHzygARABwAViK5IjoarR0zpFCoTRdHhAQ0K9fP/h4yJAhSI4tEBkZaWNj4+Pjg8fjKRQKg8Fgs9kBAQFcLpfP5wcFBQmFQqFQGBwcLGxEIBDweDwulxsQEODv789ms5lMJp1Op1KpJBKJQCDgcDgsFuvt7e3u7m5nZ2draztz5kwbGxtra2srKysrKytLS0sLC4vp06ebm5ubmppaW1u7uLjMnj3b0dHR2NhYOTtOMDbO7tE9vkePEAD4ALAB+OVblCOave3bplmX3b17F+bxaGtry7xka2vbs2fPO3fuDB069MyZM58Uh+T4KQQCwdXV1dXV1d3dHYvFenp6enp6ent7Ozk5OTk5OTo6Ojo6Ojg4ODg42Nvb29nZ2djYwGEqlo1A5VlbW9vY2MycOdPW1tbOzs7BwWH27Nm+vr6enp7Ozs7Ozs4ujcC3g4+9vLzgYw8PD3t7e3V1dSXttbFxdo8eEjmy2lmO165dO3LkSPuVL+H3338XCARKeCNEZ6AVlxUVFWlqajZdDi/OAAD+/PPPT4pDcmzC/v37T548WVBQ4OPjM3fu3Pnz59Pp9KqqqsOfcqSRo1LAIYP79u377bfftm3btnHjxjVr1ixevDgnJyc3N3fgwIF2dnYpKSmxsbGxsbGRkZHh4eEikYjP58fGxiYnJ1tYWIhEIi6Xa2xsfOHCBZkPq/2QlqOg/VuORUVFAAASifRZWyUkJBgYGEgvAQAkJrZ04SgjI+N///uf9PqjR48eMWLEyJEjdXR0VFRURowYMWbMGLm/gqaFGxkZod9LZwaNkFESJ06ciIqK+v3334OCgurqPm+4cX19/evXr58/f/748eM7d+5cvHjxwIEDBw8eHD16NJvN3r59+7p16+DFnwULFixfvry4uHjFihVnzpwhEonl5eUFBQVubm7ttF9ykZEjRyndagDAsmXLWl5n796948ePh48TEhIIBIJMCb/99lsLmxcWFo4cOVLytFevXps3bz579uzt27cBAJWVlZcuXVqzZs2gQYNkNiwuLm7606irqxs8eHBzP5na2loymdzCTXtevnxJJpOjoqLkvvrhw4dXr17JfenJkycPHjyQWbhx40Y8Hi93/cOHDzeXpfDw4cPmqiehurr6yZMnj6Voy1adgba67OnTp/BaaivFITk2w6FDh8LCwvbu3evn5ycWiz98+NDGM1bQjDU1Ne/evbt3796NGzf+/PPP3bt379279+eff2YwGLt371ZTU/P19YW/9uHDh69cuXLx4sUnT57E4XAlJSXz589vYwqOomhXOZ4/f15FRWXkp4wbN27UqFETJ06UXqiioiJz3vzff/8dNmwY/JYmJyfzeLyIiIhBgwaNHDkStvgGDx78888/jxw5csiQIba2tpINt2/fvmHDBiKROHDgwG3btq1cuVIsFvfs2fPUqVO1tbVisRgAcPr06devXx86dGjAgAEydQYAbN26Ve7uwB5Y0+X37t2DLzV30565c+cCAHr37t1csTExMTILT548CaQYPnz4vXv3pDeh0Whyi/L392+6fMOGDW35vQN5tLpVZ6ClWr548cLW1lbuvtna2j59+lROcV1kt5WPRI7w/3PLcrx79y6NRnN1deXz+ZKVPT09AQAvX76UkeOOHTu4XO6gQYOioqIiIiIAACoqKhUVFadOnepIOXbr1n4tRwDAjRs3jjVy4sSJ69evnz9//pgU586dw+PxbDa76ea6urp//PFHVlYWm83es2fP8ePHjx07du3aNQBAUlLSmTNnYJnS7VAAgKGh4YQJEwAAzs7O8Hs+ePBgLS0tExOTGTNmAAD09PTMzMzU1dVHjRol/XZcLnfo0KHwsaen56+//irz0d+8eVPy+OPHj/DBgwcPAACWlpY8Hk/uQejTp4+3t3efPn2avgS1lZOT0/S4paWlSZ4uXLhQ+gcLj8CVK1ekNzEwMGjaEIb069evjXJsdZ3OSbP1rqysBAC4u7tv27btzZs3kuVPnz7dtWuXqakpAGDbtm2yxXXZA9HetF2OV69eHTduHJvNnjNnjpOT0+TJk+HxZzKZAIC6ujoZOW7bti0/P3/06NF5eXkcDgcA0KNHjylTpkA7QDnOnj1bmTtLMDbO7t69XeUos0RHR2fdunUyCxMSEuTKEUKj0WQaSgCA9c2M5IHvuGTJEhUVFcnTbt26Na3S27dv+/fv31xtAQCRkZG9e/eW2+aQblVBOZ47d07ub+rKlSsAgIMHD0q/WlVVBUf9QrKzs2WORlPNAQDKpKYF8ff3ly5wy5YtAID3799Lb0IikbS0tNrYBrx161bXdUJLqTwnT55sYcvz58833e2ueyDam7bL0cjIKCMjw9vbOzw8nMPh+Pv7wzOG+vr6ZmZmz58/b9pyFAgEAIBdu3bRaLQePXr07du3d+/ey5YtI5PJcM7aFhzRHrRry/HixYsyX7Ply5fL/eKJRKKpU6c2XV5YWAh/2DKNsm7duu3YsUPumwIAamtrCwsLf/zxR3Hj9xwAMHjw4PHjx+vr6wMAhg0bpqqq+sMPP0gqA1M+VFVVeTyeQCBQVVWV1MfMzEy6y//PP//I7AKUI3yXpmmnbDabwWDs2rVLequnT5/u2bPnxIkT9+/fBwDMmzdPehMymdz0fyQAQOasZbdu3SQVAwDMnz9fZpPff//98OHDf/31F4PBaPX3vmrVKulLWF0L+fu2bNmyphk8TTExMdmyZcsnxSE5NsOhQ4dCQkJaleP9+/ft7OwSExPd3NyysrJoNJqenh7sapmamo4ePbq2tlZGjrt27YLdutLS0qCgoJ9++mns2LEjR47cuXMnkUgsKSmZN2+ekhNQ/Nq55SgD/E/Q6mq3b98mk8kAgP79+1+5cmXhwoXwArefn9+AAQN++uknAEC3bt2GDx8uOS8pQa4ct2/ffvXq1SVLlgAALly4cO3atZKSkhs3bkh6VLAV6eDgkJKSYmlpKV1mbGxsr169JE+3bNnSo0cP6XeUyBGLxVpbW8vsCwDgwYMHGzdubO4X11SO27Ztk1n5+fPnAIDr169LL3z58iUAoLq62tfXFzaTmyM+Pr7V33tUVBSZTBaLxb/++uuSJUuePHnS8vqdCvn71sbrm0QiMS4u7pPikByb4ciRI6mpqbt374ZyfP/+fXMtx2nTpnl7e3t7exMIBC8vL2NjY3guf+LEiSkpKQ8ePJCRY2VlZWZm5uDBg3fu3Emn0wEAvXv3Hjx48IEDByRyhOculUa4sXFWj57tIccHDx7cvn372bNnT548efLkycuXL7du3Qq/dU+fPoUL4eCiJ0+ePH369NmzZ9LjFGBXFD6Oi4ujUqmXLl3av38/HKckzd69e6WfwrdYtWrVmDFjxFLf82PHjgEAampqxI32SUhIkFtzAMCBAwckT69fvy79Y4mMjDQzM5PZU7jCpUuXZH5W8E3FYvHq1avbLkexWMzn83v37l1UVLRly5YVK1YAAJKTk5tum5GR0ZYuc3R0dKvrWFpaqqioAADGjBkzdOhQAMDw4cM/N1ujo5C/b4sWLRo7dmyrG+vr6+/cufOT4pAcm+HYsWMFBQW7du1qtVttbW29fft2Z2fnqKiouLg4gUAQHh7+8uXLbt26YbHYR48enTlzZu/evXv27JG0HI2NjWfMmFFYWBgTE2NqampjYwMAWL16NexWK1+OeGPjee1ztfrAgQNNT9L179+/2RN4AOjo6MgtqqioaP78+fAsrbS25NK0WLFYXFBQAB9bWVmpqamBJqfnJEyePJlKpTYtc+nSpfCxgYFBbGys9KsSOcI1V61aJXnJ1NQ0NDRULBavWrXqs+S4fv16mb04depU021hH9/Q0LCZg9FAW+QIABg3bpz0EnhWtOWtOgktnXNcsWJFC1vu3Lmz6U52ld1WPkePHs3Pz2+LHMVi8aBBg6hUamRkpKqqKpwB5OXLl2KxuLa29urVq+fOnTtw4IBEjr/++iuLxQIAlJWVhYaGqqmp6erqAgDWrl3bkXLsrow8R0kbSprmvoS///770qVLVzZSUVFRWVn5xx9/wJMSv/7660oplixZUlVVJdkW9j2Liop+/vlnsVj88ePHurq6jx8/Pn78WCwWT506VVdXVywWJyQkNP3VsNlsuNXx48fnzJkjSVbn8/k//PCDpM4vXryQ3kpajomJibDFKlkZNnU/S44wVf7q1auSJTCzZ/PmzTLb9u/fHyps48aNcguHtEWOzdWt6ZX0Tkiz+wavt4wZM2bhwoUnTpyoq6urra19+fLltWvXCgsL9fT0gLzzxEiOzXH06NG8vDyJHCUZG82xfPnyuLg4eIRhBvjDhw/v3r37119/3bx588yZMxI5btmyZfXq1YWFhatWreJyubBF0Lt37w6UI8HYeF43ZcgRAHDu3DnpJW5ubi4uLnJXDg8Phxe1IBYWFk5OTgAAXV1dAoEgWW5raztjxgwMBtO05TV//vxx48YdOnSIy+XCJc+ePevfv7/kGveFCxcAANu3b5dsAt9CgqamZnl5OXzpw4cPAIBnz54tXbp02LBhMu8lLcd///0XAPD27VuxWLx48eKBAwfC5Z8lRwDA6tWrZVYrLS2VKUEyM2FJSUnLP+cvliMOh5s8efIXbKhkWtk3IpHYtEPRo0cPFosFGz4yzR8kx+aQkWN9fb10xlkLfPjwQSLHO3fu3Lt3j8vl0un0o0ePSlJ5kpKSevfurampmZubO2vWLDc3NwDAmjVrOlKO3XvE9+jZrnLU0dEBAOBwOMkAf3iFobm+bVPGjx/v5eUlFosLCwslC7dt29bcSbH8/HzpVB54Eg0AoK6u3qtXL5A8ftYAACAASURBVABA//794UKJho4fP85gMJrrtltaWo4dOxYA0HRsuLQcxWKxhobGnDlzxGLxqFGjJJ3xtsuxurq66T8ScWNKkOTps2fPAACHDh2CT1VUVFoYj9+qHF+8eCF32EhCQsKECRNa2LCTgIYPKgkZOcKfcVs2/Pjxo3TL8eHDh56enk5OTidOnIByrKioWL9+/ejRo+Pi4uANLSAVFRUkEqnD5KiU4YN1dXUw7x0AsGzZMgBAXl5eWzbct28fAAC2MeFnERkZCV+Cwm26yZs3b9LS0vr06ZOWlgYAIBKJ58+fv3PnjmQrSTrwypUrpXuvLQP7Z02Xy8ixvLwcNGb2SBZ+bstx//79MqvByzKSpyNHjpQeFwS3kjR1ZWhVjps3b5a7wsSJE+E4sU5O67/Pz5qXCcmxOWTk+OTJkzYeK3j86+vrnzx58s8//zx+/NjHx8fV1VUix127dunp6c2aNausrGzZsmVLly7dtGkTAOC3337rQDlmd+sR36uX0sZWw4w/AEBwcHALq/3999+5ubl9+vSBiTuVlZVw+cePHwEAERERqqqqv/zyi8xWfn5+kn85M2bMiIyMzMvLgx/fwIEDs7KyxGIxAODx48dVVVVMJlPuW9+9e7e8vNza2hqDwUgWBgUFwWI3bdoks76MHOFbuLm5Saf1fJYcXV1dJQN1pFcLDAyEjyX+lQaOCpceBiJBrhwvX768du1a6fLDw8OlVzh79ixocsOVzglqOSoJGTmKmzlWNjY2hw4dqqyshHMiwHVCQkK8vb2fPXumqqr6999/Y7FYaTnu2LEjLCxs0KBBy5cvX7p06bx58+CJpA7sVvvp6+UBkAxAOADBAAQAUN7ibDdfCVQVDoe7c+cO7KWmp6c3Xa2srAwAMHz48KNHj4rFYmklwSsPsGt87do1mQ1v3bpVXFz87t07meVjxoyRjN4DADx58uTUqVPwxCJcePr06ZEjR8JiAQDjxo1jMpmSC8Tm5ubw84U3aJKRyN9//y3zDfHw8ABSqUhisRimWMo9JgCAlJQUmYU9e/YEAOTk5Kxfvz49PR0AIJni88WLF9IdamnGjh0rN5FbJBI1fXcejye9cPfu3QAAQ0PDlStXbtq0CY/Hg0+vvHdmkByVhIwc4Sn2pqtlZmaKxeKzZ8/u2rVLLBYXFBT8+++/Bw4c2Llz54cPH2g0Wk1Nja+vr7Qcd+7c6eLiAgDIyMigUCjwd9irV68OlCPd09Oubz/7QYOsBw60GfiDMQArS0sV/i5Hjx4lEAgAAFVV1WfPnkmWHzlyBB6Epj916QZL9+7di4qK4C9c8nNNSkoCAPTp0yc+Pn7fvn3NvfUff/wBAJg0aZJkCQBAuostsYm6uvqyZctkJsiJi4sDAEguVYvF4ps3b8I6x8TEQDvX1dWJRCLpre7cuSMj0MuXL8N2a1NiY2Plpuls27aNTqebmppGRUVJ9/3XrFlTUlIit6h3794FBQXdunVLZvnhw4dTm3QIjhw50lTKCxYscHBwMDIySkxMfN517kMp32VHjx6l0WjBwcHBwcH85qFSqTKzDyE5NoeMHP/++++QkJCmq/Xu3Xv58uWwjSNuzPBITk7W1taGY9GuXr3q5+cnLcft27dHR0erqanhcLjU1FQNDQ1DQ0PQoak8cvlXrJh5s2fOnCnp5BKJxEePHsldDV4mbuGnCEuQnGqUJiQkBADA4XBaqIZk5DKfzx8yZAgAQPq3ID2XhDSSmVzkmmjWrFlAXm4NokOQ77JTp07BFjgAoHv37qB5zp8//0lxSI7NICNH2JNquhrMmBWJRDDLF65DJBLt7e0lT2XOOe7YsSM0NBR2o1asWLF8+XI4X8DKlSs7lRwVxf3796lU6l9//dXqmnKbThJyc3ObDoz5AiorK7lcbtsnEmYwGC282rUG2H3bKDiPCcmxOaAcd+7c2fI5R7gwNjbW0tJSLBbDjDY3Nzc/Pz9JT1xajnQ6fffu3QYGBjNnzszPz1+8eHFRUVFZWZmTk9OxY8fgrDzfmBwRCOXQ+uifzysOybEZZOR448aNFo7VH3/8IX2+bNWqVSdOnICnpcSNcjx+/PiQIUNoNNqOHTv4fD4AYMWKFeXl5UVFRfn5+Vu3bpVMdvstyfH+/fsPEV2f+/fvv379uqO/Ta2A5Kgkjh07tmDBAokcmyZqNIck2f7Jkyf19fWPHj2CctyzZ095eXlFRcW6detyc3NVVVULCwthyzE/P3/t2rVVVVXfjBzr6+vhtRcjIyMMouujoaHR8umFzkArv0/p4aVtKg7JsRkOHz4cHR0tmZXn8ePHco8Vm80+cuTI9evX4XVJMplcW1tbWVlZUFDw+PFjV1fXd+/eQTnu2rVr06ZN69atW7t2bUFBQWZm5ubNmxctWiSR4/HjxyVy7Lr3zKutrYWzJUrPyYpAKAGUyqMkDh06FBoaumfPHsnEEz179my6Wvfu3Xfs2HHmzBk4lwwA4P3791QqNSAgAPbEb968Ca9W79y5c/369evWrauoqDBtZOXKlVCOq1evlsgxOzu78/+XbsqpU6c0NDR69eqlnNuuIhAyIDkqCTgTuESOr1+/lnusVFVV169fb2lpCUde0+n0t2/f2tjYwAn9AQB3796Fcty1axeU48aNG2NiYsaMGbNo0SJJt3rlypUSOSr/NglfyZ9//jlgwAB1dXWZXAgEQpkgOSqJpnLs27dv09WSk5Nv376dl5cHZy4AAJw5c4bFYgkEAtgTv3z5Mg6Hk5ZjRUWFtbU1AKCoqKg5OSr5BltfzNq1awEA6urqTe8dikAoGSRHJSEjxzt37rTlWAEAnj59mp+fn5iYCKcgvXHjRtOWY1hYWP/+/ZcuXSq5Wr1y5coTJ050ITnCMbzNzTaGQCgfJEclISPH+vr64uLiVreSjLt4//59bW1tUlLSvXv34PBBiRzhOFkNDQ2ZlmNXkSOcQLDl4SgIhPJBclQSMnJs7mq1NPX19QCAs2fP1tfX19TUPHr0qLq6WjIrj0SOW7dunTZtWq9evcrLy7tWyxGHwwEAIiIiOroiCIQckByVhESOcK7Ahw8ftrFb/erVq3fv3knP5ygjx02bNvn7+2MwmC4kRzgJ2JIlSzq6IghEsyA5KgkoR0meo7gNx6q6unr27NnPnz9vWY5btmzx8PAYN27c8uXLpeV4/PhxAoHQqeRYU1MD72/TdM5EBKKzgeSoJE6cOBEeHr579+6Kiory8vKPHz+2PC2rDO/evXv58uWTJ09qa2vd3Nzs7e337t27adOmDRs2bNy4MS0tbcqUKSkpKUuWLCkuLs7Pz1+zZs3x48cdHR1LS0tzc3Pt7Ozab9fawrlz5zAYTJ8+fY4dO9axNUEg2giSo5LIzMwMCgoKCwuLi4uLjIxMT09fuHBhZmZmVlbWvNbIzs7Ozs7OycnJycnJzc3Nz89fsGBBnhQLFy4sKysrLCzMlwKumZ+fn5eXV1xc3PaJ+xXLyZMnBwwYoKmp2fR2bAhEZwbJURmwWCwnJyehUBgeHh4dHZ2QkJCcnJyenp6RkZHVPJmfktEIfDxXHulSzJ07V7JJdna2rq7ulStXlLnX8JbzGhoa8P6lCETXAslRGbi4uFRUVOzdu7eqqury5cu3bt16+PBhTU3Ny5cv37x58+7du/fv379///7t27dv3rx59erVy5cvnz179vjx4/v379+8efPKlSvnz58/derU4cOH9+3bt3379jVr1pSVlWVnZ8+dOzctLS0lJSUxMTEuLi46OjoyMjI0NFQoFCYmJkpalPPnz587d25ycrJy9nfNmjUAAA8Pj1bvQItAdFqQHJWBu7v72rVrt2/ffvDgwT///PPSpUvXr1+/d+8ezM6pqal5/vz58+fPa2pqnj179vTp00ePHt27d+/27dvXr1+/ePHi2bNnT506dfTo0X379u3cubOiomLFihWlpaVQjunp6ampqUlJSXFxcbGxsXPmzAkPDw8JCUlKSiosLCwtLS0oKMjNzU1KSoL3YGhXYmNjAQBd4t5yCETLIDkqg6ZyvHHjxjcmRw6H09xdBxCIrgiSozL4tuWIxWIBAG0Z8INAdCGQHJXBNynH6upqExMTAMDy5csVWCwC0UlAclQG35gc79y5o6Gh0b9//+PHjyukQASiE4LkqAy+GTkeP3584MCBKioqKJcb8c2D5KgMvgE5rlixYuDAgerq6k+fPlXgkUEgOi0Kdpncqf8RXVqOK1euBAD4+vpWV1cr/MggEJ0Whcnxt99+w2AwAABjY+OQkBBFFftt0EXlOGfOHKjFdjosCERnRmFyvHz5MmgkKytLUcV+G3Q5OYaHhwMA5syZ066HBYHozChMjnCCQsjKlSsVVey3QReSo4+PDwBACWNpEIhOjiLPOUrkeO7cOQUW+w3Q+eX4+PFjOzs7AAC8sRcCgWgXOSqwzG+DzizHp0+fqqmpDRo0aOfOnco/MghEp0WRItPR0UFylIuXl1dlZeXBgwfPnDlz48aNBw8e1NbWvn37trlJa+rr61+/fl1bW1tdXX3//v1bt25dvXr1woULUJF79+7dvHnz6tWrS0pKCgoK4NyO2dnZmZmZc+fOhTP0xMbGZmdnL168eMWKFeXl5cXFxVlZWRkZGdLvcuTIkQEDBgwdOrSqqkophwGB6EooUmQWFhYAgOHDhyuwzG8DY2NjDAZjamo6bdq0GTNmmJmZjRo16ueff/7pp59GNUFFRWX06NHa2toODg6zZs2ytbW1sbGxtLS0srKytLS0tra2tra2tbUdNmzYsGHDBg0aNGjQoB9++OGHH34YOHDgwIEDBwwY0L9//4EDB44YMcLKymr69OlmZmZGRkaTJ0+W3LNl27ZtcALaZ8+edeyRQSA6LYqUI5fLBQAYGRkpsMxvAwcHh+Tk5JCQkJSUlLlz586fP3/r1q1VVVUvXrx49im1tbUXL17cvHnzsmXLMjIyYJNwwYIF69evLykpWbBgQUxMDIvF8vDwoFAoBAIhKSkp/lPgTLokEolMJnt4eLDZ7NjY2IKCgnXr1pWVlVVUVAAAnJ2dUS43AtEyipTjvHnz4BSnCizz2wCLxT59+hRmxnz8+PHDhw9v376Fk9o2pa6u7u3bt+/evfvw4YNYLIaTgFVVVW3fvj0rK8vc3DwzMzMtLS01NRWeapQLfDUtLS0rK8vW1jYlJcXKygoAQCKROvhYIBBdBEXKEU6Ln5eXp8Ayvw1wONzjx48jIiI+fvxY+zl8/PgxMjKyrq7uwoUL27Zty8rKsrKySk9PT2wD8ApMZmamhoYGAMDBwaGkpKSjjwQC0WVQpBzhjepRkmNTcDjco0ePvkyOUVFRdXV158+fb7sck5OTs7KykpKSoBaHDRuWlpa2dOlSmQsyCASiBRQpx+rqaqUlOa5ZsyYiIiJGiujomOjomGjJg8YIDhZdu3ZNCVVqga+RY0RERNvlmJycnJOTExoaqqmpCUf+FRYWzp49Ozo6uri4uMPluHbt2vDwCNmPTPpTi2n4KxQKnzx50rG1RXzndNVZeZxdPCiMMHbAHL4wkcOdQ2GI8GQ+lhDg48f28mF4etM9vRkeXjR3T6qdI273rl3KqVVzKESOFRUVLcgxNTU1Nzc3PDx8yJAhffv29fHxyc3NTUtLS09Pt7W17SRy5AQEk+khnMBonjCRHTiHQg/GkXmffmp0dy+ahzd9upXLxo3rO7a2iO+cripHH18cgxMRyIsWhiRxBbEMdhiFLiTRBDhSgB+Rg8VzsHiWL47li2M5u5H27dunnFo1h0LkuGXLFrlyTE1NzcvLo9Pp/fr169u3L4fDmT9/flpaGny1U8lRIIygs8K4glhhSFIgP4bODiXTBSQaH0cOwOI5vgQ2Fsf2xbGweM5MO89t2yo6traI7xwFu6xXr16KLbA5oBy5/JjgpnIkcLA4th+e7evH8vXrFHIkk8mvX79OSEgQi8XwFqz//PPPixcv5ArxxYsX//zzz6tXr969eycWixMTE8Vi8d27d/fs2bNgwQIbG5vs7Oy0tLSkpKT09PScnBw6nd6zZ88RI0aEh4fn5OSkpqbCqzFJSUlpaWnZ2dn29vbJyclLlizpvHIkBfjhOVgC2w/H8fVjYXFIjoiO52vl+O+//9bU1MBftVgs7t69u1gs/qzGUU1NzRe8L55ADuDFCkVJ4VFzhaHJ/txoJieMxgoh0QVECo9A5hLIgXhSAI4Y4O5FP9nRI0AwGAybzTYyMoyNjVm2bNn27ZVPnzypq6uTu/KH9+8fPXp4+vSf69atjYmJNjU1wWJ93dzc7O3tLC1naGpquLm54XC4lJQULBbbrRvQ0FBPSUkpKS7OycmZNy9r3rysnOzsqKiouLhYX19fV1dXfX09MzMze3u74uIiJe+4DOGR8f7cmODQlPCoDGFIsj8vmsEJpbNDyPQgIoVHoHAJZB6eFEggc+1m++7fv7dja4v4zvlaOaanp48dO3bq1KlTp06F8zliMJipn8PEiROtra2ly4yOjnX38PXxxcPw9SX4+uJ9sXhfLAEGgUjR0THQN5xuYGhhZDzD0Gi6vqG5nsE0PX0zjL4ZRs8Uo2/a8FffVFvXxHG2K55A8cOR/HBEPxwJBk4SePiAjMOTJK/Khh8RKxW+WAK2sTKNgZdU2McX7+OLkzwmEClqU7V0MYYGBiZa2nrjxk8aOVIFAPC/PgNGjFT58cdRw3/8afiPo2D8OOLn/gMGAwD69f9h9BhVLW2MgaGJidkMU1MLU7MZhoam08ytDAzNevbsAQAYPGT4zypjx6tO+mnU6B9HjJLEiJ9U+vQd8L8+/aeoaWhqYQwMTfT0jbR19EzNpvti8Z5e2MbwVVp4ePr6YvEYPWNtXWNdPROMvqmunom2rpG2jqGWjqGmtoGmtoGmlr6mlr6mloGmtv4UNR1rG1sfX5xUbWGFGx54eWNn2jpcuHD+K7/ACERzdMaZwJ1dPOmscDorjMGOYLDDGewIBjuCyYlgciIbIyKAHxPIj+HyYwP5sVxBLC8oHgZfmMAXJgSJkgSiRGFIsjAkWRiaLAhOangpOEEQnCgQJQaJkoNEDa8KQ1OEISnCkOQgUVKQKClIlBwkShQENwRfmMALiucGxXMFcYH82ABebAAvhhMYzeHOYQdGsQOjWAERLP9Ipn8EkxPOYIfTWWF0VhiNGQqDygihMkTsgCh2QBTTP5zpH8EOiGQFRHC4keyAKAYngukfxuCEMjhhDHY4gxPO5IQxOaHMgHAGJ5zOCqWzQ5j+EYMGDQMAqIxWZQdE6mJMAAB6+uZkWhCTHcZghdCYwVRGMK0xKAwhhS5seEwLIlODSFQ+gconUfgEEheL47QavjiOD47t6/eF4YNlefuxvH0/CR8syxvLwhEDcMQAPCkQTwzASx6QAgkkLoEUSCRzCWQukcwlknlEMs+PEODrx5auFZbA8cP7NwQxwNbed+1aNIcQor3ojBdkPD2xdHYYnRXC5IQzOeEMdhiDHcbyj/gkOBFMTjg7IJIdEMnyj+AERnECo9gBkf7cOZzAqABetD93TiA/JoAXzeXH8oLiuIJYvjCeFxQnCE7gC+ODRImC4ARhSJJQlCQUJQlDkoQhCYLgxCARjHi+MF4QnCAIjuML47mCWF5QXKAgNoAXHciP8edFcwLn+HMj2dwITkAU2z+c6R/B8g9ncMKYnFA6O5TBDqWxQuisEDorhMoIoTGDaUwRjSGiMIVURjCVHkxmBFEYAgpdSKELKQwBicYn0/lkWhCZFkSm84lUHonGI1EFJCqf6R82dtxEIIUuxoQVEEFliBrPHnDx5AAcMRBPkkSAH4EDNYQjBuAI/n5EDpbo70f4NPAcP4L8wBI4vgQ2Fs9pJXBsLF5O+OJZPni2L+7T8GPC62O+OJavX+NfP5avH1OyDhbPaizzv7eQrjNOar/wpAC72dhNGzd8/fcNgZBLF5Aj9KOsHP0b5Mjyj2AHRLYkR4GsHAXBCf/J8b+QkWOCrBz5MTACJHIMjOQE/idHJieMyQlrSY6MFuQoaCpHIlXACYiQNmPfvv0D+TFEKg9P4hHIgc3I0d+P4P+pHP2xRE4nkqN0/CdHFhbPblmOfkQkR4TyULwc4ZWZr6HryZHTUB8mJ4zOCmWww2hMKMfQRjmG0JghFIaQShdR6aIGOdKCKbTg/+RIFZKpwv/kSAkiUQQMTuiECWoSORoZW9KZwQQqF0/iEcmBsBMK5UggBeJJ8K+/H8EfL5EIIQBH9McSOTh8m+SII3CwBH9fAtsP9yVy9MNzoByxfjJyZEEDfhqS5WxfP5Yfno3FcWTkiPuvwv5+RE7DfhGQHBHtjiLlCO+UcPHixa8s57Pk2Hq3uokcP+lWt1mO3MZudaMco9jcCOmWY2O3OoTBDqWxRArpVpNofHZAhJ7BtKHDftQ3mMYOiCCSuQQKt8WWY5u61Vg8x4/A/pqWo2+DHFltaTn6NNNy9Pm0W+2LWo6IToMi5fjXX38BAAoLC7+ynK7ZcgyX13KUkmNDyzH4c1qOfBKNR6LyaSwRgxNOY4kIFB6JzP2sliPuS1qOnHZoObbWrW5oOcrKEbUcER2FIuW4bt06AABMdf4auo4cIxR3zrG5liOPROETqFwihU+k8ghULrFRji2ec+Sgc44IxFeiSDnC2xx7eXl9ZTmeXljYCpNWIexBywR0Iicwyp87B0YALxp2fgP5MVwBzPKJ4wslV58ToP6gEINDk6VCWpQSSybAbjgUKywQ+jGAN8efF+XPjeYEwsrAejYoksEOhUFnhdIbutihNFZDE5LKDKYyhVSGiMoIpjKFFEYQhRHU6MogMl0gdX1GQKYJSDQ+iSogNTzgEWk8IoVPpPBgEChcaMnGCMSTAqR72TgYRJnwby78YBBaDU7jXxm3srGEpjKV7X03BkuyjlQhjZen8RzpOkvvF4HCdXDCITki2g9FylEgEAAAJk6c+JXluLl5+xECcAR/PDEQTwzEkQJxRJgK1xB4EhdP5uJJXAKFRyDziGQoCz6JwocNLjItiEwTUOhBFHoQlSGkMYNpzGA6S0RnihisEAZLxGSHMtihLE4YC+YVcsKYnFAGO4TJDmWyQxnsEDo7hM4KYbBEdKaIxgymMYKpDCEskEwTkKh8EpVPpPIk+TQEiYkIAThiwH+n9qSuMDRcgsCxfXBMHxzTx4/l48fywTG9/ejefgxvLNMby/T2o3th6V5Yupcvw8sXPqB7+tI8fRievnRPX5qXL83Ll+bhTfP0ocLw8KG4e1E8vBvC3YvcJEhunp8Xrp5EV48vDoKLB8HVnejqTmgMoos73sWdIC/wcE0Xd4KrB0GmKDcP4icV8yJJdsrDm2Jh5bxp00aFfHURiKYoUo5aWloAgMGDB39lOQ4Osy0sHa1snKxnOlvZOFvNdIaPrWe6SIWz9UxnG1sXG1sXa1sXG1tXG1tXm1muM2e5zpzlamvnZmvnZmvnPsvefZa9u529h52Dh72Dp52Dh72jl72jp4Ojl8NsL4fZ3lLh5TDby97RC75k7+gJ17Rz8LRzcLdz8Jhl725rD4t1mznL1WaWa8Ob2rpY2zbUx8rG2crGycrGydLGydJ6dkNYOVpaz55h5SgJCysHC8tPYrqlfcPjGfbTPwm76TPszWfYmVvYT7ewm24xy9xilrnFrGkWdubTbc2nzzKfPmuaxaxpFrOmTbeFYTZ95jRzWzPzmY1hO818pul/Txtj2kyzaTbNxExT85mm02y+MMysTc1sTMysJWEq9bhpwJVNzeQUZWZuYzZtptm0JpU3nznNwlZtqt6WLZsV8tVFIJqiSDlOnTpVIXcf9PL2YwdEsQMiOYFzJOHPjW4aAbwYGIH8WBjcoDiuII4njOcFxfODE/jCBEFwojAkKSgkKTg0WRiSLApLEYWlhISnisJSQyPSpCJVFJYaEg4jJTg0RRSWIgpLFoYmB4UkCUOSBMGJguCEhgEzgjiuIDZQEBPIjw3gRfvzov15czjcOZzAKHZgJDswkhUQAYPJiWD6hzH9w5mcCAYnlMEOY7DD6ewQOltEZ4XBMTA0VjCNJYLpPjRWMJUplO50UxlCCiOIQg+mNDwIIjOCyDQhhSag0AQUWhCJxidR+eSGEJCoPCKFK+l0Eyk8IoXbpOvd0AGXG3gYpDZGgEw034tv2peXLJf0mqVPCAQSSIHSFZbeLxKN7+hCQN1qRPvRLvetfvny5deU03UuyLR3niOfKLkgQxYQqDwClfu5V6s7TZ4js5k8R5mr1SjPEdFZaBc5fmWqI8pzbOVqNcpzRFerEe2PwuQIbyAD+cpUx67ZcpSb5/i1LUeSVMuR+EUtxy/Kc2ynliPKc0R0JRQmx0OHDknkGBER8TVFfa4cldNyhKV9Ikc5LUel5Dm20nJEeY4IhAJQmBzPnTuXnJwMAEhPT//KGxB2cTk2361GckRyRHQdFDzxRI8ePb6+kC7WrQ4IZ3IaplBjcsLorDAGO4zGDKUzQxu61YxgGkOqW834jIknPu1W8wlULonMg7PyEEmBRBKXSOISYLe6MRq61YSAhiD+163+JAjNhl9jt7qVwMsPbGO3+pPAsbA4trxgwRVgt9oP/8lbwG61pM5+RM5/+0VGckS0L51yyjIveak8PHmpPPyGVB6uoCGVhxcUxxXE8YXxvKB4mHkDx8M0pPKEJovCUoLDUkLC00LCU0Mj0hvzeNJDIyR5PKkh4TCPJ0UUlhzcmMoTJEqExuQL47mCOF5QbGBQDJcfJ5XKE9V6Kg8HpvKE0tkiOjuMzoapPCIaK5jGCqGxQmgsUUMqD1NEZQZTmcFURrBUKo+QQg+iwFQeekOWe0MqD41PpvLJtIZUHpLMEJpmU3nkLMeTuV+RyhPYTCoPR95oHJjKE9hSKo8kzZ7Mld4vEo0/24WwcQO6QyGiveiMcpxuYa2h1GIf4gAAIABJREFUZaqFmaaDMdfGmGvrmes0xHQdvem6etN19KZb2jhbWTtZ2ThZWjtZ2ThZz3SxsXWxsXWdOctt5ixJ+reHnb2HnYPn9BmOBsbWRibWhibWRiY2RqY2xqYzjc1mGpvNNDGzheHkgnV0+i8h3N4Rhqe9o6edg4eNrauBkZW+kZWekaWe4QyMwQyMgQVG3wKjb6GrP10X1g1jroMx18JM09adpqVjBkNTx1RTxxQ+0NA20dQ20dQ2Udc21tAy1tAy0dAy0dAynqplpK5lrK5pjNGfbmxmo6NnrqVrqqltqqFlrKltrKljoqlrqo2Zpqtvrm84w9DEysjE2tjUxtjUxsDY0sDY0mTazCnq+pKYPFV/8lT9Kf+F3pSpepOmYiar6X0amOZikhpmoprupCmYT0INYzZ9lrGZlWyYWhqbWhmbWWEMzCdN0Z00RXeivJg0RXfiZB19QwtDYwtDIwsDIwtDYwtD4xlGJjOMTa0kYWIG/1qbmtlo65pNUtP9pM5TMZL9UlM3GDJ8DBohg2g/OqMcxWJxXd0/r1+/ahJ1MMRisaubJ4HMpzNFnIAIOkuEJwX64lheWLq7N8XNkwQHnzm7EVzc8Lb23tsrt9XXf3j1qq65EIvFmlr63limpw+9abh6UIKChGKx+PWruk/itSRevX7VtLaSOjc8eNO48I28qP/44fff94eGiI4cOXz50qW/79559PDBg/t/37x5/cKFc0ePHv7t1x2LFy9KSUmKjZkTER4m4PMyM+bm5c13mu0oFovfvH79Sbx5/eYNfPCq4fHXhVgsHqc6FYv3bxjm+EkwXD2o8XGxYrG45RL8A4UEMp/BDvXnRjHYIQQyF4tn+/gxPX1p7l5kNy+ymycJDhm0sHRav35tSwW+fv2qmTuUIRAKoRWXPXz4cP78+X5+fpqamrq6utra2g4ODvHx8ffv35dfnLLuW+2LxbP8o7iCWFFoMi8ojsmJoDFEZHoQnsLFkeDQ5oZ0Yhd3yoHff2+1QANDcwpdSKIKmoYfkTcnao4Sduro0aMpKSm3b9+WvjFhfX39ixcv79y5c+7cucrKyqKiotzc3Llz58bFxS1evHj16tXOzs5KqJtYLJ6spktliuQdIr4vPjA9Pb3VEoJEUQxOBC8oLjg0mSuIZfiHw4k28BSuHyEAS+TAT82P4D/T3mv79m1K2CkEojlacpm2tjYAYMiQIQQCITIyMiwsLCoqyt3dfeTIkQCAKVOmyClOWXJsuG81T2H3rdY3mEamCYkUAZzDQjqweG5kRKQSdkosFg8fPtzY2NjMzGzatGlmZmZGRkb6+vr6+voGn2JoaAgX/vjjj5GRSqrbpCk6FLqoyfERECk8H5x/WmpqqyWg+1YjuhDNumzAgAEaGhrNvfru3Ts1NbUhQ4bIFqdEOXICowXChNCINIEokR0YRWeFUhjBRCqfQObiiIH4xqlxXD1oe/fsabVAfYNpZFpQUzMSKXwsPlBpchSLxTNmzDAxMTEzMzM1NTUxMZFrRvgXg8HMmzdPaRWbNEWHQg+Wd4g+Q46sgDmC4MSQiDS+MIEVGEljiSgMIZHKx5O48DKOH8EfRwyc5eCzdesWJewUAtEc8l32559/tkVzAIAHDx7ILFFMvVrD0dFZG2NiYGxhYmZlaDIDYzBNB2OirWvUcBNkLX0NGJp6KmMmnTx5qtUCW5IjQalyhFy4cGHPp06/ffv29u3b165du3bt2tLSUiXXRwzlyPgqObJYgZraRobGM0zMrAyNLfT0zXQwxjoYY8mnJvngfho1fseO7UrYKQSiOeS7LC8vz93dvdWNKRRK6qc/CaXJUeE0dKvJgqaBxXOV1nWVcPjw4U2bNkme/vPPP6dPn16zZk15efnixYtzc3OVXB+xpFst5xC1VY4IRBdCvsvy8/OdnJxa3djX13fhwoWfFNe15diJWo6dVI5f13JEILoQ8l125syZNnarZS5bd3E5CjvDOUdIJ5Xj151zRCC6EM26zNTUFABw5MgRua/CGw0aGxvLFtfl5SjnarUfkRce/lVTaXwBnVCOE7/6ajUC0YVoyWVcLhfOstOnTx8jIyM9PT0DAwMVFRW4UCgUyimua8tRTreaRBPYOfomJSUpuT6dUI6Tp2iQaUIihYdajojvgdZdtnPnzsTERJFIFBISIhKJYmJimmtOiru8HOW0HCn0YC0ds1d1XzW3+RfQCeUYGxeHxQc0thZRyxHxjdNJhw8qn+ZajhS6UFvX/OnTx0quTyeUY1h4BBYfiFqOiO+Ez3BZXV1ddHS0jo6OtrZ2YmKi/OKQHBUEkiMC0bHId1lxcbHMiN3jx48DALp160ahUBgMBjztWFNTI1tc15ajnDxHCj1YGzMdyVEskSOZh/IcEd8D8l1WWFhoZ2f3yXoA5OXlSS+Jj49vqsIuLkfUcmwJ1HJEfFfId9nChQsdHBwkT8vKygYPHixnYwAuX74ss0Sx9VMazeU5IjlKQHJEfFe0SY6urq5MJrPpaiQSSWaiqm9RjsFIjhApOaKr1Yhvn2blOHv2bMlTGo0WGhradDUsFvvNDx9ELUcJqOWI+K5o9oKMqamp5OnZs2cHDRokZ+NvcPignDxHJEcIajkivivku2zp0qWSm1BPmDAB3nNVZmaaGTNmdOvWTba4ri1H1HJsCdRyRHxXtOSy+vr6I0eOzJs3j06nGxoa/vTTT3D5smXLoDefPXsmWxySo4JAckQgOpYvcdmlS5d+++03+cV1bTmiPMeWQHmOiO8KNHywAdRybBXUckR8VyA5NoBSeVoFyRHxXYHk2ACSY6sgOSK+K5AcG0Dd6lZBckR8VyA5NoDyHFsF5TkiviuQHBtALcdWQS1HxHcFkmMDSI6tguSI+K5AcmwA5Tm2CspzRHxXIDk2gFqOrYJajojvCiTHBlAqT6sgOSK+K5AcG0BybBUkR8R3BZJjAwYG5mS6kEgVyASFEayDmV7z7KmS63P06FEkRwSiA1GAyz58+FBfX19fXy8Wi3v06CEWi+u7GmKx2MDInEQNIpD5MkGmCXX1pj969ADu18ePH1s4Agqsz4EDB7Zs2SJ5i04mR5TniPj2+Vo5JiUlDR48WEVFRUVFZcKECXD+R5Wuhqqqardu3fv1G9i3X3+Z6NdvQLdu3VVUVEaPHq2iovLzzz8PHTq0rq5OcgSWL18+cOBAxdZnzJgxPXr0OHDggORdOpkcUcsR8e2j4F5wr169FFug0jCbZs0OiGL6h8sEhzvH0NhGLJbTYGxXLl26hLrVCEQHgs45NoDyHFsF5TkiviuQHBtAeY6tglqOiO8Kxcvxn3/+UWyZygGl8rQKkiPiu0KRcnz48CEA4MKFCwosU2kgObYKkiPiu0KRcrx27RoAoLi4WIFlKg3UrW4VJEfEd4Ui5bh27VoAQHJysgLLVBr/zefY9IKMLrogIxZLy1HmggySI+JbRJFynDdvHgDAy8tLgWUqDdRybBXUckR8VyhSjlwuFwAwZcoUBZapNJAcWwXJEfFdoUg5WlhYAACGDh2qwDKVBspzbBWU54j4rlCkHHV0dAAAXTTVEbUcWwW1HBHfFYoUGWhEeuhxV0HfEKXytELLcszOnqf8KiEQ7Ue7yLELpTq+ePF806aNISGh06bPQnJsmeblyCdRg6aZW6akJB86dKD1ghCIroDC5PjgwQOJHDtzquOL2uebNm6Iior08PDR1jFW1zR2mO3nR+SS6XLMiLrV0rQgRyKFT6IFYQmBltZuEyZpm5jOoNOZWVmZx44dUX49EQiFoDA5XrlyRSLHuLg4RRWrAP6t37Xzt4iISHdPXy0dI3VNEwcnnB+BSyALyLRgCj2YRBUQKPyml2JQnqMMzeY5NmQ78gkUPokaRKEHk6hCHJHn7edvYeWqOrHBlRkZGZcudZkuBQKhMDnu2LFDW1sbAGBgYCASiRRV7Jfwb/3O335NSEjA4UgYPbMJk3Rt7bz8CFwCmUemBUlsSKDw4e+ZIK8dhFqOTWm55SgThMbmJJUeTKIG4UhcHz+OidmsyWoYK2u7gADewoWFFy6cV/5eIBBtRMFXlnv27KnYAtvI/v17E+LjcXgSRt9swiTdmXbeWEIgnsQj04QUxn82bNmDSI4t81lylLak5LDDf05EqsCPyHX3phubzZo8BWNlZRcQwC0oWHDv7zvK3ykEojm66pRlR44cyszIoNGYxqYzxk/QsprpgSVwG2xIF5GoQc11kz83UJ6jhObzHD87CGQBkcIn04QUejCREuRH5Hl4MzH6M9Q1DBwcXYODRUuXLrl7F7kS0ZF0GTmeP3d2bno6jcYwNrEYP1FzhpWrj58/nsgjUYModCGJFiRpG35B87CFIKOWYyNf1nJstUVJkDrUZLqQQOH7EbjObmSMwYypGvoOji7BwaIlSxa/ePFc+buM+J7pvHI8f+5sYeECf//A6RY2VjYu0y1dfPz8cSQeCfaUaUFEhXqQ8OlfAoVPpAjIdCGdFaqhZfr48UNF7Vcb6YRyDA4OwRK4FLrw/+2dd1gU5/72HxM1iSbnl5hzjm/OOYmxK2CNFVuk91522b4IKJ3YSwRpogIiKgjYIPSyIAhixd4LJlExGjUxdmJJjDW67x8Dm3UFouwMs7Pen+u+cq3LzuzOLPnwfeb5zoyqW57ev0MvrFMa3OjKYJ4wwNZBNHaCvfFYU0cnt1mzZ5cUF929e7vt9wB4o9BFOdo7OHbvOWCksaWz2yS+MEAoCRFKQkTSkBdvekf3/5DiBhtK5GECSTBPEODgLB00ZHzvvgPHjZ/49OkT7bfrtdBBOa5fv3608Zd9+g4eMdrc1cOXLwoUSUMl8jCRtIkzi2jw4wsJFklDRJIQgTiIJ/C3suX3Nxw5YOAIJyf3WbNmFxUVKpXP236HAP1GF+Xo6OQuloU1eTIfjf/jUQ+oKQKBJJgn8HdwlgweOr5nbyNrG8evvpq6fv3aq1d/0X5zWocOylHFqVPfLVmyRCafNGLUuL79vxg3wd7V3YcvChBJgyXyhqKeidJSddhEJA2WUHUl5Uo7fo9eg4YMHcXjCyMiwqurq54/a+sbogH9Qxfl6OTsLhA323j4Gof8X3wgFAcLJcENE6aSYL4w0MlVPmKURY9eDTbMXL/u8uWftf/8tKDLctTgwIF9CQnxMvmkkaPGU650501unBwLpUp+QeN3IXj5S9Hyi1Y1V8pCvURBnl4BZhbuPXo3uDI8PHzbti1s7yHASXRYjlqXh+q1YWP7iPeIUea9+g78cqKlv39QamqKzrbacUiOGhw8sD8yMtLLSzRw0Ij+hsNNLd3ceH5e4oa5aZE0mPaiUmNVDXWlLNRLFOjp5W9i7tKtu8GIkeNkMu+4uIV79+5hew8BbqAPctT8f6Oh0zuELwpw8fAZOdqiV59BE00s/P0DU1NTuHKSBnflqM7jRw83b94UHR3l5SWmXGlm4erp5S8QBYrloRJ5qFAaLGSmzUDt9yGYmsHjiwLd+ZMnTHSgXCmVei9cGPvddyfZ3klAR9FhOb7uqEoawhcGubj7jJ1g37ffF6NGT5DLfRITEw4e3K/9R2p79EOOGjx+/HDLls2zZ89xcfXs3WeQ4YDRNvZCTy9/L3GQRB4mkYUJpcFCrY+oNB+qrgyReFO/LYEe/CkjjS179h44foLZ5MkBK1Ys//bbWrZ3EtAVdFiOzRyPf2HcJA5y4/mNnWDXt9+QUaMnyL05bEMN9FKOGty982txccGcOXNdXD169x1oOGCUrYOQJwwQSIIl3mFieahQqtkLSWP+OuriHSaSBPOEAS5uk0YaW/TsPXD8BPPJk6ckJy/76aeLbO8kwBq6K0f1/x9E0hBxw1GkIDdPX1Nz134GwwcNHiUQiKOjog8fOqj9m+oab4IcNbh7905eXk5Y2FQbW8cePQ0HDRnn4CzlCfwF4iCJPEwsD6V6uRgS5YtHqEP4wkAXd5/BX0zo23+wpZVdaGjYunVrL126wPZOAm2HjspRKAmWyMPE8jAvcbCnl7+puWs/g2GDBo8QCMQxMTFbt25+8viR9m+ky7yBctTgl19+zly/7qupU21sHLv3Mhw0dJyT2ySeMFAoCZHIw6hbRdIuSo0VimUhElmYQBLCEwbYO0mGDPuyb/+hFpZ2IaFha9esvnPnV7Z3EmAQXZSjpaWdlZ3AcMDIPn0Hubry5syZu23blidPHmu/Zg4BOWpw5crllJSV/v6BE00se/UeOGKUmZOrnC8MEEqDJfIXumJpb65seCwN+uukHUGAvbPEwGik4YDhjo6uM2fOKioquP1rPds7CdCJLsoxMzOroCDv7t03+lxayLFlzpw+tSo1xT8gcKKJVa/eg4aPMnf18OULA9RO2mmi6ZWuiR3q7FKqgBWIg3mCAGs7gcGA0YYDhjk6us2cObOgIO/Zs6ds7ySgFbooR6CEHF+TM2dOJyTEe3v7jho9oU+/IWPH27p4TOKLAr3EgSJZCBPNlcIXz7ZSmyQM5An8re28evUZPHjoKE9PQXj4/KqqjW1/BirQEshRR4EcteHQoQOJiQlSmTePJxky7MuJZs5unr580V9XO1afh2GiHV0kDZZ4h1Gu9BQEmFm69ewzePDQUa5unnl5+Tt3bmd7D4G/B3LUUSBHGtm6ZXNMTIxAIBk0ZGQ/w+Em5m5unpO9RI0n7VAXNGGsv1IgDqbqSlFDu4Xfl6ZOn3YzGD5inEQqj42N2b17J9t7CDQB5KijQI4M8eTJ421bN8fExgiEksFDRvYzGGZt5+XBn+IlDhJTDUNS+i/+pD4AF1AncXmHiWShfGGAp9eUL02cPu3Wb/iIsRKJPCYmuvbEcbZ3ElAqIUedBXJsG/7880lJSdG8efNc3Xh9+w0yHDDK2tbLgz/ZS9wwN606wZEhY77gSlGgpyBg9Fjr7j0Nx4038/ObsmxZUu2JY2zvpDcUyFFHgRxZ4d7dOwpF8QuutPOi7lXZ2FzJ4CUzqDTcPUIawhcGuHr4jh5j3b2n0bjxZn5+/klJiRcv/Mj2TnpTgBx1FMhRF7h3746ipHjqV1Nt7Zy6de8/cMjYhpN2JKqTdhi5aobgBVeGSLwbXenpO3TYxD59B5lb2AYHh6xZk/Hjj+fY3kl6C+Soo0COOsjVq1eyMtdPnTbN1s65W/f+AwePdXbz5gsDVD2PqitXMtBcSd2VLFgsCxVTdyUTBDg4y4YOn9ibcmVI6OqM9F/rb7G9k/QHyFFHgRx1n+vXrqSmpgQGBpmYWffoNWD4SFMnN28eddKOd8MYnLmJHaEkSCgNFstCqLPOeYIABxeZ4YDRBkZfODi4zJgxIz8/79atm2zvJA4DOeookCPnOHv2TNqq1MCgYFMz6x49jYaNNHX18OELmb17xAurkqrfwdHfxl5gNHCUgeEweweXGTNm5OXlPHmi51ckoBfIUUeBHLnODz/UJSYmTJrkZzxmYq8+Q8aMt3Vx9+E33Ey48a5kTF25MrjxhnFhYnnDCY429sJefYcOGjLKw8Pr66+/3rix4vGjh2zvJJ0GctRRIEc948iRQ0lJiZMm+RmPndirz6Ax42zceX5e1K2G5aEi2Qsn7dA+HqfG4NQV0b1EgZ4Cf3Mr9959hw4aMsrdw+vrr+dVlG9gew/pHJCjjgI56jfHjh6JjYkRiqRDho7uZzBsopmL2gmO1F3JmLKk2hWjqRMcgzwFAeZWHp993n/YiLFisSwmJnrnzh1s7yH2gRx1FMjxzeHZn0937Ni2MHYh5cq+BsMmmrl4eE3xEjeMi0UMnLSjEZE0WCoPE8tC+cJATy//L02dun1uOHzEWJFYFh0VpR9X139dIEcdBXJ8Y3n259Oamu1ff/21mzu/n8EQQ6ORVrY8Fw8fr7/uSvZXDUjv3M5fF85oOGknhC8K8PTyHzfB7rPP+48da+Lj65eYmHDs2BG2d1JbADnqKJAjoPjtt3slJUV5efmePFG//kMMjEY5OEs9BdRdyb6SyELVr1zJxMRO4z3svqLuHuHmOdl4nO3/PusXNnW2TO6dkBB//vwPbO8kRoAcdRTIETTJ/d9/y8paP336DHt7l27d+w8cPMbBWeIp8P/rrmRMzuqo32mHJ/DnCwPceX5fjDDp2XugmZlNUFBIenrauR/Osr2T6AFy1FEgR/AqXL929ZtvMqfPmOFg79Kte78vhk9saERvuAsTzSeDvyxKoSRILA+VyMOEkmCeMMDJVabmyuC0tNSbN6+zvZNaCeSoo0COoBX8+OO5tLTUoOAQM3Obbt0Nho0wdXadxBMECiQhEvlX4oYxOJP9lZLghjs4SoJ5ggAnV+8Bg8b0N/jCzt552vTpubnZN65fY3snvSqQo44COQLtOXfubFraquCgEHMLm249DIaNmEidtCOUNsy3MFdRqteVYnmoQBzEE/jbOggHDDbubzDUzs552vTpOdnfPHr0gO2d1CyQo44COQLaOX/+3NKliT6+k8eOM+nZe6DxWGsX90ZXysPE0hCN8TL9Y3Bp40k7kmCeIMDWUdS739BBg0e6ufPnzZtXXl724MF9tnfSX0COOgrkCJjm+PGjy5KW+vhOHjPOpGfvAaPHWrvx/Piqu0dIaa4rm3BuYyO6QBTIE/hbWHv26ffFwMGj3Nz5c+fN21BWyu7+gRx1FMgRtDEnThxbuDBWLJYNHWbcp9/QL02d3Dx9+aKAhpPBZcEtaU47aQr+uoOj6qQdf0sbz27dDYcNHyMUSqKiI3fs2NbGOwRy1FEgR8Aqz3burImLixOLZV8MG9On39AvTZ09+FO8REFiWVjjCY6aF6+k8RKWAnFDc6VIGsoXBXp6BUw0c2l0pTQqKnLnzhqmdwHkqKNAjkCXeL57V838+fM9PL0MDIcaGI2wsOG5N95pR6J2giNz95AQyRru4Kg6wfG/n/YxHmMyyccvfsniw4cP0b7NkKOOAjkCneX+/d8ryjeER4R7eAooV1pae3oK/AWiQEnDXcmamLamNyJZiNQ7TCQN4QsDPPiTx463/e+nfYzHTJw0yW/x4rizZ+u030zIUUeBHAFXuH//940by6fPmOng6Na9h+HAwWPtnSSeXv7UXckksjCGmyuDhJIgkTRU6v2VSBrCFwZ6eE0ZNtKse08jE1OrwMDg1NSV165dbcV2QY46CuQIOMrNG9dycr+ZOXOWo6Nr956GAweNcXCSNJy04x2mfqtb5nqGqLuSiSTBPGGAi9sko4HGxmMmzpk9+7VO14EcdRTIEegHN2/e+CZrfXBwqIWl7f8+62Ni7urkKucJAoSShoukMTEDrj4PLpQEieWh1FUzDIxGGY/58v79e6/yySFHHQVyBHrJn38+SU1dGRISamFp92m3PkOHT3T18OULAxsa0WXMXuVXIg8VSUOHjzSdOnXa335UyFFHgRzBm8DFC+eTkpb6+U0ZN96se0+j0WMt/zppx7vBlTSWloLGyRxXT99+hkOPHzvawmeDHHUUyBG8gdTWHk9OTvL1mzJuvHn3nkajx1i58SbzRQEiKXXSTrBQEqTeWanVBTLkXw0Z9uXx5i/cCznqKJAjACdPnoiLWyiReg8bPqZ338ETTBzdeL58UaBIFqJ+t9tWF5VieeiQL75s7sLmkKOOAjkCoMGe3bsWLYqTSuXDho/t3Xfw+IkOHvzJXqIgiUytrnxNV1J+PH68ifE15KijQI4AtMzevbvDIyJ4PKGh0bD+hsPNrTzdedQJjmoXzvj7/sogifdX3bobvLx+yFFHgRwBeHUePPijsrJiwYIFnjyB0YBh/Q2HW1h5eHr5CyXBEnno39aPXqJgsViqsU7IUUeBHAFoNQ8f/lFVVTlr1iwzc5s+/b7gCQPELV7ZVyQLGTXGWuNu3ZCjjgI5AkALT58+njZt2uCh44WSlpooJfKvjAYMU18QctRRIEcAaOTOnXoLSzueMEAoDmzSj2JZyPBRZqdPf69aBHLUUSBHAGjHytpRKA1pbmbGSxzk6+unejHkqKNAjgDQzuPHD/sZDJPIw5pu65GF9uhlqHox5KijQI4AMMHq1Rm2jiLqipOa0zLSYFMLt8rKCuqVkKOOAjkCwBA9ehpJ5GFNDq7deZNXLE+mXgY56iiQIwAMwecLvcSBTY6seUL/KVP8qZdBjjoK5AgAQ6xYvsydN7lJOfKFgT4+DXMykKOOAjkCwBAZ6WmOrnKhJLgpPwZP+NKCehnkqKNAjgAwxKlT3440tmzmnJlgE1Nr6mWQo44COQLAELW1x0aPtRbLQpu8ziPkqOtAjgAwRKMcUTlyE8gRAIaAHLkN5AgAQ2BYzW0gRwAYApUjt4EcAWCIvypHyJGLQI4AMATkyG0gRwAYAsNqbgM5AsAQmJDhNpAjAAyBypHbQI4AMATkyG0gRwAYAsNqbgM5AsAQqBy5DeQIAEOglYfbQI4AMATkyG0gRwAYAsNqbgM5AsAQmJDhNpAjAAyBypHbQI4AMATkyG0gRwAYAsNqbgM5AsAQqBy5DeQIAEOglYfbQI4AMATkyG0gRwAYAsNqbgM5AsAQNE/IHDt27NGjRy8/r2FDyJEuIEcAGKL1lWN2dnZKIytWrPjuu++USiUh5Nq1a0ql8ty5c2KxWPViyJEhIEcAGKL1crS0tCSEfPTRR//85z8JIQcPHlQqle+99x7100uXLqkbEHJkCMgRAIZo/bDayclpzZo11OOPPvro+++/VyqVHTt2pJ756aefIMc2AHIEgCFaXzk6OjomJiZSjzt37kwNq1VyfPDgwVtvvaV6MeTIEJAjAAzR+laeJuXYrVu3t99+u0OHDu+88w4h5L333mvfvn2HDh0++ugj9WUhR7qAHAFgCJrl+MEHH1y7du3ixYs1NTWEkDt37vzwww+//vpr+/bt1ZeFHOkCcgSAIbQaVqenp1OPP/zwQ41jjlevXsUxxzYAcgSAIVo/IePs7PzJJ581T5TdAAAgAElEQVQ4OTm5u7sTQg4cOKBUKt99913qp5cvX4Yc2wDIEQCGaH3lWF5enpGRsXz58uXLl69aterChQtKpZIQcvPmTaVSuX37dsixDYAcAWCI1ssxJSXl4sWLqn9SvluyZMndu3ctLS2pJ58/f67+U40XA+2BHAFgiFYOq3/77TdCyKVLl1TPqHxHCOnatesff/yh+tGdO3cyMjLUF4cc6QJyBIAhWl859u/ff/Xq1ap/Ukcbu3btKpPJ/vZdIUe6gBwBYIjWt/KsXLmSENKpU6eOHTt27tyZNNKvX7+PP/6444u8++67LRyCBK0GcgSAIVovx1OnTnXo0OHXX3+tq6urr6/v3LlzRkYG5cd58+Y9e/bs8uXLdWpQvT4Nq4McaQJyBIAhWj+s/vnnn9Ud16FDB+rB0aNH//3vfxNCampqmntXyJEuIEcAGKL1fY7nz58nhNTX1ze84kXf7d69mxDSpUuXJt8VcqQLyBEAhmh95Uj1M1I8e/YsJibm5dfMmzevyXeFHOkCcgSAIXCbBG4DOQLAEHTeJiEuLq65H/32229Xr15V/RNypAvIEQCGoLNybEF5y5cvHzJkyKu8ErwWkCMADEHnrVk7d+6s8cyzZ88uXbo0efLk4uLiiRMnqp6HHOkCcgSAIVovxzlz5kycOFEgEPD5/EGDBl2+fLlLly6///47UePTTz+9f//+sGHDysvLIUcmgBwBYIjWD6tXrVpla2s7YMAADw+PHj163Lp1q0uXLvX19U5OTkql0sHBQalUWlhY3Llzx9raesOGDZAjE0COADBE6ydkli5dmpWV5e3tnZ+fLxaLr1y5QsnR3Nz89u3bpqamt2/fNjExuXv3rpWVFeTIEJAjAAzR+spx6dKlGRkZIpEoMzOTx+NBjqwAOQLAEPTL0cbG5tGjR1ZWVo8ePbKwsHjy5Imdnd3mzZshRyaAHAFgCK2G1S/L8e7du5999ll8fHzfvn0TEhL69OmTkJBgYGAwadIka2tr1bKQI11AjgAwBM2V4++//96uXTsLC4sPP/zQ0tKS+m+XLl2MjIzs7e1Vy0KOdAE5AsAQrW/laW5YbWdn9/z5cxsbm+fPn1PVoqOj4/bt2zGsZgLIEQCGoF+OmJBpSyBHABgCs9XcBnIEgCFaPyGTlJRUUlLi7+9fUVHh4+OjkqOjo6NSqbSzs1MqlZAj00COADBE6yvHxYsXq58pePv27S5dulB3JezUqRMhpF27dnZ2dnfu3LGzs4McGQJyBIAhWi/HH3/8UfWYuj81deGJioqKM40oFIqrV69+8MEHGzduhByZAHIEgCHovJ5jk8qrr6+/dOnS2rVrx4wZ0/IrQSuAHAFgiDa6nuOuXbtmzJjxKq8ErwXkCABD0Hk9x1cHcqQLyBEAhoAcuQ3kCABDaDusvn//PvXgwYMHLbxN//79V61apfon5EgXkCMADKHthIx6N08LbzNhwgQTExP1pejagDccyBEAhtC2clRp7tatWxrPnzhxQvVPqVRqaWn58lJASyBHABiCNjlSj0tKSqjHXbp0qa2tVf1IJBKZmZk1uRTQBsgRAIagYVitety5c+fvv/+eevyPf/xDXY5eXl5BQUFNLgW0AXIEgCHorBzff//9b7/9lnqsIUeBQLB48eImlwLaADkCwBDatvK8ohy7d+8OOTIB5AgAQ7Rejrdu3frwww815Hjz5k3q8b/+9a/r16+rfvSf//wnOztb9U/IkS4gRwAYovXDakKIp6enuuZ69epFmkdVVCohR/qAHAFgiFZOyKi0qK65jz76SKFQnD9//vTp02fOnDl9+vTp06fPnj1bV1enYUPIkS4gRwAYopWVY25uLtXGqDGsPnPmzMvvMXPmzJ49e6o/AznSBeQIAEMwMlv99OlT1ZN//PEHIeTq1avNLQW0AXIEgCHo7HN8//33v/vuO6VS+d5770VFRd28efPy5cuEkMTExBaWAtoAOQLAEDSfIbNz506lUuns7Dx48GBqHsbIyKjlpYA2QI4AMASdfY5nz55Vb99RKpUHDx5s8poUkCNdQI4AMAQNcvzbq/K4ubkRQs6dO6e+FI3b8CYDOQLAENoOq1UzLT///HMLb2Nra6sxAKfjwwPIEQCmoPMGWy2Tm5uregw50gXkCABD0HmDrVcHcqQLyBEAhmi9HGfPnk3NTb8is2bNUj2GHOkCcgSAIVo/rLa2tl60aJFSqTx06BCfzxc1hZ2dHfXinj174pgjE0COADBE6ytHR0dHqrs7LS2NEOLg4GBlZWX5IsOGDVMqlT4+Pji3miEgRwAYovWtPI6OjmlpaUqlMjU11dHRsbk3SEhIQJ8jc0COADBE6+Xo5eXVq1ev2tra8vJyOzu7p0+fEkIkEgmPx3N2dl63bl1lZaVSqbx+/fqFCxc0loUc6QJyBIAhWj+sFggEffv2pdq/RSLR48ePp0+fHhcXFxsbu2TJEkdHx//85z+EkE8//fTu3bsay0KOdAE5AsAQrZ+QcXR0TE9PVyqVUVFRbm5uzb1BbGwsISQzM1P9SciRLiBHABii9ZWjk5NTUlKSUqnMysoihHTt2rWLGh9//PG//vUvSoI3btwghBw5ckS1LORIF5AjAAzRejkOHTp03rx5Dx8+rKysrK2tPXbs2NFGamtrz549e+rUqcLCQurFGzduRCsPE0COADCEVqcPrl27ljrmqP7/Z8MChGgcaiSEVFRUqB7TvSFvKJAjAAyh1emDqampLi4uSqVy8uTJHTt2/PPPP6nn//GPf9ja2k6dOtXLy4vP50ulUh6Pp34HBciRLiBHABhCq0uW5eTkWFlZKZXKzMzM7t27E0L2798fFBSkuvfWsmXL4uPjra2t+/Tp88svv6gWhBzpAnIEgCFaL0eJREII8fLyUiqVKSkpq1atUjZe3rFhmcYHa9euXbx4sfqykCNdQI4AMEQrh9V8Pr99+/a5ubm2tra9e/eOiYlZvny5slGOeXl5SjUDpqWlxcTEqC8OOdIF5AgAQ7RyQoaahl67du2QIUOoC9mGhYXt3LmTOgRJCKFOmHn8+PG9e/cWLlw4ZcqUo0ePqhaHHOkCcgSAIbSakElJSXF3d1cqlWfOnCGEjBo1inp+//791LkxVCH51ltvEULGjx+vWhBypAvIEQCG0EqO1PV4OnXqRN0soVOnTirrde3alaoimwRypAvIEQCG0KrP8bvvvisrK0tPT7916xb1jFQqpR7s2LFDKBQ2966QI11AjgAwBG6TwG0gRwAYQttbs7YOyJEuIMdXJz8/n3rw/Pnzll9ZV1enenz27NkNGzbQ9RmePHlC16oA00CO3AZyfJmCgoI7d+5oPHn+/HlCiEAg+NvFT506RQhZvXo19c/AwEBCSE1NTctLGRsbr1+/nnp85cqVW7du3bx588aNG+fPn1+3bl1cXJyTkxM1PxkUFKSxrJOTk7x5/Pz8AgICnJ2d/9bpgF4wrOY2kOPLWFlZEUJmz56t8fzz588JIX369Gl5cV9fX43fz8jISELItm3bWliqoKCAutizUqk8efIkaeSDDz6wsbGxtraOjY3Nycn5+eefv/32W41lBw4caNoMzs7O/fv3J4Ts2rXrFTcf0EXb3bdaHciRLiDHJjl37hwhZPHixSEhIV5eXmKxWCgU+vj4CIXCvn37ent7C4VCoVDI5/NDQ0M1llUvG1XIZLK//aV9/PgxIcTe3l79ycLCQnWvhYaGHj9+/NU35PLly4SQY8eOvfoigC5QOXIbyLE5Hjx4oFQq4+LioqKiFi5cmJycHBUVlZCQsHbt2qioqMjIyMjIyIiICOomcSqys7OpX86ioqLMzMysrKysrKzs7GyFQiGXy4uKirIaSUtLe/TokcabXr58+eeff1YqlR9//DF1h6XExETVbztlzx9++OEVN2HFihUwI4tAjtwGctSgSZUQQhYuXKhUKt3d3ak7YjaH6uIAxsbGxsbGYxsZN26cqanp2LFjx48fTz3Tr1+/n376iVqqqKhIYz07d+5Uv8gA9e6dO3dOTU19xQ0ZNmwYIeTZs2ev+HpAOxhWcxvIUQPqovTqTtm1a5e6p+7du9fcsqtWrVK/csorUlFRoXECmOq9qOJx165d9fX1Li4u3bp1e5UVUsdG+/bt+1ofA9AOKkduAzm+jJmZGSGkvLyc+qeBgcH06dOVSmV1dTUhpGfPnl27du3atevnn38+a9Ys9QUJIUuWLFH/5aypqbl//776a0JCQggh1Clh6lC3kzt8+DD1z6ysrBkzZigUiuzs7OLi4pKSktjY2JSUlPz8/IMHD/7tJlBXJ3j9TQd0glYebgM5Nkl4eDh1aSiqL4d6smPHjhERERcvXjx27NjFixfVL01/8+ZNVc2ocT+PjIwM9TUPGjTIzMysyTd1dXVV3ReEEGJubj6mkbFjxwoEgpfL0vHjx4vFYtGLBAQEEEJcXFykUqn682KxeMKECbTsH/AqoHLkNpBjyxBCjI2NlUplSUkJ9Vsnk8mouRr1X8Jr166JRKJDhw5pPM/n87t27aqxwvj4+FZ8EpFI9P7772s86ePjExkZueBFkpOTqctcRUdHqz8fGRnp6+vbircGrQNy5DaQY5PMmDFDqVTa2dkRQsaNG6dUm2lxdHQkhEydOnX06NFNLqv+y3n9+nVCyB9//KH+0x9//LG5912yZMnDhw81ntyyZQshZMiQIa/++QkhN27cePXXAybAhAy3gRybhBCyaNEiQkhBQcGIESNGjhwZFhbm6ekZFRWlVCrnzJlDCNm+fXtzy2r8k5prViqVhYWFLf/qNnkCjK2tbWRk5Ot+/hYUDNoGVI7cBnJ8mbt376p+wfbs2dOjRw/q8b1796jnly5d2qFDh+YW1/jlDA4Ofvfdd6nHvr6+LXQCrV+/XnXUsmXeeuutljcBctQFIEduAzm+TEREBHWcUalUbt++vXv37qofWVlZmZqaEkKuXLnS3OIav5yHDh0ihFD93h06dEhJSWlhQeq7uHjxovrzdnZ2mZmZ6s/cvHmz5U2AHHUBDKu5DeT4MoSQ0tJS6rGGHKmfDh48uOXFNZ55//33qev0tPB76+7u3txPLSws0tPTX+WTq38GyJF1UDlyG8hRgwsXLqj/dqnLkerXEQqFhJB+/fo1t4bmfjlLSkr+85//NPkjqs/8yJEjTf7U2tqa6gZ/dSBHXQB9jtwGctSgd+/e6n2I27dvNzQ0vHXrlo2NDSEkOjqaev6f//wnIcTV1fXllmxKTE0eKPzggw/Un+nVq5dSqfzjjz8IIT179tRYz8OHD6kZ5x49elA3Lv5bVPd2J4ScOXOmVTsA0AYqR24DOWrQrl079QN827dvJ4ScOnWqffv2qlOhKSoqKj777DONxX///fdW/HIePXpU/eaaKlQaVb96bgtQ5/YQQv7v//7vdT8DoB3IkdtAji2zf//+8PDwV3/96dOnhw4dSte719bWtjDz0yR79+79/vvv6foAQBswIcNtIEcAGAKVI7eBHNX55Zdfruo71PUiQRsAOXIbyFGpVD59+pTP5xNCRowYMUTf6d27d1lZGdu7/I0Aw2pu84bL8fbt24MHD27Xrt2aNWvY/ixA30DlyG3eWDkePny4f//+77zzzoEDB9j+LEA/QZ8jt3kD5Xj06NHOnTsbGBhgVhcwCipHbvNGyTEvL48QYmhoeP36dbY/C9B/IEdu84bIMTU1lRDi5OTE9gcBbxCYkOE2ei/H+fPnE0KmTJnC9gcBbxyoHLmNHsvR09OTEDJ79my2Pwh4Q4EcuY3+yfHJkyeUFrOystj+LOCNBsNqbqNPcvz111+NjIzeeustjUvDAsAKqBy5jX7Isba2dsCAAZ06dXqVezoD0Dagz5HbcF2Ohw4d6tSpk5GR0f79+9n+LAC8ACpHbsNdOebk5BBCjIyM/vaGKgCwAuTIbbgox9zcXEKIm5vbs2fPqGeeP3/O7kcC4GUwIcNtuCXHuXPnEkK8vLzY/iAA/D2oHLkNV+To4+NDCJkzZw7bHwSAVwVy5Da6L0c3NzdCyOvemxQA1ml2WC3BsJoL6Kwcb926ZWBgQAjJyclh6zMAoA2oHLmNDsrxxIkT/fv3f//99w8fPtz27w4AXaDPkdvolBz379/fqVOngQMHopcb6AGoHLmNjsgxKyvr/fffNzQ0rK+vb5t3BIBpIEduw7ocs7OzCSE8Hu/XX39l+r0AaEvQ58htWJTjrFmzKC0y9xYAsAgqR25z9OjRqqoq1T+fPXt25swZhUKRnZ2dnZ29cuVKJt502rRphJB58+YxsXIAdATIkdvMmDEjKCgoPz8/Pz+/sLAwKysrLi4uKCjI19fX19eXx+PRexcqV1dXQkh8fDyN6wRAN2l+thrDap3Hz8/P2dl51qxZ8fHx/v7+Hh4erq6urq6uDg4ONjY2NjY2Tk5OnTp1evDggZZvdOPGjS+++IIQUlBQQMsnB0D3QeXISQoKCr766qusrKySkpL8/Pzc3Nz8/PyCgoLCwsLCwsKioqLi4mKFQlFWVlZVVRURETFt2rQzZ8604o0uXrzYu3fvDz/88MiRI7RvBQC6DPocOcbBgwenTJmiUCiqqqoqKirKy8s3bNiwYcOGMjU2bNhQUVGxadOmHTt2HDhwoLa29sSJE2lpaXPnzr1x48YrvtHevXs7der02WefQYvgzQSVI5f4+uuv165dW1VVVVpaqlAoStQoVYPyY2VlZU1NzfHjxy9evHjr1q36+vqzZ88uXrx43bp1Lb9LZmZm586djYyM7ty50yabBYAuAjlyg8ePH4eGhlZUVCgUiuIXKSkpUSgUVLW4sZGKiorKyspt27YdPnz4woUL9+/fp9ZTX1+fm5vb3Cx2VlYWIUQoFN6+fbsNNw4AXQR9jhzg4cOHCQkJZWVlRWqoH1ukBtFbt27dsWPHjh07tm7dWl1dXVVVtWnTpl27dp08efLatWtPnz6l1nbjxo3NmzcvWLBA/S2o7hyBQMDG9gGgi6By1HXu378fHx9fXFxM2ZASonrNWFFRsXnz5pqamn379h06dOjgwYP79u3bsWNHdXV1ZWVldXX1zp07a2trL1++fO/evUePHt27d+/UqVNlZWUlJSXKRi3Onz+f7Q0FQLeAHHWdwMDAkpKSgoKCoqKikpKSsrKy8vJy1TyMauJl//79x44dO3ny5MmTJ48cObJnz57NmzdXVFSUlZVVVFRs27bt0KFDdXV1ly9fvnbt2rVr12pqavr06UMIiYqKYnsTAdBF0Oeo06Snp+fl5VEN3gqForKycvPmzVu3bt2yZcumTZsqKyurqqq2bNmya9euw4cP19bWfv/99999992xY8f27t27efPmsrKywsLC/Pz8oqKi8vLyHTt21NXVVVVVjRgxghAyc+bMVatWPXnyhO2tBEAXQeWou1y7dm3WrFmFhYUFBQWlpaXUAcSDBw8ePnx43759O3fu3Lx5c3V19datW2tqavbv33/kyJETJ04cP3784MGDNTU1GzduLCoqysnJyczMzM3NraysTE9P/+STTzp37hwVFbVnz57S0tJvvvlm9uzZbG8oALoI+hx1l+jo6MLCwry8vOLi4qqqqr179548ebKurq6urq62tnb//v3bt2+vrq6urq7esmXLzp079+7du3///r1799bU1FRXVysUitzc3JycnNLS0mnTpnXs2LFz584RERHV1dXFxcXZ2dmZmZnr1q1LTEwsLS1le1sB0DlQOeooFy9eXLJkCXXqy4YNG3bv3n3q1Klffvnlxo0bV65cqaurO3To0I4dOyorKysqKqjGnc2bNx84cODgwYNbtmxRKBTUGTIBAQEdOnT45JNPEhIS8vLyVq9enZaWlpGRsXr16oyMjPT09DVr1gQGBrK9uQDoHJCjjpKSkkJdWaegoKCqqopqV7x9+/a9e/du3Lhx7ty5Q4cObd++vby8nOp8LC0tLS8vHzRoUJcuXaKjo7dt20bd8G/QoEFLlixZv379ihUrli1blpycvGLFipUrV6Y0Qp05Q+/1KQDQA9DnqKP4+fnl5ORkZ2cXFxdv3br15MmTV65c+e233+7fv3/9+vWzZ88eOHBg8+bNxcXF+fn5OTk55eXl/fr1I428++67o0aNysjIoLS4dOnSpUuXJiYmLl26NCkpibLk8uXLly9fvnLlSsqVbG8xALoFKkdd5PTp00lJSZmZmd988w0lxxMnTvz00083bty4cePGhQsXTpw4sWPHjg0bNuTl5X3zzTeZmZl5eXlEjTFjxhQWFq5YsSIpKSkxMTHhRRITE5OSklSWTElJkcvlbG80ALoF5KiL1NTUpKenr1u3Lisrq7CwsLq6+vDhw3V1dRcuXDh//vzJkyf37t1bVVVFXcBx7dq1GRkZhYWF6nK0trZOT09PSkqibBgfHx8fH7+kkfj4eEqRVEW5YsUKiUTC9kYDoFugz1EXSUhIWL169dq1azMzM/Pz86kWxUOHDh09evTw4cO7du2qqqqiZpwpM65atWr16tXUuS6EkCFDhqxfv37p0qWUFlVOXKwGpUjKkkuXLl2wYMG3337L9nYDoEOgctRF5syZk52d/c033+Tk5FD921u3bt29e/e+ffv27Nmzbdu2jRs3FhcX5+XlZWZmrl27lpp6XrNmTUFBQV5e3vr161euXLl8+fJly5YtW7aMGkFTRSJVMFL/pSpHamSdnJzMyk2uAdBZ0Oeoi/D4PIlEIpPJZDKZt7e3j4/P5MmT/f39/f39p0yZ4ufn5+Pj4+3tLZfLpVKpRCKRSCQikWjq1KlCoVAsFotEIqFQKBAIvNQQCAQCgWDatGlSqVQul3t7e1NrkMlkQqHQx9cnJyeH7e0GQIeoqzvF1cpx3+7dxTk5Zfn5+pSNxcUJMTGEDTp17Lizupr1PYAgupCNxcXxsTETzZw4KceJHh7WqSm2ycl6FofVq/0CgzLS01NTU1etWpWWlpaenk61bVPD57S0tNTUVNXAmRoyU4Nl6gjj4sWL4+LiFjYSq0ZMTExMTEx0dHR0dHRUVFR0dHRMTExsbOzSJYtHyeQOaWmsbz6C6ELsU1NGTv3K2sKVk32Ozj4+EkWJND9P31JSIpw6NSMtjWrSTk1NpSxJQT1JmTE5OblJMy5atEhDjuqKVPcjRUxMTPKSJSMD/CcpFOxvPoLoQLyLi61joq3MuVk5Ovv4iIuLJLm5ehZpcZFTUFB6SgrVpE11a6v+q14qNulESn/RLxKlRmQjCxqJjo6eERJqHhkpKyxkffMRRBciLyy0iorkthylOezvRxojzc2VFhbazpmdkZKyrJGkRlQnuqi6FzVKxdjY2BZsqC7EiIiIiIiI8PDw8PDw2NhYgYuruKRYyvbmI4iOpFGOzpzsc9TbyjE/327Zsug5c5YvX64uRFWdqO7El7WoLkF1G6qEqHJieHj4/Pnzw8PDY6Oi3H18pCUlrG87guhI5EWoHHUv0txcSXGx1M935fLl6qWiqp1bVSpSg2jVOJoqEtUlqI66EFVQ/1wSGztukresuFiam8P65iOILqTFypEjcmR9JzIRWXGRZVBg2ooVGgcWXx5Ea2gxvHk0nKgicsECOY/nkblempfH+oYjiI5EH445sr4TmYg0P8917dq506dTJ0e3bEbV2FnDgC/TpDFjFixwCwySKTCmRpC/oifDav1McbFTWFhqcvIr1ozUwLlJAzZbS4bPj4iImBkcZB0fLysoYH+TEURnIi8stIpuHFZzsc9RXytHSW6uNC/Pbf06H2/vpKQk6lIR9JoxPDx8fnh4XGSUxSQfWamC9e1FEJ2KPlSOrO9EBr+e4iLLr+fFzZ+/ZMmSls0YERHRCjPGREUJRSLPb7JwtBFBNKIPxxylejdbTYVqOZSVlZnLpMsaTwdUb/BWn4Rp7pBiC2aMjIwMkEodliXLCgvQ3oggGkGfo84nL1dUUmzF81yemNicGcNff0C9YMGCr6dNNZ09W15SLEH7DoK8FH0YVutr5aiKNC9XUlpq4uycuHBhTGys6qSXVh1qnB8ePj86Kmrq5MkO0dFyhQJmRJAmgz5HbkSalycpKTGXSCJmzlwYG6t+8t9rmjE8LiZWJhCOnzpVXloKMyJIc9GHY46s78Q2Sl6ufEOZxazZvlLpopiYyMjI1z3OGBUZFT1v3jgLC+fUFG8FpqcRpKXoybD6DYkkJ8e7uMQ5I92U7xXi67uw8ZISqssyatB4+YnI6MjI2IgITze3L0NDZaWlsoJ81rcFQXQ86HPkXqR5efKyMruliSYyGZ/Hk0mlLi4utra2ZmZmZmZmpqamZmZm5ubmZmZmtrY2fD5fIhTaubqO8vYWFhXK37zdhSCtiz5UjqzvRDaSIyvI995QZhe30NXBwd7Ozt7e3tbW1tra2snJyaIRc3NzM1PT0WOMpRUbvUtKpHmsf2wE4Uz04ZijVN9nq5uMNDdXkpM7SaEYPW/e4T171HfLhQsXKioq8vLyigoLFyTESyoq0MaIIK8b9DlyO/LCQuOZM3ds2qTaJ7///vuJEyfy8/PXrFmTtX79vJgYQUEB658TQTgXfRhWv5mVY8P39wpyFEKOCPL6QeXI7UCOCMJQ9OGYI+s7kd3vD8NqBGEiejKsfmPzipUj658TQTgX9DlyO6gcEYSh6EPlyPpOZPP7wzFHBGEm+nDMUYrZasgRQegOrsrD7WBYjSAMRR+G1agcUTkiCO1BnyO3AzkiCEPRh2OOrO9Edr8/DKsRhInoybD6jQ36HBGEoaDPkdtB5YggDEUfKkfWdyKb3x+OOSIIM9GHY45SzFZDjghCd9DnyO1gWI0gDEUfhtWoHFE5IgjtQZ8jtwM5IghD0YdjjqzvRHa/PwyrEYSJ6Mmw+o0N+hwRhKGgz5HbQeWIIAxFHypH1ncim98fjjkiCDNRO+bI2VYeKWarIUGOAH8AAAxpSURBVEcEoTvoc+R2MKxGEIaiD8NqVI6oHBGE9qDPkdtB5YggDAV9jtwO5IggDEVPhtVvbNDniCAMBX2O3A4qRwRhKPpQObK+E9n8/jAhgyDMBH2O3A7kiCAMBX2O3A6G1QjCUPRhWI3KEZUjgtAe9DlyO6gcEYShoM+R24EcEYSh6Mmw+o0N+hwRhKGgz5HbQeWIIAxFHypH1ncim98fJmQQhJmgz5HbgRwRhKGgz5HbwbAaQRiKPgyrWT9wy+4xY0zIIAgTeaFyfGk2hhtyZP0vDJt/3FA5IggzQZ8jtwM5IghDwbCa28GwGkEYCvocuR1UjgjCUPShcmR9J7L5/aGVB0GYCfocuR3IEUEYCvocuR0MqxGEoejDsJr1A7fsHjPGhAyCMJGW+hwxIaP7QeWIIAwFfY7cDuSIIAwFw2puB8NqBGEo6HPkdlA5IghD0YfKkfWdyOb3h1YeBGEm+tDnyPpOZPf7gxwRhImgz5HbwbAaQRiKPgyrWT9wy+4xY0zIIAgTYa3PsUOHDtqvBJUjKkcEYSgs9DmuWbOGNGJvb6/NqiBHyBFBGAoLw+rbt2+r5Lh8+XJtVoVhNYbVCMJQWOhzvH//vkqOO3bs0GZVqBxROSIIQ2FnQkYlx2+//Vab9UCOaOVBEIbCTp/jO++8Q8lRy/VAjpAjgjAUdvocDQwMIEe6vj8MqxGEibAzrPbw8CCEfPjhh1quBxMymJBBEIbCTp+jn5+f9n08SlSOqBwRhLGwcz3H7OxsQohMJtNyPZAj5IggDIWdYXV1dbX2TY5KDKsxrEYQxsLO9Rzr6+u1b3JUonJE5YggjIXNC0+cPHlSy5VAjmjlQRCGgkuWcTuQI4IwFI7LcRLkiGE1gjAS1obVHei4ZJlHYKB35Uaf0lLdzCSFQpr71/FdWUEB7W8xuaJifHg4JmQQhPa0XZ/jrl27pk6dOmfOnDlz5sTFxRFC4uLi5mhBTFRU70GDB7i4DHBy1MU4Ogx2c5Pk5krzciW5ubKCAsfFiwysbeh9l0EuLh8OHLinpqYFOaJyRJBWpO36HPfu3btq1ao1a9asWbNGoVAQQhQKxRotKMzPHzJ+vPGUKcZ+vrqZERKJMDNTmpcnyc2VFRQ4LFo0Si6n9y3GTpny34kTd2/fDjkiCL1hbVj91ltvab8Sd39/eXn5pJISnY00N09VpcsKCrxLiuldv++GDeO+/hrDagShPRy/bzUmZDAhgyDMRB9usMX6TmTz+0MrD4IwE4638kCOkCOCMBPIkdvBsBpBGIo+DKtZP3DL7jFjXHgCQZgIa/etRuVIzx83VI4IwkzYuZ6jEnKk7/uDHBGEiWBYze1gWI0gDIXjfY6oHFE5Iggz0YfKkfWdyOb3h1YeBGEmaOXhdiBHBGEokCO3g2E1gjAU2obVz549y8nJCQoK+vLLL83MzExMTEQi0YoVK/7880+m5cj6gVt2jxljQgZBmAg9fY7m5uaEEEKIubm5t7e3VCqdNGmSsbFxu3btCCHjx49nVI6s/4Vh848bKkcEYSY09Dn+73//+/e//93cT2/evNmlS5fPP/9c43nIka7vD3JEECai7bC6rq7uVTRHCKmvr9d4RgsrNoBhNYbVCMJQtO1zTEpKcnJy+luLSSSSxYsXqz+DypGeP26oHBGEmWhbOSYnJzs6Ov6txQQCwbJly9SfgRzp+f7QyoMgzETbVp4DBw684rD6p59+0nhGCys2ADlCjgjCUGjoc+zVqxch5Ny5c03+9O7du506derZs6fG85AjXd8fhtUIwkTo6XN0c3OjWnk+++wzGxsbCwsLa2vrIUOGUE/y+fyXF8GEDF3HjDEhgyBMhM7rOWZnZwcGBopEIrFYLBKJ/Pz8ysrKmnsxKkd6/rihckQQZoLrOXI7kCOCMBSmrsqzbNkyU1NTExOT1NTUJl+AYTVdlT+G1QjCRLTtc1y3bp2Xl5f6M2fPnqUONdrY2Njb21OPnz59ypwcWf8Lw+YfN1SOCMJMtK0cV6xYYW5urmG92bNnqz/j5+f3sgohR3q+P7TyIAgz0baVJyUlxcrKSvXP7Ozsjh07vvwyQsj58+chRya+P8gRQZgIzXJ0cHCQSCQvv0wkEsXHx0OOTHx/GFYjCBPRdlidkpJibW2tLsFZs2a9/DKBQJCUlMSQHFk/cMvuMWNMyCAIE9G2z3HVqlUTJ05U/fPAgQP/7//9v5dfRgi5dOkSQ3Jk/S8Mm3/cUDkiCDPRts8xLS2Nmo9u167dyJEjMzIyCCEaI2gXFxdMyDD3/UGOCMJE6OlzvH79ellZ2YwZM+zs7Lp3796hQwfq+aKiIkqdV69eZU6OrJff7Fb+GFYjCBNh9r7Vx48fz8zMbPJHqBxfN9K8PHlRoUYmlZaOnTt3z7Ztqn3y5MmTU6dOFRcXZ2Vl5WZnRyxaJFYoXl5QVpDP+hYhiC4H963mRqR5eZK8PPPwcIvIBeYLIswiws3Cw03Dw82jIvvweSsSE48fP37kyJEjR47s2rUrOzs7Ojp67ty5C8LDZVOmWCxcaB0TYx0TYxMbYx0TbRUdZRkZ6bpypXdxMevbhSA6G9yalRuZVFpqZGk5buhQiwkT7C0sXGxt3R0cPJ2ceM7OXm5uDg4O5ubmJiYm48ePHzt27JgxY4yNjUeMGNG/f39DAwOj3n0MevXq36NH788+M+zde8SgwUONjAz++1+H+HgZDkciSDOBHLkRealihIPDzu3bv/vuu19++eXevXvqZ2Q+e/bs4cOHd+/evXr16o8//njy5Ml9+/Zt2rRp5cqVycnJiYmJixcvjomJmTt3bnx8fH5+fmZm5vTgYLOICHlhIeubhiC6GX0YVrN+4LYN4q1QDLO337hhw759+06dOvXTTz/dvHnz9u3bd+/evXPnTn19/bVr1y5dunTmzJnjx4/v2bOnurq6qKhoyZIlcXFxMTExCxYsmDdv3tSpU6OiotasWZOSkhI8ebL5ggXywkLWNw1BdDN0Xs/xtUDl+Hp/xErpl6PZggWoHBGkueB6jtwI5IggbRwMq7kRDKsRpI3DbJ9jC6ByfL0/YqgcEaRtow+VI+s7sQ3CROUIOSJIC0ErDzfirVCMsLfft3t3XV3drVu3Hj16pLErnj9//uDBg/r6+p9//vn06dOHDx/evn17WlpaSkpKcnJyQkJCXFxceHh4UlJSSUlJTk7OnK++Mg0PhxwRpLlAjtzIpFLFUB7vbUI6vf125/btP+jQ4YOOHf/xzjv/eOedDzt37tChA3mRdu3atWvXjhDSjpC3CXmbkLcaH3ckhHo1b/VqnESIIM1FH4bVrB+4bZtMUij8qqr8qip9K1XZOHnz5vGRkScPH1bfLdevX9+2bduGDRsqKyqWrFzps3Xr5E2b1FLlV1U1edMmWX4+6xuFIDob1vocOzReuUcbBGFhftu3TtlU9Walqkpe1DAclhUWTpw/PzEmJi01NWXFitSVK5ctXbogPNzH21vA5/vIZPZublKFgvU/wgjCubRdn+Ps2bNVg7727dur/ttq3n77bWoAqc1KOIrV119TfpQVFNgsXDglOHh6RMS0+fOnhYeHzp3jExLiIhLZeXq4CATmnp4yRQnrv2cIwrmw1gROS+UonDY9cP++oF0736zs3OlbuXFSWSkVn4oKeWWlbGMFFXnlRu+qSp/qTT6bq32qq32rN6leiSDIq8dv40bbJYsszZzaeljdvn177VdiYm1jaGkzyApBEITmDLax6zl6tJubXCQN5uCEjLOHRBIqlSIIgtAfmTxMJG1yTK3zcnRydheIgwQSBEEQ+tOMFpmU4927dwkhJ0+e1HI9lBxb3AAEQRAmwowcb9++TQgpLCzUcj0Ncnz5WCmCIAijYUiOubm5hJCVK1dquR5UjgiCsBRm5Lhs2TJCiKOjo5brgRwRBGEpzMgxICCAEGJsbKzlejCsRhCEnTAkRxMTE0LIxx9/rOV6MFuNIAgrYUqOAwYMoE6D03I91jaOnoIAHoIgSBtHGDh2nAklIjrlqDpHWMv1xMbGTpkSEBgUgiAI0pbx9w+cM2dug9C0VuJfqOSofasjAACwC21yvHr1qkqO2rc6AgAAu9Amxx9//FElx+TkZLpWCwAArECbHMvKyrp27UoI+fTTTydNmkTXagEAgBV08XqOAADAOrp4VR4AAGAdyBEAAJoAcgQAgCaAHAEAoAkgRwAAaALIEQAAmgByBACAJoAcAQCgCf4/nwdZ69G0VswAAAAASUVORK5CYII=) 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LH系列液位传感器采用硬质测杆,可搭配多种浮球,配合本公司提供的连接法兰或用户特殊定制的法兰,将液位传感器安装螺纹直接旋入法兰中,安装在任何常见液罐和灌装、计量机械中。液位传感器采用垂直安装,安装斜度不能大于5度;安装浮球时,UP(上)标记的半球应在液面之上;测杆两端有测量死区;锁紧环固定时下端与杆底端应平齐。
可选 Φ17.5×25浮球,配合 Φ7mm测杆 和 M20X1.5 的安装螺纹( 此时浮球外径小于螺纹孔内径),则可将测杆和浮球一起从安装螺纹孔直接插入液罐,将极大简化安装过程。
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模拟量输出
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针号
|
线色
|
定义
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Modbus输出
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针号
|
线色
|
定义
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仅提供防水
接头输出产品
|
1
|
灰
|
模拟信号输出
|
仅提供防水
接头输出产品
|
1
|
灰
|
不接
|
2
|
粉
|
信号地
|
2
|
粉
|
不接
|
3
|
黄
|
不接
|
3
|
黄
|
A(RS485)
|
4
|
绿
|
不接
|
4
|
绿
|
B(RS485)
|
5
|
棕
|
+24VDC(-15%/+20%)
|
5
|
棕
|
+24VDC(-15%/+20%)
|
6
|
白
|
直流电源地
|
6
|
白
|
直流电源地
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关键字:帝尔位移传感器 TR位移传感器 ASM位移传感器 TEMPOSONICS 巴鲁夫位移传感器 BALLUFF位移传感器 MTS 传感器 MTS 位移传感器 mts传感器 mts位移传感器 盾构机位移传感器 液压机位移传感器 绝对式位移传感器 绝对位移传感器 磁致伸缩式传感器 长度传感器 位置传感器 行程传感器 磁致伸缩位移传感器 直线编码器 线性位移传感器 直线位移传感器 位移传感器 |
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