You need to enable JavaScript to run Flux.
zhangg
ESPRSSO32 Smart Scale AI Auto Layout [Example]
Log In
Sign Up
New Thread
Chat
How can I help you?
Prompt suggestions
Explain project
Write a project description
Find schematic issues
Agent
Chat
Sign up to send
Files
Schematic
Layout
3D View
10+
10+
4
PP5V0
PG_PP5V0
C26
Capacitance
4.7µF
C15
Capacitance
1uF
SPI_SCK
VOS
C28
Capacitance
.1uF
SPI_MISO
PP12V0
SPI_MOSI
SPI_CS
C31
Capacitance
.1uF
VOS
PP3V3
C25
Capacitance
22uF
R7
Resistance
100kΩ
R8
Resistance
953kΩ
R6
Resistance
180kΩ
C29
Capacitance
10uF
U3
Manufacturer Part Number
TPS62130ARGTR
J2
C27
Capacitance
10uF
C30
Capacitance
10uF
L3
Inductance
2.2uH
Project
ESPRSSO32 Smart Scale AI Auto Layout [Example]
![Schematic of ESPRSSO32 Smart Scale AI Auto Layout [Example]](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAukAAAM5CAIAAAA17zjHAAAAAXNSR0IArs4c6QAAIABJREFUeJzs3XlYU2faP/DnZE9YAoqAG3UhroBK4tKi1talErW21rWuU0XQqsxMO2/rzDvtdN73nakztf2B1oJbrTqtC+41WLeqdUMSF0Bc4gqIChgIayDL+f3xlNPIorIlBL6fy8vr5OQk5z4QkjvPcj+Ml1xOAAAAGptarVYoFDExMXV61LJly0798kubNm2OHztG9+Tk5vq2a0e3R44cybJsr96913z9dZW77B09duyDDz5IuXIlYdeuH77/PiEh4cUDiI6O1uv1Go2mTmE73arVq2NjYvR6vbMDcQSeswMAAAD4zRtjx16+dCk6Oprbw7Is3Rg9evSxY8eOHz++5uuvQ0NDCSErVqwQiUTVnyQ7O/vK5cssy+7cscNqtTowfHAEgbMDAAAA+M04tZoQMvHNN7k9fr6+dOPIkSPczosXLxJCVn7xBbdn5cqVgwYNysnNfWfSpDmzZ9Od27Ztc2Ds4CDIXQAAoCX44IMPnB0COAj6jAAAAMCVIHcBAAD4VXR0dKBCEa5W2w+4geYGfUYAANBUAhUK10oCAhUKbsO1Im9VkLsAAECTcLlpxorKxIVyrfnGer3etQJuCAb1XQAAACjaZ0QIuaXX17UyDTgMchcAAIDf0NaX1tOG4YqQuwAAAIArwTwjAAAAcCXIXQAAAMCVIHcBAAAAV4LcBQAAAFwJchcAAABwJchdAAAAwJUgdwEAAABXgtwFAAAAXAlyFwAAAHAlyF0AAADAlSB3AQAAAFeC3AUAAABcCXIXgJZMpVKpVCpnRwEA0JiQuwC0cJFRUc4OAQCgMSF3AQAAAFeC3AUAAABcCXIXAAAAcCXIXQAAAMCVIHcBAAAAV4LcBQAAAFwJchcAAABwJchdAAAAwJUgdwEAAABXInB2AAAArYJKpVq7bl29Hx46YECjhgPgwpC7AAA4glarXRgRUdu9dOmG+Lg4xwYF4JKQuwAAOIhWq63trkhCtFrtMw4AAA7GuwAAAIArQe4CAAAArgS5CwAAALgS5C4AAADgSpC7AAAAgCtB7gIAAACuBLkLAAAAuBLkLgAAAOBKkLsAAACAK0HuAgCNbMaMGatWrUq/dm39+vWEEIlE8o9//vPipUt3792jB6xdu3ZnQsK58+cJIatWreIeOHbsWELI45ycgxpNwq5dzrsCAGjWkLsAQCO7evXq0qVL+/TuPXrMGEKIxWL5evXq0AEDPvzww/DwcFoaf8rkyS8PGUII+eWXX7p3704IOXzkyLFjxxiGeeutt8ap1d26dXP2dQBAM4XcBQAamdFolEqlQqFQKpUSQliW9fHxYRjm008/PX78OCFEIpX26tXr8OHDhJAdO3acO3eOEFJQUGA2m3v07Hn+3DlCyJ49e5x9HQDQTGEtRgBoZD4+Pr169bp27Zpvu3aEEIFA8Prrr5stlpDgYHpAbEwMIUTRowe9+fOJEwsWLJgxfTohpLSkhM/nWywWLy8vp14EADRfaHcBgEY2d968n376KSMjg96UyWSxsbHpV69yB2zYuJEQ4iaT0ZvTpk5dumyZ1WolhGRmZh7UaNq2bTt79mwnhQ8AzR3aXQCgkS1butT+Zn5+fpUD5r/33t///nc/Pz9uz1sTJ3Lb//2Xv3wTF+dvdy8AgD3kLgDgBJ988on9zbt373LbycnJU6dMcUZQAOAa0GcEAOB8aampzg4BoM74fL5Tzot2l5Zj6bJlKpWKuxlcOS7ShaQ+/fZ99uzZ+Lg454UD4FCZlSOEABwvIiIiISEhMDAwOTm5R48eo8eM4fP5//3f/01H3L/66qsnT560P37J0qVdu3bVJif36t37008+YRhm4sSJZ86e7datW9L5800dLXKXliMkJCQlJSU1JcXZgTSO4JAQlUoV7+wwoBGp1eoa92s0GofHAgC/YRjmxIkT+fn5ly5dIoTk5uZ+vXo1IeTxo0dDhw49ffq0b7XxZx999FHnTp0IIUOGDCGEeHh4HD16tLi42FxR4YCAkbu0KKkpKSktKHdxdgjQyBQKRaBCUX0/chcA52JZtqioaNKkSfv376epzIwZMzw8PP76ySc0QWGqPeTKlSt04/z584SQwsLCwMDA/v3773JIRWyMdwEAAGjtHj16tHv37lGjRhFCeHz+tWvX1q5dSxOXGnHDEgYMGEA3bt26lZCQMG3aNAdEi9wFAACgVWMYpkePHrT5hBDSLyTk8uXL9geYLZYqD9m+ffucOXP69eu3MDKSECKVSv3btyeEGKrVRGgK6DMCAABo1ViWvXnzJp0hQQg5duxYlQP27N7N4/O3btkikUq//fbbA/v3/9ef/iQUCj08PBZFRRFCysrKysrKCCGHf/rJAQEjdwEAAIDnsFmt7777rv0es9lsMBicEgz6jABaOLFY7OwQAAAakxNyl4CAAMefFKB1MhqNRqPR2VEAADQmh/YZBQcHr9+w4bPPPtu2ffsrL79MCLl3/36Xl14ihAwcNCj5wgVCyOzZszt27Lj4/fcDOnd2ZGwA0NRiYmLohlqtVigU3E0AaLYUCkWNlZk0Go1er3dGRMTRucux48dphb7cnBy650FW1kcff7zi888HqlQ0dzl48KDBYPj8888TDx0KHzvWkeEBAACAvdrKMjmXE/qMgoKCGObXOjc5ubkV5eVz5sypqFaJLzQ01PGxAQAAQDPnhNwlLS3N3d2dbr/yyitfffWVm5sbr3I9J4lUSueanzxxwvGxAdRPZFTUxUuXLl66tG79+obsAQCA53Jo7jI0LOx8UlJAQIDZbKZ7aAH7b775JjIyku7p0L69Uql89Pjx1KlTHRkbQL2pVKrIyMj4+PiFERGEkHXr11fZExkV9dxjkL4AALwgh453uXnz5pDBg6VSaUblcqmjR42iG8rKHiKtVksI8fP1dWRgwLIsTSh5PJ5AgKo/dRMZFRUfH0+XvNYuWHDx0qW169ZV2UMiI597TGRUFNbNBgB4Lif0GdHSe9DUysvLWZbt1KkTIaS4uNhsNufm5tpsNnqv2WwePGTI22+//dbbb9NptLNmz545a1ZRUZHVapVIJE+ePDEYDEVFRUOHDXtn8uTeffrUL4zi4uJhw4YNGzbMYDDk5+cbDIZHjx7l5ubm5uY+evSIO8xoNPbu06e8vLyRrr6e1Gr1qtWro6OjFXUZm6ZUKnVaLXczPj6eEFK/PY0buUKhWBYdTQiJjo6u8VEKhSI6Opo+sCFnr2uo4Wp1YC2TFxqRs66uHi8hAFfBsqzFYjGZTM4NA9+wn8W57z56vV6lUtX74SaTqUOHDj179szMzAxVKvv27btl8+by8nKpVEpffyUlJRqNZsyYMUqlMlSpXBsfz/B43bp3Jyw7esyY5ORkg8GQ/eDBRZ0uIyPjzYkT+/Xvf+XpFS5eRElJCSFk586dw199lRaN7tO7d4HR2M7H58cff+QOKysr4/N43bp1e/Dggf3D6/oTaEgtE7VaTYfTByoUtf3q5XJ5lT1KlYprL6R0Wi2JjHz2HkKITqerskelUumqXe+LXJFCoQhXq2nky6KjY+2mItMNmihUn9Bof8k1HtAUwiujohtNd1LHX11tvwiA5qxnz543btyg2zwer1evXoWFhVlZWdyCi7cq/3YCFYpNmzblGwwCgSA3N5fuDOnXb/LkyZ/89a/0pkAgsFgshBCRSFR9Fk5jQe5Sq1WrVzs3ALlcHhQUVKeH7Nyxg9sWi8WZmZkjR44khPTp3VsgEAwdOvT06dP0XpZly0pL+/XvL5XJ0tPTQ5VKk8k0Y8aM9PT0vCdPCCEDBw4sNBoTEhIsFovNZtu9a9ey6Oh65C4ymSwzM3PwkCHnz5+vKC9ftHixUCj08/en2RVNpAghbm5uXbp2FQgE9rmLUqlcu27di58rLS2tseqwhavV4TXtf5FfilarrdKIUn1PfFwciYqy36PTaiMjI6tf75kzZ+oa/LKamhlqu6IXP6ApOOykTrm6Gn8Rz4CCN+B40dHRMTExbdq0odX9//Lf/73i888jIiI8PDw+//zzmTNnfvzxx/RI2o6bm5NjNBoLCwtHjRp19OjRP/zhD0eOHPnkr3/NyMwM6NzZz8/vu82bx77xRkpqakjlQtNNwWm5S42tuHq9XqPROCOcmsXGxDix9k5dVRnsKRKJDAYDYRiaJWzYsEEqlXIzvGw2W7t27YqKi2NjYmhbAsMwt27f5vP5ffv2JYRcSEoaNHgwy7ISicRmswUFBRUVFdUjKqvNlpGR4e7hoVarNQcP8ng8bXKym7t7r1697GvVi0Si7OzsKkNtdDpdxIIF9f151Bnty6Dbt/T6hnyQVB+28tw9Wq02tHIp+bqqLXL7/TW+mO0PSNRoHPPXZ/+toEn/xBx/dY34EgJwDJZlCSHcskQH9u+vqKj4+uuvH2Rnf/7559WPt1gs9K376NGjhJDlf/7zV199RQgJ6NxZIBA8efLk+vXrX6xc2aSJizNzl2ZY66aF4fF4fD7/3t27dGnQqdOm3blz5/q1a/RlZ7VapVLpgQMH5HK5VCrdv2/fkiVLHufkHNi/v11eXl5u7qVLl17q0sVmsxUWFkYsXCgUCjdu2ODl5VXXMExlZZ1DQu7fv5984YJUKq2oqNDpdOXl5W3btJHJZNxhYrH45+PHfXx8GvvHUAf0sy1crXbYp3hjqS1yjUZDO7/0en2NKQI9IFChcOQlx8bE0N6cxCauy+n4q3PdlxC0WrGxsSNGjPD29t6zZw8hZN7vfjdhwgSTydSxQ4caj3/48KFcLl+6dOm3335bXFxsf5fFYhEIBP369Tt37lxTh421GFsyiURy4sQJhmHy8/MPJSbe0utFIhG9y83N7fDhwz4+PlKplGXZ/Pz8LVu2HEpMlEgkRqPx7t273t7eh3/6yd3dvbi4+Ifvv9/2ww/2qcaL8/PzS09PLy4uNplMIpFo965dnp6ebdu2PXLkiP1hNptNIBAUFhY20qXXE/28caHGNk5tkcfExMTExDzjc5Te5cgPWppI3XJII6vjr851X0LQCvH5fB6Pd+LECY1G4+npSQh5mJ3dvVu3vrVMzsjNzfX39zcajatWrXpv/nyar9C7/P39CSEMj7dn9+4/L1++adOmJo0cuUtLJpVKacLB5/OFQiGfz+cqGjMMIxQK6U2GYaRSqUQikclkYrFYKpWKxWKRSCQWi/l8vru7u7u7u0gk4vKeOmEYxs3Nzd3dnQbA/S8UCu0P4/F4bm5u3PAXAABoalar9dVXX5XL5V27dqVfHbdu3VrbwU+ePBEKBLm5uYGBgd7e3rTPqEP79jm5uUeOHl26dCkhxGa13r59mxCycuXKwYMHN13kGKsLAADQSv3888/28xmrzPSkA3X/66OPVCrV7Vu3zp07Z7Vab926RQjJz8+nx9BlCimr1Xrw4EFCSGpqapOGjdwFAAAAavWvFSu4eUb79+93djgEuQu0fB988EFiYqKHh0dSUlJISAhdhmL7jh3Tpk4lhISFhdVjEjIAQHUqlUrZgKJc9aDTan0dW4a+qUtKviCn5S72tW64mxjgBo0uLS0tPT2dDvpJSUkJCAgoLy/38vKSSqUDBgxITk52doAA0EIoVaqGFBStB4ldpQkHuKXXN5OC0U7LXbjKB9HR0c2trAu0JDqdbkBoaFpqKl2w6Q9//KNUItm/f//i99/38vI6e/asswMEgBYiPi6uQUt7NEv2VYvsObf+GeYZQQuXl5d36eLFkH796M2MjAwvb+/UlBSj0cjNugIAABeC8S7Qwg0aNOjChQsPHz7k8fk2q/XO7dspV67odLrbt28PHTrU2dEBAECdIXeBFu7ChQs8Hi+7cuLfvn376EZJScn27dudGhoAANQH+oyg5bPZbM4OAQAAGg3aXVosq9VqtVoJIUKh0GKx0AW3BAIBj8ej629xtZx5PB7LsmazWSAQ0P8ZhqFjQXg8Hn0sj8djGKbKWokvEgPNG3g8HpdA0CdnWZY+m81ms1gsVquVYRixWIwxKK1B54CAoCZeqo2Sy+VhYWEOOJG9sLCw75q4IDpAK4d2lxooFAq61O2y6OhmMpe9HioqKl5//fXBgwezLOvp6Tlz1qxZs2ebTCZ6r9lsfmfy5JmzZs2cNaugoMDPz2/uvHkzZ80qLCz08PR8feTIwsJCk8lUUlISEhIye86cGe++W1ZWVtcYSkpKpk2b9ubEiVar9aUuXYxGo0AgKCgoMBqNbOUxLMsqFIq58+bNmTu3fktVN5aW8XsHAGjxmkW7i0KhaFYfFfbz12ucG+YYnQMCGvJwq9V69uzZcePH63S6bt26Xb58+Vp6Om10odKvXj1z5swrYWHhanWXLl2+WbNGKpV2DwwUCgTt27ef+NZbmRkZaWlpd+/dO3nypE+7drNmzeIGi7ygioqK/Pz83bt3Dx4y5JZeP2TIEEWPHsVFRT7t2sXHxdGSSjabzWAwrIqNXbJ0aZWHK5XKyKioFz9dA8s0Vfm9Y94+AIBerycaDX2HpKuyOzsi0lxyl8DmUeumNs4qxaPX69+eNOnFj1cqlTt37OBuisXiR48e0dUN9Xp9VlbWkqVLN27YQO9lWdZTLl+6bBkh5Js1axYtXmyz2d56++38/PzU1FSb1dre31/A59M1KUQikbGgQCyR1PUSZDLZqVOnJk+ZcujQoeKioolvvcXabDI/P5vNJql8Nj6ff+/evU6dOzOEVF/usU6Fnvx8fblVOeqhmb8Om4hcLpfL5SqVSqvVOjsWAGguRowYkZaWlpeXp9frc3NzQ0NDMzMzL1+5cvLECa5AuT2BQMCNQ5BIJLSNXygUHjl6dNOmTZu+/ZbeNWz48NKSEp1ORwjp3bv3tWvX6hdes8hdEjWaZvUdV61Wcx9jzo2tTqdet369/U2hUEiHmLAsO2rUqO+//95+1KrZbO7cufP1a9dOnTrl7e1Nh6FcvnTJbDYrQ0MZHm/fvn0T33qLZVk3mayiomLSpEn6mzfrGr/VapXJZAf27x8zZkxiYiLDMD8ePCiXy0eMGMENnWEYxmq1jhw5cu3atVVyF51OF7FgQV1PWm/2JZiayXcLxwgKCnJ2CADQjPz5z3/+xz/+wePxZDJZaWnpokWLVqxYERwc/PWaNUPDwt4YO7ZK7tKvX7+33nrrs88+ox89ly9f7tWrFyHkfkZGh/btZ8+e/c7kybsSEgICAi4kJZWXl48eM+bI4cMjXnvNtXOX5kaj0egrKx83q6SqrmQyWfKFCzwe7z//+U9ERIT+5k375ODIkSOPHj4UCoU8Hm/N11/PnTfPZrNt/u6727dvC4XCioqKH3/8kS4WOm369PSrV+/duyeTyeoUAMMweXl5LMsmJCR4eHhkZGQ8fvz4wYMHIpHIvvfKx8dHf/NmWx+ffIOhUX8AdUN/78uio5tbMg0A4EgVFRX0u25paSkh5PCRIzab7e7du717967x+IKCgitXrvD5fKvVOnTo0PNJSfTrdNcuXQghW7ZsycnN3ZWQUGYytW/f/t69e0cOH25ghMhdaqbX61vA4koymezmzZtCodDLy2v79u08Ho/rqZHJZEWFhe7u7rR1xMvLa++ePTwer02bNnQSkJubW1Fhoaenp8ViOXb0KKmpQ+e5JBIJn8+XyWRisZjP519ISvL29mZZNisri3s2hmFsNpter7dYLG5ubo39M6gbPdbVAoBW74svvggICHj99dc3bdpECHlr4sRvv/2WEDJk8ODaHuLl5bV8+fIvv/zSz8/PYDAQQtq3b19eXm5/TG5OToFQuCAiYu/evXm5uQ2JEPOMWjKBQCAUCml+wOfz7acf83g8Pp/P4/HoBj2Sz+fTndz/dDwKVdcJ0jQA2iVEN+hEa14l7jB6OpFIRM8IAABO1LZt24yMjE2bNqkGDiSEdO3WLSQ4+LURI8aGh9d4PJ/Pv3LlytX09GXLlv3888/BwcGEkI8/+ujDDz+kB9y+fZsQ0qFDB7PZvH7dunfffbeBESJ3AQAAgN/4+vp6eXl16NBBm5xMCFkbH0+/A/fo0YMQUl5Za4NjsVgsFsu+vXsf5+S4ubkdSkwkhKSlpU2ePDkmNvZxTs7LQ4YQQrKzszsHBHjK5Tu2byeEVGmVqRP0GQEAAMBv6BDagoICevPUqVOEEDqrgxASGxtLCOnRo8f0GTPy8/NXxcZmZGTQu77duJEQsnLlSnpzyJAhhJDoZcu4Z87MyCCEFBqNhBBu3ms9IHcBaI1UKpVSpVKpVEqlMj4+HhOkARpOpVLVqSRVw6WlpjrydISQ6OhobttYUMBjGPs9DuP83CUoONjUgIYjAHhx9I01MjKSTkHXarWOnIUO0OI5/mtAZmWbhwM0n3kMzs9dAMBhaEMLIWRhRIRT3mcBWjCtVtva/qZqrN3qgBQHuQtAKxKxYAHtLYqMiqJJjE6ni4+La21vuADQcAqFYllNHUaxMTFNnb4gdwFoXehXw/jK9RYio6LWrlvHdSHpWt8XRwBwOchdAFopmqNoFyzgxhiqVCpuKExjNcasW7+eNvBUd/HSpeo7QwcMqN+JIqOiaPAveKKFERENv8Aan5kQQtPBKuLj4+Pj4hp4RgBA7gIA5NfGmAULVJV9SUqlUtlIqzM67NNap9UurEvAjXJ1dNiQI88IAMhdAOCpyUd0vnQj9hw57APbKZkB0hEAp0Du0mJZrVar1cqyrFgspnUPbTabQCCgxfjNZjNdGYBlWZvNRtfQ4srz06XMGYapxzoAVWKgK1fzeDyr1UpPR5cmYFmWrldAV/yiZxQKhfYLF0DTsa/v8mt3Bno0AMBFIHdpscrLy8PDw4uLi7Varc1mKy0rGzly5OlffqGpTHl5+Vtvv/2frVs7d+7cpUsXkUjUp29fQsg3a9ZYrdaIhQuLCgv37t3r4eHRkGSirKxs5qxZRUVFWq223GTKzMz09vZu27atwWDo27fvtWvXaDZTXl4+d948WpPR6csxtmzVm1gwyQgAGoJl2QcPHkil0rZt29pX421SLT93od8vHXnGxqoU1DkgoIHPkJSU9MbYsTqdzmg0Tp8x49HDh1wiIhQK27Rp07Vbt/Hjx69buzZi4cLv//Of/Pz895csifvmm7t37hw/frxnz555eXkNCaCioqKivHznjh2BgYEPHjx48803PTw9JWKxUCTau2ePzWajqzMajcZr6eldunZlWdb+4Uqlsk5FKguNRqPR2JCAa6RQKGqsYWCv4b+suqpfG4l9QwumFAFAjYKDg/sGBelv3tTpdISQ//vHPyZPniyXy/39/AghEyZMOHDgAK3jkqjREEJKS0uTkpKCQ0IkYnFqauqkSZPoHGmGYViWDQwMHDhwYGZm5unTp+mK0zf1ekKIb7t29Y7QcbmL6pkJRG33Nvy9lTaMN/BJ6iQoKOhWY0xt1+v13Cfii1yCUqncuWMHd1MkEmVkZIjFYrPZrFarBXy+t7e3yWQSiUS0byjn8eN+/fplZmbSjEEgEEgkErpx/fr1d999d/fu3Q1sBZFKpT/88MOkSZMuX74sEok6dupks1oJwzAMk5ub6+HhQQ9zc3Oz2WxSqZT2W9l77oXbv0IUCkXDc5dben2VygRqtTpQoXj27zQoOLiB560rXb3G0nL1XZpiSlGNnjHPqEZNMc+oRk06z6hG6JUDV9F/wIAtmzcTQuRyudFovH/vXs8ePRiGSUlNDQkOHhAaSnMXQohGo6ELBfTr1y8mJoYQMnjw4PETJmzYsEEoFHbv3v369eujx4z5Zs0auo50dnb2Tb2eZi05ubn1Tl8cl7vUOGmQUiqVpJY3nXq/kXHi4+LiG/gUdRQdHa3RaBq3Ms+LXMK69evtbwoEAjrWhGXZtKtXXx0+XCwWc8mBQCDYtm3b+++/v3nzZqlUSgh58uRJ7969jQUF3t7eFotlz549I0eNOn/uXEPCLi4uDgkJ2bNnj1qtzszMLC8v1xw8KJVKx40fLxKJaCMQHROTk5PTrayMBszR6XTNpGJ9okZD/0RbAK6+Czc1OjIqaq1S2UT1XWr8tKbJU+N+kNc4z0ipUkVGRtY4G6jp5hmtXbeONms1xRkBHCA/P18qlZaVldFvg/fu3SOEyGSyoqKiGo/Pzc318vb28vIqKCjo2LEjba2h7S6EkPv37nl4eBQVFWVnZ7dt2/br1avpvVu3bq13hI7LXRqehUBdubm5nT93TigU5uXmfv/99wKBgA52ofz9/W/q9WazWSKRxMbELIuOtlqtdBVQhmFsNtuhxES5XN6Q8S5ubm7p6ekikWjv3r1SqVSn0+Xn5+fk5Fy6dInP5/P5fJpalZWVvfb66yzLymSyRrp0eCF0ajSxq1PX6I0xNT4J7cZt3M/yWp8tMrLpkobanhn9ceDSfjxwgGEYrm9IPW6cUqk8efJk2Cuv1Hi8WCzOy8uLiY09cOBAdnb2K2Fh9vfSL34TJkz48ccf6eQMur8h8zJ4DXgsNGssy0ql0jt37hBCJBKJXC6XyWS0iYXey7JsypUrcrmcEOLr67t927adO3Z4enpKJBJvb29fX193d3c6KaneRCJR20qenp4PsrI8PDzatGlz4/p1iURCn1wgEPj6+v7w/ffbfvjBPrUCR9JWio+Pp02hDh4lBgDNh5+/P8uyBw4cCAkJIYQ8zM7+5z//efbs2dqOFwgERw4fPrB/f2Bg4P1794YOHUr305b+rl27EkIOHDgwdOjQJ0+eLF22jN47c9asekfY8sfqtlrVZzjbt6DYb9P2D26nSCSyWCwWi4Wbw1xvtN+qvLycPlVtTTgNzJCggapMPsKwDIBWLufxYzrGICUlhRCyZs0a+3tTrlyhG1xxjVu3bxcXFyckJLRr1y43N/e//vQnWokjKyuLEHL37l2JRGK1Wn/55RdCSHt//8ysLIvF4hpjdTnPnfiD902Apob6LgBQG1q6grtZZZjL3r176QY3gDIRPSPbAAAgAElEQVQrM/PfX3zx++jo3NxcQsipU6fo/tLSUrphMpm4h1ut1s6dOjUwQifkLs+d+FO/CRQA8FzV67s0k9HQAODSuPZ7x3BC7uL4iT8AwOFG42I8KUDjohP3HHnGtNRUR57u2aKjox12rl9zl4CAgI4dO547d44QMmXKlK/XrLFare39/e0P/ec//7l8+XJ3d/czZ8+2bdu2U8eODovSJajVavttOkdaX61YCIATxcfF0bm7kVFRtGxBU9d3AWhVHP+n1FjVUOtBoVAE2tXt5LYTm76ixK+5S1ZW1ssvv0xzF7FE4tuu3eDBg8VicXl5+fUbN3r17EkImTJ16vLly+/cvevbrl2vXr3GT5jwY2V1GiCEhNvlLr/9Fhu70Au4NFUt/aF13d8Q9Am5qdH29V1ocoM8BqB+tK2sLVOhUCyrqa3FAV/af81dbDbbe/Pnb9++nRCydcsWQkhMTMyQIUMIIW3atCGEzJ07t3+/fnRJP0LI9evXlyxd2sDcpUotNVr0syFPCNCc0Qqz1Qsd1XV/I7Kv70IHoqExBgCav9/Gu7Szm600IDQ0dtUquq0MDR03fryXt3dxcbH9NFerxdLAc+OdEVqV2krj13V/U/j1+2JU1K/FXZRKJYbMA0Bz9VvuwtXYEIlEISEh323aRG9mZma+M3nyL5VTnmgG84c//IGuXNAQmJAJrQedW6fT6SKjouxf+SqVinbW1LifrkbZ1H8pNS4u3aRnBABoiN9yl6jKFYXGjRt3NS0tICCgoKCgsLCQEHLyxIlLlUuOKQIDH2Rnnzt79quvvnJSzACuJzIqis7sqb6/xjZIup9WuW1SdFHG+Pj4RlmbEADAAX6rZ3r+/Hm6sWfPHq1Wm5GRQRMXQsilp9dK7dihw+TJkx0bJ9SZzWYzGo20plBZWZnBYKBtZhTLsgUFBQaDwWAwlJaWGgyGioqKoqKisrKyxg2jvLzcYDAYjcaSkhKbzVZUVKRUKllCzGaz/WEVFRUGg6FxT90oFHaj6BuIzvGpvtbxM/ZzzSFNDfOlAcCFoBZ7i1VaWjp9+vTRY8YQQubMnTt7zpz35s+vqKig91qt1oWRkT4+PkKhsKysLGrRIqPRaDKZGr08f0lJyXvz50+ZOvV3771XUFAwf8GC/Pz8adOmWezGS9lsNj8/vwXNb6Q2HUUfqFCEq9UNKV3Ala/VVs5Ptt/PzU2ovp+mL8+u5QgA0No4fz0jtVrdiF9tnehWTVPCFApFvT/z5HJ554CAFz9eqVTu3LGDu8nn8+/fv9+7Tx/6DX7Cm2/yeLwqKwr16tUrJyfn5s2bhJCIhQsTNRr7OtCN5fQvv9y4cWPR4sVubm42m+38+fN9g4IqKirowpA2my0nJ2fCm29ev36dZVn7CJVKZfXJaM+QkZFRaDQ2YuRVShc841dpqunnZt+YwXUYVekG4haLf8b+yKgoZbVGEYmLr1vpsKIUaWlpjjmRE88I4BR6vT42JoZ+0oWr1bGVo2AdUBlEUKWomj1N05eX4drkUQSlupycHPubz13Xt8q0FLFY/PPPPwcFB9NWlkuXLqnVam7xcdptdPz4cTo6mxCS/eDBuPHjd+/a1djXQUaMGDHitddWr1rl7e3NMEzXrl1ZluUWwjCbzZGRkeUVFd26dTt79qyXlxf3wBoHiFSnszvG19e3gdFWeUHapy/PeJVWzzLpOBI6wzkyKsr+QiIjI3/tD3p6HG6N++Pj4khNlTqrB+NChRAzMzIck3sZjUZjo6azzfakAE7BveeEO/ZzXFC9NB7HMbkLvXiHnct1PfdTvErPAo/HEwgELMtWVFS8O3Mmn8er0u7CMMzAQYNsViv9mpiYmLho8eKmiDw5OTkpKalt27ZFRUUMw2RlZRmePOE6p/h8fnx8/PDhw9v6+LAsW+Wxjp/wQlN57gUZHR1N/zoSNZo6vUrjCblYOVBMqVTa5yLcEBb7dLO2/ZiRBwBQhfP7jFzO4SNH9Hr9ayNG/P73vz98+PBf/vIXkUgUqFB06tTp1eHDCSGbNm3y8PTcvm3bjh071qxZs3jxYkJIalpacFBQ9+7dR40a9ebEiQvmz3/48GFThyqVSg8ePCgUCrds3vz6yJEnNm/mmiUEAsHRI0d4PB5NFr7duJHP58fGxIhEIlqNsLHw+fykpCR/f39a5zA2Jmby5MmnTp1yc3PjIvHz8zt37pzVarVvdGkmYmJiFApF/b5P0O4e2ixkn3rSmdI6rbZKw1Jt+wEAwB5ylzrT6/XvL15MCMnJzfVt1y4zM3Pz5s30Jv0k/uijjx4/fkwPnjxlCs1d6KfyjwcP9u7VKz4+/vSZM0PDwpo6VJlMVlpSwjCMv79/+tWrVfpTuHk93t7eTReDXC6Xy+XcTX9//9OnT/N4PPtBwQzDtG3btuliaKAGNoTS2dH2e7Raraqm1dSrjNh1DKPReObMGUeeEQCggZC71Jk2OXn48OEfffzxokWLCCE3b95UqVQjR45MOn+eDiLx8vKaMGFCwEsvffLXv86fP3/e7353S68f0L8/IYT7hO7UqZOzrwOaXHxcHO02WhgRYb+fmxFdfT8tyV9lvwOgmQcAXAjmSNcZj8//5ZdfxqnVuxISaEPL5cuXV6xYMWHCBEKIRCK5cePG+vXro6KiCCEH9u/39vYOV6vz8vKIXVGTRi+jAs1ZlcyAu/mC+wEAwB5ylzrzksvth5R+9f/+n32pEj8/v969e/fs2fPatWt0T9L58wX5+XR71syZc+fO3ZmQMG/uXIcHDk3u6zVruG06oCc+Pr5KhxHF7a/SYVfb8QAAwEGfUZ2tXLnS/ubAp0ct3Llzh846puN2CSFnz549e/Ys3f7555/79+9/6NAhbkAMtCT+/v5/+q//+ve//kUI8fD0LCkpiY+L48q2DB48WKFQbN26lXYn0f2bvvtuxvTppaWl9Bj741sqtVodrlbTOVwNXxbtGWhpQXoijUbjKhPIwXVFRkU5phA2p1kNVlu1erXDziWwnw6qUCgUCgWmKzccV762usuXLzs2FnghXI3EQIXill5Py9DVdfb+gwcPBg0a9Pbbbx87doxORv/zX/5y88aNyVOmTJ82rbCo6NGjR/bHb9i48dixYyaTqdEvp9miNazodqBCoVarmy6lUNudqGUUwIRmTqfVLnR4h2/rLCYksJ9GgTJx0GrZVzmqsdzRixg+fPhAleqPH3zg5uZ27NgxQkiXLl1sVitdVSr7wQM/Pz/uYIlEcuLEiTt37nTv3r3V/tGFq9XhLetEVKv9hbZyGKnmMOgzAmg0HTp0MJvNKz7//OLFizqd7uHDh48ePlyxYgWtNWcymUIHDDjx88/0YJPJlJqSMmHChOvXr7eejzq9Xn9Lr+eyw9iYmCZtd+HaeOpaWhAAmjPkLgCNZuuWLXRj1KhRdNXuf/3rX7169aKjucvLy5cuW/bll19yx1++fPny5cuNvv5lMxcTE8N1yTVp0kaTlXC1GokLQAvTut40AZrUH//4R7phMBjomKfi4uJr165xg5y6dulS/VH2i0y1EjRlcUA+4bATAYAjIXcBAAAAV/Jb7kInGdGR/w47vVqtplMAmtssALVaHR0dTVu2XVRFRUVubi5hGLPZXFpaOnXaND9/f64mnsVikcvloUplSL9+BoPBYDDk5+fn5+ebTCaxWFxYWPjGG2+UlpYaDAaunl69FRQUDHn55aCgoPbt27/00kuPHj168uSJ/eSavLy8kSNHvjpiBLdMATgM/dNz5F89AEAD/Za7LKtcLzdcrXbMGxk3WzKwsgxDM0GH+AU6PJNrXOXl5SNGjBg2bJjNZlOr1ceOHn311VetViu912azKXr0MDx50rNHj86dO0ctWuTn5zdy5Mg3xo4d8vLLLMvKvbw6depks9nChg5tYCQ2m62stPTo0aNXrlzp06cPj8ebPXu2fe7i4eHx4MGDK5cvCwROG4BFx5BW+dfih9BGR0fTv0GH/dUDADScoMZiMuF24/MdxpFlbV6cU34UlFwuDwoKqtNDdu7YwW0LBAK9Xj+xb1+GYXbs2CEWi0c+ffCjhw9LSkoYhhFLJBaLpW/fvi916fLNmjXTpk/n8/l0wKmPj09pSUkDL4RhmO6BgWo+X6PRSKXS0aNHl5aV2acpQqGQx+ONHjNm07ff2j9QqVTS9YBeUFpaWuOWOgi0K0bS4jW3tk8AgNoIYivrWtq3fCQ6pAal4ukPBsec9EXYB3arjtXJGlH1n0b1lYftVVl/WCQSZWdnMwzD5/OFQuHUqVO/3biRm9Jis9l8/fwsFktsbKxcLl/z9ddRUVHJycm0RD1d9GDr1q3vvvtuVlZWAy9EKBQK+Pzk5GSRSFRaWnry5EmFQlFcXOzu7k4P6Nat2+nTp4OCg33atSurrDBLCNHpdPFxcc945urVFPABXCcKJyVnnQMCgoKDm/QU9JVg/z/KrgC0GALujzk2JoaOPnHYfEJ6avrW2awmMer1ejr0p1lF9dzCR1UqUfP5fIZhDAYDn8/v0qWLXq83mUwMw8hkMpq7dOrUad3atXK5XCqVSqVSi8VyLT3dw8ODjoahk2WuXLkiFAobGLbZbE5NTS0pKfH29hYIhUOGDOnZq5f9p0h2dvbbkyYRQh5kZbVp0+bFL7m6Kh9Onp6eJpOJK3M8fvx4Ly8vWpW/uo4dOz548IC76e7ubrXZaC7l7+/PFwhsVuvDhw9rfOzQoUNPnz5dp1Cbg2b7Um8g9dPNpdwXsyYtJwMADvPbeBdaa8HBzQwajeaWXt8M3zfpMiuu/jbn5ua2f98+lmUfPHiQkpIiFoulUim9SyqVJuzc2a5dO27P7t276fahxERPT8+NGzb4+PhcvXr1Ul16bWrk4eGRnJzs6enJMMyuhISUlJSEnTtpkkRVVFTs27t344YNXl5eDTyXvX9/8YVIJPr73/9OVxhJSU29fPnyjz/+eLDai83Hx+f1kSOLiouzHjyg/WWxsbEymWzx4sWff/45ISQ0NLR9+/YMw9B8aNiwYfSBGRkZhJCc3NwzZ87cuXu3EYN3GPqn19z+AAEAngFzpFsyiUQik8kYhnGvxGUqDMOIRCL7qmgikYiOQZFKpXw+393dXSAQiEQisVjcwDAEAgHXPSQWi0UikVAopCkCx8vLy93dvXGrtB08eDAvL+/jjz/+6yef0LaTrKysgoKCBfPnVzmysLDwxM8/FxqNE8aPXxARQVfQzMnJWfnFF+/Nn08Ikbm5lZaU5Obm0oN37d5NCHnvvffCwsIIIYcOHWJZdsqUKbRNCwAAmhRyF2ix3njjjWSt9n5GRqeOHQkhJSUlhJDw8HCacNiTSCRfr1lz+86dT//2NzrCpm9Q0Nlz5x5kZ/u2a0cIOXb0aHp6+slTpzw9PQkht27d4vP53bp3z8zMpEsw0uWK3CpTNAAAaDrIXaDFKi0pGahSvRQQQG+6ubkRQhITE33tFkSkJBLJF//+d/du3d6aOJHuYRjmlZdf7tihA72p6NGDELJy5coRr71GCHnl5ZfnzZvHjSPu378/IWTgoEGGJ08ceH0AAK0U1jOCFqvKmNyJb76ZdOHC5s2br1RW6Ofw+fzbt2/b79EcPGh/c9DAgZ4eHt988w1thiGEvDF27IYNG+i2RCJJ2LVr+PDh3L0AANB0kLtAi3X36cGz586dGzxoEHdz8uTJy5cvN5WXh73ySvXZQ2fPnrW/uXr1akKIfWoydcoUbvu1ESOaIHwAAKgZchdopRISEhISEpwdBTQJvV6vr6xcVWW/M8IBgEaG3AUAWhrkKAAtG8bqAgAAgCtBuwsANJV169crlcra7q1tsarQAQPqd7qVX345Tq1u07YtHZn0108++fe//kVX/Rw0aNCFCxfmz5/fu0+fOXPmYFQ1gEtD7gIATSViwQKHncvDw6Ntmza9evUihPTs2fPGjRteXl7fbd48bepUQgidGK/RaDZs2PDhBx/k5OYifQFwXU/1GTlggbTqgoKDO1dW4IBGxLKszWaz2Wx09SJum8PttFqt3F30Jn0st+cFz2iz2egijizLWiwWs9lcUVHBPo07KT3SPlqr1dpIlw51IJfLw8LCnr3Mp0sYOGjQli1b6BXduHGDEJKTk/P48ePDR454eHgUFRZyi4wSQq5du+bseAGg/jDepWbR0dF0CTfXXZfYZDJ17NhRoVDYbDaj0TjxrbfKysq4e81ms3rcuOkzZkyfMcNgMCh69Hj06NGjR4+6duv2Upcu+fn506dPLywsfPz4cbfu3V/kdIWFhX5+fsXFxSzLFhUVvTtz5syZMw0GQ9++fWluZLFYioqKhrz88vQZM5QqVandetGlpaUymcxsNjfNTwJahcyMDFoksFOnTm+++SYhZNy4cRs3bvzwww///j//I5FK6fIU9OCAzp2dHS8A1B/6jGoQHR0dWJmyLIuOjq1psqUDyOXyhjzcYrFkZGRMmDCBzrl4mJ3dsWPHgoICei/Lsrdu3bqo040bP16pVCqVyid5eYMGD7539277Dh3Sr14lDKNWq3/88Ud/P797z1tl0Gq1lpeXv/LKK9nZ2RaLZUFERHxcnEwm8/T09Pb2fnfmzPv37jEMc+jQoevXr+/ft29sePiw4cMv6nT04QzDjBs/PiUl5dLFi7T6Laeu7QFGo7GOP6caYJZKU3jur7Kua4ZXodfrP/r445UrV169epWumtmpU6crly+zLNuxY0cvuZwQQhfMYhgmLy+vIecCAOdC7vJ8y6KjnXJeuVxeXl5uv+cZwx6pnTt2cNtisdhoNHrK5QzDCIXCbt275xcU2OcuIqFw9uzZYolkz+7dL3XpMiA0lM/nJyUlvfX22/QtvkPHjuPGj8/LzX1uqBUVFR07dsx78mTkyJFHjx6lmZN63LirV6+aystZmy3gpZfyDQaGYViWlUgkx44eXbRoEZe7hISEsDabVCKxWCxVrnftunXPOK+u8hnsL/m50T5XbEwM0pfGpVKpnv2rjI+Pb2DuQosHfvq3v924fn3btm2EkDfGjKGdRFOnTBGJRISQgoKC3r17P3nyZODAgQ08FwA4EXKXGuj1eq7dJVGj0Wg0zo7ohaxbv97+pkgk4lIBsVhss1rtl242m80dOna8c+fOyZMnfXx8du7YERkZeebMGS8vL26My+pVq5YsWSIUCOjogWcwGo0jRoywWixCiYQueWiz2dJSU3NycsLCwkrLyjLu3+/dpw/Lsm4ymclkmjxlyrXr1+0fvmnTppKSkl69enHZFU1NHDnYk1q1erWDz9gaaLXaes8eqpPP/vY3bts+Aa2oqKA9m4WFhQ4IAwCaFHKXGmg0Gr1evyw62oUSlxpJpdLLly4xDMMwzMGDBx89emTfD/Xw4cMzp09LJBJCiL+/f25ublpamp+fX3FRkdVqtVgsPB5v/fr1nV9gZIBIJEpMTOTz+Waz2dfX97tNmxa//77hyZPU1FRtcvKlS5cqKiqEIhHLsnlPnsyfP//Ro0fnzp51r1x1OSUlZd68eQ8ePDh37pw7lmIGAIBnQu5SM/qNzdU7DmQyWVpamkgk4vF4RqPRfiiJm5tbypUrnp6etB+HYZgzZ874+/uzLKvT6by9vbf98EObNm0IIQaDwb7Bpkaenp42m43P5zMMQ/u5/rN1q81mk8vlt2/fpgnThaQkT09PU1nZvn37GIahORPl7+9/8OBBQggSFwdTqVRKlarhY00AABwJuUtLJhQK6QaPx6P9/RyGYapkJHR4I/2fNqW8+Im46Rv0XNx5X9xz0yNoRJFRUYSQyMhIOtAkPj7ewae2Fx8X57CzA0DLgNwFoBWJjIqyT1mckjdUmXDkuLwJAFoK5C4ArYhOq9WpVEqlkiYQOpXKwb1F8XFxSFYAoIGQuwC0IlqtVrtgAW38iIyKovOWdTodbYDBqBcAcAnIXQBaI/skRqlSRUZF0epBNI9BEgMAzZmj1wTo3LnzBx98wN3s1atXcnJycnIyLYZGCGnTps0Ah9SBAACaxMTHxUUsWLAwImJhRAQhZO26dRcvXao+qBYAoJlwaLvLJ59+mm8wfPnll7fv3OnerRshRJOYOGzo0IcPHw4fPvzEiROEkODg4JSUlDt37nTr1s2RsQG0cnSyNNf6okPTCwA0Vw7NXZYsWULXnZ8wfjzdc/369Q8+/PCPf/iDUqWiuUtqamp+fn63bt0uXrrkmEKcAK0W7TBSqVQ0ZXHi5CMAgBcnsC8kT9+/qpSWpxqlNDuPxwsNDfXz8/P29pbJZF27dfP39//7Z58tXrz42rVrY8aMOXPmDMMwf/vssyNHjgQEBDT8jABQnX19F51Op9VqHb/2AgBAvQnsB+U19QA9lmVzc3NTUlJCQkIuXrwoEAg6d+5syM+3sWxISEh8XFxJSUmbNm10Wq3+5s3vNm1q0mAAWqHmUN8FAKCBBI588/L387ty5cqGjRu1ycmEkPPnz2/fvv3mjRs3b9zYuHFjfn4+IaRzQMDbkyYtXLhwwoQJDgsM4EWo1erqO/V6fZW1I3g8Hl3Mshni6rtERkbqdDrH13cBAGg4h453sVqtQUFB9nuWvP8+3XjvvffoxtkzZ86eOePIqFoqlmVZlqVLOtOPUroOADeli97FrWdk/yh6k8fj0Zv2D3kRVquVPgM9L32GKmsO2G9bLBbujPYHNDfhNeUuRKOxz12+/vprP3//fiEhY9544+6dOzNnzszNzT18+DAh5I9//OOXX375zjvvdA8MXLRo0ZgxY/Q3bzr0AqrVd4mMilqrVKK+CwC4FkfPkQaHMZlMvXr16tOnDyHEv337WbNnT5k61Wq1cgfYbLYePXrk5+cXFxd37NgxNze3uLhYIpEMHTq0sLBw2vTpBQUFjx8/tl808UXYbLbx48cPGz585KhRRUVFU6dNe2fyZJrBGAyGgoKC3Nzcx48fW63WiooKur+kpKSsrCw4OJi2vTmLQqFYtXo1IWRZdLRCoajfk7wSFjb5nXcUCoWnhwchxMfH56OPP5bJZIQQLy8vQkhiYuK/Vqzo2qXLurVrG/sK6oCOcaFTo+Pj4miduouXLq1bv75KzX4AgOYGtemeRa1WO3Ep6ZycnIY83Gq1pqamvj1pUlpa2qhRo+K++SZq0SKuL4Nl2aKioj59+3bs2PGnn34aOmxYdnb21GnTNm7Y4OfvTxtOxrzxxoH9+339/LIyM+t0aolUum3bNponlZSU/PD990OGDElLSwsNDe3WvTuPYWRubnt276ZLNjIMYzabTSZTUFBQcnJylaeq6+eor69vnY63Z5+vLIuOjo2JqesziESiwz/9RAhp3749feUUFxefOX367Llzr40YUeXqtm3b1qFDh+zs7HoH3ChoW0v1YrsYDQMAzZagxllF1TXKNITIqKgX/yiiJbMaftJ6u6XXV/k8czClSlWnyVZKpXLnjh3cTZFIVFBQ4O7uTnuOBAJBfn4+3abdNGazOSMjo2vXrnS7d+/eOTk5NOGgHTddunSZMnXq1atX6xq5UCiMWLjQYDDs3bPnxM8/T5o06ciRI2VlZaqBA/k8HmEYi8VSXFzs4eFBF6CWSCRmszkzM7PK4tVKpbJOFdIyMzKMRmNdo+UEPv27rnF0y7NVVFQMGz6cZmzvvffe6tWr+/Xvf/bMmRUrVnzxxReJiYm0X4wePHr06HXr1tU72kZHf9TcZGnUdwGAZuupeUY0sWi6Pm/7d8MqA1+oW3q9qby8ic5eVzF1/9rtXFXSUJFIZD9i1Gq1ent7cx+c5eXlb0+aVFBQ8CQvj2XZb9asef/997/dtMnT05NmNoSQ1atWLVm6NDcn50le3ouHQfOe/2zdWlFRYTKZpFLpTz/9NHLUqEOJiTab7aeffpJKpa+/9ppQKOQSKXd396nTpq2Nj6e9KhydTufIubtqtZob0ZKo0Wg0mioH0B6lZ+vatSuPxyssLHyck0MIcZPJjhw5UlJSkpmVpejRgx4jFotZlu3Vu7d9F55T2E+WpinLwogIjHoBgGbu6XlGUVEqlarpWju0Wi33tljbxwCaqRuRVCrV6XQCgWDrli2RUVE2m43LXaxWa8b9++np6Var9ZVXXklJSSkzmawWCyHEaDQKhcL79++zLPvdpk0sy9LhGi+uqLCQjmURi8WFhYUsy+5KSHB3d8/Ozs7MyDCbzV27dLEfNVxYWFhoNIrF4ib4GdSBRqPR6/XLoqNrTFxeUHt//0GDBlksFtoG9vvf/76oqIgQ8o//+z96vSaTycvLq6SkpG+fPo19BS+KtoCiHh0AuCiMd2nJZDLZtfR0kUgkEAi2/fADj8ejfTSEEA8Pjzt37kgkEoZhLl++LBAIDv74I232+Pn4cW9v7zOnT7dr146OjKnTSRmGOXDggFQq5fF4Vqu1vLxcLBa3bduWz+efP3fO29ubZdmkpCSxWMzlLp6enocOHZJKpU3wM6gbOkilgYOcLly4wG3TxIWizWAWiyWvLu1YjWvd+vW/pSxYcxEAXBNyl5aMDoa1H2PBsd9Dt6tMTuaynHrgHsvn8/l8Pren+jRp17J0yRJnh9BQdErRr/VdVCqCqdEA4IKQuwC0ItXruyiVSp1OR9MaJDEA4BKQuwC0RvZJDB0BQ6dGo04dADR/qE3XIHPnzp07dy7d/ujjj6sfsCAiwv5mSEjIZ3//u6OiA3g+OoI+YsGC0AEDFkZEEELWrlu3dt26Os1OBwBwJKe1uyRWzuMIV6tvVVsRxlW4u7tPmz797Nmzer2eG1yyMyHh5s2bf/nzn93d3YODg+2PnzNnTn5+Pi3D76SQAWqG+i4A4Cqclrtwc1AVCoVer6/3lFTnslitm7/77sjRo2+MGXP+/HlCyO//8Ie9e/YEh4TQ6woMDLQ/PlCh+NOHHw5/9dWTJ044L2qAp9DFpXU6nVarRX0XAGj+MN6lQQYNHJiwa1HFSlEAACAASURBVFeXl17amZBA63l07NDhxvXrOTk5Hp6e3LdYzpEjR/R6/a1bt5rzUsPQqqhUqsjISKQsAOBCMN6lQTKzso4dPUoIWRsf7+7uTjuMkpKS9u3de/nSpeqTk4cOHSoSiQaEhiJxAQAAqB+0uzTI3z79lG4cOXKEblxISiKEGAwGetO3XTv742dMn04IuajTOTpQAACAlgK5CwDUTKFQ1LggZfUBar97772fDh2ia2KLRCK6IoQ9oVBoNpubOF4AaC2Qu7RkRqORz+fTziwObRPy9va22WxGo1EkEtEDKioqLBYL7czi8Xg8Ho+uyCgSiaos7/wiLBZLeXk5wzBCoVAgEJhMJpvNRivqchtubm704LKyskCF4s7t2wzD1ONcjY6Os3Z2FM1CYE3rqFf54eTk5vr7+S3/859jY2KKioq++eab2NjYK1euEEL69OmTnp6uVCrFYvGECRPOnTu3f/9+B4YPAC0Txru0WI8ePRo1evR78+eXlJTQPSzLGgyG6TNmjBw5Mi8vz9/ff9KkSS+//HJhYaHJZCooKLBarUOGDFGr1RaLpV27dkqVqkOHDv7t29djueOSkpKx4eHzfve7sWPHlpSUzJk7NyAggM/nl5SUTJk61c/Pr0OHDlxUQpEoLCxs9pw5xcXFjf1jqAOFQkGXCA1Xq2tsb4DqJkyYMPPdd2022//97//SxZuKiou//PLLTp060cU4CSH5+flnz55dvnz5+g0bnB0vALQEVdtdMjMynBRJsxMdHe3cAORy+eOcnHo/3Nvb+/Tp01lZWfZt9VKp9Pq1a8nJyUKhUCgUnjx16mF2tlQqLS4ulkgkPB7v1u3bQ9q1M5lMpaWluTk5N2/efGfy5JzHj+sRwC29PlGjmfe73zE8HsMwbm5u7du3LyoqKjeZ7t69a7Va/f39ae4SGhp68ODBcePGVXkGpVJZpwppmRkZipraCV6QfRtDuFrtovP26yEtLS1crfb19a3HY3v27Hnw4EFCyKuvvsrn848fP+7u7v7JJ5/sTEj4+KOPcp5+Aec04PUMAMB5KnfJzMiQiMXOC6Z5CVQoEp366dU5IKBOxyuVSjpPmyouLg4LC/Pz87t+7Rq302KxZGRmzpkzZ8eOHenp6YGBga8OH75//37aW+Tr65ubk8Pj8Xx9fQUCwajRo5VKZUJCgoeHR12DZxiGx+czDGM2m93d3Gw22/Xr18vKyng8Xlsfn4iFC3fv2sUdeenixcGDB5eXl9OFGzm6Og5q7hwQ0JC+nhr7R1o8o9FoNBprrET3Iolg4qFD06dP//TTT0+ePNm/f39CyPjx4xcvWjR82LCDGs3//s//XLt2TVz5rlK/9AgAoAqMd3kWvUsV/KUL03BYluXx+d5t2nAjSFiW9fP3LystPXjwYHBwcEVFxf37900mk0AgEAgEMpmMDj0xlZURQjp17nzz5s3DP/00atSoixcvVl+J+tlYlm3j7V1RUSEWi/Pz83kM4+/vLxQK9Xo9Q8i3Gze6u7tzz/lKWNihxMRhw4dX75yia+s4hl6vX1bZ2ObctNXxamxkUigUy57X+ng1Le3lr756c+LEUydPZmVl0fY2OlZ33dq19+7dox2IgwcP/ujjj0OeLjMNAFA/yF1aLE9PT0LIxg0b5HI53cPj8XIeP6bDZsvKyqxWq9Vqzc/Pp4XyaO5is9l2797t7+9/ISmJdjZdvXq1HisYCASCO3fuDBgwYG18vFwuf/z4sUqlYllWr9d/99133t7e3HMyDLNv796RI0deS0/nQnUKvV6/dMmSVatXx8bEuFDO6nRjRo+2r7U4dOhQurFz5066kZGRkZGRMentt50XIwC0KL/lLmq1Olytphutp6e/BROJROlXr7Zp08Z+p7u7e5VpR7SNhMsk6BgUQkjbtm3phtVq5ZZqenFubm4lJSUlJSVeXl6EkJMnT9L9XDx0qhF30qtXrxJCqvQZgdPdqimHq57YodYiADiSgOvSDq+cWEE3kL60HgzD2GcSAJRer4+JiXF2FAAAVQme258NAAAA0HwIli5ZQreio6O5eRbo7AcAAIDm6bfJIzExMbRvO1GjQe4CAAAAzdNT84xoyoKRLgAAANBsYU0AAAAAcCVP5S51LeQKAAAA4GBVa9MFObzwZVBwsKm83MEnBQAAABeFPiMAAABwJchdAAAAwJUgd6mVXC537vI6AAAAUB1yl1oFBQU5OwQAAACoCutItygzZ82a6ewYGktwcLBOp3N2FAAA0Owgd2k54uPimvT5lSoV3YiMjIyPj+f267TaJjqjtsmeGQAAXBdyl5ajqT/pueePjIxs6jwJAACgNhjvAgAAAK4EuQsAAAC4EkFkVBR3Q6VSKZVK+z32GthNUNvT0vOSpjkpNDpV5agXAAAApxBU+SjS6XS1fTjpVKqGjKh49mdebffG17gXABoJihgBgMsRRCxY4JgzOexEAFAnYWFhzg4BAKAOMN4FAAAAXAlyFwAAAHAlgmcMoaVlxxq9aohKpVI+c+xL8xmfa7PZnB0CAAAAPKU5trs4fibLwsjIlNTUrAcP+vTtSwh56aWXPvn00/Xr19+5e3fL1q2EkKFDh368fPmD7OwxY8Y4ODYAAACwJ3B8I4e2CdpyGuhvf/tbh/btCSHjxo1Lv3rV3d09PDz8zQkTeAxDZ2EkJSWdPn3683/+c9++fUePHkV7DAAAgLM0x3YXx0s6f97T07Odr+/x48f9/P1LSkp+OXVq9549ZrN5544dXDtQ7969v/zyy9dee83Z8QIAALReyF2Il5dX/wEDRCKR1WL56OOPIyMjAwMDRSLRiFdfXfGvfxWXlIweM4ZhGELI8OHDx44dm5qa6uyQAQAAWq9f12KMjIqqMsokPi6uqXt21q1fX2WPU2rAFBQU8Pl8o9FoNptv37q1ZcuWCRMmaDQaq9V68sSJka+/vmTJEqFI5Obmtn79+tt37ixfvtzxQQIAAAD1a+6ic8YAlOYz6iWgc+eQkBCZTLZlyxZCyIEDB+j+7du3b9++nRDC2mxSqZRhmC4vveTsYJ2s+fzWAACgdfo1d3HK+NnmMxeaEJKSkvKMey0WS15engPDAWh8Nc7gowULapvch1QVAJohgbMDANdz5swZZ4cAdRYZFRUZGVnbvWvXratx/8KICKQvANDcIHd5fq28KppVc5HjKRQKZ4cA9REfF9fKX7oA0GIgdyH2DeZGo9HX17f6AXK5PCcnh243cD1tF8Ln8/v376/T6ZwdCAAAwG+QuxCtVqutnN+kUCiWRUdXP2bbDz9oNBqHh+ZkAoGgvKKCdjSsW7cOFfkAAKA5QO4CtSovL0+/ejUtNZUQ8s477+zatcvxMajVappTajQavV7v+ABaJMevYgYA0IiQu8CzcG0tTklcFApFuFpNt5dFRy9dssTxMbRIz10yDLkLADRnyF3gWdzd3T08PAQCwePHjysqKrj9q1avdnwwTjlpi+SUIpAAAI0FuQvU6o2xY93d3Hx8fAghTwyGhJ07CSF6vT7RUUN/FApFoN20JoedF51TAADNGXIXqNVPhw61bdv2yZMnVfY7ctiyWq2m3UaJGk0rHC4NAADVIXeBZ6meuDiYRqNRKBR6vR6JS6OrXtkIo3QBwCUgd3mKXq/nBoSuWr06NiYG3QcAAADNCnIXgFbKKauYAQA0HM/ZAUBzJxAgwQUAgGYEH0vwLNzqfY8ePdq3b5+zwwEAAEDuArWbv2BBfHw83X5v/nxnhwMAAECQu8CzPHr4cNCgQSUlJTKZTH/zprPDAQAAIMhd4FkOHjzo7BAAAACqQu4CtfL19R0/YYLBYJBKpYRlf/jhB2dHBAAAgHlGULucnJwLSUlCgUAkEp365RdnhwMAAECQu8Bz9Onbt02bNsePHXuQleXsWAAAAAj6jOBZ5s6bJxaLbSyrVqsJIdycIwAAACdC7gK1+m7TJmeHAAAAUBVyF6hVuFotEonEYrHJZDKVlR0+fNjZEQEAACB3gdoFdO4cHx8vlUoFAsE7kyfL5XKj0ejsoAAAoLVD7gK12rRpU2RkJEsIQ0iF2YzEBQAAmgPkLlCr8vLy+Ph4Pp9vtVqdHQsAAMCvMEcanoNhmH79+vUfMMDZgQAAABC0u8CzCASCKVOnCoXCosLCPXv2ODscAAAAgnYXeBaLxXLp4sWy0tKS0lJnxwIAAPArtLvAs1y/fv369es8Hu/1kSOPHzvm7HAAAADQ7lK7sLAwuVzu7CiaBZvN5sTEJSg4uHNAgLPODgAAzQ1yFwAAAHAlyF0AAADAlSB3Afj/7d19kNT1neDxb08PDA/CIMVDhUg27tnlFseAOO2KcuayKXBlzofKJhcQTPZUYMY7fMoZyZYPe2pVrHJTiaNkw8SHVJmYxPhwdZGMVZho1CAb7AEjut5m0JTCkggVzARQnAfm/mivdxZGBJyZ7g/zelX+6N+3f939nYxx3vn9vr9fAxCJdgEAItEuAEAk2gUAiES7AACRaBcAIBLtAgBEol0AgEgyE4b3be/z+fx37rnnaF/V0tLSsmbN4Mxo+Nq0efPRvqStrW35smWDMx0AKtRwb5divhztSwqFwuDMZVg7hl+E3wXAMKRdAIBIrHcBACKpLvcEKsiHnrNwemLIHP534RcBMJxpl3/T2NRUX19/mB1OnzNnCKczfDU2NTU2Nh5mhxXLl8sXgGHLehcAIBLrXQCASLQLABCJ9S79OHShqNUVZeEXAcChtMvBGpuaDvqT6Ra65dLY1NR3s1AoaBcArNUFACKx3gUAiES7AACRaBcAIBLtAgBEol0AgEi0CwAQiXYBACLRLgBAJNoFAIhEuwAAkWgXACAS7QIARKJdAIBItAsAEIl2AQAi0S4AQCTaBQCIRLsAAJFoFwAgEu0CAESiXQCASLQLABCJdgEAItEuAEAk2gUAiES7AACRaBcAIBLtAgBEol0AgEi0CwAQiXYBACLRLgBAJNoFAIhEuwAAkWgXACAS7QIARKJdAIBItAsAEIl2AQAi0S4AQCTaBQCIRLsAAJFoFwAgEu0CAESiXQCASLQLABCJdgEAItEuAEAk2gUAiES7AACRaBcAIBLtAgBEol0AgEi0CwAQiXYBACLRLgBAJNoFAIhEuwAAkWgXACAS7QIARKJdAIBItAsAEIl2AQAi0S4AQCTaBQCIRLsAAJFoFwAgEu0CAESiXQCASLQLABCJdgEAItEuAEAk2gUAiES7AACRaBcAIBLtAgBEol0AgEi0CwAQiXYBACLRLgBAJNoFAIhEuwAAkWgXACCS6nJPAAA4dvl8/phfWygUBnQuQ0S7AEBUjU1NjY2Nx/batra2wrJlAz2joZCZUFtb7jkAAANv0+bNK5YvD3pw5TCsdwEAItEuAEAk2gUAiES7AACRaBcAIBLtAgBEol0AgEi0CwAQiXYBACLRLgBAJNoFAIhEuwAAkWgXACAS7QIARKJdAIBItAsAEIl2AQAi0S4AcHxav359R0dHuWcx8LQLABCJdgEAItEuAEAk2gUAiES7AACRaBcAIBLtAgBEol0AgEi0CwAQiXYBACLRLgBAJNoFAIhEuwAAkWgXACAS7QIARKJdAIBItAsAEIl2AQAi0S4AQCTaBQCIRLsAAJFoFwAgEu0CAESiXQCASLQLABCJdgEAItEuAEAk2gUAiES7AACRaBcAoB9LlixZs2bNm9u2rVy5MqU0ceLE22677bXXX9/wT/9U3GHjxo3rn39+/vz5KaWv/t3flV54xhlnHPTswNIuAEA/Nm/e3NTU9Inp02+48caUUldX19e//vX/8Od//sgjj5x11lkppeXLl887++x777svpbR79+6pU6emlB5++OFXX331oGcHlnYBAPqxd+/e4oNsNptS6u7uHjlyZEpp/vz5W7duTSlt2bLl/PPPv/yyy1JK32lp2bR5c0rpxIkTiy/s++zAqh7wdwQAjgMnTZ9+0UUX7fjd76ZMnpxSGjNmzHXXXffqq68uPO+80j5r1679Pz/5yc9//vOU0m9+85vzL7jgogsv7PfZAaRdAIB+/NfPf/7LX/5yaXPChAlf/epXe3t7SyOzZ8/evHnzmWeeWdxcsGDBhg0b1j7+eL/PDiDnjACAftxwww19N1977bW+4ZJSun7Vqt+/9dZ/nDGjuNnd1dV8550f9OwAykyorR3wNwUAyu7u1avvam5ub28v90QGmOMuAEAk2gUAiMRaXQDgKDQ0NPQ73traOjQT0C4AwFHI5XKn5HKHjg9ZuzhnBABEol0AgEi0CwAQiXYBACLRLgBAJNoFAIjENdIAwFEoXQudy+VyudyQXRpdol0AgKNQ+oKkXC7Xd3PIOGcEAESiXQCASLQLABCJ9S5Qfvl8vj6fP7bXthUKhUJhoGcEULm0C5RffT6f/+B2qa+vb2trO8zLtQsw9HK53MKGhuLXSg/xpUbaBcqvZc2alg9+dtPmzS1r1ggUoKJcdfXVxQfFghnKfNEuAHDcKhXGoFrY0FAsmKGhXQDg+HTlypXFW7AMhr5V9ERr61De5UW7AMBxa/CS4q7m5oaGhlNyuSdaW613AQAqXXt7ezGMhv47AdzfBQCIRLsAAJFoFwAgEu0CAESiXQCASLQLABCJdgEAItEuAEAk2gUAiES7AACRaBcAIBLtAgBEol0AgEi0C1S69evXd3R0lHsWAAfbuXNnWT5XuwAAx6I+n59ZVzf0n6tdAIBItAsAEIl2AQAi0S4AQCTaBQCIRLsAAJFUl3sCHIfuuffeck9hIC1ftqzcUwDg32gXBl59ff2DDz5Y7lkMjKVLl+bz+UKhUO6JAPA+7cKg2PLSSy+99FK5ZzEAZs2aVe4pAPDvWO8CAESiXQCASLQLABCJdgEAIrFWFwD4EPl8/oMG+31qUC/P1C4AwIdobGqqr6/v96nv3HPPoYOnz5kzgJ/e0NDQd1O7AAAfoox36czlcgsbGra2t5dGtAsAUOmam5tLj63VBQAi0S4AQCTOGUFguVyu3/H2PieGAT66fi8mOgzXGQH9u+rqqw8dfKK1tW+7XHbZZZ/97GcnT5ky98wzU0o33nTT1KlTL7zwwtwpp3R2dqaUTjjhhGw229HRkVI67bTT1v70p0+uW3fppZeOGDGiq6ur+CYXL1nywx/8IKW05eWXv/fAA3fccccQ/pRA+R3mOqN+Dex1RgdxzohBt2fPnkmTJmWz2dIfwpTS7t27p33847t27Tpw4MDQT+nAgQN//OMfZ8yY8d577/Udf+utt2onTCjLlAbPmLFjL7jggv/8qU/933/5l5TS8+vXX7ly5Z994hPb//Vf399hzJjp06cXH69obDzp4x//wx/+kFLq6ur60UMPFcdvvvnmlNLOXbvqZs4cN358VTZbvh8IKIPly5adPmfOQf9paWlpa2s7dHxQw0W7MBTq6upOPfXUz/7N3+zfv7840tvbu3jx4pNOOul/rFzZN2iGTCaTOXPu3E+efHJPT09psKur63Of//zcuXN7e3uHfkqD59cvvphSeu+998aPH59SeuONNw7a4Z133lm0eHHx8X+/4oqU0owZM4qbn/nMZ4pHd/L19Sml7du3p5Ruu/XWvzzjjCH/OQDe55xRRbt79eoBf8/a2tqZM2cO+NsexpYtW0499dSurq5MJlMcyWQyP/rRjy5esmTPnj2lwSG24fnnZ8+ePXr06NJIVVXVo488cuVVVx20Z7+3XRpw69evP8yz/Z4bOkILFy5suuKK7du3T/vYx1JKs2bN+p/XXTdt2rQpkycXd9i7d+/0k04q7T9z5synf/GL4uNrr722rq4u9fbu27cvpdTT3V1Mz6zjLkD5aJfKVVyGeVefK9oHRGklxNEuvDpyB/2x7+7ufvTRR+fNm1caOXDgQG9v7yMPP7xo8eLu7u6RI0cO0kw+SCaTKVZLdXV16dBLNpudOHFi8W9z351bWlraBm3RWWk52wetuj28I2mayVOmLF2ypLS5YMGC4sGVfmUymQsvvPBrX/tacfPB73//uuuue+yxx4qbf/bJT6aUrr7mmju/+c1jmC3AgNAulW7wLhgZ1EXgJd3d3XV1dWfPm5dS2rBhQ3Gwt7d38cUXn3jiicV6GIJpHKp4vOdPf/rT2LFjS4MjRowoPVXSVigMwX9Xg/eLvu3WW/tu9nuA56abbio++PRf/dVjjz1WW1u7Z8+e4rqfPXv3vv7668VnZ9XV7dy1a8eOHV//h38YpNkCfCjtwuDKZrOvv/76K6+8UjxdVRysqqpa+/jj+/fvr66u7psOQ2nUqFFrvv3t0pSKOjs713z728WoOm68+eabfTcffPDBQ/fZtm1b8cHTTz110FMta9aUHv/+978vnWkCKBftwuDKZDIjR4486KxQJpOpqampqakp37xSSql4hqivkSNHHjpYyZ5obT100M1dgOObdoHAWvtrF4Djm2ukAYBItAsAEIl2AQAisd4FABh4/d626tguJtizZ0/fTe0CAAywhoaGhQ0Nh47f1dzcN18eeOCB8xYubGlpuenGG1NK991//+WXXVa89Vd3d3dK6XOf+9ziiy9+8cUX+76Jc0YAQBmsW7fuyiuvnDJ58v333VccOe20076waFFKacqUKcWRffv2/be//dvHHn30nnvvLb1QuwAAZXDanDkdHR1VVVWdnZ3FkX9+5ZVPf/rTs2bPnj17dnHk3XffHTduXC6Xu+iii0ovdM4IADgW2958c+bMmR/xa4PPnDv3/PPP/19///ddXV3n/vVfT50yZfmKFTt27Cg+W11dXVVVddD3v2oXhqOenp7e3t5MJtP3fw/d3d3Fb0iuqnI8EuCIbG1v7/cmmblcrt/1Ln3978ce+0/nnPPL5557ecuWrq6u0tfJ/eiHP9z84os/Xbs2pVQ7YcLOnTufe+65H/T5PhP/jmbY6e7uXrR48ZKlS0eMGLF///7i4Hvvvbdk6dKll1yye/fu0jdLA/Ch2vtzJC9sbGycUFv74q9/veT/f9f9quuvL15VtHDhwuLI9m3brrn22mnTpl1zzTWlFzruwrDT2dm55aWXfvWrX61obPzu/fcXB/ft2/f0U0+9/PLLX/jCF372s5/1PR5Tn88Pwaw6OjoO86yvKAKOS2vXrl27dm1p87vf/W7xQftvflN8sHHjxrfffnv5ihXXf+Urpd20C8NOTU3NL3/5y0u++MW1jz/e29tbHDzhhBNefvnlK6+66h+/9a0JEyb03b+xsTE1Ng7SZNra2ooPSkeA+nXQVYUAFa69vb29ubnf8WN4t9GjR/fd1C4MR7W1tSeccMI777xT+oLrbDY7Y8aMjo6OSZMmHThwoO/OK5YvLxQKZZppSil9xHVwAENvUP/vlvUuDDvd3d1z5szZsGFD36Ute/bsOWn69KefemrXrl3FxWIAVCbHXRh2Ro4cuXHjxmw2O3r06JqamuJgbW3thuefL548KvcEATgc7cKwk8lkxo4de+jgmDFjyjQjAI6CdgEAKt3VV19deqxdAIBK1/cOeNoFAKh0fS9ccp0RABCJdgEAItEuAEAk2gUAiES7AACRaBcAIBLXSFNBDhw40NvbW/w6oaoqYQ1AP/x5oFJ0dnZOmzbtxw8/PGbMmM7Ozv37988966z9+/e//fbbO3fu7Ojo2Lt3b3V1dX0+v3v37nJPFoCy0S5UhJ6ensWLF8+dO/fcBQuu/fKXOzo6ent7b7nllrFjx3Z3d0+cOLGnp6enp2fWrFlPtLZ+7fbbx40bd+DAgXLPGoAycM6IQVE3a9ZR7d/d3X3LrbdOnjQppdTS0tLb2zt16tTXXnvtjjvuaGpqOvUv/uKFjRtramq2b99eV1fXfOedmzZvXrx4cdZ5JYDhR7swKJYuXZqWLj3y/bdu3ZrNZlNK55577un19a9t3XrJJZfU1dXNqqu77itfKbzwwpw5c6ZMnbrtzTe/cv31mzZtymaz119//eTJkwfzhwCgEmkXBt7pc+Ycw6s2vvDC+PHj161b98ILL3R2dt58881NV1zx7rvvPvboo6tWrfrSl76UUjrnnHOWLlmSUpo/f/7C884bhLkDcKSmf+ITM+vqBvtTamtr582b13dEu1Ap/vKMM773/e9PmjTpG9/4xpPr1qWUnnzyyZTSK6+88otnninuk8lk7rv//mw2K1wAhi3tQgX54iWX9N0sHmJJKd1/333FB88+++yzzz5bjqkBUCm0CwR29+rVhw4+0dra2trad+TZZ59tb2+//PLLU0qLFi166KGHiuMnn3zyb3/72/9y/vljxoxZMH/+ihUrhmriAMfOZRpQ0RoaGlJKuVzumN9h565dn/rUpy6//PLV3/pWSmnCiSfedffdxacuvfTSlNKzzzzz8I9/vGLFit+/9dbATRxgsGgXqFy5XG5hQ0NKaWFDQzFijlYmkykuHho7duy111yTUuru6po1a9aqVatSSr/73e+KN9cp7vy9731v7NixA/1DAAww54wqXb8nBRiGFjY0LDz6fMlms7vffjultGzZso9Nm/bVVasmT57844cemjhx4tJLLvnnV18t9k1x5+3bto0bN27fvn2DMH2AAaNdKld7e/tdzc3lngXlVDruklLa2t5+0CqWlNJVV199+Hfo7u5etGjRlStXNjc3L1q0KKV01tln33rLLW1tbeuefHLt2rXP/OIX1dXv/3vghhtvbPaPHFDxtEtFa29vL/cUKKf29vZcLndKLpdSam1tPbZ/Hs7I5wttbT/5yU9W3313SunOb36zra0tpXTuggWnn3568XTS7NNOu/3226e41x8QgXaBitbc3Hz36tV3NTcfc8i+8cYb+fr60ubTTz9derxp06aU0o4dO3bs2DHv7LMHYr4Ag067QGBPHHIWyeE64LinXSCwQ1fAAAy4xqamfD5/6Hh9fX1K6Z577+33VcuXLRuQTynq9ZS81gAABsJJREFU+ynaBQA4nLZCod/xwgeMD+ynHPpB2gUAOJxCoTCwmfIRP8W96QCASLQLABCJc0YAwBHJ5/Pfueeew+zQ0tLSsmbNR/+gTZs3H+ZZ7QIAHJFCobBi+fLD7zAgH3T4T9EuAMCRGoJFux/6Kda7AACROO4CABydQ28iNxjHYz7oU7QLAHB0Gpua6vt8UVpK6fQ5c4bgU1YsX14oFLQLAHB0jvZ+/wP7Kda7AACRaBcAIBLtAgBEol0AgEi0CwAQiXYBACLRLgBAJNoFKt28efNqa2vLPQuASqFdAIBItAsAEIl2AQAi0S4AQCTaBQCIRLsAAJFoFwAgEu0CAESiXQCASLQLABBJZoJ7jUMFaGxqamxsPNpXtbS0tKxZMzgzAqhQ2gUqQj6fP4ZXFQqFQZgLQEXTLgBAJNa7AACRVJd7AsDBPvT8kVNFwHCmXaDiNDY11dfXH2aH0+fMGcLpAFQW610AgEisdwEAItEuAEAk1rtAhcrn8/X/ftFuW6FglS6AdoEKVZ/P5w9pl/JNB6BSWKsLAERivQsAEIl2AQAi0S4AQCTaBQCIRLsAAJFoFwAgEu0CAESiXQCASLQLABCJdgEAItEuAEAk2gUAiES7AACRaBcAIBLtAgBEol0AgEi0CwAQiXYBACLRLgBAJNoFAIhEuwAAkWgXACAS7QIARKJdAIBItAsAEIl2AQAi0S4AQCTaBQCIRLsAAJFoFwAgEu0CAESiXQCASLQLABCJdgEAItEuAEAk2gUAiES7AACRaBcAIBLtAgBEol0AgEi0CwAQiXYBACLRLgBAJNoFAIhEuwAAkWgXACAS7QIARKJdAIBItAsAEIl2AQAi0S4AQCTaBQCIRLsAAJFoFwAgEu0CAESiXQCASLQLABCJdgEAItEuAEAk2gUAiES7AACRaBcAIBLtAgBEol0AgEi0CwAQiXYBACLRLgBAJNoFAIhEuwAAkWgXACAS7QIARKJdAIBItAsAEIl2AQAi0S4AQCTaBQCIRLsAAJFoFwAgEu0CAESiXQCASLQLABCJdgEAItEuAEAk2gUAiES7AACRaBcAIBLtAgBEol0AgEi0CwAQiXYBACLRLgBAJNoFAIhEuwAAkWgXACAS7QIARKJdAIBItAsAEIl2AQAi0S4AQCTaBQCIRLsAAJFoFwAgEu0CAESiXQCASLQLABCJdgEAItEuAEAk2gUAiES7AACRaBcAIBLtAgBEol0AgEi0CwAQiXYBACLRLgBAJNoFAIhEuwAAkWgXACAS7QIARKJdAIBItAsAEIl2AQAi0S4AQCTaBQCIRLsAAJFoFwAgEu0CAESiXQCASLQLABCJdgEAItEuAEAk2gUAiES7AACRaBcAIBLtAgBEol0AgEi0CwAQiXYBACLRLgBAJNoFAIhEuwAAkWgXACAS7QIARKJdAIBItAsAEIl2AQAi0S4AQCTaBQCIRLsAAJFoFwAgEu0CAESiXQCASLQLABCJdgEAItEuAEAk2gUAiES7AACRaBcAIBLtAgBEol0AgEi0CwAQiXYBACLRLgBAJNoFAIhEuwAAkWgXACAS7QIARKJdAIBItAsAEIl2AQAi0S4AQCTaBQCIRLsAAJFoFwAgEu0CAESiXQCASLQLABCJdgEAItEuAEAk2gUAiES7AACRaBcAIBLtAgBEol0AgEi0CwAQiXYBACLRLgBAJNoFAIhEuwAAkWgXACAS7QIARKJdAIBItAsAEIl2AQAi0S4AQCTaBQCIRLsAAJFoFwAgEu0CAESiXQCASLQLABCJdgEAItEuAEAk2gUAiES7AACRaBcAIBLtAgBEol0AgEi0CwAQiXYBACLRLgBAJNoFAIhEuwAAkWgXACAS7QIARKJdAIBItAsAEIl2AQAi0S4AQCTaBQCIRLsAAJFoFwAgEu0CAESiXQCASLQLABCJdgEAItEuAEAk2gUAiES7AACRaBcAIBLtAgBEol0AgEi0CwAQiXYBACLRLgBAJNoFAIhEuwAAkWgXACAS7QIARKJdAIBItAsAEIl2AQAi0S4AQCTaBQCIRLsAAJFoFwAgEu0CAESiXQCASLQLABCJdgEAIqnKZDLlngMAwBHJZDJV2Wy23NMAADgi2Wy2KltdXe5pAAAckWx1dVVNTU25pwEAcERqamqqstnsqNGjyz0TAIAPMXrMmGw2W5VSGjVqlFUvAEAly2azxZNFVcUlu+PGj68ZNarcswIA6EfNqFHjxo8vXhz9/kLdTCYzZsyYkSNGvNfZeaCnp6enp7e3t9zzBACGr0wmk81mq7LZmpEjq0eMKI3/P7fbw78wBq2xAAAAAElFTkSuQmCC)