{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "## Refraction: lens\n", "\n", "The main role of this simulation is to look at the the **phase imprinting property of a lens** or **lens refraction**\n", "see Sec. 2.15-2.18 of Opticsf2f.\n", "We shall add rays which follow the **law of Ibn Sahl**, Sec. 2.7. This allows us to compare ray optics and\n", "wave optics, at least for the case of a small lens.\n", "For a simpler case of refraction, see also \n", "\n", "an example using a prism, PrismRefraction.ipynb\n", "\n", "The simulation makes use of some topics covered in later Chapters: For example, we shall propagate the electric \n", "field using the **hedgehog equation**, Sec. 6.4.\n", "Also the input field is a **gaussian beam**, see Sec. 11.3. However, we do not necessarily need to understanding exactly how \n", "the simulation is construction in order to understanding the basis properties of lens. Also important to note is \n", "that the propagation code is paraxial so we can expect significant errors\n", "when the angle between the propagation direction and the surface normal is greater than about 30 degrees.\n", "\n", "First we explore the physics using an **interactive figure**.\n", "\n", " \n", "\n", "Below we shall include the code that produces the images. \n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "There are many cools results in this simulation. A few of my favourites are:\n", " \n", "1. The rays do not all converge on a single point due to **spherical aberrations**. The rays closer to the optical axis converge\n", "at the focus. \n", "2. Looking at the field, we can see how the waves compress inside the lens. \n", "3. And how the lens imprints wavefront curvature.\n", "4. Note how the focus of the gaussian beam (beam waist) is 'upstream' of the ray focus.\n", "5. Note how the wavefronts are curved in the focal plane (indicated by the ray focus). \n", "6. Note how the field and intensity distributions are asymmetric upstream and downstream of the focus.\n", "\n", "At least three of these, we miss if we only plot intensity!" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next, we look at the code that generates the images above. You can run the code in your browser. Note that the first two cells that import\n", "python packages may take up to 10 s each depending on your platform.\n", "\n", "The Jupyter Notebook is LensRefraction.ipynb see\n", "\n", "https://github.com/opticsf2f/Opticsf2f_CodeBook\n", "\n", "
CLICK HERE TO ACTIVATE CODE CELLS
" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import time" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "--- 0.5348672866821289 seconds ---\n" ] } ], "source": [ "start_time = time.time()\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "from numpy.fft import fft, ifft, fftshift\n", "print(\"--- %s seconds ---\" % (time.time() - start_time))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "First we define some 2D functions. We use **GBeam** to plot a gaussian beam, **Line** to draw a ray and **Circle** to define the \n", "convex surface of a lens." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "def Line(x,y,x1,y1,x2,y2,a):\n", " x0 = (x1+x2)/2\n", " y0 = (y1+y2)/2 \n", " rotation = -np.arctan((x1-x2)/(y1-y2+1e-8))\n", " b = np.sqrt((x1-x2)**2 + (y1-y2)**2) # length of line\n", " xa = (x-x0)*np.cos(rotation) + (y-y0)*np.sin(rotation)\n", " ya = (y-y0)*np.cos(rotation) - (x-x0)*np.sin(rotation)\n", " return (xa > (-a/2)) & (xa < (a/2)) & (ya > (-b/2)) & (ya < (b/2))\n", "\n", "def GBeam(zb,yb,z0,y0,beamsize,angle):\n", " angle = angle\n", " za = (zb-z0)*np.cos(angle) + (yb-y0)*np.sin(angle)\n", " ya = (yb-y0)*np.cos(angle) - (zb-z0)*np.sin(angle)\n", " zR = np.pi*beamsize**2\n", " q = za-1.j*zR\n", " return (-1.j*zR*np.exp(2*np.pi*1.j*(za+ya*ya/(2*q)))/q) \n", "\n", "def Circle(x,y,x0,y0,r):\n", " xa = x-x0\n", " ya = y-y0\n", " return (xa*xa + ya*ya < (r*r)) " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next we define a grid in units of the wavelength. $dy$ and $dz$ are the spatial resolution - \n", "$\\lambda/40$ for the values given below. The $z$ axis will be the propagation direction." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "zmin = 0 # z is the horizontal axis so like x in cartesian system\n", "zmax = 40\n", "ymin = -20 # vertical axis coould be x or y, call it y to agree with standard axes\n", "ymax = 20\n", "dz = 0.05\n", "dy = 0.05\n", "zoom = 1\n", "Z, Y = np.mgrid[zmin/zoom:zmax/zoom:dz/zoom,ymin/zoom:ymax/zoom:dy/zoom]\n", "z_pts, y_pts = np.shape(Z)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This is the corresponding (Fourier) $k$-space grid to be used in the hedgehog propagation." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "kymax=1.0*np.pi/dy \n", "dky=2*kymax/y_pts\n", "ky=np.arange(-kymax,kymax,dky) # fourier axis scaling\n", "ky2=ky*ky\n", "ky2c=ky2.astype('complex') #Notes on complex types http://www.scipy.org/NegativeSquareRoot\n", "k=2.0*np.pi # k=2pi/lambda with lambda_0=1\n", "k2=k*k\n", "kz=np.sqrt(k2-ky2c)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This is the propagation phase the appears in the hedgehog equation." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "ph=1.0j*kz*dz" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We define region with higher refractive index to produce a plano-convex lens." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "Radius = 18.0\n", "Radius2=Radius*Radius\n", "ZPos= zmax/2\n", "YPos= 0\n", "LensBack = 6\n", "Lens = Circle(Z,Y,ZPos,YPos,Radius) * (Z < (LensBack))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next, a function to draw rays." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "def DrawRays(R,G,B,NRays,RaySep,RayWidth,BeamOffset,Index):\n", " for RayDisp in range (-NRays,NRays+1,1):\n", " ZR1 = 0\n", " YR1 = BeamOffset + RayDisp * RaySep\n", " if np.abs(YR1) < Radius:\n", " ZR2 = ZPos - np.sqrt(Radius**2 - YR1**2)\n", " YR2 = np.sign(YR1)*np.sqrt(Radius**2 - (ZR2-ZPos)**2) # eqn or incomping ray \n", " R += 0.2 * Line(Z,Y,ZR1,YR1,ZR2,YR2,RayWidth)\n", " Theta_i = np.arccos(-(ZR2-ZPos)/Radius) \n", " Theta_t = np.arcsin(np.sin(Theta_i)/Index)\n", " BAngle2 = np.sign(YR1)*(Theta_t - Theta_i) \n", " ZR3 = LensBack\n", " YR3 = (ZR3-ZR2)*np.tan(BAngle2) + YR2\n", " R += 0.2 * Line(Z,Y,ZR2,YR2,ZR3,YR3,RayWidth)\n", " BAngle3 = np.arcsin(np.clip(np.sin(BAngle2)*Index,-1.0,1.0))\n", " ZR4 = zmax\n", " YR4 = (ZR4-ZR3)*np.tan(BAngle3) + YR3\n", " R += 0.2 * Line(Z,Y,ZR3,YR3,ZR4,YR4,RayWidth) \n", " else:\n", " ZR2 = zmax\n", " YR2 = YR1\n", " R += Line(Z,Y,ZR1,YR1,ZR2,YR2,0.1) \n", " G += R\n", " B += R\n", " return R, G, B" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "These are the parameters your might want to change." ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "Index = 2.2\n", "BeamSize = 10\n", "Rays = \"Rays\" # or \"No Rays\"\n", "E_or_I = \"Field\" # or \"Intensity\"" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The next cell is the core of the code. The first few lines initialise the grid, then we add the lens \n", "and a gaussian beam in the input plane. The hedgehog propagation is in the jj loop.\n", "Finally, we add the output, either electric field or intensity, into the RGB channels, and plot." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "--- 0.9482014179229736 seconds ---\n" ] }, { "data": { "image/png": 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TpeyjMk2SYBWosvITdI209ofpA0yT3PujuwahvDrDQeVHtSBaZ7fVJtlxOwW+9P4YKPgszM7JvbJgmywfY5d2e+7uxKXZl0xt2g2AmhybhZvvTxwKA6oAbK/bwhlflcna9AS1T+R3JfUa7by0bDT8hdbN25J4VsKjC942C/G/MlfkqVLVzOAUzUFQcP7qOf3+DrOHe75//kKuJXxwv4CgHE2K/f1IyUwHgbCNvGFZR8yr5olNn+20mSLqK3kiT9WOotBncm2DcAx09/fYe/P3bNojlndj4psvZJu4DM5WdeVUtLQxAdrc9IjL5tPhdrv0+uMy9K+H923AXt/iX8+6nt6CPU+mVkF11IXz/HE520iDbjk3xwZ807edW6cbf5oE6e4+fInNlf3c8dllTVvVXDs9ZcZ9eK8+MX/5JtJqT00r0pa8Xa8U1VY9I6b8t8oYfbYp0GDCEPjeV2AzdZeFV8dXPZErRlPbcdKsQsOe7Pg7ZibsU6cyDwl2DJ5A026kXENZSuHNvRlZhsuG8/KJvCN/nRSEQcHLi2ccnYwYP9zw/fMn7aUTahOyPyctCm02ln7FQTIkJSTCBGQwqzqjKP1wxNZRIMHZhB1KCvXsU4aJk/lXkn9msQTJPdofcPjugnkrYH5zxfrbDRQRakdhdnr+V+/uyuz0N9XpN0tBj5V9qsTst/HUGk9hNP5zV4788eRKuNuTzxjr25G/60BW2nGBqnn34kvELhRKi0+X/evpKbwS1ZzHeqgTP57y/psB3xdq6p/4NQuqVKh/q3YIA6DmnTyNgbo6eJdduh9yVRb3VVyukRbq1Hwhti++vw8w3j1Gerepc71z7PVp+9GkpXrD9izC2fmZfpucL+WpXyMAWkHAxcVzTk9GjMc3XH7+QpELTWIclpk0YbXbuq2MhIwUY3hVsnRMSoarGlJWlVjPhu2dFOgTs76dpFXWKVCSuLCFNikpG22zCMOAi5cj+kcHzPINy9tfWF4uoGgjew6Jsiks17wTicpZj1o/7LL531vaRlM95Poypg9Ubo3qcx+kngI9TRJuNbmfo5G46mXj7aBv01tH6zYjrZ1rApz5tNaPxtSuyrY+E902e/WsiZKewPq7Kf2IcLCNCnuuXM8IA/H2qdAmNu6vneqRIuO26ic7t/pWq7O6LR6QvQsDBWHGY75Kc107brLZoS86iNwsTp9Vt0p3ndcbeM2cVPdTuk5Q8OriBc9ODpmO77n8pLx0QKlWVKsC5io3J3aAvwASlOFVyfYd/dPWknhKi9xigjkSls0OLp3T0i6TErDO3DmgtP4RGanVfgjsEBMRhgWvX59weNRjk2R8/fCB+2WM0dMHKJNxi7X25W9hB5FOgBUmZqebHgH95lf7Y6lOfvz1bfx17WxrdXu5etDzyzXLj9tOm0qOfzFG7pVsMvZKn6Y9Hxh9OdUH4DpZtc6bpp4mnzm6XjfNbMKlwH9eL92ZHJcJ1UvVvwb+3ffiz6BvKq+nXX2sthoIwByoMm9dtMX1VJsVtJ3xPXWsday/fuVUa/ihGEzJ5jr2OqyCt5L9q5E9CwyoqTbt3QUEAbx4dc7JySGTyT3fPikvHfeCGOlTcsWEGzu6dFG8bCqultJnpk2sVQdPpewpMK6cRl+fEROQVQKtZUQly1BXwnT7+5w8G9E93GEWz/ny8Yp4GbELxKzISCz6W2wodMA5WV2ixFrioohJfyP1zl8vS9kt/a17rwfsx9pobrXpyXaZdxvo+wzN/QTlY7D1oS7M1B+6cSWzzKlZn1wgc/cR/jzaH27T2FzQt2Opu+W2yf514ODvUqpgUmVULuC4vTXvRVzAt+HdpQ1EQq/fa1VB1TXfmnjxtrToxmpy59Rn2vVQ64/PfWKXqAK+ad32XnJXhYC+1FW/V1mgv3ORHNfXh7LNKqts/r6CIOT84gWHJ4fEyYbLqzuyGrdMlyLjcZNrqV5WmChQWhSkJdW2x01OruV4YRKKqYg5WGTvLsb9MyBjTUBRKnXU04IVCQVdusNDDt/9jlYHvt195uH7FzppWjpgdijYEOu4/sJU2ppGZWoOkSBwOa0f1+m7skz986eA/Y/AqVum/q/A+c1veVs7fs52OupHvg3wm5mLfDxNNPuyI9ggU/0o67zWXViuQo3rmmbGUg8IPk3VD746Dvszbuql+iEb1mSgq8pc/LEZJmQ79Ll6ZlfdYmrVU1llonWj9CmoJj+3/o3mJfOzDaO5A4JK3eL757t/NTM+f1zgnmU15US6ljpVVqkOSWVWTdO/xN9xmaRI5mYOqqu3ailyhQw/XEndmsoJghbPL15weHJCmsR8+fiJ5WrlAVsL0aen4GnmlYeOPQrzxlw/K/NuzKE3M0vCMGRswkLkC44RDx25zLEA0gBaewNGb96Tdfo83N0y//pAkStqjIJJtbgmJyrHYTOWmJw1ITm7NDls/oCk3wzUzfD89Jb9j+tHqfDLbCv7GJU2TU9px2eOvlTpt+HDYP1H7dZwYdeFU9+t0wZGn9lsi3Nj01wPu75euM7d1B9P/Shdxcl21hx4vxlAd6l8XNp3Y+7XMc9qz4+twPrkswt75IYhF/hzUp1nqO50wPYdd9eJf0mKncQT3DXFun7rZnZTcgeeQ/3EtvkYRmOvSWHzWZmr+sqtvmwPIN96YaBXsZQgCHl18YLjkwPidMPnj7+wXKyAFoluV7TlAso5KYVz0xW6fOasQNO3RMqRuTDzIr47NuVqHnPNQmwvHZHKU2xl3k4QcPrqjPbJGyZZwfjTZzbjCeRqL5Bqvyfb5Ksosi94Ec/+APT4JOhyXfoX8d75ceB/Sq0fabVJ4qo+e+wTFmCsg/+qvPMUSn2Pmzrg3w7Epq06Wqutb2egRhr2Z8KGiaeeyt0WUM6n2fwVUp01GybqGYxbtj7HBVhfdjR/bRuTDXpNrNv+3V0Z9Wuv6e09hQ5ZjXWrxMxVle4qiEtvtlHSHkmdJK7q59ZORX7cy06qQYRtuFIysmF06DOs7h24Aqr2XsSe3TCA1xfnnJ3sk6Yrvn74pAHfBC3OtO+7UYSoWUscI636DnLaRFYQCHeWJRSb+yTDxAi1r0pRJ3dj6+sznvTi/tkGugG8erXP4HTIQ7rm4eNXNnNpTbWkroDPylHJrCoX01TTJaxNlcp0kIimtfR/au+d5tJPqbUdBuukwaoc7sKE+t03BlbZhZLM6v3m7Y++Cqf1cFRQpdKWvtTf9Ubapxhf63qsUmi3Wue91CwBC6XmQFF9qpfL65mx/1afthaM9KpSPdtoYo5VdqGe1p+Wtluvyrv2KMCG5XoxpyrguPXtJ/a6NHNuuzrab0Q9sw3SVZakkrAT2xyrSgmTsR0dXSdHA6jVvoOg4PXFc56fjCjSNd8+fCNarKw5N6EUlCIkcQy1AbZ3jgHYnIBYQ7msHGEJ7hkBoaWjn6hwa20KSw1TEBNplZhcpNIip8uaiEGvy+vXhwwHHcaLFV8vL1nNE5T2vluOpKClabLj9Mu5jYSidM0UltAmpc2apMyppv9KN2dtk3l+TXuPlfl1G/DH+msGjKfQ5QLCtrZ8yK324YcO8A/c1MOA/zyoGUmVWblt+DT5oOdL8f55T5/pueMMrVrUjM929HPr17+XerhrksNdybggcNwZfUD3Qd9lou58So65ybVKoTnvCvY8ueMTAeHxXcj25I9Ycu0zs5Inq0+uL3QPIrnjtusGznP7/fpM0q5nzOhBEPLy1TmnJ/vkyYpvH78SLdblXVNpybbkihI5I5yVNMqKjEozrR0iTS5lVIbRFq7/To5y6VSBnU3MnUJ72bfIy6sNxfAak0N599Uunf6A03fnsJNzPX7g0+cboqzQbpdKN2/fDqycRNXRsdCiv0NBygbl/SUBHJTr54acoOJYLOkJl6hsS08BWFOmGfD8Pn+sZb9+c8t+/lNh0v69aWPt16zvzzytkwKbdhWmD/vlG1NTM0D7oLCdhW07M1sPMHUxdWzaXcNq/Xz7qb6cCyv1VFZ/f1o/QrcfYq3uvl27n219CXjaLrCucdU166qc6pGnOsZetUfUA38TY3XbsGvIU3ONCU4dF/jdkGXmnVVPhlYZWdParKNb7RpGxyccnD4jThZcffxGvFiXsrrSoudWeVBAmJShIAT4heHGpdpGqDchkBUVaclC5OZaEGNtgDlgpU4CZKw17KokF6fHxBB02H9+wej0hCiI+Ta+4vrzLWGmwHwXFZUz1ZYTswI6pZlWMSIVUq0LdCl066k236qfnDYrVt6swg/46T8GsPWy1VNTM4w+TtnjZVwJzk7boLsedn98D+GzFJ+BbJesq6XtHNuA5INC3UdVnbltAdVM8g/D2zVUD7KZl+R60wReTRdyjMrpqXPcDO/+aH1QdEftg77AspFf69+Szwrr6Zf2DIi63ku2gsW82xamPf8UgJlBv19Dlz0uw25sHX39EToD/kbdqN6WQKeB+RyJGGlL8TkiE9vMTNo2joY2yxCaTZ9yKWFvuM/R81dskoyrj19IFqsy2JjMlYlG5HpCSV9VI7QcSXNzzeyrKxHNTkaAP9EmYRyWkJae93ZwigzIgpz958/on78kyQrufvnCZnpNUQR0MQog2bEk5MTkWvsvUnyAcu5dE5KUHjoFsCFnwQZ1emAX6FH8NQHXtgOsD2a/Lv2t2mlqdXuZbaBXBWkXqG3gM7/5EnrgfUxu8plMPYU+SDUztTpjn/9p+/sIuwfTjk+h/ZG6OlolSdkyozsq12bhMqvt82TT5MugdQy0eafgjtyWX11vmnoq/DXQJHm7Mm0z+w5qc6SsX8dnPe5o/ZOtxjPHFg5MGAZ/5RWO/l380POSIRqFSUaCxOcREE4d0DczIkKEMkUGuCGNzelVoWF32Of8/VsyQr59+IX1YkML5Vdj7y5VaATxnAnLniTOj5QT9htoygtnPFWPm6R0kLRN02nJXKRsh5y2NqSa3L3dDucvXhIcnLLIUsafvhFN5gjMp9pQawdpdg+IgXHPVOPJyAi0KqlTPslZEAN7QB8absn9b2rI/fWSc9NfzTV+nHb/E2vuz4V4t41mo2nTlrYKnnXGXvtEbj1d9Tn+OV7/sJTPsOrAr3m0UKfB92v64Gr6FOnqqe/NL1cP2P7YfLpcJuoDoZ9MP7YG3J1L+a3uTgWf7QaVdtxecHJ9sSNwnlV9o+p3fnX/itRsoF32PYmzkm2Z3MSSl76ySvRKlSf/CuDbvvNuGLf9YZ8X71+xJuPbhy+sFyvQ8ehjrX5xd7wSBM0O/uCGb7PnQK42UUexUi1di/TeIaMgsvzrRbZPtDxuyqoZijHMaHenzYv3p6S7Qy5nD9x+nxCv7PAIITlheaGKzLG5Sr0gdu7o7SAG6oyoVCW1kXu33Lj9demHdfr+Z+J/WNtg+akfst9yE4jV5boS04/04j9/rHS9NFkvNfsSc117VdB3T39CVRp2wcXtvZ5ZNcOIK8WHVEfx2HxXKXXZkv9emphkc7iKx8SEekhrrhl4tZqYsZR2Z7nwcpp9/usvh29eVaaM67JoavsMBLatA7eHujdqg7iMUFEpuXIAyd3JibJE5doA5noCmR5Nq7Z0bcbUBkbDHV6/P2NDwp8/fGW9EJdGIyVHFKXZVvUrJ2Zd3yj3+kYZuzLW2kecIlLSspzS2SdsCCwvINV7TsTGKlfosiEbcvb3+7x8NaK9u8vDbMbXj1ekmXEeNW+1VTLRXLckfXRRXjpqPALvO6g4PTEZxrLQB3bIWDlXNPrpb3A4yy/X9Ff9E1fC+ZHW3dynspJmtuN/2urDaAYDt9/HGZqvknBr+XJfjkCgW74e9F16qjkuvKnx1UuAvuRZZQHVSyckcqEPgfU0VUfuppBqNMnHYPmvSwa+3Z7qBZZmAK22ZQMoTo68221qJIEEkVLxZGjXBdjs22zhwLRbP2v2CrLHYNwsxZ/Fpl9J1NWTqtUba6sj99mk+8ysJSjYH+7w07tjiiDjn//ymeVig1JZCGgrJ8lUh0SQ9aZmqHrKWP4SCVjYUQQkJcAKbStSrTwxVyImLEuJX/nhKH/8xHmbIQUd9p6NePbimKzI+Pj5mtvxnCyTMnHl21B7CHUblwrrtqvp2UHJ9WvWGIfQNtAjZsOKmJ6mpQvsUuiyG/7Gl6gIsdtyngLCj7fnQ9OPtfHrkr34DVTWL9T6HBdgmz83d8H7DCSslJan9jHwejnUh4CnJL8dlWvvPqDuxKa5Yai+VR8UfGYVNNTyKXwq8D+VPdi01EvVvu2jXlRx35MvQLifugIjkUYNW7VXjqKnauz1LzM3hnN71eQO+3TXioxLjKYSZ1OoU1KpUnykjsd9UM6US3c97TarK5ycrDSx2vHlQ/rDXd68O6Xdybm+XbBarHV520irxpoTklo7BHunIb0q46icLBDgN172gYZUWWvqLivR8yvQV0GRl3QpHA27Uv4UQIcwbHNw+oKjF2csi4TvXz7zcD9DfH3auEHgVGBmdR2icsLMidkAm7IPNecJa5aaSgXzOQMWpOxYqqEesGBDzIJfcYmKebX1f23P/XVpW1vBE8o0p23g8iO01EvVTeBflR2bQNiGdx9K6nN8uh5nS3buNsmsClZ+xEMfvkLt6VCVbf22n3bi2Ge91bgyj+8fXNYrOfW+Ki5QuZBRv19xKfHh1O1V/Vs9UBWUub7TpE+P/QZc0DcHd6oChNunOzbVuq1wUOCYYa5AUXrxTGu73Xcix6dsQcP8Zk7muge0AkxUyEAzFKMpDxgMD7h4dw6dhMvbO759nZRM1lxCYu9vAmf2bBZjm5qVEVpWqEBfRk5EYVkXRCMel2xUZjkhZ0NK6gRNU6wjptXt8vLde3b6A+arJQ9XVyymKxSgZwR6R9HDsJw1sEQuWe8jUn9CTkJMH3tfErFB2usCe0QkTFmUOw+l5slJmOo2/fQknb79+bvP6mWdpnaac/zn9S0H3m/NoPZjfT61TH0/7m7ApduVH31Nud2W+ZT8nYW9Bf8x9Yb/7qr+HNvbs3cdAXWhEWRbawyw25QKVcj1n2w72Vqf6tdKE1MTSJLR+FKq+07cVt1yrgRrv1/32nI1g+Y407ZRVPe21XeG07NLpS1AyN+qXSN12zCoPMLtsMIq8IAdXEBBYapDELteRa4fvj0/ZsXbpknxNbdZQV4Cf2844vn7NxTtnG9337j5+gCFzRIlFo6h3z3iFeq5zwitNxSWPWcUJZgrRlPQLs2fkuu6f8p316KgVcbPse0Wg26Hl+9f0el3mS/mfP/4iTSREAmg2I2iQABaUkSuY/iIQqeDOjOcEFCUYK5i/azJGKBYxwDIWZMyZ1PO8gCIiVgxoS79zU7kPlUOb5bOfgzIfn2t+nZ+hI2Zkqb2U5QO1XglPls1ZqjtwFBQ9QJpYjY+SNkA0sTGqyoKl2YffuwSVar9kRSVn/rxNc1Tc3LB+rHkAqwrq9YBvn+oyHz2hjqBUyOl24xR/Zvr7bhNxeOjqN/rNbMlQ607GnmD9h7BKD1EOjfXGxp5OSckq0j79l6kyqzMSATeFRwLBR3MqHJSdocHnL9/T9Buc3N3yc2Xa4KicPY36v+pbrkarsT2+VFMSgU+sK9NyUiIkKNNQklCTIw53azWuIRUEyZT6FwTgq0Ajo5HHD07JdzpMJ7c8u3LN9JE9gvuXiNl7ew1lOG20E6hAUah0ydlQU5aavFTYEnKkg3KLbMHDMmJWBKzQ84QxVD2gOzXHc7alpql6fqPtH5p/ljOj9H0lM+/nkIfwn0YqMriBvCawczdWCsdpd2WKE7crX0dfAe4EkyV3urYXAp8GLABvepCKRL8jzDY7XNVneEqnG6zRfw4q3+cgW4DTzx66kHfeOa0sN9flYFuC7MROH3ZOv/qmQC71aK2HaG7cBgRJd2Sm5VafxuelQbbdkAVr6rqfLqU2PsMM4P2PKkdoQC2zMHucMj5+9dk7RYPd/fcfbmiKJRSI9dza/dpwzsoEFZ6dRNwrSAgYUOXovRlV4fBYnIizLfQJqXFRhtphW7FnqVciETMz3V/GXB8csTZxXMKQr5+veTu9g70HGblWxa7gDq3EJGUKh7R5q+INYORMeyQ0SG2RtUD+hSs2OiycpPWgIQFa9blrqCHsEY//ZDL5q+DZf8jfQz+n1Jre82n5ppnzc+b4qlAFcx8cNkur7qfb3NbdQzElribZGy7Lz/Xpcf9UItKOVdfb2irg5668dXL9Y8Bsd+y/UnWixZ1yQdrt796oPLpqcKpC2auHG2kRd+nyX+39tt0c0Ckb2H/zWvEpdKVfaVlE7lSZF8JF+Z63QdeD03JnhWfaRnRpX78ITAa9nj27iVJO+Tq7oa7L5cUhe0NU917FqWkbAOYGZsJrZaR6sBklGdVU3LWpaulksYLOo5njrFNxRalYk8A2m0OTk85PH/Bqgi4/v6N+9v7cv8QoGwCGyKM2VcZxVfMNaQrChRQJ0QsMUDepqDLhnW5L2mVT2IS1rpsW5fdZc2Gnn7nf0VoZffD8uU1eeIu1qZ2niq9NX/Ej7Xjt/AUtvRY2Xro9j8G93OTHPtjds2flDn18F4vvbl91dsH3NFsn3cXYOqhR4G+aEJdZ0pXOq+HZX9sfmp+/+4cuHsbuy+XGVPS5LflW1bqGRXO8/q3YM9cXVt+cpmHnWOsAXbLIu8aX3f18/g9AHkJYtKWcgu0aVd3LNl66sKq79o+3Fj6/m7HrCfZ7cgdsq5LY1gGbWi3Qi7enFJ0Wlzd3XL95ZaikBHZjM4etzpBK/0IzX5ohAB1hCotbU0C/CpXfPkDJDrlRodiNjOkpH3pOQQ6nTYXb9/R3Tthus64+uUL0XoJtAhIy1OyO3rG18SIFz20yMhZMKdLUeb2yYlZUDja/i4bWiy0HUD2Z10yEpaIv77sDhJarKxYQU0OFX+DMAw/Xm5b7V/TxraPq/nJU3Yf26ASbHCpBy33Y676svsym1rozQDz2Oy4UldVXvdH7bZoaldVEiE5dS6idlljJqzrx5Td5sHUVMMf2+OpXva1GVn13HD9PPnt1LNTsbJUZ6Y6Wndn4bo0mnVi96mO/EPV78c2Qburz/RnGxsLbLWDPFWSYqpNqeYwlTt+tGHUNgGbNsyuobAYllw7GJdBDAyNGZCHIc8vTml1d/l6O+bb11ut0pG3lSJ+OUa2VyPKLNOryOsdJOyDvFclYadsSDQYSysqQqVEszQG60TvF+zdWmj1fjgacHJ+Snuwx8M64dtfrknjEAXqWamD71tzmBBruuRgFUQkLFnT1XQPgIiIFVNNu9ozJOwwRYWN3sF4FoWsUH5XPWTFFnRYaRuNjLUuPQH03Y/CzX/Kx1cPsD8CXz40Pe2vx3N92PVr+eC5rTV3tFWoaAraZVPQBDAuTdupcMu4bblqgjomIEuoWtv3zLFbaNJ710NllVr7SZWV1kPyUwLFuQBr+qhKp9vaMn2GVu26OTJsu2kOXH8WARWXGYFo1ANc1mTPkZSp5rpjDMo3LX0qeLYDEii2kmNi0zSBvm2SNM8FDlXNwporUYgkpceMmcEibPH89XMGR0O+30359PWavJDxZwSktDWTUTp0me2OHldIzIYO5shSF4hJUBeXd0valHdOSoKRgBVrUZesmDWl5kLO48qcCls4Oxzw7s0JedDml+srvt9uSGOJbFnoka4pMJem58CSTPcO4jtfaMXNAHUErIcyviastGPnUFPaZ00K2n1T5n+HjIi5tjl0SkpTusxJ2ZA1eOn/gE6/WXrbxgqewhTs1reVNy3bn1q9kqX56eMsp/r5P4Ux1Ov9XUp90HeTgTgbkurpbjrkVM8u5C/1Efow//ipzceSAWGbHgNm5qeeOVYprQsUZ7+zbTK023pYKWPa8rX49cDpv3FXV+/SbptcfX9/VcL2WncVVS7o26tnG93Gr6QaD0eiRJpyihITL15SgRuf0hfz3ONhQfncZqLqYFeBu0tRF4zLASwIwzav3rxi/3DI5d0dn75ckxUu81BaarNbUG6kYOvhM3JiolKPrqTmnMzxzglQEnxQ3mVl2J1EAZX1YgQi4x9X0GoFHB3u8fbVAd0g5dvlmNurGUnpLy/j3yWjQ0JEgTm12wNWRFZfyps+YU7EpvTF76OiZc5YaVam4mgW7LFiQUJkReVX92olrEnYYIIt9yhAO3xG1KW/qctmM5RuYwM+uD7OKppZ0OMt2KCw7YM3ZapA3aRusD8BX2at1q+TV03L9YZFF/TrmVAVZOvAz4UTWe5B5akL3663RVOqSulsYWHNdD+l5TpXS7st85cBxWpfLnzRWNOEhbAhztVVu6qvJtCnAvoth3ob9OuSyxjk/dazCgWiGQmp7tOMvAr6uSNGmNltsvDU7SMUkykwLsfuG9U2gbDFizevOTgccnN3zZcvl2SFAmZjQjUHn2w30qSca3mSlRp7iVej9PXKhGrmPCQjLA9bFdjsTnxxJFdYgpLvw1aH529f8Wy0QxRPub+d8nA9ZxcFrCl2aIguBTtsiBqMrxsUtIuCqcuGDbE1+h4qaFrMGsPglJ4/ISAnKoMmiwoppmBJTFKqe1T5zp6sMjc9IunXQ862nPp26uXjx2o1A8O2GttoDmp/9z/4ZkrrwaWpLRtOXXkc5y8fqILK775X/jYq/VFsU+jY0OW6fxr4Er3mU2AZ6nXV9ngeWxX1/diqpDomZENS4c2hGX/zu/PZd4HIqj6QVVlvXcCQKhNWQC2fo9k1UMnZJmhIW0a5ojTgtr5eKZBy2iQaDtwQCpYnCpkzny7d9TuiegFCzb1t/rXHEYYhz19fcHi4x/juiu9fvlIUBTbTUP8qh0gxSBZIBMncYgkiWW9IiJRRGNHti7RvYhUVGvSFlgT7KFlGoI2lAeLWWRC2dzl+8zPt0T7jaMLth0s6600pvafkzFnpPYnMcI8NK5baIGwCp4nx1Y6C3yYiZK218zKDym9/gwkMYXxxMiBiU7Yt8j3AjESNaWdE6/QlvdM96tKTDblPhe5mAHoMjJ+iPPJpemp6CjCq9LiCo07S9zf6UtL9qQcFGxhdD5+nsl01g/6Ook5Jsk0X7daR3MyRV+vXQR1LqYf4Zjbnw259y0Vl3HWyqNIv24fYQqt+E7swYGXXkng01fdSfb9N78zSZTtjqs6OzZ4N7fVtBSXdAm1t5HYlrJyONtKanYiqaYIkYMXV8d+L2UfYsZXsmanOgdnlGNk5DNucv37N6OiALF5wf31Fq1Dji0uqhC11yLRcbzM2dWmge5pWjS8qzw+LbKzuwBV9d1bSYii1DdAm+k2IYoWd/T1Gr/9A0j3kYTxjeXlDusnKI1ECtCkxK+YYf50dMvrMmNOmKCPad4E1K63t75djSGmx1LMllKo9RqqZRI54/aDj7qhgEDE7mEsYCyAiIzzcIzv/mah3wmIxpS79sHpnmzy2HZKayjS3/LSSdU+b2qpCYJPRtB667N9dmV3As4lhuCqSZk2xgH5TG26yYckFoeaaLt2U/RW1z4VRuVf3mWTLhj5Y142hOtd1ux17XAV1b9OUw3tmS/uGSkNtvbUgcGoVNU/8uDl1vft02+oWt536uZKx1a1N+6/QGTEI+OfkDvCrk7SpNgwbfb0tiBQO6GcllfbqapVA7M6BqyayW5cnQdjh7PV79o5OSOIllx/+Qh5FpTeKOilge9woz5pEWwJEqm1RkOhjWIbaljb7FiX4GVEmtejKy99su4AJC1GUSqP+fo/jt8+Ztts8XN8z//4ARQgMiJiSUZRKGqV2WmuANoEQImKmbJwdyA4pG2YUpSeP8sVZawdWMTIXiLk6JiVDBWnYxcj1BRtyutojaRcYdUPOzg+Ijk/5XgRsrq7Jbu6pSz9kyG366/GaPkRuq9nMKuqpaGIpvrTY3Kv9U9VuShkfrE1tFzSb+imcdly6zU8BFVCob90HhccP8Lgz4e8+nqJycnPqVTcuE3psj+izAv/d2QDURFcVvpvKbZ/HuvdS4DJjd9+iZF75S6BEuUe6srHyUTc38NazaH/fYubTZkJqtQqVxp3S92/3d3Luardn1+zo7P5MGAYBDcVsRLEkMG9OzxZAEYacv35P/+iMTRxz/eEj6WrJAKPkUIomAei2pjdhw6KUvgMU5EXEFEQ6R41IKEgw+5cq65Egb0btaNsQlJtnN4R35z0OTwbM2PD16ivzywSKIaLQUd416sBWF+VquS6Nr6L42aFgwIqUgJS+plb5+CTEzDHBIUIKekTIhTCZ1vaLi2ZGxIqIhAKhY0BBwJIZXTLOj9q8fNai6IV8WF6zvryF2QCzo3DTD0XZ3PbsKeDa3I4LtT/S31Nar8/1IXBbG/WA5pay7yptAk9fNrZ7MfrcemqbaXNVF76ax6fYKHV8QLdb9pNhFbZSRCUXOJp9cOr7c3tuZjIm5roNUlWgk7lsZupunz7A1rNmXylk9gh2OwrGbAAW8DRybVOy26nfgShKq/BudpX2oSrDGIwsLuoNFeeyqLxRd/+nWEqBsf8YOs3tWgpcrQNcYcjLN2/YOTxjGedcf/hCvNrQJigla1VLqSbMmW91TjUhYqPtEYappdpIS1lbZPoAORcgx8jU2gy0+2JYPpcZ65g2wozXr/d5eQRJHPHt45S7ZQ4c6zLKoJqzy4a4dP+UkAer0lArYL6LCo+2QK41FP/9FipeZlr67Xf1/BaoK2FWdMhL2T4B5tqvXzGWPtClaHc4fLnDs8M1/WDO98spD3cPpEkHeG6Nz02PSvrNn77/9HEJrumD9mtv79P8Vi95P5bz+BP7ebMk6CsfDJRC1ddBKH6MedTlPs4Uq2WqDKhZ0vdVN1XIaWJorjTtmlFtadFNT2Ew0rqR2lxZtirlGlCsqmbq+rSf+fYYty2jArFB36VJZHv11FW3mAtIpHXf5weaVrL9JtzxqV2DuGS634JZgcoek1cOVQndRtLNcUPDqbmvKnN8vb7bX0Z5kCkMePnmnJ3DQyZxyvWHS+KV8lMRW4vQJAEKzJlv8YTpEpGUnjlhWc52RVSeNzkK7NXtuOL7E4BmGqK6keg5dojlzu4u5+c77B1lxMkDXz4uyZYKqFW4A9u/ZocNyvgqZlYxHiflxSWyP+mS0WGjT/Ta42gBa1JNnShpFKXKkXRZRsyUt5UQEymLAxy8ZPfFiGB3wjj6wORmyuI2YYAKuDxhghvL06Qfujnrb1lOyhaV3+w2mj/Up/XnftrV3Hpwrdv61sOIDaVG9vVH4uuYbZqeHl1+e3ps3+LvPsD2yrFhq0p3UUulzwabmWM9bf47aWrZp0me2ABbt8tppsBAapVVULZl/153gEtoUrNXWLBq5GiBeCPt+yezq2zHrE2XtfogbGvUM2yqpWxKi6I0cvqgr1QgmY6/Y3uR4LAndzaqM2RT3w0D3r85Yf9wwDje8P3DN+JVgLlkMNSBEYyRtk1BVIYxMybZlJDYUhmpuUitvrPSHGsAX8KOKWYUkpSOj0qVJOcGAlrDI/bfXdDprPhy98+kV3PacV5K8GvWqGiV4tvTJaXDksgK7SZPlZTuOkB3SEqrgzHJSlycnJiMHV1eAjhk2vfeGJgDYEVO2s4ILt6Rjl6zDjOuxhMuvz9wGiUcow54xcCaOdHfSr1T/6EGzrMfg+a69n6Mefj9+LUL73lTD9uhq6n1pwCVfOx+Oz5YNY/E5NobeR/Q/fp1ZVxJsunJtmvwTOtuDTuJTOt7r/ipnoE0gX5gPXFjgRo4rZehjXm3+l7sMVVr+PMkuWJGtXuvihb1bMcvE1BltL4pGYSl2Bp11xqiVBsSokB2TkFZzphuc6JSivdB311llK3LvsZE7AyDgDevTzg97LGON3z+8JXNCmBfl1EaawlMYKtuFDAmGGYUoE4Ku5FL5RJzkAj3MiYwHv5iMVBgK7miCoqCjNZgwM67n0g6HW7u7lh+vecgzxlhgHmHlBULjDk2oGCHFTEhRdkLyKmIFa6hWTGKGBX8LacoI2zKnlWpbXrYUTMzlmxYlixwEMCLvR3OLl7zbWefeZST3zwwvXsgLEKGmo4eMAIWZNwyoy79SkPuj5ST1+F/zI+17LfjS5U/Qqn/fBvwGyWFvdGHOhCRz7TOOGfDktns26MpnB6KhnG5qaj8uKdffZoyp3Yz6Ls0+3Nu/n3q7qSq8PF7cGl6LOyFD/p2Tt1dANU+3ZzQm8tt9Q2rqKMp9GTxprlyV5iUEVlWhUXww1n7bN5V5IiFxp4fN9KmYeH2zBl9vU23Celm+jRr1rYNmBj2w/0ehwdD0njNlw/3JKuEgA5G76+81hM2RFrzbiT4jMK50FyxMWNqtccYEGi1lWiujROq0ASys0CXbQF5AAevzkiPXzPOYPX1mvTuDvIuK33q1T75GrHW+wlxwFThDhb6EJYd18iEfRPqzOmBjFRH98xKJqRGmrBkgXEG7VGwx5INKzL2Qnh/ARy2+RzGXN5/gesOyrShrk1csiRCeRVJSIcpa+rSXxlw7THo/hFA9//y4eYp7fhw0lym2k9TWZPq1ST2B2XrRP0+jbRSl9zWH6PFr2XL2H74Zb+d+qBsdTn2X4/pz81TezaKsqbdTn1/Rm7bBpx+Wz5NzWqb+v78luvfs5GEXXVLs4LJZ3rurFTbUZ4yGVXa6yVvA/625G0M3vZ+xJ/PenZoWpa3WbUNgFETtRmMRrx8e0SUTrj5cE+8Uvr4jQ5vbHTdHVLarK2buNQ8SPx66Tcm1BAvR8mSEtCVh49NU4HE+RH1iujI26TafNsO4N2rAeFpn2/pms0vt6Rz8Y7vsWFdRqoMEFfLjFXpMy+7kI72zUk1DXnJJJRJtiDS+ydzr21ATpc1c7qkpVwfomJxRswxh7f2iFmSDWLOnxcc7sdM44j7y0/MH75D8Qo4QMzDa9osSMr4PMqPyBX1JD35RK7/WdTD0rZ2HoPjp7Xl/lWnLGmmYHuLza37MmSz3KiSCwruxwn2p7SdpqZkl3Hh0QVMX8522VMd1DX1F1b+rYsTbyfDiGwKTOgAV8r1x+ACbBXQm9J2sDb9NbNet4aYYw1NAidGEjZ0PWXX4DJPkRBtOVuNunoFOGU58+Pv0oRmAScTFsH0bTMPWS91rrs2tVWGZ+e26Y5OGL19ySYbc/nhis4qKb1buhSkRBhfcyWfxyROUDWVjG+93CkrTEaFQZOYOorKQjMOkZpTMiJ93bixFnSIiOn0W7x/2aW31+ZqveDm6x3xXN01KxCf03XCE4N46Sh3zaI06EqvOxRkOmJnXPrWtFC69SmZ9tYX4O+RU7BhyoiiBP6MnFvmZHL3VTCk9/xfMzpZU7Qv+f5wx81VymaT0qZNzARzgkGicSalkiigyYz7g4ezniJ9ukvkqW3JwgssCGmqEdT8Ve3d/cAeSzYgGMi0P1kDoq5U3awJN+DS7JHtUlCfzOcYeDnbpXhTRrafPoVqW+/rs6vg6gbbMvplt18f7ALneRU86mVfIy3LM1df79JWz4h9RuQ+8ZkxVOfSpskce3IpFd8ZO3hF3Q0J1XnwWZN/9Ct0WnYpNaAvKov6uVSQmmFi5VP+65qA67yT6qw0wvBkVqBgZ3TA4O1PxFnM3YevsFpzgPFWUdJ+Qu6oblpkhETa5mCM0DnicS/+6gG2/aCLgbOCTN8jK/CnDktFui9hMDu0+wEv3u+x093wMI74y6cr1jmoaJYC5AUSGiEkL/sG0eZn+r9EUyYGY8Uw1B7DXH6+Azo+ZqLZs8BxTsyahKi0txTAmpgpC+idw8XvSYchD+kXJh8/0p/m9HLFUPZIeeBBj1pF4yzoM2NNl4x9TXN95J0n6vTtxeAu2aYatqxW/yn5f/lAvb0HG6CbU3NbJt+l0gYDX4b2Z0V9GNWgw+6H7H5GklxAr59Tn9Kmz9EfcbVMHcAq2jOnZlPvfjvVJy4FT1HJNKk2qk6vhoG6uyZfsq6yFBPOoH7X4M4n1r826BcYfb3N+NwgXYXVYrOk36xY8eereUfonqSF6o5BRqFUGylmd0VZzoRhsP3rTX+yY5BYmW7coDawNxqy9/YNqyxn+uET2SqmRYhcAx6WtXMNxFJbnQywz/IallqUHkfGk17epPi2K/DMWZPj3ni1IWUj7pNBh/3zt5yftonbM76PN3z/tCLLxQd+jbkhWN5fWwc9KxwGJx43Kbm2SNieQspuEeszD7LLSYAFqXa1lPIZGVPdhmn3IIDd830Wp69YtveIx2Muv19DFHOGORcwAjasWfKgaVYMKGHAA3NSXANzNf3NJP3HwLW5Dcl9THnU3F4TS6k+M700MyH/A6y/mtDt4TEPkGbQ38ZSXKrs53WSd3VH4LJnH5Zdqbq+XzennkoDsEUlV9k1/DmpwrLbusj1JpmdhUupvxez6W1m0dv2B2aequqWVglM7v7OVZPU+zn5PVT3LVUmVF0dLi1qZuWZ6OmV0qEahqFdOgy6Oz5homoMdkA9M3qBUnW2WBQtQsHJqM/+2xdMWwV3v3wiW630PLW0OdPQplZaYuUoZilsU0n6xrG00P24oSFETSV0qdtv5TSv7fEeEVEECf3nF+yenxFlM/7Lx7+QTyd0cjNvHVISFrpvw/YLdrQLqPIf6pI7MXdaFCyJdK4odHJiNvrUsNyIpcLCRawxkXXUheZrZkT6PR7swos3O1z3e/wpW7H6+GeK6YY8bwFDFkQMMWdyRxQkzIlpodRTqlxEzoQVPfJfc12iv9x+nVTdDJX1tbe147dazyrqyzb1V1/GyDxVydQFDjO+6mlFtx9fUdPUuz0KX7dqwNw4ytm160HYB7ynvBdTpqpy8WuEZY4rCfuhIZppcmsWmPmuo71eCrb7eso7DkoJ1igehMm4/iz1jov1cjheGbc/G3INvEtbrr7erCB7dlulCCE5yg2w0OZfmQfXKOwzGtWXvxrslpXiRHY7AXA06nL+dsSslfH9+gvxbIF5dy0SHSXHDYsgqhtQJtm81Oebu6lUMGX1X1Yys1yPOC/9eIKyfKqvGREf+C4w2G3Tf3ZOeHxCmmVc//KNzXRdytrGt4dydjKE/YlSqqvHkxCz1Eet7JDPKUs2UEJxQM6GBWP2KUqT7BBYsNL+/hK1p09El3Vrw+ik4M05LMKM77MbJl9uKeIzFJgrZdGGNisdwb+lWxmQkzLXs9jXlO3rmV1igtO56Ye8d34dlG57buduk/Trpbfm9h6jsH6J18tXQUOt+k9fcl0HN7+NbfTIp72t9yoj8ttzNe/1c2Fq2P2512AIcDQpvVyZXXLMKV+bXQQNOXX0b0s+I3Jr+Uymvg97nlQyQCt30poneU3u01aYuzoM1KrknrMwT23VjWlZVC4gJ3KFblHCpKXsbGT7ZpWTmcv6ERkmo/TwsDfq8vbtgLxV8HB1xd3lAoo9TPT7QOuyVU05cmVGmxGSWp4rYr4VsFXlEtblzkp50RT6YhA5IauAPyEkwgQs6+92uHj/kvXukLvZHbOre+LFFLXrUaobo7SyXSfRESwTrdEXf3/l6x8zB4ryzG0OOpxCDGX8zREbViz05SgSn2eXiCVTKJ0qu7R6x5y9hr3BPatkzZevKd8e7sgLsReYPZxyEU3KnYxYCDY61INRHUkI5oI1S+rSD0v622C8GdCbWq6C6za2Uv+8XnmwLaceupsk6mquK+k/poP1lUI+TPpjq2dLoVUzbChnw3fLAacmAKr27jMQFxTrQQOqFBjQd9UkOXVqsOrfTYfB/P4k+TuL+mTAtWqWxnnieri4gN08g9tCOriKIVe5Yo9HdoRGX++zVAN4EvnS7a+Mb1k7Fz7TdtWTph2bNam3ujfa4+LtHmEr5up6zs3lEhWBMrbGWVRkevuyRdWuwKl8IWpXIIZaRXdKUqpu5GRqRKxDI0h7IRltNsS0gYNhl+evj8l224xnd9x9vCbP7LltkxMQ6/AUHQ3iYghOdbkViaZDYFaFgEu0QqWrR7okZVaqbnaBITl7zInYw9x/tU/BhhkZfWh1CI+esf/yLZvgO79Ml8w/r8kSNR87xNZducJeuqxY09Z7HVFGqTBwdoQiw5Ky0hPKTX+FTt/9AOuh2weEZumuHoT83h9jDH6Z+ja2SZQ2NPveJD54bovN4ioomnt1R9FsfDU0uSOp5vgfssvm8Oj2y/hz4FJaT7sNJ24ZBTC21tnMWb2ixk/uO7Qv/zBAZSswmmwtNuDVHaqqyuMuXfVCgtSs7vGkdcNAfOZRXSfutZmh07J84B0yNmVYYTM7QrdEmLTDj9Wx5za5tWswPcgdssqcOhwd8fLtiLy14Nv1nK/flxSF0CUQby5nERN3WoJ5W9OTlIeqhA1sEGWacTeVk7viHa/grCBljVHBKOYXkfD82SEvX4zICvj05YrLh7kGfFtJFmDCQeREJAR612FfSJKUCioB0oKcFRt9/5YETxsCS1aoeEBKpod9NsxZsKGnyyoVz4akHxO+PCXbOyUuVnz8Oie+nXKAAvBC9xaz0COXW7lCUnZL86+oqBQdBSuWJBSok89yvOxX+emb3+plhvpyTc+3p8eg5DGaqmW2AfpTYUv9XS/lSo4N/K685ptat43G/FsP+tKe+vdxEHZZgVuufn/UPDN19oEqSJs34rdlA6wbGdLQU+9GWU+lOxrTurT1mHrHrykA5bZer4QxVFfZm29nMEzUdd31BYTq+NyWDQMtrCcS7jgr6ccpJ/p6N6ie6cGAfqHbkX2kkiRTMq1K2R0dcPr2GUVrydfrBfff5xSFkYxd98/MkunBwKmSpQsdB9P2zukgaikwSpeu1tcXztWDEYmW9mVAbQ7PXjJ6ccyiSPj8+Rt3D1NtBzCzqtigCbAgYcwiFuVhKWEjMbk+0Zoi5lgYsGHBmpQBRnWzQ6IPb+3pdntkDBzj66AFvzvuE7444TbMGa8fWHz+Sr5Uev4xS2JMTP+Btg7ERHov0tXtdlkSERHRs8zIbQoWrHRot7Ckty49Qb1joLUZGLclt6wvVfof8jbwaaapnq7HKKwfiZ3r+o64UrzQYQ6/16tuDIRvhy13/LbyoaqWqErKBlwem4ei8rz+vRQ17VRpco20TYbV6hjDSq262a17t/XJfUsyPrv1JhCul+tDqmMwLL+eEdtv08S4r0/+rrB+dt3zE2Z8YlHIsfsz3i9VVRFlf7YnjLsqxJRqVEXmjK1yQuztH3Hy9hWtVsbV9R2T73e09RCr1w5Cqo9DmRzVjx0BKNJKCsNgOij9tNpZGAk+IyTRigrDotAx7UPa3R7P3/7EYLDLdD3n7vqWyXgJhARaz2/ftbsm0/dsifGzoCBkzYQ+eWlmTYE1G+LS+KqgOGGXBYtSg688dHLWLCici1T6rJixIOFwGPLyWUhn1OEmn/PtcsryNqVIRak0JNY7iT4mePKOnpMlEn90iAJyZUJeMaOjFEYSbJkHltr7X2L7++mHomzWy0/bWMFTPttfl1xwaqaA2hxJrjumKynapexPvx4QQ0ua8kG/flb8Mi7wb9sjNKtufPrr312AUQE9TTYWmuqNtGgpvsocq3Owbffx2F7Sza0vXVTK+Pp6P5SBq8xp8tCpAnU9o/XXS5U++93645MdUQu5bMUOqpBX9PXCLm3afUHDvUDd+PPLuzNGWtfZE7JWwfGzI7qtnPH1dx6+fycsTJ9pCeghEsZZTKDqubjtSj+qvLrisCjpUS3IzkKCFqsAB7H2mhH2JHuzdhdevX/Fbr/HajHn68dPpIno1nO9o0jLiJlCQaqDNRh20NJXkSswF7XNiowxcwoGiIKpYMiCNQuy0hjcB2asiZlhlC4dinBA/6zN2VnBbnvDap3w5dMX5qtMQ/s+Jp7+kJSAFUtaWrYXs2xIzoyInIEeiQL1jJyYqXbWFPVQwQ0rVNi4eqfNJ6t33Bz56ynw7pdrlpbqPqr6dupzHmurWa0RPlJOcl0drK+19k9H+pTaf6lP14aB0JFTjVRdha5toG9+b54102e9wZdHaoELjy6l25Q0dps2rdvKNL2X7W/UMDWwZ04u/hCYM4zKgL69KurZl9t7PW11AkK9sGHv3QSEk9I7Xli0uSNK+b3IrkH6M3pxdz3Z4zerx33zwrSFkm6rxYu3F3SHO1xffeX+8isU5tISVVskeLOS7SBo6oRspudbnnbJUBeVi+eMHOBSF6TYgaADElRsMTktkAHHR0ecPHvGzm7IYnbLt0+fSRMbyNV8Z/q0seTKPmNBrMuIdjxizZqYrITWfWDJmoiFVW5AzJwpy9K43AX6ZCRMKbSUH3Z2OHz5ewZHMM1uubnecHe5Is5VSykbYgI9RuN1k5KzZlXK6eKpE5OyKv2hxC8oJmZJTlr6+mTIhSv2QTg3PTm0cpO0Vf2rHsyDmr+qtXz5uKnfaj/baj3GGOwy9X4qdfe6VmU1VTP0nviqFLsdl2WYz7FO/bFNV+0CRz2A2lRUgWj73qaZZdRJ1b6kbMNpvcTsJ5/N0TAHzXsbf3w2K8gqSpHAa+9x8UPl2ke2/FFXFTTyb/25AFfyTjFHosyoxVAaoEyk7qEqN/iGaqsasdNnfDLnQQnPrVbI67fP6ewP+XZzyf3lNRTq5K7py1bOqJVVECPnZgNEB5+RlGxCDMcdIg36wiDaKBiDNUbJohQ+G91eDhyenPHy4iUtcq6+fmJ890BYFKjgCSYWv9o7pMQ6iJswmA2wKkM1CJVDEqasWJam0AEwJCNmTlHK/10t7W/KkAcBCoY3RETBjN39Pfqv39PpBDys7vjw5YFiuSxldGULKAhY6zO5QBk1R83Xmqg0Cw9Qhu4Na0woC3XAK2WHWO+3dlFWhYE2OTcJXj8UWtn/sNxyzaC+rZZfbnvLTYBe32IzuGyrbcNIXn6gfg1XVoPqB1ovPzezJtHn1tVsPuTkpnr4M2Wr+wg36JoL6K4U6N8F0AzLLj2u90o9065nvfU01fdX3ffYoG8nX5mTO/TUy/V17VSpMPsK970YXb29+5CWFTzbJwAMWPsnacUrJ8C+qapZFHDv5XVHYzxt7NOxRSvk5dtzdkf7fLm+4+r7LUWhnorG2t0RGefSglaprxf/mg7iX79rUdAmRl07Iv0qilWQAyPpKx/5BGi1d9k/OuPo5StiMu6/fmB5e19qrjfkrIgxEeuVJn+jo/HYfvMzYtasUPK8kqkL+qw0XBqDKszZELPA+Bv1SOgzY46YTNvA8U6L3rN9OifHzNM1s5s58+/fKHLlQx8TMcDo7JXxdcNaz4ccuSrIWfJAn6y0G+wBCyIdgnmEGJdzBqz0qHWoNgbAPRutKvPTk/z06yHXfbIdzJ8Cz81g1VSrPtVLZdvoaU7qQ6764JhZsTfe2w5CyWfmHgLygcx8jtXcJkit788dgV2uLre+1foy2xUxdWBdH5Pd78keRVN4CJ+CZkZTT7t5WgXr6sqw/3qK6sqV6+vXnKtyKsBaWwXmQnOh28jjTbsne102qwLDEt6N+rHAPhYlu56wFfLq7Qt6o32+XE/49v2OoggR4cdAqTo3m2KrbToUtEl0rsjcEl45Ly80Bwm4tiErZV1zsjxBdjGCDGF7h/P3f6A9PGG22jD+8pFo+cAeBnTVdYipvoErRGL0xEQsWCBXhStv+oJNaXw1Xu8bOiyInWBxu2Qa9JVnjgD/hog5MQRwOtrh+as98m6Hq8Ul48sZy7mobpSvT8KSJUta5KVCR+1yNvoglVHoJCTMmDKgYB+1xxghvv77YLGlFWOWJDr0mhz9in/N4Sw3NcOyL6/W/WXn+jn1sm99Ob+HJsBrbsPI41Uwq161jVWj1fhkWxx1Fzj8HNtzxWcgJtXDWrNqo9kEvO16xia2Y8vGLrxta8emcBtkVsUKwy78UdvQ586eW8btz8CkS12V3nrGaGhsZpABVeYRes8FHJvOBVQPVQUVdlmlve50BpjdgFE/2ooc49opplbFADqtkLdvXzAc7XE/W/P1+x1FIUqRmICANoV1ESFkpJotGZhMiIm1ogXk28k06AubUiwvsUDfVpRJwLUQ6O8NOHh+QTE8YLrKePh4SRblSJAzCVrcQV16rtwcc4umhBUbltofX2nm0VL2FMMy2mTsMNOgLzuIXWDFhlSfyC0NtfTJdjocnA15cdqhlUXcXt9zc7kgywsoezMQn2hmI4ZXdQJAXaGuTvYOkcNVKyIWrLVbqNyItWHGBMO++sT0GJOUTE3Rnuqx+emH/PS3QXJ9Tbv2thy/v/peHgP8p1BaBRaV3I/ZXphutMpWWcv+kF2Dod+v35/dZt4gx9llzRNq/zK/23359oEmUGwGPbutogJAVWrqQr7ZfVZL19HtMmP7qcvqts2KD5VurgHfOgpcZmyeVpnMY3K9AWF/vdjwbsbnqm7qaLdVKSJs2CZg1Z+t98/LNrLKv5Rlc9ot+N3blxyOBiw3MZ+/XlMUYqoU2iJCbA0+xGT61KzsWzrlCdlqBNCklMDDki6xN7jfXEaIAq+zoz4vXp+xCjp8vrvh4WpNFgcowFPxNMEocyJgQUJcHhZTmu6EBXOmpV+7nJ2NmJGXipwA6LFmw0RbIWSV7JKzYqG/VSXt946ec3J+QHc343J+xfJ6RjyLrDj2MRvW2KEXlLpJnSsWzx+AlbYowCEmjo8KyTYiL2/DOqRgxYwUCXuxQ8GIKSuG+hicePPMft11iT8Gu4/B+3ag9uVV829AU+16mpvKVZ8FXinXEKbkDiODV420VTmr7i8316+1TQIWmprGsW187g7Ehclm6PaB3weeZsnabaeerm2B0prnwC1X/5dhDAKeLuhDqcTABc+mNVo/Wpfa+jVnr5eqQyWaGZu4ldKWC/pyktb0Z69NNZqMGNvjRjEsOUkroG/09caN0nx3rVbA796+4GS0S7xZ8fHDJetNiok1H+o2QgSQRa+vDlUlulWRrM0FKRLjvijpih261BP3fG5BTBhmnB32+PliCMGGb5cTbq5WFBxhokr2tJ+KsSEoBUlGXB6sEufHISuWLElNjB5gRaxj4oBI+zl95ixIyUqvGLW7SdmwoNUNGT1/R+fonLQo+Hz5hfntPd00KrXtQz2SjJW+z0pYTU7GihVjMt3jHiLFr7QeXmD7kDVTFqxKB8wRMCVmwhTjqLlPxIIHxtqTSP3sl4zPTY+qd2zwbZaaH4NbtxxPKFPPHPzSjzGa+r4k1clqrrxnA6f/IVclwSoV/sUY9dBmH7gxIPUYDDY/b5axt2m4t7ce1ObalFbdB31QdF1Em2V/H2TrU+CVqdoQXG8TKRtWfppi79hytM/mXDrqmazrKeOfC6jX16sntuOlocDW4qsTuan2GRdK1BwYA61AvLRsAhG3aLVavHn7gqNRl3Qz4/OHS9JNQogcABQmIxeymONW5lBVqvszcr1ckOIeGgPx7BffIpkDc942IGx1ePX2iNejnCCZc3+zYn69pkOgPXFEibFLyg4r0vKuWjmWtGBFzhJz0GuXVB+sknBmYjpVF5oEUPrj75IDK1Yk+jYq2Qu8OO6x9+yYZHeH28WUh8sJ8XyJ8vNJ6RKVfjjqTEDGA3NMUGQFx2sWrElKT3112CtmwQIl7SvWkbPHgjUbijJU8z4Fc5aoqJ3S5gFzVvT10axBC346FL8oNz3ZkPsjUOq3UV8z8HJ+rK36v5qZgw8hvpHW1DJ6x+0HoZop3QalBmSeAu9PTVXI2WakfUzWrsq0dfTZwFjfi0r1kr5b0pb86tVddX27rKuuTfNuXUbkAn+1vivpm/62rzKJ42OOIxnQt82orseKORRlU1lnpK0yUjHSZo4lwN3tqLAIwjiMeqtN2Nrh/O0b9kY7RJsxVx+uSDeJlrlVaGOzlhTwi+LEKJhEghfVDeWTxAF9w3rFQBpqCjdILKYOQWuXo7cv6I4CFptLvnyYwkaFSIgo9JWFEgRBybVLNsw1kwwQ3/mYDTOMk6QC/hVrfceVKKNU7JoFa818elZum5gVBRsO2wF/dzHg+KBDzIp//PYn7u5T0nQfCcZQAEvuGZBamnl1snfFAiOZ7xEzYMaEEZQHwvbIWTKnYIW5nGWPJWMWxGXUfuXKGWtPHjFlD8nYY0bMq8OQn89zur16THmyy2ZzmSYQrm+nGbof2yxTm1NPz2MMy61hb/a3BS6zn2wDQ7vPx+5Q3Qa7zelp7oPVlre1Va/wsQG4KTCb32czTNaDvitVm1rVHh4bTd3s2S6UAl/b2cjTk7ufkt6M8TW0cg0IG2YkwK9ybWg3LMD1GrPflGl9uyUgs2xRIlWHhK1dTt7+zO5oj+VmzO2HL7Q3sXX5n+jgBeJBnR0IiDFnDPKSLlEngcTVLLCl+Hb5TMIjGC+ggg0Z3dEBuy9/otjtcj/7yuev1ww3qeM3vyLWoRHE96VPwpoZizIom1L8FMTMNeuUGDQtMnaYsyanKKN8KsOnOhSlqBbTqXKs7B8e8ubFLkc7C8LNgunNnOguIUTCGe/rsiEJEUsmHCBSOay07SBjhCuZL5npcMltFHyPWbJhgrlPeJeEHlNihpg9Tl/bGBSDULr9Vv8Zx2dHHB/MaAf3bGa/Sr3jA2c9xAePlDHt4Dyv9vVjO4vHyvhw44NHVebzY8q4QcK2gc92idr9FOsB9imM1u/PhtOqe2SViqZ26mV2A9+PMU+/xtOTkaptPw6fNrd3F8zdMvWr0LfHNBvQ/f7cls3OsLoy3Fg4pnUb9DOHqRk7g2vktPs1/WVOO8YgSvnUjc9ZWAKNtiOELc7evqczOma1WXP/4TP5ZlMeNBJJPCrDIkjtsFTbCO1JOUZbpk/LvVNWshAx/0KhDcImcj7sjgYM3l6waPVZXN8Sfb8kKLLS00Y0831yEpYUpQJFed6viGkRl9r+XSAhZcUUdaBJrljsklAwI2IHE61StVawKlU9HYL2Hr2L3zMctUiCe64eJsTf1xArN8oNGQ+s9AgkJNyGFctSdaPgHWZELJhjJPM9YoZMGDPQY1R7gIyIsR7fPiLbz1kwtdaN2o+o0A9B/wDO3rAz6hC27rjbfOD751ta9R6bP3Y4qx7MH4Nmt3Y98DfvD5qo2E7BU8sYZmW7ZLqg3yTPSqr/y9T0zZ9uW9vhtFmmddO2/qp91rXm1wqcpy6Lb6KlaQ9UP3v1TNL9a7tM7rbl6qCNT7y9c3B17GKsd9VE9coqf6SukdaXvAvqJG/146uc6u0MLjuR/iT8WFq2JU8UHEv8FyWHS5TNQI94cDhiMNpnsYm5//CJdJMS0iLFjbLZJkeibBp1p4qFI0zGUKCk/ZCshD/l7yPPJTcgIyXX6pidEJ6d9umcn3AbxIyvvxN9f4CiS0GfNTEbinJEPUTaX2Ki4KtDSgvNEIUdDICQlDUL63CYxLDcYc2ajJiBhlhlhi5YBBta+6d0Ln5P3N1ntpkxv5lS3E04p+BAt70PzFnriJ8jROpPGLNgyiEmRNoeOSvm5KwR9lUwYs6CGUnJFveBJUtWPGAUULtE9Biz0J5E+q7cVkFx1CE/P2HV6ZNGG64uH/j2cM1+mnFMffohnf62VA8K2+C2mmOWdv2pxmbGUE/PNv2r+bhsdzeR612p86nSsqu2eArgGXB5CuA/leX4UmxzTZ/KJsBrBmvz1pv7yZ2f6mibRuTTZK8TlxE9Bp5SW/34sXekZVfBZFt6DENzR24rVwwDkXayGkrlhHe9TG/Wp23eN+WMrh4S1I20du9izhS/GQPLLeDgaI+ji+eMNysePlyTbhSoq3tts/KCDmEQAQkFkdWe+BUVem5tL6ik9G9vlb2LZ5HR5OfExKwJQnj3eof9oy438YKbjzesVn0ohnoMPWKWLIlLUFRGWJH2lXpHnCozUhYsKcidOPYdClaaeRSlo6TypomZ0WJVGl/7Ibx/fUB8eMx1ULC6e2Bzc0exSWjRYUlU6uuHqEAIY+YoeV6NvmCfOQuWmgEpzTyMWbNhjlHSDEtpX9RXSr7PiZjqEwjimrmnb8SNOW4HPDts89PZHsudHpfpPcsvl8QPG8iUoXtKpAN5+OkJkn4ThDfDt9/Oj8v1j+0YttNU/9xX5oRUgc6VmG2QeQrwG5mvHvge01VT5jQDr79jcMs/BvFBba7bhg+ntlTqt2Xa9CVTGbsBWXcPYbfl7yHMj0+3zdhNcoGz7qyCAetmNZg7F/K86UJzX6Nuq1vM7kN2Ha4CpmmtG8ndFUMM88xKeDf0iJwujokqXHEAnB71ePH6kId4yfcPn0k2drm2PlRl3otQUZS33Zo9jJp5qa8gXtQ6As5yZWJSzo+UjQm6Bc9f7HJ4lJHEMd8/LEhWMn9y2rRDTo8liT4KpZLcoBWVh6XELKwiTy5ZU5CXaiE5Gazuvooxl52osBCRvjDlcBjw5nlAey/mc3zH4vsDyXgXCqWdz1gz5ZY9ivJs7j6wYE7CDHPF4YCIXSYsyxDJO8CAjE3pailS/JCFlvaFziGwJmbKBLFQKMVWSve0xYvTgNPdNUEes3y4YnbzhXgVYnz890nIGTOpXVk/rNP3nz8FhP1dgw/vT2En5qeZpnq6TL4L+tVP3/385eNqkpjrQdi09zjE+yDs/rVtx2B/nNv6Kyq51TJViK+jp9rGY0Btv9Xi0VmxpWqfZjeZJ83v305urHy352Y12LYZ8fX1kusyNQPa9llu9zvwffndVv0dg5knucJbFDlh2bLNZFQsp8PDPm9f77OJI758uCTe5Ch4cd0sYy3DuwxZdkR5qTAz/klCgbqdtyAu2Y6Cd1hrdY4Af3d4xsX7PXrtB67urhjfrEk2KiaN8pYRI2qAujywy5yIAjv6DRSsickxB5+UFJ8RsGKFhF8Tg63aG6nwb8YeAAQRJy8C3h2vOGqvub5bcHezItq0gBd6npR2fs2CGasSzJX6JmbCGImdAzvk7DFlTZ+cA4y6ac6SuARzpbBKGTBhSocC2eMMUXE/1c6gQzg4YvfZe3ZHOavimsuHL2xuVqxXuY7IGbAqT/8qP5/6yDu/Wqfv52wH4aY2qn09VWZ/LMf1bvElN7ucu9n3P7l6k6vbsinjb8cDp1w9TPpU1kud9UzGgH/9DNcDqK9froc5tx13tNUe/LJNNeWZyrEpMKD4WOu+KGD3Vd+7y3ZM6zaz8mfXZbL2D84TFU9e4JZyJMZa1CzuVFt311NazpMoX8xJcWNmtWdL5rTN6PCQizcj4mTFLx8eSDYpIYEFfkKBAn2b0Zi5ypybrlSAZxv4C5SRNNEh0gystrVCBzJawwMG718Stxd8vrtk9WVFryhKrX+HROvrpV0lwW9QB85EKy9+8y0iIlLMHVKqx4wWCxa09W5IKVOUcXrBCvGMD/onjC4uGAzu2aSf+PhhzXJa0CkyelqNpFQ3Q5RmfsSUDXvk5ZmAEbBiTszYeiMDNvQYsyxPIIi0nzLWq0Qk/oE+BbwhxET4GVLQHRS0n52zGb0hCzrcLW64/npLdzXlGZRMQh17W6J8ncRYXI+2P6zT9+V1/0OVJfmYV7P7lwvL7u/NOwa/jOvg5vdX/zFn1o8L1EaN4AOezxhceKuCSx3c1NHktuXWcKXT3Mr1obtOgvVpf5rEXNd7laFt29v4FBjgNJDVxJ6b6KmWNa0K6/WZceHU8FeGS6EbscZI3bbqxqwOG4Tdd2KDvr/ejeeVad1tGXBgV6ldBHaNh44brXPv6ISXrw/Igxmffpmw2qSl4ssF/awcpXjk2Pp6+xaqEHHKTDGxO9V+IyMmIi7jzCvgL0iDhOGrMzh6RV5k3F3es7i6ZVAU5cgUOBakrPR+Q9QlSrmzYUNKQg9zyYgK5paxZGVd6KJ8WzIC5szokpe2hn2UBJ2GGzj/ieLkBXFrxdeHGy6/zziJbW/6ggUL8jKUwg7q/tspUx3zXqT9PVIeGFOUcnqXgn1mxLRIGOmR7AEJG5Y86PekbAvKDpATEitDcTvgp+Mu3efH3IQh39dTNrcR0fgBsi4JHdYkpY//IbAkYcJKvz2xdfjph/z0HwOG+g+0HuLxctW/Prw3t75N0q/+5UqB4gGRIseuzOfmurtVddA+kAlwutv6ehBukqarsmgdO6nPdWvVv2Rb0m9iRM3vtn5n4bO43Kvhg2s96/XlerP78JO7enx7jA3UdV7rIjG7PVR3Ey4Iq7bstWJCGRhdvcCku3NyqRNhxAB53ftVceulLbOWBISV1SjXcnmB7bOUIzfm9o+OOX79jDxY8uVywmxpru0wc2VfaG6A3za8mkNeeWlDUKdNCzYlixDITtiQ0MXs33aDgJOLE1onA2bJivHHz6SLB6CjLwYpSrlUQXbOhpVmSsI+lHY+JWLFmoC8BH7FGtSdtsp0OihzY1KWOsKmgH7QC+m8ecZ9b59FmrP6eMlyNmYnN72FCBxHrJhi4t3vkrPHjA19vU7F3LpmzapU3cjVKvtMmRCSlTfoHgDoW3XV1ydHs2DVnvHquMtPpxn9bs5DNGZxPWUx7pBnx5qGESkrZjxwQKFrqx2HOqkrMfd/9R25TZ/tNinfb+NxQG/qvZkmt2a1dVPO9uMIWgGDgwPm919BBz2SD0FtoW2pzEjCUJX05UOXD6IuBEFYyTEAZP9r99UE8VSoqO+PHyyzbfdRX6ue7oAq4zOg5gOs23tdzmOOrCIbN7Vj+8MbJvpUmtwco+ywZXTVTsv6MatCWjenZKstuwZhsyu0dwyFBa723kDgXUW2ybRWOyyfKAl+eLTH4esXhEHG5eUVs6u70lNdrjNRLYriyFxm7qqSlNdOgbqcT4BZ6IpJyEtwVjrlhIgVES1gv9/h1fk+7YMed9E980/3pAvRNquolksiUoqSoezoccTE+lJFkVyVtJ3RYs2CXfLy9lpFT8qMNeYaQhVhc03EhoT9Frw6Deg96/E9WLGYfmH+ZQOJAt6IAWNmZfwadQIgZ8NUq4/kDffZsMtUa9ElIPIeBTELHd1nhLCDhJQZM9oU7GGUOuo4mB5xMCDcO+T49ZBB944s+870bsbtzYZ8UxCyo2kQr/5DlixYEJWjHQH3Oow0CIPw099Ap18P8U1l/HLN8L2txmNMwYZv++f44jXd3oD5/Z9p69cTYB95sfWvStKzP3TfBU+24oUH8W7yPWB8s6ZhMq5MX4Vu313RjN8uty0Wjk1ZnRTv9ic1mxiHTZO/+9i+l/B3DE9ROQVIhEbXsGrL0C7jcxn2dkqq+yiRvAPnuXsmwFBm//izKr/LaI2ayLRhoF2lFhJv337q3q4lTw6P9jl5fU4eZDxcfmV8dVUaVQX0U+ttiRdQx6JSKY5EjlXAn5LofYV9QUpGRIwJuCZ+5Qn7/Q4X74/Z7YZcPzzw9csDUYZVTmmwc1qsiUlI2cVcMrKLush8yUYraCS3TUJe3mkraiRlNN5on3xzCCplDv0N71/nnPQT5vGS2fePjMchFM8wPvYjZmzY0cxNjK8qLPO9ni9lVSgYatWNsmCI82ikAT4vz9gqk/OGjDkLHTDBsNI0WMOwQ3b2M/n+EbN8yi93N3y/XXCwVuEnjoA1keUaugcckDJnwg2HFNpeoNw9l8woyrg8fqrXB5TJlfSbnttlmsHYLec/f2xnQe1fTbRVAT8ADs+e83f/y/+dbjslYMOOli7AeDT7oaDM4Rfj9ezvBmy50YVJU8aHEhsKXMCzy/n+Nf5tSYX1zLRTJ8XXv0nXhFhPgd1O3X7Ep7JOMHBZT+C06DO0x5INnHVzXm2rfnfVxGgNGxcQcOfdXmXbVmte+TG0mN5FrldtScst64l7GldRpM6/mtzjwxFvX7+gG2RMLj8xvvoK+jCVuFCmpfpBiTwC7aJEUaEYZHWKxN8l0x4hovBql2Uj1DEs7RcedDk6f8vz3/2Oojvgdrzh6+c72llGj4w2ayijYIaIBj2lx0aPR07i7gN95MLEHBOebMSKDmsrV/nYJMBCjzSE9h6Ds/e8+P3P0OszmcAv/5SSPmzYLdbAXJdVXv0Z+4wJmWNidI4o2GUO3Ou2c5TXzR4TQqZ69KLm6RMBU02zqFkOWNEtNe494Hw34N/+7pCLn57TGQ0pNgWLv9xz9XnO3dootw5QcnuHuZ63UPd0xIId5pqiXV12h6U1Lj89ObTydlg2ufVt1Nd0y7iQ1CztN7Vjl/Nr7Ozu8uL/8r/Q7bTpsmaHrIzTIWBuopSAkeANIBjFga/3r1fk2DmuUdGV8KAKsP5uwLcz+JK+258Pwu78VGv4zMofX3NbTYzBp7Qe0G0JvfBo8ufTZ6B1tDfPk6illGrOnt0mydteHU1rU+gwK7pKd93uQ1iKCWMmMyFPlM+OhEw2nvk55l7bw8M9Xrx5ThzA7eUX7q9usNmKeZMi10tKy1wpFyP32hYYY+oOEWkZnweEIaWkrFVu0OHgxQsOnh0SZwv+8Zc/s55MaeVF6WqpInMm2glTgiYoFpICESsnpJqiZ6MjbIoEr8IWzxmXunKJOa8CKC9hcAwvLwiHKfP8M//4Jad1h2WALVizIC+ja3ZRYYo3TFiU9A6AnIIxc33b7qgsmwATpgTkZdgFtYbWrJljXCj3yYiYcc9xJ+flCRwfw7Qbs1hdk98sYdKDPABGRDyUN18NUNL+AzEPzIETJPRywj1TNhzrsSv1Uazj9xxSl37lJSr1uY9J580SXOD8+9T+trdpUgH8q3//7ymevaVNTF+HP5XtrEhA5q4eyU1oWYDg7wag7iP2dbRqGQTlh2qbzVwfjaoevt4gvM0c64K+W0basnMN3X5//l7DL9MMb34/RUMtV/UhAe5sQ6cL8T4TNWo32/zpUuFT6KrmAuwdg+izDRsQ1ivyb1b2IZK3UeaYs75+n/7ewJbrVd+59pg3Mr2S61O9Lu0ZzIC9o31evn5OFrT5fnnFzdWtnu/C2buq38QLSLWhLAhmvyHqCjfgmtodJMr3BTBfgXIZjOjs7HBwds7w9JgsS/j0y3eW01XphijeNqIwglSrhsTPXvnNRzpf7nwFWCOncPcxRtURK5YsiEtXzj6w18opTnaJn79kHe6yWT3wl8/faK+WPLNmW91cFbEuo3HKXVb7rIjp6otgJKRaQa7jXbYw4Y/bJMCMKTsa+EeoVXzD3IqlPyDohPRPRrw4nnPWvaObZfzyacrtZEacnQBvdU97ZOyxYEWiR7yHukBlyoyMjS6ndPsLxqwsT54DYMKclAV16YcuUXlMqvbLPAWonwLbAXVtPSbty2f2+ucL9l6+Y0zIHmt6OtYFUG4c0/L4ugBGQkDqsQHXKc8Atd2f699s5PqqC16dBG8DkAENV86u01PXwW5Vyq9TbdgnGnzG0MyI6jxgmlO9lGtS4P1udkI25NpPMqd310Arb8y0W78DM6o5d6dmdOYC8VJP3lhY9ipmVJctmfdXZdh1oG+3riC+wMTJt509jUokQESQnd0dXly8Ig1afL284erqrqRAVrWUzsq+ZIw5BW1SYjKMZ7z6ElLyMuCaOHp2tM98UbbbAka7bS7en9Pa7TFZ3HJzdcdqtkR5u7T1SdjUketBMYvUOSUbkBOxImGforxzah9YsSZiCeU+oE/GkBkP5cUlx3sB589GLPYHfMsnxN+viG/vICtI2GHMGrDPzqponOZGgg7ioTNnQsfy8x8BGRkPLMktwzKoU71LbWMY6NmKSbljRhEcwuEFvDwj6Nwzzf7Ip9sx+W3GZlOwp3cRKUuMHeCABQ8stAunnAfYZc2SOUr2VwEeInrMScocxRY3zH/dzVk+3G6D3O05de1VWUV9n25blDXNp+b3J7Fw9g8H/P5//td8ae3RImfAkh1txkpQGrKIkMK6plik/I6W/UUC9Lf9rueOQEBalhOIN7cgmZwqcDbpxe1x+bDlqiPqdwMuk7FrNnn4VNupO6fQrMt2kyudV2nyVTLuc6x/zWhVjHhzp5Ok7TTVzaVIwu5asiVvF/Ttp+4o1Bht0DfM32WONmtq6dbNkShZvyoevbCerKxtVhhkdDstLl6/grDNl8sbLq8eMPK6EiJsR88McemUvsxNV7EuKzSq/UZU/qXqtMnpsNGHsNrAsL/L+7fP2N3NGE+vuP7linUGRnLepSBmw5KWDiUsoJuSM2OFuWREQby6KnxTmm6Vz0pGzIyihFV15GrFgmWYcPGszYsz2LQyotUN00+/kK6lTTG+phRaKpbDVUNtElVGanMmNiFlypwOuWXqVSEg5iwxIZVbFEQs2RCTMtJPshDCvRars3Pmw9cU7DC+vWZ2e8/pJuYC2a+owA1TpigwV+qgiCFjHjjGnAkekrJkApzqmj0yhsyZlxetKDVXzuLXX5dogLj+mQ/UODUek+v9PcKPMw9JrjfFYLjDv/8Pv2fdHhGxyy4bhiwJyUoJf0OLotx4ijyU0NIcvgrvvqHXvaDCGHqrtgHzQRlwtdmAkTF96A4wkOTuLFzg9O3ytiLDl3KzGinXrx1UcupVTi6VdWqNejm7vq1qTZfKzAEynzn6q9DMcLVM072+dq56K9Vr2utCWfsM1Ib43Kpr7xoKcsccq+qpsAF2EAQzfijodlr89O6C4aDH18srDfjiwKhmrtD6emGQGUqfbi51UcCf0SLC3GpVlPMrgRnsr6GtmVLO8fkJr88P6bLh7tsND3dzdjPFwiISbP/2ghYbJvTISgk+B2Iirb82l33nDJkTMcDE8tlD3Wal9NWiotoh6B4yetlheBgTpQtur5Z8u5rqCRvo0UgU+oI5MzIdhlkk45CEORNScigvJzxgQ8GEuT5qpVoboS43T6yTvTAiZsqSGcfA+R68Pw+4G/b4p6BguZySX8ekkxkpPaaEnJLrg11wSK6DJy+QWDsFB0yYMiErlV/7wD1z0jLWjzJ5L2kzR12OLsfDOqyoSz+s098G6o/J/vXtVNuqtlrfll/G/oxahEHIv/37F+wdH3HHHhkt+izpsSYj0P4DLYpyixYizmyhjhYoUn6K7bss0J3psrkD76qc7eehPlc7px44c8Sg6EvVlGWqbMCAgc8u7N/qdfX+ISj/qJYv++Pk4D3xgd8ooap016m4quVcoHaVSy6U2hTUq7hsqLVNrv4KrLI/96xrPfty3VZ9RiRSvOnLMF3R1bfKMcp6CqjG3inotkN+fveK0WBH6/DvMHYIY4vIrX2ntJyQkpYSvKzMTukTL/vdAHEtTMhJrfWvfMsPzs/Zf37Guljx7dNX4vG0lMrVd5Nou4cYjlukxKyZW/c9QYzyb88c8+2QNUumrEuvIrnMPJbLzIN92qMjjl7/RNCe8m35hfmXB7JVWkbYzFlqB8x9xIUzp8WSCQERB5j9SIeUB2bakfsQBcchSzKmLK3rT9RF5g9MMe6eexSMiLsxx6cxvzvOCdsFi+WYxfV/JJ9eQfECUd2suWXBqgyRdgjcsWJRtqmYzoo7HpiVkT3VIbMNc8bIyV/oEbHLzLp+UbHav8J7px6ocXIeL/MYY6jrubn1+jJme//Tm3P+/nfnLOixZEBIzpAFHRIiQi3hi7xh+/BEdCics4jGr9nW+acEenkYuUo+zLaTG+C7dNZ75Pi+/C5Q16tI6vTGVV29yxhMmepew5e6fR28D+9N/dnJsDCzz6jSLozIGM8paTIz2Cw8uFTagUBcydsYe+uuwjTwnpVt2aobf96NqqjeymELJObMrJQLyz6r0Sxt2V/2NtBuh7x//5LRoMvt5TV3Vw+VL0PWXpucEPHvl5WpDK+izBF3hhYFHSJSUozdQXYJAQUZGQkZYXeH44ufae2fMIs2LC7vWY/nZagB0fVHZCyJMJJ2C4jYsCYiLbX4yuMm0uoIFT5MhShW4YR3yMrrRPrAhohkZ8Pu+RuC45ckacz36xXz7zf0ChV9Rrz6CwpmLEnKkYiqJ2DFPT2SMua9uskr5Z4Fxny6Q0HOjJh9LUkPUS6UK+b6SsYhdPdpn/5rTo4e6Hf+TJw8cPsBrqYbsiLSFImiZkjKHjNWZZR/5XmfsWRCwQniX5RzyAMLRuQcIWbmnCVjlNn4ABWNdMCEBSO9BkXar0vbQT8ICQgc+VYtUFtT2EKVcjeyIfZB8pZuR9UMi5q+UDpGXy5qpK5M1U92uNfn3/1Pp7TDhKUOc9pjxYClftk7GEOMXNqWABu6liunSFoxgWYDtoY/1WciDXPwIyq6hkKTAzjw4EvdbjkZpVuuXoI3jMHfMbizFtbUrJvdemnZ3kO40rmvknGTX0Zqqlm0jZeu34yScotKW02t2yGM3bHZGnXjcWPL4oX1Rm3FigvJ7gxW9xBqXbgsHAKnZXdPZlQ8crrZMColwbfabS7eX7A3bDO5v+Hu6qGUvdOSWUmdFgUtEkz4BLA9gSKLUqPQUXp/5Qza1Wu8lP67bc7evyTpD3lYbBh/+EqeKg+cDcsSyMXVccOGjAhjfB2Q0mOppX3xmdkDNizVQaoSWwbErJkwJ9TldgJ4fbBL/+UJi26b28UN0+/3pAsFvksKILbkesVQJyy1s6lQp5S8S+4Z6a9b7rRdsWHFGqVfV6EMEpbMuCs17ofAnJSbYEoxekfx4vdku/CQ/pl/uv7A5R0MI+Pnr7xu5pjzu/vMuWdBWnopjYA7Flb4ZWU+XnHPhIX2FZLY/Csd8kFOHg9ZMWHMpmSv9UEYtoB+69k5o5MLnnPASy45ZEZGyA3HfOUltzxnQ48eS8445BXfOGFMSM6YESOec8VLFuzTIeGEE17ylXPuyNcR3+dtMoZMeMaGI6CgR5tDMs5YMCRhQ5ucPiFnrDiloEOXHfbJOGPKiJiMgIA+BSesOCPPOvz7f/eS16dTshQW+ZCMFgNW7LLRjlj2bZNqkcCaDrHjypnpJ26oKQX4LZ1rq3Zcl0EQmKiCdJOqxQZ84zro6rIltK3k+MqX+ghCfvjievj21URuqlM31XnSuKoUEEnYzEod7bmGKTuwgSSj2hBp2VYj1bVVb9atihTuRebSS2456Na52xpVi2Ep9QKLvHEpp/YfCYU1e/Z82jK9a0tqdXZ59u4du8NdFqt77aVjFC523B0sgSslKePkS1KUS8hjmwmKrA4FCQkRXZTK5+Sgy+n5Pmkv5+v8nskvU/JUZOqMSEe8FFFqANpjXjxu5FBYnxVLlvobCnULPRLtcSLh0ZS8qmLLR+zstrk463J0ssssXXB3NWN8tSTPhdUMKQhZMaVFXEK8Unapy06MsDcAUtasWGk1S1/P3JSMNQuK8pTxPnCklU0JB8BBAN1RyMnZMZ8Hp8yKFsX1mLvbG8bxircY19R9oMeKBRP9l1JfbegzYVbenKv2AIm2WRwgR71UmOYlI73/UGbenDVTitIqoOL8TIjoU5Tqs7rUCPrBYEgQpoSEeikUliwg5if1JCCkRWAtM1UmKBdR7pQZ7gW0D/qEvKDggpRjAgpGwYBXwEu+MSwWbIIdOpwBF2SckRQd9oJ9XhLyioKDYkIWtNjlCHjFFee8ePmG//f/9pI3+V+4WcLV/Jz5eM1euqSVZ0wY6DCvckNnBCzpEJXafVBgr84YSjQQYQXKtCaaU2EDrqbZVqG4B7dcwMAqV+frb0NWE5iDr9qpCxlgQ1E94NftBuokfV+RU8fYhAEGTjsuS7FpMiO2PVaMQseeCxMjX2r6e8KippY7a3ZOXtaSZKt3ssoMS+v2eQ03+bsGMw9mHfj7MjtGvqSMglanw9m737Ez3Ge5mnD94RfCWPmnu3OWYHvvqJ1FSKTh3R6jfNfGp0eYk1DQ0XvgDaenfX5+pa5G+ePXb3y/j8nyEebbGJCxZsWsVJXIAagNC8wlhgHqxqpdZqxKDxqRTDesSZhiVEI7FOzTOW5zcr7DcGfDfLbk6nrOcp7QJtCaaxNdMydgyYOOVG+CDCdEzJhhjjGNyFkxZcMRuRU1X0nSyj30EGOoHbBkQmcH/vAG0kHBn1hyu/jK7GYKUyjYJeWAe9aMKKwL0jOWjHWOajNnnzELDsito2EFE6akTKHULgxZ6TsFhBXuAVNW+oyBnHMYsWbJhCW9EI4b9DuNoJ/+8okHJsy5ZEbMISqQ0w3fuWVOri8NmLFkyXfmLDnVH+0Dd1xpC3PBPgkJn7lixpgHcvZ3A/LBkm98ZwIkrAgomHBHyCU5S4akbNhwyQ13BERE5HSYM+Er3ymYMSchI+OWe24oyIdtXv/P/xPzb/9EcpzB8A2no9/x4sWK09mUfF5wORuRstGjFMDfMKAoP6AYufFHvIrFs0cBfku/JJHdjExoQ7JSDtk55hB9tZwBc1vf7e8a6rx7wAXO3GM9RkXgK8XkN9cMaVqvnkFwAdZnWP6OwaXLV9n5qqT6cvY43aspfWOvv0cwbRWVHxf0XeO5GXWz7WNby3brZtcARglj4FoYu/G2KenvtHn27g3t4R7r1ZrbD59IY6WsEJimbEVFVnfZWEiqWY+ZE/dixQKlg4/Lw/9qdxu22oyODzl72QVmXH9ZsLxL9MXpayhNjMrMqCTntFSRKrk6Yc5U5/TKJwsdu2YPY2sYkDNnrvdeQ8KdIYPnrxke7rAoxtx/+wvx3YJOVmiddcG47FE8hUJSEhZM2KcomVCqGVBc+sMrRc2aGRMWpRStWEJCxASlh1e7k2DnlP2zDq+P7hmGOQ+Lgoeba8azKRTvgedlmwsemGqX0y7CSBasGVtzsM+SMfcsS5RRrqkRUx4wqqhdUvrMiMqAbcp9M2fDXMv/2reocwK9NufPMi6GS+pSs04/V+5oiv8bx7RM59oeC+q/wvpwlNHHbGAlR5mU1quC2SriTm8e5TNZckfGA10K7U6ZcFtq9JR5Ys2EmDu6pBpEc+6ZM2sVvHr3vxKublmuPvAPtymXvR04Peb9cMWLg12ig594lb/n9KbL17/8E8lqTIc1Q4ryNSSIlB9QlIvZGHoDfbDL3n4r85vRERtDr3t/qev2aVhG1Ye/addQVe245aAKUPUgBfWwVlfGDy1X15YN1KaMvyexc3Da8cHTpq1OindHYbfnl5Qfo26xj325wG/UavX7kfq+fIh3d092jrlG3I1kKczM9e5vt1ucv3tFOOwzWS004Ku4MrYCSigwcfJtNgai35eVq65QVLdciQ5Y1CDqJG6foDNg/90F+8OU+9UXvn9bkM+T0ki6ZqPDL5gImxk9FszLu69EzROx0idZC8T7J2PAlAWp9tsRlqACLCwYnBzRObsg2x0xmc+4ubwnXizZo+AQSiEtI2PCQsvqBuLX2tdf1CeHwIKEW6b6L6VJzzhkzIpD8pJ1HNgS984BnL2je/SCdutPjJMVy8sl41vIioxdrYAyp3T3SNhnrPuWA1tK3BxTlIGQB2Qc8MCaAXl5y+4+BUumep8ia2TIkjkLzd5E2p/JgbXOIZy8ZPfkZ446V4T8wmItwq2bfmXsncdz3Fz1b1Aph1dmW46roZWPQj7m0bNXPP/pZ0Z8oceGRTHketUi/vyR3dYndvoL0uO/ZzbocHJ+zOvfv2L+ZUpybwwkyncH1gTanCsbTzH0RrS1lC9yWYLt2SOLWvn7yGcGVend9tg3B2hMTnW8vo9OvUHYV+I0qYCqapsmO0NVwq0LdVAPyVXG0HQvrLtqfHVTtWV/Lurl+qY4OLI3k3/9KKpGySRzv42d5OXv1R2De5JY2QVk7RjZXz7qUI8/JUNFbuy2Q968P6M93OVuNePqwxVpLP0pU2+KMWxL3zJye59llEZim0q1EGYUmGXkR2Lag106L38iH+4xXt3w+cMNgzjhEHOoqYeKHEkJ8W2gry/5S7SYZtQ8MxZ6zBLrZkBGqKEsKfcMR52Av7s4gNGAhyLi+9dfWD+sKdIQOChVN6KZB4iIWLLAhCc4IGPFjGuOMJrvI2DGQt+vq7TtcMyKCQ/MS6PqPjAKY9ajnM3FS/L2PnFyz4ebiNv7iBexCeCsDkJNyctwDgq6F4yZkZSxfkbAlAVrJki0TqWSmfOgQzqL8XlOpK9gFBbbJ9bXKoqRvA88G7RY7A9YHr8h6h6zydZc3iaMJ2MOF7/qYvSg8lv1mV/mKSygPgfq2nosJwR2egPe/of/J91AXVnQImPOkDV9+sWSfjphOlvzl9k9d50PbK7/xH4w5/nzAd9mY4okLw9rLUGfGax69qzpWNvWAtkVBJhI4MIKjKFXoNFAqK0HNvp3X0/va8nr9ea2Ysjozn3Vh926v2uoYwx1O5Aq862+QR/wKSmwPVtMst+rMUUK7bnVhlGQueowd23KyIOyht+WbYCunh0IsONa1osvYM+IXdOn0pikRYVh7EByBYrMjpK3M1Ja7RZv358yHO4yXi359OGKJAY7UFrVIGwzSnv/kIMVl16AX1GZsiTXQkdbl+0fDdl9/ZpJ0Gc1njP/dkkRtwkI2MW4BCr3yTUJc92Tajunz4I5Ibk+r6qgNSNnwaJU3YjOuqDNmjkBEc+Odvjd8zbdnZS7zQ2fry9Z3YNSs6jWRHWzR1G2H1MQMSdlhVGAHLJixoxVKe0ryTvWqpujMifniAkrDsnYDeHVCJ4/6/GtP+AvxYz57Yzs+oppvGJNWOJAiCi4lqxLlYwCagXSk3L/oaKGZmyYONJ+wSFT1gy0FkGiZaorGEVBpHYlC9YsiDkZwvtnkO4P+BLs8jFbEd8l5DcPzDZjFlo4rUtPOJz1GPD7OU+F+Lq+HmcVrnsoYcj7f/vv2PQP6TNjjwU5IXP2SWgzZEmPFRt6LBiSJhGzr38kvvnIyxc7DN4P+fOHBYskZ0GgL3oT9zIb8JOSN0uu8ogQzi4qoIyQzFEBGfCx9bc5Ajq2PO8acKW2cT80OTIvvrYZbHivzrqr94dm0Pf3GuCCvvt27L7dXUMda7eTL50LpWZEkuvOmZvcvY0Py3Y55ZJYtaW4ZlGfpVBpo8ouXBbtsn2R9AUslHeYHRJB9V0Qcv7qjP6wz2IV8eHjNXEsBlqzc4DCGpdrPbJFEZmNDXbUTImRH5Ho6Pk7ARwc7rD3esRNsOH28hfiKwkl3NfnZqPyqJX6UnJmzPXo5Yq+XR3CYE2GuvpDQiUH5CxYWpYLBZJBZ5fTiwFn+2t2ggfW90vuL2fkcUGoY+EYRqFUN2utPhEXygUxY2YYzxdR3Wwc1c0hMGVGwgy5yFwdmHog6q148ybnqF8wKTbczj6TXt/B4gAKZZKNOeCWW3Y0dMtdVhH3erQHqLMAe8xYMNPOohK/Z8ZSS/smwFvMjCnjkjnsoRjEPXPKq1fCA9qDFsdnEa/2xuyHa8arOcn8C7P7S4rNKRIaQp1oXteu3B8+nNUE87++zFOYR7WcgYLR2SF7r39mRYshc3qsWDFgjoq1s8eMNikLBqzoscuGPdZ8uZ5wV+xy/nLA8/en3HwYEyUtjGGqQFw5u5rfupF50LK8bIzlc089zx5X6jMfbZ2U/5iaRcq5uwGTa8N/vdunL8HXqWOqfeKVawJDO/kg7NLvl4Em0Ld3KXUnAJrVLa5SyBjQ5Y24uw97fC7ou1S6lNpsQpUxjpS2tSDADn4ACRIu2ZyEOTo9Y3h4xGy14MOHa9ZxYvUnwK2YiOnLhvgEueXKDoOckpAi1xsqpU7ODhsS8nbA2zc77O13mOYb5pd/YXmdYm6A6lDQY0VMR0vYCt7VCd8Vc82CBOKHpITMWZFjztoOUcA/Y6FEo6BHMDpn9+KMvLPgfvORyXUM92lpAF0RsSgvKO+jwHzBnIgjihIkDylYMCNhgbnpVrlajvWViaK62SPmgQcEXtk9pn824PjwjjT8zGS24fImZTK/JivkyxeJ+4gFK+5ZlPsmReeKGXIyWrmQRgx5YFKqbZTiKSdiqhmZeB0dsGDBUsfllF3JnDVxO6E4PoeTZ3Q6c7LwE/frNeObNfNJyjJ7ICwPngkT22fNlLr0KOg/BcyrOU8p4+c+VquG+G6LV394x1X7gDYZI2a0S9WOAnh13XCLKSNSOhzzQEDEDnB9s2FJm8HLZxy/f8Hq4x1ZLKCwQXz3ZRoDKIPNqniBYlIxT9oY/31bT+we2pIdgXsi1nXnNLm2QRiqqh2TI7l2jm9mfYp3T7HlPVXZQF3UTHlm/2uzMJuB+Ll22SojqvZXvxtw58KYRm0DupGtQ6cNf4xVClzGrMDXOCfLqKR1UZqk5FpXb2R6UWil5V+Hp8c8f3XKcj3l84fvxHFiMW+wVYLyRs366patZ9oNU/YbaoUWLNlQlI5/CnCydsrZ2316+ymbTcTHDzdMNxlBeTRLbmDaIWG3lCBF3JHjSyo2fYE5A9Mmo82COXJ63UTYzJi3VvRe/z2bg7dsaHN7+8DVzT37UcQLKPXwIwpWLMnZYFQ3ByyZsWBTHsQ6ACZEPDCG0oS6p42lK/a1ykNJ+wULJiTdE4rzn+DomDSccBcnLD4HDCbQLUQlk3DPGGUZGKG85I+YsGFAyhFySrcgYkrELirmvWI66j7djSPtL1gxZwIlxA9JGDJnrCgP4KQLOwcDpqevuO4+J816LMdTPsxnfJ9MucgpQzlPSYmYUZThI/b0sS8/NYP+0TH90YhnBLzjimO9JesxosUr7nhNwpAuc05o85avnDOlRcE+Q0Kec81b1hzSImKYhAweFgxI2KXQbe2SMtBW6oI2A/rsMiBiQI46dtVlTb8MJdRiQ48+fVb84Q8vGb55z4ekxy5r9piTETJlREKbE+7os2LNLjNGBOSMmJJpKWgD3Nws2GXBzss39N+ds/jwkSJZoEKxbejje/YoPb59hbIy6dphGShzRQ50nTxtKd/WA7sw5Ev5LuiALdfbYQDqDb2qrK88kvbqd1O+LG5y62/n8v+yVS2+pC/QlXmjqvZn7xpsHzJX7eGej1DJN87atdx+jCrJZh6uIse8JxvEg7KWUC+z3cK+8ERmWq0eBfoHJ2ecv3rOZj3jy4dfSOKklOltBi9yfQsJ8Ce9mXWmvHDWZJjbsHqoCJEJawT0d0ZnnJ2/JexvuF5ccft5w3ojAb5ibfDMMWt9lwhlJcgxYo+69zXVR65CTCCyDjkhSybat0cD9F6b1vMjpsMW36Mlybcp6+kYih0WtFiSledm9oEJGx1SWKkvFKjtMWGjb4sSKbpgzlT7+osJ9ZAlUx6Yl/0ftaBz0GFxts9Nr0scx2xuH/jL/Q29NOYVyoogN1fNWRAxw4RTPiBizlRf4qKuNIE1KTdMUJ5EByiD8oYx1wy0e4jsStZMSZ1oOSOWzGkNct49y9kbwXXQ4p+yFXf330hvAvL1kqWy+hDptSA9TVgRO7H2R97qhm2gPzqgc1hwwJQjHjToB0T0eeCIMcckDGjRYZ85R9xzzEwv4i5jDnjgiDVHqMBGa346m3HBV3okTOizy1v+zE/cc0ZAwTFH/I4O7/iFfVas6DLkFX/mJy55SUqHPe55S49/M7zl//P/+t/4Y/v/yrvNc/qzP3K6KJisekyLESEqRl2HmDuOWTJgl4h9Zhr21cVnK7osbzbsduZ0n71k//1rFh/+I0WypE9e+iTI6dyNHp9x5TQafjm5KGxAHaqXjbzRt4pnjy2nu7H6DejXGVN9FZCCGd8gbEv5UAVpX+3RLLPXw3fTRS32X6qH7fp1AfymQ2V2WVMDqrsjM2e2YsW1f9j+Q+aSEtOTTbdRzNnzbyR4ezfmGqrTkiXJjLTIUTHybZVSoGfk6OSA84tnJOs5nz78WbtlytjsWE4JIUZfr1ZgQezo6xU4y8XiIpEraClIWVHQoTs6YPj2LUUr5uPVn5hf3tEvTMAR5T651levywEg5YQZEZKzIceELFTvLmXBgrxUhShFUKoDGeyH8P4FHB4VzNpr/n93fya67kA0QuTgiAVTHWRM5Pp91DGqogxGpgybc6ZMrJP0+yilyph7jHa8T84BY1aMwozzQ/j5DJa9gI/FjPH3/0x836JIAgr6rBjwwKykfgjsk3JXGmDFo/6ABXNW+qzBEGUanrNmyQoFxUPghDVLZkzL8GyHwIyICVPEiygYnHP0bMTz0RV7wQ3FpiBZTrm9+S9E61PgDcIGE/qsmJJjVFY9EuLyQkbJ9VMz6F/fsri+5y/8QsqCe72Qv3PDNzIivdXaMOMTn8gYM9Mf7Q0zPvNnliTAERkRd50rTo6X7KOuZVC8WDkmFVqHvmHCVAc4LYAVKrrdmgm51grGzJgx4+VPZ6zZ5SEbsr+3xx/293iTv+XD+pA/3T+nnyw5nM8hD5gWB8R0OeaePksSAhbAkjYSxzu6uac7HDAaBJy+P+b+wx07iTHcimdP7BwRVx8hRHQ1KxA2oPT+Yk6TDbYcvqmT8kX9YDt5uvprgSH/cFdWuof6gGnUELbaBpqk/G3ytZ1TZxqtYw6mtq9fx/or85gWDm0uTa5Cy55NN368zLo/HyqgsT02X03kzqsZn+0bU1BowJWWVf/ihyRhDgBaJBaDkDGcnJzw4uIF0WbB5w9/Jo+j0i3AMJh2WaPQ68KOp6kuLZeDVUr1mLPDmlW5YkP9NAlzdo/69F+ek4QwubpncTmBokOuAVRUESHqUm51cYqoIpRLQ0KLJStamGvL1fpPWLDAhEpWIQ/CQYuLixYn/TGtJOP+L2OWs3vyYmj1qLxZZqwZ6mi3AuZTVqzKw00qYk/CiHvudCBiUfMoP/eYB2uWRuT9lL3zhJODKb0iYT5dMr7+E5tFG3iJguIBhVbd9IlLq90hsGSh492YPUjMkBmTUqmyjzAoCeOwj+w/5izYkGkmoqT9VWtNdrRHdvx72G2Tht+4Xc+Ib0OCccYiy2izImCOOr2kYn2q8JEzIorSfXNAzpQVCn0kNJyfmkF/tSJjyYpVudVKgSUJG5bACvXhqPBESx1dugWsSLUOboWKox2xZMqH6R2pJntCxC980WdjVxQUTLkk4Ru55ucrUj5zxaSUs7useCA+GTMId/j//uNX/mP7Bb2dO353/JlkLybqnfPs9c885zv/KrrgbnbKP8/f0JoFjPIZnSLRsadDPf3KZ7hIViw//ifO3h3xYpDy8v0BXz88ECV5CfhR6copIRyU7C+ePeYDrIvZo1hBoD17ZOLNARvZmhvlTFXyrVMt2DrlqobfBXJX/+6CtF+uWsbAu92DHyrZVbW4unq3T1d+ru5xDLWuwsdXc9nzZmDSng/XUGvos0frMizztOrB5GrkVW6hNfN23yYkgm3iVW8rsebt8OSUFxevgYK760vyOCodBtydhWknI9W9GiCPydkg0RxlNe4Sk2gxRztUhgF/9+aU9uER43jG3V/+TLTcQKGcMCPUzVVg5Gm1o0hZsbIUCgL8AUsW9CgqotCaSIA/HNB+/oL945S49YVv9ws2lxlxrOJEzljrcALCJEbELBjzUMaRUVr8nIgJ5ihXFzhkzpI7K6TDPsqT5447Cnah/xzO/kBvlBC3vvDL5I8UNwnxMqdTxAxJmOoIAyLBJ6wYc8tAMxMF0hkRY7JS2lesZqb9kVTYY6VUuWeppe6jkvoNt6xYEAB7Lfj5KOTk7Iy/7BzzkPcoZkvuZzNmkztepxkvEROvak/Np+x09ljRZk1SKt+GQJs1KpBegLHFuOlXeu9sz+HJteyypkT1II/9oQVBi3//h5e0WzBlxCLt0EtvmSz/gf/cbvN/hKekhwNe7H2hP8jonb7n9OTfcJqsuZh8ox8/Z9NdkTKB8uUpdlbEU8Yfb7l4t8/RoKD7fo//8mHBIsnY6CMmJjpPhDqslZSSERhDb1ba9V3PHrmNy/bsMV7Sti7fl3xdWHEB0wYmXzXiwpovq9sSvsm1yxROOcNs/HJVBuKHaXDVLH5IYn+nYnL9dePDsl3TlC8qP/7MVOfMX4d1fRtzbG5Rov7NMOGSTQ9Kpx9wdHLGs4s3ZARcff3E+OGhXDFCW0ZembOCnJhEK5Bk5eygYssYZ2Gl+S/YZa3X0367xZuLEaPDLtN4ys2HG6JVhjmTog4jJgSs2JSwalZxypKNVV6uCkxZsS4lzhDFhO5ZQP+M/M3vyXb7TJMb/uOnGXuziLPCBBlTV4aLN4vsSw61XL0uaThAXZk45Y6ivFZlSM4xDyTskJRBiY+AoJeSPxswG70kbu0xjyb8+TIiuF3zslDSu1LJFKyYkZQOoEols2TJjGXJdI5RBthpiR0KkjdMGDMpayuqEn2JeWzoDPbIehHPz1Iu9grWnYI/5is+jr/A9QzWbbJiQ84uC+ak5fyoy86VTUEMxANi1DWJx5hzEx39NtQqM2c67PTDoN9UprncU9kFj5RRi/7kZJ/fv+yQEjHhgJQWI6b0WHGXnnLHDsX1Fx5u/w/+S/uBy4MRXzoT/nAY8f50lzT4Haf/6ozeZZ/11QRy5ZYZMmNIQi+Gqw8P7L4f0hnsc/r+kJuPDxCL3BMggC+GXskVCd+N2QNVzx6zUbd1/vIqjLqm6vBnju0bebjOf98wB1cursbr9w3CrtLElYLrwNxuXcpUJXjXdoFHm3nz1V2Du6NxQTjzagaVVqqpCvo+8Jv+XH8e6SWsbUfVEwYuvUv5TFtr3DoBR6fPePbqLSktbr5+YXz7UFJvU5BQYI6ryfvvEmMi4oeY0GRr1vo9SJCCHXJyWnsdXr05ZdBJebifcnUzJ1irw0DKXCwOjapejAoxLIFIjDNopI2FxqetIGZJxB55qQA6acPodEj07JxrIJrMmH/5CqlSe+5iQjbvo/Tgq/KkqgLejJGOGplrxYsC3oi5Pgglu5pDYiLuuWOXnNM2/HQI4VmXq52UP0d3xJf3pPdz5llGSJ8x8zLe5gEwJ+aujG45Qhlg50xZc4wxyy6REAlHiM2g4Iiphmm5aEWFU56iwikPoH/E7tm/4fzgC/3wz+Rxwuqh4Ormiul6AcXvgWco9dI+Cx7YkJUm2X0KHSV0jah41P3Ac1YUpa2gj4oQqpDoV4G++fcxSb5eiq/P8SWn+r7c5yFBGPJ3/+oFw9YX1vSZMaKll0aLjCkj1vQ44Y5hPmURB/zzTcpt8J3R5T/xfP+a5f6/YtN7AecLdnbuiT/9A+RzBsTlqb00KfinD0uO3h+SDp5z+O6Cuw9X5InA+oaQNT0N+KJ/NZ49tkZU9PipE5Ff1EBGAy2Sqrn/1Xb7NKoMF1TtuTKmRxt8DZBXmYMBOjBg73q9NIO5eU+mTNUI7d4/6+vVTfJVLbYEb1QtrhqrwI2uH1gjMfS7vbjzYbOxKuTKbVkC4gbIja+V2T25IREMUzJMVH6OTo45f/WKhJDrr9+Z3I6RQ1kSwUpmU45QUbp1Kvk7I2Vd8cXv6rIxK92OuhFuZ++M43cviNoJn26/MP46pl0UpZPCkoiIEDtSJahTvGutupQwvTE5Y5YaBkW/v0esI8MMgbMB/P51i0Uv4M/RLdff72HSgiIERmxYlWEHjEpEVDfi56/YgYoaOS93BSNN1xUTHYhBduAnRO2UzmHM29M1x7sZy3zB3cMvLL58guwFSv4/IGfDhDUjrZIxBti5VqEI1B6x5oEFS47LHLhjw5Q5Surul+WmWrcv7qPjVsTqoE08egH7J2ThHffRPf94GzJ8gCBVq6zNRntUyTvbY0OXpeV9tQ/ssNaAblQ8S25Z6hAWYhFR53GX1ltzU/3OtVx2TwN8v0Zducdq1efYW+7h0T6vX+7SJWbOHksG9NhoN8w2Yw7JaHHAhD4rFgyZsk+niBnl98wmD/ynL1P+4T/9QrrY0Dsc8urn55zutcqtmdqawkOS858/3HO7bJEOzui//5mwo8xaAUvknk+RgOo9e0Dk/w6FF53HSPm28dYc7rLBvA7yqsBloMhXDPnsgkqO60Zqy9dVZmNDo/TgSsnV/VlVtvd3d2ZEVanb7ETsGTAjtL1kFDzbc+EGUDN7oTqVkqHYUO6qt+w+zYkNNNjLob0Ycx2K1BEYe35yyNuLc0Jybr5+YXJ754xI9gV2vbAUKURVpIA/ps0Kte6EJUhMxpAVQRBx9PI5R+9+IqLPt+sVH74+sCoUvaIH3ge6+lwKloY4Z48lIRs9fjlgtEsEzEHr/uWWq017l8F5j3e/DxnuZKTjCTd//Aei8QcoFroV0YPvMNa0t5ADUxHwoNvOy7JTOkz1GJXnu2IdAWNNcwcGL+n97n9l9+Jn4m6fyRgu/zlj8cuEnWxqtan2CxEjpnpWd3Wb+8TARI9LMZ2UETMCIkxs/APUmX9TbkTOIVNC1kC3Be+P4T/8fsjFmwGtUQirBfHXO/78x0v+dBMxT9VsKJk9teYzBAYk9J0cuW9A+RyKrWhIxG4p17cRhfVKtxdTl/6KE7k/CuhNDARsAKh/DoQBz/5wwVHrMwFKnx+xo6R6FqzoMUEd0jpiTJuUKQes6HPCHSN99+WkOCBejUn+9I8Er3o8O804ejfk4eOa1Txjo6drQZss2eX2wzW99yN2B7u0TvrML7+UcbrFaKUURFiRM2RbJUHajGePDQ5uzB4F+HbYZrDVNVXAN4e73HLCRAKrnJvjGgdBVCfVPYcL5q5MbwO+D5iUNWvfpZMK6/91Owt/lyg5Suo2I5dW8pofF96bwjzbPane7FhAWLk5cmV5td/qCjYs+/xkxOuLEzJSvny94uF2itkRKgFAXUno+v53KIiJMco58dSHmJiMhB2KUg3TArphwdGrQ3ZO9pmnObcfvhEvZihjbUaXtFRAqp1qwYQ1eSm97wI5sT4NK2oL5T5ZEDPXLSgRJRw+5/jlK3qDCfP8ismXOTf3sZbFlzrWjZxU3dMm0Tu6ZOU9tUdAzIIVD5hdx4iEDQ/cab8aBWwnwJo58SAjffYa9p+xDGZ8Gt9ydx3xbCVKGjgi1+6Np5jjXsfMmLHWmnxpc1Ke6B2hGMQhc+5YEFveQXCtHVhUUoEgit6Uk9M5vx8m9HfhW7Hk0/QTXM1gOULtTfvMaZeqIMVeRXWzRFxjC31Qa0VenjZQUvwS5cWj3pEKt7Ag0voFFcYh0bdvHdau7mbQ7w9p95Tz0gl3nJKSAmt6zDlhzikFewR02WfKCQmn2viT0mHCEePimGzagSLFXKJiu9TJshbwMRetmB91GePu6THnrw7Y5z+T0GHMIQUBB4zZJeKOE+bs0WPNARMyWkw4IKNd6vzHHDFnj4I7KObMv34kpcfoJOXkfZurhzb/8C1mlodam7ZHnsD645/Ye3fKi/Mdllmf1U1cunKqiPzoiCS2Z48C/JYO32Z760hUfjcyp1Hr2L4oxtBrG29dFZCRRu35NCoWm4m40rtdrupnIsmGeHlLVSlfytkQWjWLVnOac91dgN+O/VSFIsitp+aSEqjuaEyZ0GtHaubOE+VM6tIQ6pbtqPimhO0wqlh8Qcpw2OP1xSkhOd++3jK+nVjlDZNR1xum5R5Q/oWchA3KS0gcGeXUa6Q9d5RO/aDX5vTZkP5Rh/tkzKePY+JFgOxAc3LWzEr1pAqaABGJ9i+XdawgfkXMwnKf3EOFPZ8ygXaf8OQdrfNnrMM5X5YRHz5v6K+Ns+aIjHvGlpFZDjdFjJmWMWz2UeeWr5gQW1CnjKoRD/qClj3gtA1nFwOuRgd8CjvEm5jsZsLt3bz0AxLYPkJ5v6jDXccISG+4YcaE0zIH9tlwzwTFAhT1EXtMuOcU4wipgHUGxNA7gdN/zejwkG7rPxHkNywncHUTMV5+JCvWmNj4+2zoM9M3Zsl8dlla1yS2gAErOsyI9ME3iWO6JinvA+joci1WmGsX9yiYMCdjQV1qBv3jE7pnx7xkw1sWnLMgAUL2WfKaVfGWlH1awYRnJLxlwYUG/Z2ix5oLlrxjnYwIijXP6PMHWrznkj45D3Tp8I5/5g/MeAEUHDDi7wj5mU8ckrAgpMdL/hz+gTf/j/+d/9tFzO8e9pnGRyynx+wUGYfZGHUByyEbdjjhliEL1vSYMqJFyiETWuSlzr/FGpjQK9bMv675Ogl59XaX3umIYdDm5usa8j3EJyKPZ0w+fufi3QFvXna5ZYfLm8gCfPlARLuqlD0tInY1BxYQj1DHa4xPBAgrECnfVtekDpBQ5trMwdX5C+AY06/kuF44dq6/AzPMoaqYaQp2Vp8K69/Ce2IAeHutovytahJVKa+Ub9qBmFE1U5tX/lagb+v1oTor9k7LnluVOt02L1+9AAK+fb3l7naq34vEvgc7Io9aJ8o7p5TcdfmEWDvpgbm8pENOi4gVo36Hn97vMejm3Dzc8e3bik0SQHluVenAY2J9Vt0OBKAuRlHeH+ZGrJQ1MwucJUxwbz8kfHbAcu+AVVYw+Tbh4e6BMAs4QoGohB1IiZnwQK7VIaILXxIzZVVGjTkGYlJuGJNbF50UJIyJOGrHvD8ueH4K8+6azeY7X242MB5BpjzqY0aMueUEE6bggJQVEwrWiI9NzgFTZqy1hWJf9zRhSlZG6xyijnkqGJUTAgdhTnLQYj48pjj8CVoJ03jGP11nTB7gIIG0ULXvWJKVxu8BOftMmXNiSef7JGwY6/ekLB0JfSZEpa1RscEIFdX0AGHMETssdVQlUfGoExpz6lIz6G8i4q+3XHHJPlEpoX5lzh3ftEZ7Ts6EO77xlUUJMJdsuOKSJNiHoz0IjSzlfnTy2bo5tgQWkjM6PuX5i3NOW/+Zdy9O+KV4zZvsP9CKHvj7+YDofo9FfkYRBxwyoasl/wVD+qwYMSGlxQNHpLTYYUKPpbq0rIDZPOcfPiYM3u1RnLyi126xvppSrGYoHf6MnThi/HHF+bseFy93WdPm7malI2pUg7S5gC8Q7Bp65cCWUuuI5C5QIfPtunMq2b+Fax+gnNWqLt/o6M3sg6uycdUnsB0wsWq5IG6/Tx98Xd26oU88inwgFonbtKVmymWKhdVWPajX70CKyk/g9FDdxwSOTG/bKUKrvhh9VVJtdLo93rx/RacX8MvXL4xvpyVVapeWWaOTt6VCF8Sk5OSlW4DI9htSIjZ6beinQZu90zOen3UIuwsmDxNuPi/p5gos1qXXh/wMWRGzq1WPbeRilJQ5c4rSQKpcIzdETFkrUGnBz8/adE/73IURn5ffmH1akG9A2QISxtzTJi2vFQHIWOkboVS8eaULj5kSl5Fi9vQbUBcBzihPtQbP6JwNOTm956j7nV6WcX8dM7n6hSS7A35Geb/sUXDMVCtqDNuAO2ba7XGEKGqWXDNnzREm5MIuK/7/tP3Xs+VYduYJ/nC01uJqV6Ezk0kyySKLLE53m3WPzdM8zV86z2Nt1VWsIotkqtAR7n7d/fpVR0NrYM/DxgbOudeDmWTNwMzDw3FwAByIJb71rW85OTwiyaIuDQwcRmWY92E8q/G62eFbUcaNHFhsMdfX+LGTdzOXUTRKP3MiQ1RZ1mWFQ5Ar+vchU983Uc5ZqnTm0nSZg0hxMBG4FMNoWlg4eBQTAjokRNV/6xCV1ZqYJWtW9LPYNAKWuOgss9P0SdHZsWSZRQ1lYEnIhhUxA1iA0HwWvEZwT4BkDWwIecllloAYgEDnmu94Q0KSdcClXGp31Md13v34NU/L/423PYO3g6fY9RKftiI+anexZ7/iMvlrMFO+CF7S0pvY8YwgqjFmTRcLlxZbhijlzRjZGCLZC7CyI4LXO0rzM8LhKeXWFHH5exLXpE0gxVLDlLeXLvPnA/qnp7TwcZcKXwOyeV+KylmMq3g4jWu/d1cWBBV/v3ADCo3fV/ORMb2K/pQbOIQwitj/oQTxodF/7Ij3o+lDZg88NKiPo+39KDk9WFPALftn8xgB//C+yPeyz8p57H4eTx4+3F/x974jerxtmpv4w2MUzi/dA932j1kwe+S9rdbqnD5/Sq1Z4d31G/TVLv+O2rOk76r5tCnF/Zal35gApemkJD7kSxtnkE4dtAbNkye05128ZM2P7+9JNy7VVBoAGWz4JLLMiDLxMT4WNlWKkYIq2g8wsqPJGFPSCGPadfj4tMLRIMGNbW7vPbb3AakYIYEUSaGMSNDZ0kDSLfvZ9YywcXNJY8l+D/DQ2eQamgPI+CcGieZD+xzmnxH3HTbJV1xu1rSWHrEnI/MObtZcNUJx/H267NjmrBuJ2wcEbJH5hHQxIR12eChRYhnxRzjokJvRDqI+pT2tctoxmLcEuoh5Z92SLHyw5yCkmY9oZTN3i77dOnHW0Bqxz7G3CQhRoI8UtyhkGZSzrWPi5mNnusAOhxAT9sA5mx02MZ0S9Ovw2bjFZnTKh5b/v/D0DxYhQMgYSEVChXF5GG8djl0E6EyOqR59RCs1aadr7jc+/7zVueJ7Jp0fuKl8jzX5C/RKjYux4HNatE5+yU3wZ7zwZ1yYS0a2xku3j0kvl1ZW5CilwWNTJXZr8G6LJga0Rg2GL6ZEV++pm9AR8hVwIsGXlxajT59RP31OHZ1guaIw+N7BvN2C5KmR5um1ig8l10Px9xXYoiQcHhdlU0r8MVo80qQ9NIKHVEg4vPZy+deKn8qwHu5Pbbe/5o/h8H/YiRR72+fMiL3/7rNr1NpD7ZsPZyCHv/XQeRTHfXh1JLSjPilqTylSFHnffcr7lyKIqdZqnD2/oNGscXf9ju1qg4KKtAfHkqCcICbeg+kq+acRLiHFmLwCFAwQNUF9dkx5doqb+GzfrIhNiyESilGMHg8phlZMuZIZqk+ImRE2VflWDue2s1BPk9uWetT6fabnDbTKlp29ZvHew/PkhNYtelZyVBwfqdpjYuZjyEdIuqWkZvbZJ2FaOFiZPr5E8SHsCKyjCWb3KWg9Av0tP94ZrD2fT5GmewCMSbDYkebSD11SxuwwsDJMQmL7Ap0dcT5MvImEbnYYWWFV0SNXmHK7+ghmH9EYzamUvyMWHjsz4GaRsrFWJDgUQZwswMosI80h2BZSSlrksFkdWag1cs3TZnbdzZyLL+9TQhcTj0F2P1WhNtzT7EHrQGtCZ2Bz3nEYtQU7UsJIf/QmwB80+sX/PfzzUHz34eePv/lTaw7XPnwh5p//GetKiz7XmdpEH130qRJQsa7YsuO3uw1fl97wRWvBpv41xugCuzNlUm/xy36Hs/RjDPdjZv5ndI2v0Rry8RBIMQkDjVgNF05LiKvXJGbK6LzM2YsO0cJjfRvhCekgNhHYdz6V8y7l0yF1IQhWryjh0CbNm8QfG/yH4xfDR8yeD8M66pP4Ee/9kJcPBbqcPjBeHzLkymA+1uF/TPA83C7dO9KHIJv9s/mQ8Ns+g6bY7pAe+bCT97GeJQdn8PAIh//3odj/0MQLHk8wBjgURC6yqYT4IBfKjXitxNPnZzSaZW6u37BdrbItKkielAp5kjxyVy5eYvkxBaAjX1FZSk0PWv4qjSr9Fyc49T66a+Pc3pOYEdDAzmQJFOu+jYz2JR6sakoSQnBIKWdhhsKYUxIMTGJKlBpHVI4uqI26bOIV+v2a5M5nIArWjeSL6BRxdR9BmBmsKI+iJ4CFj46ZfbMLjAkx2HLPBMGgCtMJPDmq8aUW4ngrksUW9A1x2sSkjomfQ0djYImDfTD7doiTNWENKDp6W3iYbCm47v0MBTDz+Lqnwbyjse138EYXUGnjRSmvVyGWETN1CrprCx+TXfYvmSu5NNCzOkVRgHWya6+sQxuPKjZh/k2pLuZnrKAehdzCDi/brpldWQubuBpB+xht+pRe16TOK+ANpu1zswy4c9/woeWPiPQ/RKP8aRP/sOz3Uwb98bcKZFV93p0M8U8/QgNG7KgTotPHpkMfgyE6ITW2jEjTlLp9hWXfcrlt8Zv6NcOKy1+OX7GrRgTdU0btCb+cTBB6m/AO3q5ADyQjqXgIUkhNgu0CMxa0n5XozhNKlPn2LsVISyT0cTcRZZY0z48YnI2ItAbhMslvYMz+vF1VuVcGX35a3WvY2jf4yU8YfBXlqzWFg9iPcUW2rcjXpPn2H3IOyYF5P4SLODia2u4wG9hnFRUNWeqbRSZQerTd42xAbcvBryrO9qHxLYz4Q5joMNoX+f72ndahAznMUsrsXzvVBLZ//WQZdp/ZkwL1WpVnz5/QatWwrB3mepGZeXX0Qoc1JSTNHIci+WqAm/Xh7p+fbMZy82i/3yxx9GyAW4+wjRuctwYiUd0ALXwi7MyQ7+PBFnZ2Jzv5tikpFmYe+qjia1lLYVSidHKEVR3imD72nUHi+LQpUSfNdWlk8dnKGCiq5WpEiIXOOoc7+kjdeSsvlvazPUzxqjbNccBHk5B2DS5di2D5e1JjCclTFPgTZEPHp3vf7hPhsEMwg0z+TE7NspkickBnSILNjpQJynQnDNhgM9ZSnvbhdA7H7TZfixLvYoPkfkeyvmIdOsSZ4x2ionM1H3eIcisJXXQ8eohcJbRNmM28VWuahLQw9ppCZZ4U4+fMe6Wz38QhlLr9FXjW0xgMx1w3T9nUniBEBd3xeG3HrLYhowC0VFD/QM4LfyS8s/+vn1rzhyL4D+91f23xt4as/R59/oSvymNqhIzYAoINYwLqDNDpYKMzYMeAKiFDZCv7Tgww/ZQJt6zt77gqdfiH6jVRPeCz3veUfJ3+rMK41+f9fRmxVXRLkAj/jjYeJVNwdwnpUZnWrM+0O2Dx1gVftqwnmzWJZtA7azI7beHQxFh6edHWRc3bVYhpSiHSVrCcpZlWrT77OH7hCrQsyt83uodyzOR7UmMAebDt4+j9cHj7oTE8NMmPS8T7MTHsk0v31/AT+9t3U4ewkzq/+AOxNRQAYeEc9ovBgoe/g3zvj3sV9n+DXJvugYuH7uVxRQE00r0Xq1ar8ez5U9qtJq5tcvv2iooQWT1Mqd6r+ysL+Ul2zH1SbkKS4fUqri8hEd8Ij4jzoxZnswqpFrNY3LG+dxCJ0oyRxT05p9YGkhwPbgGCBBuTwzm1HRLAyuZLV4FRE17MamjjJu9jA+PWIV5GkJaAKS5SJVcVX0eAT5LJIw4oZI0nmFgYe0XLIbDGw8AAJlAewOxntCdH1KrfEiQ3BCvB5j6mHOlINa4hCvIQDNmxxch6cpURXmFksIciLw6wWGLg56yjAbDEzqZKybVabU5lUGIyWHPStikDG0vHWf6exL2HaJrdgy4OdQz8/I1WTBkvn9Yli9QOOjZBzowaIIe2SLcq3bCgi4GFmV1zGe0LzHxgTOYKyn1ohIx6IR+PE9IavCPCiG12q2uSVUwQ6tylNj4i1//p8uHlfwLT3496+Int/pgc4cOft3s1mqdHOLTpZ6Y9pMaGMQIYs6GOj84Ah05m+g3CjMMPMGBHlYhd2mcXVGkFt9jmNywuTX68LxPPZzSenFPtaET3OoQmYFBHYqJtwLJg7aa0ntZx+qc0X/QJXy/B9wAXf73BpUT/rMrJaYlrqrxdRpkMs8I3D5k9tUykbV+cWf5R3H11W6QrKH2A2VNIODzMCJIDgmd6sO2+2ZMG/yFFVHzAECrHUKyBoqRYfFuZ7UNcff9uF+a9MHBqW/Vb1FkXlFP1dKj4+NC0Py7gHgrTyeuotjnMVsTenuU5CKTEmXIrxdNZnNO+W1HHq9UanD9/Tq3VwrQN3r+5gijO7zGosSPqt5ayvUbEWefkPkcrIiTJVTNlU5PQ2nTmTfrHdWJhc/3OZLOTYt8haXbvVEbZRA4idyCDHBUfXyPJlGLUvZawYwzYmsH5pMbHs4h2PeLWWGEuVnh2Ayk/3M+uU4hFgEOYdbTAlH1BMoXZjzKy5oIRIut8lQ1TTkkn6ZQQ82fQbWEll3y3+oHtCma+PLMxsMLCYkVhVPu4tNns6dNLSTM/G4E4RDmdkC7brLDaRVURJD1S1I5g+gTGz6lV3uOLb1jaHv4yYWEFkAaZwylKrVE2uKWPUuovSK3FcTvEdLAIcgiqDxiE7NApnFIXnyZGNsqxgHg8grKHqM9heEKzf8K09oZB6RUisrA3gp21ZmFaJPEFcEzBCtrgZ9lDmw8vP230KzW0SpM6jSwREVntuUw1W6OaiGs0aWHRyiKWJhqlQMue9iJWe2zw1aI9+r/paRuzPCKkxgCdLhYGfXYMqREyZoMGbBkRUGOAQRsHnT4GfeoEjNiRorFhREiVU3Z0sHgVl/j6LiS2LdLjGvHkiHJ7SHX5HfHGYEiSM3t8YJ0IjLcmzYsSXn9I6cWA8uot0eqWurBJ1ym6KNM7rzI77bAk5XbpU4jCaqhCbxXVpSiXkH2Rtv02rjhbm+Sx3j6sU8hVHUJAFQ7134v4e985SGbPvgBE0f6/7zJkLHu4Rt2lfTJo4S6UYT2Ml/fv9mHWUDj+faekaJPJwR7ktvvIf5E17OcR8kz2W9fkvvYjdwlj7TsQ+anS20n3riH5cRMKt1fMqJUG/2OqrS66bXP95j1pFOcVHHVuCUnW4rgf8deIkKPJlXmX1Z80a5SSyHyp3qJ3ckZnUGYTrbBuVni7kBLyLUxRc2oFxZzaNgkaNg4aSSahUEg7yDKn6iJvZ8e4oDd0SJNbFtcOu41HPZGDEg91acbIyVEFdDMAJqQ47IhzQKUDTDEw2OHJN0KDZ12N3rzDu84AXavAaoe3WvDO94myaHWAgoNiHNakjCDj4yQM2WAxyoAapaNvsCNBR4mxSRkHHSPTEGpqcFTXqI5brMcneJUJIgpZLwK+tG1uzYS5UKLNoGNxODFLDm4xs5BOaX3qOFl/g4K2ZLTvZ9ddZkNSVV9uJ6Eb2Svg0s+gslEdtG4TY3rEqvGUROsSpjq3BiRGxMiARiKzqhoebpbNFfMF5BxjwU8p7/xrRn9+RG0+5SMivuAbzvAJgTp9Aj7nHV+QMqDEljMEX+DzHJ0y0BMNDPsZb5OPiDkCXAakvCDgIzZZqaeMzymv+AifJ4CgRZlnuPysueV/+b//Of9n/U9p7bqci4CmF/IuHWDRZYDOMIv8t4zQgBFbqoTsGOLQZoDOAJ2ABhsmAIxZUyfAoIZFg9SqgbeCiaB93OLookun2yW6DqnGcgSCCZhUiJIu0ZsNDCs0nswZn3bQSnXSe9lCYmwS3lCifd6hdTqlTYC19LLXPkAxe9T4xRKFwQ8oIfJHSBm9mDLJgRsotGT2u3lBmfd9Zc4iHv2QQT0cNFKYvtLe2sPS6SGIw4O1PFojPrjdYSm2iMqVST90BT+9qNj5p+b9ljn8zbJoqo4gKKQHCtimgBiTvTMqag37OUSRgVRqNc6fP6fa6mLaAbeX1ySxPKtkz42CouFGWfik7lSNhBCfYmCHEiuICAlxKNca9J8/odJssrNWvH5zSyl2c51Lad5Bywy/zGDUp+XM8FtUSXOwUVJFYwxsiTxPn8BsTlj3eWd9x+1tSN8pOO4OcgygyGPXArqxsgYiVVTd4rFjRyFePCRkyAaf45rgoyNoTQRvcNg5bzCWBkKvgyghGLNlxzYLjpQuzhorG+UkY2E5nHzDOlPLVA1jbRxMNhTRdA+fNjtN56wLT+fwvFPitaYRxVu8RQxrlygw2GRv1oBiPm+XKKOvqii+R0QHg22OxcsCa4iVN02pBrgmDjZj1JQACdIZOBT00gFp3aXesnk+Cul3YFUu84Pw2Lkrkp1ObBus3N3BMyJNvMDIZRkkBTaljYtJLO/qB5efNvrlCompY2NjkWIhIQiLCA8LgYVM8yw8LEzibI1s2aq322jlQX4R6gwY0MgvaIRGjw4VBtkFTakwoEeHX33RYnD2hIr2KT+bjfkbXvLU+ZhF/B9oruc8FTsGjscm6aKLATUCxkhK3IYJAXWG7OhisWbyIDsQGHSyF6MPsQb3V6RxTG8e8nwUUW/B3R282YGOliWwA/mw7ZbAktGTGqfHJaJSFWsVYUfwdhMh8KieDymdDikH1yTGCindXDB7Khwye0RexpGmSMIR0SOtzqIY+5CpfyjLUESywAcNefrIQD/e9jB6PzSq+0ZZ7fPxrNwPd/Qexv7ag288XLP/yYeKsz99fvu/sMgRDj8VGVNm38Tvs5L2MweyKyRyKl69VuHi+RmVVoONbXN7eUsSa8i7JmUTFFhXQU1uiIly+a5CliAgppIdX23fBNrdEoOzKUkTbEtHf3NNGqso1kdkT496Tkok2Dik+RFbSOhGYGPRyqLoHHaqxlQuZhi9EyLRxni/wtiatJIkdyYdpDG3sLLJVV2UwQros2HJkIKLMyLFYkucSxm00Wqn1Cc1puMl/apL6IC11LGM3yLSc+AZxbCRPktWeTdtF9lR67DJnM4IWYcYscFhQJrnFSNSHLZZXaEKWptS9wnD+ZBp944WPoaToC9vMN0dBKfAjP0o3slqBWqAiY69F8W3EPSxMfGy7aQrSHGw9rD4DgldbBxCRHYVpKE2cRBaAp0x9I8YjE6YVn6gy3sqYYq7MNmY3xK498gRidJlSAkcJ3crsujuEhw0fnXwKBM8YJbtLz9t9K/eE3PDO97SJiRAGqlXWCx4hcjKIoItd7ymlbVZlYH3BLypvyQuNSBrctjwA9+xhOzmLIn5kbcZsckHUmze8Kr8Hn3e5X98f8tvqytmI4967T2VVo9Ie8bz/kf8FQt+GTzjm+RjGpsXzJI1J65LHDRYiwlCaAeYv0WXGUuG6ETU9lodmihX5q9v2Zkx8SmMBoL5kwb6oMvV+whilcAKwCbYLdh4CU/ONc6OYqxemd9cCnahwNvE1LDQzo+onRwR+gvSwKK1J3+qyrke7DF7VKFXwjr7qpzKCD2O0YuCbOUDa4s483EJVjtYs58R/BTw9tOG96Fq5U9z8x/v83A/Ckwpvq1i8MdNaI/dz08vGooqeRjTq2MpOKmI6w+L0EWeo65Ss1rmo+dz6q0qa9vg+s09SawMrdxXQkyU3Rtl/KX8cZjFlGR7q5LSwMEnJc0hmLNph+nZDEeEvH7/Lfo2IE0UDFgiooSDSykzKgrUEcTYONk72kAh+T4xdvb0dzSYjjQ+Pu5xVxP43pZosUZsJaPGRUfPaIzS6MrBpz5b0pwWKWEeHYMdQZ5bjIANLjob0AYwew6zFyTVt6zj38PSJbiFNE0Zk2KpRs5cHHjKFpMNQd7ZMgK2udNRUfwIhy27rKCsCro7XKyqRTr5GAbHaA0PV3vFe8dgtfAJTUjTkCoRymSrrCCghZHp4qhaQYsQEys7C+kcAtbYWPmV6CMzHA8H1dcrB53LGVp9JLR02i2TdvpsBs8JGs9AJFhxzPU2IdxAzwc3SqniUkKOr1SDGGN6mDj5mk52bkEekkujH1DHzWQ8PrT8m9g7Rcz2EJ3XHn0jDAKkzoWUbI3x8JCq0RXIPgmQjQgekh/hM5yXGfdL/M5tcEdExfiSZfnXLCot/qG8hFGfUvVHqv0yduWE6fnHfEHMX8THrJLPaOm/4DTSeOpFVN0SejomSGv0M8x/zThrulZJvIvGjh4hzRBu34I9Bm3eJhk+odOeor/3EKYDwgR2dPBo+oLlW2g9LUG3w+B5n9t7QK8QblzK2jWDswGz52PMyxuagXwMVDlXFnofjl+UVM5KFuXvUzmlXK8qnu7j+BEfnrn7sAxaYNLKhKV7a8WDe7kfSe+b5ENTW+DbD2Gdgh2j/hRG/2HkXphjBR4VJl7tq/g9+xWLx4s8kvpWcfb7+/lprP7wNxeZTzlfIzIe1HTSo9uqYdgW798siSOFpSu8Xpr4MIPd1PsjnX6Kj5ftUclwN0iRE6soCc7GHc7POiB87q5XeGuLQqlFxaFlIsDFpYY40HdNCHDz6FS2CgoiLEJG1ZTnF4JRT2Bic7t+S3B/DeERasqrYIyeceyVuuYEMLExWUMeuw4IGbJiQS+LwzvApJSi9WKs2ZS4PUMkMetlwj+tTM4DuMh+wQTY4rJlRWHKhgTZPruIg2jfY4vIlX16pIzY4TAmpa3J4S3NSY31ZMK7ao8gqRFtDd6ZFkvD5mkqjymPIrAxSHLt+RYpfUzsXN1StXpZ2BQzatukdHCwibPMqYcs33q5AZa9vaHWxavsGE9STkeg1zSqWhMrjgnWKzBcbPeaV9GWUoYEyKsK93j4+Cj2luw9WOfKoBImFxh5hqHKyq0sw/jw8geN/mPT/ngb+ENu4KfT+8N/lXh+3KJUrrJlRESVEVvqic1VMuKeKnX3B0zt1/yuYvJ/aZ9wP7jlo+o31EcOZukpjdlHnGo7/iIdU0//jN/av+LUP+Fc/w3tCN6kk6yctEM6pB2NDHdrA0LAmzVsbRcx13DGM8SzOmX9nvTqllpqMUKWaJMIvn0jYF4imp5RezbHvTYRqzXJ+pqIa47Panz8vMv95ZYgkG7Qhj3Nnkb2+yWrv5xFN+rljbOzfCzSpvp24wcl2n0t933zLk2exmG3bPLBbR8b3uRgzb4r+PA+xcE+D838vrlOD9YWLuOQ/f+QIqo+KYacQOFEHjNtiuhdAUjpwfaHtM/ibB7CRNJ9TOZDZkdDLNvm7ZslaZRkwFxIUaCVMFxKlQA57ESV3WvIECfAy85exfZlStUW82czRm2B5e0w7re4uqQ7aoR4aFkOqByARkCKm3WbqNafBDnPKt53EqURtX6T+VlKrXpH6Pls7n2cnY+GmkKl+lJH+Jis2WRixNKwjUlx2RDnfS1tYIqOySrL2+cDOJmVuW3X+BaHhX0PVzuiwCaiwxKTASIXRJtmcFCUl4Q72T5l8Ve5uBGww8LLxxXKaN/TdqQdh4tZwqgDu3LCN8mOm9UrglULfPmmJDQw9iSSh8AmA6cP9Xg2WLj5L+wBK1zkzFv17R4ua3yi3NH1EWxxSLQQKk0Yjuh0exx33jAov6WSJOAmWPot/s6H8ClKLTOmiYubPw09lFCGlz2pspcooJH1cRSsoCoeAV72hEr4yWKT6Q48Xv7NzVk/Ffv/9JqfdgwPj9Vu1vnzZ30CUjaM0BCM2VAhYssIlxYzFvSEjhE1WNBlu7wl0L7k+/vv+K+M+a57w5/UXlMardDLQ9LuGU8Hff56NuEZP+fO/xWNdQrvt6AvKbNjRJIR0aRB3gFbv4K4ssFaop3M6Y2qjKp9SncrmrbkPPjAKhasbzwqgU9y3oezERUtIt3cE6xXuKLO03ON/vMa31xGWEGKS5VDZk8AuHmhd1+c2QfCnNmjIAEV4RewjlqrhrMcNmwpbs5j/v5hRrBv7B9ve4hvF85hP5YXj7Y7XLufMewDOvsc+H3TfkgR3X+6Cpx+P6Y/hGwOz3Wfab+f0eyb9sOz3q8CyD+ToxnT4wm6s+P9myVJVCgkiVz/MqXISKrECPzsRd2fnlYixcfPHVq52ad/fk7aqbB07tm8WdMMC3qvvB5hZgiUce4gSHGJaD2QEvCJ0DEl+FNuwZOfU+4n6Fzx43JFeQmlUGndhKzYIPI5Um0EE3QcNvj5fsfIQeabnELZR8bgU8z6ku404mISI7QE07knXjhgzkAcI5/3KQY6a5wckhojje+aDaqxSur3jNhyywg5nHyQrfVVtK+NoXNKe9Zn3HtLTbsicVP0TcTausTzt0ghtjFKVdPExifNS9H9rG9BEKKkpCWM4hFkb2kX2VwV5lG8hMzCzACn2ZpJBYyGhjWb4fc+h1KVgCYrd8H3G+hZ4AUCRxjImuIM5bwEbVy2+TGl60vZ4mTPsuz2TehkxfqinN4kJMiouQpWcqlj547gcPk3yzDwE2v/8DZ/OPY/Px0wbZnYdNAZUidgzBqBxpoxMRVG7GjhsWSOSY8WDgOxw0/KrBig6wYp3/F29RU/8gm/ad0xrb2hNHyLUQeneUZtGlJ5MqffvaO2ihn7ii0h2ToGNQRjEB3Y6uAuqc4jno59ps0SwRre34EpQEeObUnWCbCgcjRgetalPxjgvlkRbzyWlJiet5g9H3J1aZEGquZfQkX4lT3NHo2C2RPmXI79wSwRZeID/k7MvkjbwxapYuCKtre2YM0/Nu8PO3oLQ74fgxfu5fDb+89P+mAvh0b/EP4pDP4+A+nDxeNDd7EPIMnvPs5J5PIwWzhk9uyze0T2mYraR/MjxsdH6I7O9eUNIk7y6L2MbLeJCTM0VbXbSIct+6lD4FByTyPFw6c1mtG6+IRYq7MzDex3K0Qkr7jCtdtISYgIDymepjTnO8QEmBg0s6BB9Zj7OCQ9SI8viNsTrMDg1bVJ2fA4oxj4NwFcTGzWFHj9kAiLNfd0kdRIyccXOOwytnoL6iO06YTueINW/gHLX6LfCHamR03I3ERkhhyGxExZ4jEgzYQGYIKkW0Z5R6+sF1hsck2eXMah6uGNWsS9Z9Dp4Wu33HorokWJrp4iUgmW1bCz7laVQQxxWOLsCaL1kSKSIR4FQ2eAzQYvk4+Q2z2GURLaeGWbWlPwYgwXbY1Bo8dvqeD7Djgagb7kpbUgSBNesD/60MfFQb6Jcq1NJXciKo8r42X9GhqFc9CIsndFsoxSDFwk9CjLxRFtrH+f0f9jYnZ+cq1c/nX2htpG0zSeXPSoE3LDAJMubeyMmllny3gv8o/ZMsKjyZQVPeR0zi0j6gRMWSOEYMmYnZMwd16z3v2Ol9qIf2yvWb+6ox2veTYVPB01qWwjtiu49WGLRpQziuqAh/Dvca4WGKbGs/OI0REknSbX14LAlVJO0ID1ktR8Tft5nWcdh8azCndvQlablGhQI+jP6T//CP9ySxqkFFROh26G5x1SOcsU/GCNomc3fsTolwZfmp7DCL+gcu7H8hLSeVjkLZzDvsE/bHYq4u/94u3jbfcrDIfsnsIcP3QgP0X73I+/D7nyas3+87S/58P8RR1h/7hk+zksUastk2zvk/mcyckRruNye/meOFaxenpQpK0CUVaqlb9TmfgKKSV8/JwBpO7heNSmdzHG1CJWtxu8xQYlkeBgUc8AnUIFM8bCpiAASF64R4C5p5E/KMHstIMz6nJbjtFXt6SLLX5YQqPDBiPHoweAR0rAhigvycrI3MJhjXHA5DEJuS9tESc/R4w+QVQEq+g1X69ec7cWTEK53zlgoGfTsHrZHuaZOIOeG9URsMJjwxbFzoE+IT10fGbAqAKfjWE66fJdvcltWgbLx9/u+F7fYKUxH6PKntL05YNOMvMY0cHCJ4L8t7cyaqx8SlRBt4GTGWDlQGt4mVrmCJojau0XzKctzptXjInxUkGy22CtfwvuDpIxsm2uhZMZakUF7RBlaqMqw+gS0MQgYkpBw63iZTUHFe23CajiZ5ChzDkEJdwMXiwjaw7djOL6ePlXjH4JNDm1Sr0mCcqE74+8LufblABN/DTK/6+5ilqrznzg7Bn0Fifc5gZdZ0AdnxFbEkqsGZNQZsyaJh7vuECnTxeLMWtCqqyYkaIxYUUDn60YcG+XiI073B//B8nEpzexGU6hN9Qwtm3cWw1ShfCngE2ZHX0Rk+7gtQuDkzLhcET3ozO26ybhXQAiBRxEeI916aKdlpkNQrqfanx7W+HLdxbNZzXc7iml5yeklz9CYKJhZ+QuRelT5VxF5VScDPmJRogajafx0OA/dAWym/ahqEPB6lGuQME54hFcVGDzalu1HNI+C4N/yCHan7t7WOA95NErJ6KWw9xgPz+RlNOHDqRA5D+ckxwe+6Grepg7kP9qEEznI+YnE2IRsrm/IY4TiqlVknevrpD6U0KqTIrcHajtwceTZMqyxtMnbRq9NiYW97drvEXAvgpmSISFdzCXrYsUT5OsDRXXt5ECZxFNYkYdeH4OohlxFS55+2aJsHogpDkUTNEJaOPnSL6M9n2WrDLzNAaGGYrv0s+Kuj0NPhtoHM27XLYq6HEI9y72eosThrmJHWT73BFxxQaRz6gakTJjg800oz32UNH+NiN/t7PfNCJpe8znDh+1Uko1eJWavNy8QluaCG8ARAj6GKylvDBFdL7FpBiI0kLQxWaLT5pvJyNlK4N45HHlfGCLONump8G4rrFpN/AnL6AxIC2vcUXKtXGHb8W4Jmx8j5QFagi7itk9KgTZc6IKsOs8c+ggC7ByuIqLyCUrWkT4WKBktGniU810V4su3mouna2qAl2cBy2VavlXm7PKkz4v8PgZ3/IkaxYv08XhC274Gapt4pSQn/FbPsXBMcANSgwZs2KOFEByabJmxpo5bia8ChMGuMxImPPiT8/5kydfMk4nGMYckdaZpDuawuOaUyy6dLEZsMOnyYYJZRKmrKgQs2aKS5tj7hmi49BhzZgqEVPWlEjZMMGnQQ2DMNoQ3iW8X4M7AaZNtNkTOp0z9GUZdA9SA9jSyfg+TcAN4P27BGPnk55PiOcn0E3g6hvwtrSw6YYp6zcxlTl0Thp0L+ZwJVi8tdCepmjdDt3np/iX19SCQpNEIGN5D6XZoxjYCqMOqFFQ+tK9Tw7hBGUcD8cvFvGxBgfmXRpK5QYUeRGU0S8/2DY9iJcL4/zQkD/e5yHMovZ5GGUfGvzDvKPEoSSENOiHZyOI2RdEVvDP4XIIHh0ek/zIJ/MJpycTEuFze3WHY5oUEmYyxk/RiLLGmcPfm+YtjfsOOSIhriRcPO0x6YHru9y+3WC5Kj2XbB718nokmMjuW2Wgu6TEuWqLyvB6xOWE1nGZ+dijXjLRNx6b2xu0CGRUqQgEI2J81tzRIcmFBuaAg4nNlkJoYIqHyZolz4eCz+ZAS3ApDJbmS4z7LcKWCL1gxjbrWB1ke5ghB5jIwSQqoJrisGSLnqvwj4EFHjpbide3R5RmQ3q9EVrpKwLfIljCYuNieq+y7Kwga3rIMYRjCtG4Om4WUQ/za+RSxSHICZhdyIAVD1WolSr9ZeJywqgLT2YwarT4fXXIu7SCsAJiy+SVfo8V+nwqFPa/b6jVvW8TUMPL6jqqUFvPKZ4KZBtgssDO6N0yik/ZYSBlmWWxPaGJjYMKD6SVCPc0+6tQ6lFpjh499fCvGf12B0ohJUoH/Y1FXL+/pkQJOdt2OgVXq3DHCRsuSLRTEA4dzeScay6EmzUVlFgy454LgvJTPv/rT/nl8JI+HzOP/46fi8/4c/O3nIczfvQ/JrZ7TMU9vdjCED22jGjgM2VFmu0rpMqENW1sbjhBZ0AHhzEbIqqsmSDQaLOjlhVvRQSXd7CxUpx5A6d7Ak+H4BnUll+ibQwmGSKpkQ1cSTUMXUNzFojzEaV+g+EnMxqLa+qrlH4ir8y7BQgqxEcTyhdnsIpIr+9onA0ZdSP6z0dYlztqgUTivWz/Xp7cKYRfcngqWSt5dW9tBKQHjT6gXIGK3D8cjR+azv3S7yEav7+2KMPuA0OwH1sfGvKHFQa5fAjkOxRNK45dtJupeb+VfM0+3XRfuUaQEueupDjSw/JxsQf1r/2sdDafcnoyoSwi7q7ucbdmlnNpe9dbnk2MVNFRMb06vwgllSyy7zRo9VoczetUOxGWq3P9xkIEMvJMcCik9WRzVUqCjUE5I+2quVMpMTq6vP/aCFpTWk8+J63rLKNL7t7YaFZCW8iR4GHe56paima4WQFVQTxjwCbBY02SwyxDtMYz6rMug/EtNeESmGAvdziWiRBPkQVTacx9VmxYMkMa3hFSgcdlg+AIpYSfMGaHiZtBmz1gVk5hVMHozhC9F6Qll5W/4/dLWO3I360eCcaD8YcxfXQsfIq5X11iXAzYi6hDWpgEuaRdB4mxS+njKVSalNqn9Lshz4a3PK1IWYNN5BDdvwYzBXsAIiSigUEZhzhvWeuSssPMzk26aTXdSmVBqotXCrXFKFzfp4lFxIQC/69gZ+cmO31SOphscBB7VZ0Up+qT9DpQn8BgSr+mxF4Ol582+m+vSLjiNS/pZP1oIfAtJrd8R9EyseaG7/gWmxQYdOGmFnPPLSlXyBfMweI97zEzdi3ckXLDkpD31GbHROYVO+sbjPaYdadHTfP4dCw44pSO+As+S/+E/5jqfGZM+VZ8RiP4hLZxyYlwCMM6azFBQzBhTZWYLWNcWpxxQw8DhzYbRlQJGWfzflvZ5daBazslcCzoLGFWptaNubhoMe60qC1DSp5UzdwCVkYgE1EF3rymPEwZnqR8fAL9QYXVuxjdkyyg+4VPauwQzz5GzI+oNGvE739P/bzCadel/rzO1aWHEcgeZxs524tcrEHG/mU8mtnDXKLo6I0ODBAoU6OmLT00+I/VMYtYWXu0LRzyWooi7z5kU+Du+4BPob+vvn1Y2VHLYX1AndFh5sDBmVf2tisgwsNj77N61LbF8dQaCWkVEFBxLUdHc6bHUxLhcXd1j7U1c0jNY1/zXhp9QUKAQ20PTpP5gCzUqtJtbTCm/+QISg6vFy/x7g0aqbyeTaSgnIWVVTgU6NclQWBmKpgDCsqhIMCp2GizZ4SzT3GB253D1bXOJE44RZliOfj8ng3p3oxaQcAuK8sWiDsZCr+FxinMPkIMSwTlV7yxLcx7l7oFFSGYEGOyIeEYhcOnTNmwwyDKmfdTYIWOj46SIJZSCneYuMwr8HQE82mFb+sNvk7AC1xYrdhtV3hpmJeXVTPUPTYhNvvNUDb32FkBVmnPrzEzXFxmIyldLHS8zGi2gK6WEtRCotEQJk+hYlAtgR3uuF6GxDa8swKs9Cr7lpKD6OHTwMbOnwhpqB2k7KKkgqaZPoCXAWdKeWeHxT7/P6GNjZkDTbLm4GNgIjOCKtDDoopTCpnX4NkYtGqDev+Ud+URKVMI19jRv9Xop/Jl3B/kVrA4DotpSpA2BUwDVqTs2CByJoCDz4oVLmuksVoDawwS1lQu6iTrlzi84826zD9oN/TKr9E7v+Y7zeSbZkzQ8xlq9xxN+nzPZwz5hJ+d+vyVOOWNWWMo/hxfD7gIPKpxg3UwIaHCmA0tPG45xaBPB5tZJjpbQkbWGzSphyeGYAVgfUfa2dI9cfl0HDAcwmYHXy9L7LwSsum7Ly+fsIi21+iWQeWixKgX0/8Uvr6toW8hjAfgt+DyhvILjWFP0D2rE9+/pkSZfjfh/HmT1WWAGUCc90BWUALNJRxapLl+ogR69oezHMb+GiFVxEHcH6FgoIcGX5r4fYN/6CD2o3y5/UP+yyELZ79AWhxF7fvDQE5yYLLlsp9Nqm9/iA+mlsNPVAfuYzxf7etQtiLOf2+F/vyc/vEJvgi4ubrE35qZmIHKjQRunrqrMm4dpaGjUHwFukSEpKWAxmBC+/yctKxxf3eLeW9QEyJ38Sq/EyRYWHsgmux+l1pQOvXsrveAXqdE7WLIotHgxneIbi1c3UJOoPDoZRh3H/kMyFEjOwpq5IwQkzU3TEhzrZ2TsoBhinl6QlyeQuizWcTYa49PYimaIHMFWGBlg0nG2S+Z4nLHmm0uxCCDPR+fTfYt2bxEa05/uuZJ22LagGUaUdpeSRln7wKELB8HdNkS5ECIBJ4CpJTylH3VSouIiMIAN/Bw8o5audamikPIUROe9KHVbfK6c8wrrUcSQ+rE3Ky3BLbHR2FB62iTZN25fr4mpoWFnZdkVRQf5VG8kluuYWWjV1VtppwLtQ1QE7VsSgSkubRdlwRT0UqbM7TaGb1RmWn1Jc/aNnUNUhFz460oh+9Jt1uwdbbJOz60/FGUTfWvx7joH2LmPH5FH+2nUqU2HTLme2qEbMQQRzQ5Tm9Id295T4ev8bFuv2Sl/T0v2zf8o/ZL7kcmf1Z7T6VmoQ3+nAoX/Mlwx19zRDVqMvL/ms95zs+N/87Qa+HEF7hemzNumOCgulx1wJQs2+x2CcAA+x32pYczFgwm0BpXGA+PqVy3YNeBpIk0vTsaGPSjmPVrKE+gc9agfnZKZzDBvBHglCDwSF/9lvI04sU8ZNSusLlx0amRdPv0n3W5+XEHaQfFAZGaPXbm/wuD7yP7iJOD8YvyF0mD/6Hxi8pcF3CJ+nR/Ilay9+dxKbSI3tVySIfcX1v83z6Y8iHjq1HM/VXnUDw/pfz/lQLm4+Ptn0nxZx+nL7IWmbGowmt179sJMJgf0z25IBAay6sr7K2lRuvkVZM6EJIQE1AYfUmtDUgo7129CtAqaUyfTqgOJpihxebtPYFpgmhnBXufFLEXO0rAyMyH7ikNHY2ABAODQRWeTGB+JFiLHdvta+L3byGZI5/jGX7W6TqiGEEoZ89uiPMRJH3gCIMdW2wmJbgYwsVM42Wzwq/De/RFApuQOIpI6LLGZA55X+yEGIs1AsXF75MwZY2BkdULZFk4ZcuWGANaY5h9QX0wQSv9hiB1WO9S3i9g5+6QvCx15h0EQ3R22Nn+ZPFXQTwOqsiZ0MXAxKOgPbaJcTCR72sbKkOawyfMhwuetU0amsTEr90F2vIrWeTzfTxiNohs3Loy1IIlVpY5SGBIGuo1fgZTqb5YM8f1ZSAX0EYnyF2U5Eh5WeE6RLl9P2u3AjmE/qxVwm210PvnpO0XCM0loYEXr1nZNhUbbsyQpfM9ES7wUX49PrT8O5uz/hjz/ng77cFaAK0/oDHq5WJoG8aE1BixpYXDTRaht4VNX2zYWAFvqHJlXrLhH3lV/Zb/Vjvj97zhPw5uietX6LU5UeeCKWX+rFvnOZ/xu+Tv+Cj4OX+bbmhca0Q9uLRgLTQixtkDVkUy9Tf08OjHAnMB+ha8UZnddIy4+AJmPViuYPeSUrJlRJx/+3oNupuQXPQxOi/g4wHc3sHmNYS3hLcmQlQYHkW0TjW+vgFfa2C1L6jMjwjvdqi2LA2LToYVKjcgWf2l7NGX7fUK7CkR5PS+fcw/ytHw/SKrbOVSFE04JEMe6vAU8f/juP+noJOCFZMc/P2Q81NkDh8uuqqjFbLH+1IKh8cu3NbjKsQhVXO/AqG2G82n9E6OcQRsr27wtpIdIxV0RO5IpRkWJISI7OUkyxJERuwTGRRXK5d4djGmPShjhCveXd4TuFAUaiuEVDBx0LLoTmV0EGFgsj9FFYBundlpxFHLoJmmeFcGztZAo4/Ie2dHCDx05CTWAQV0s8VlwwbpBgbAhIgpQTfi9CzkaVPgiJRr457oxgb/E+AMxfrZsmKX6ckojv99TsscoLhAFrdsKMYVTkrg9FIWgy7B4BxKddzA4ptVhGMKjnyF16sCrEERnQ9waGDsCY4NkFmGlD4uzLJNBTt7b2RGJNiWXZJuDTF4Bm0o16+IRYDuW1QdwfUmYuW9Ik6VUIyMsQNa6Bh5cbh7cG7D7E518KjgEuYZQQ85wlEyamSXQUofgx1u9mzIrCDOCtyePKbWptQYUGtsOetH9Nswr5dJafOl0PA9Bxyb3eaO3yQ7zECq6adIUYotJmk+i/ffafT/mHT6Q8b8wyb+8b6qz39OU5NUzJjywZCUWi6VvE/fbKMzoEHAiA1+JLiKWlh4hM7vueVbvitX+cfqNbPyjnj0HVdaxGW1Qatb44lmM3pSxzHAdNp8vxyAMQfRyS6dQY0d0+z1KQHbCF4vIizTJj0uQb+HdlFmMjOoXl0ydaAtyNJvuHYheGUiJh4czSifTen3VtTuYwa2wLuLWMRQm9Vpnx1x64zYeS2io6fADdz9gIZJZ69lXBlwF41C26+gcpYIaSAOSr/yO6XMXFUOPvmQfENRFN1nue9zfg4zAigM+qELKIx+uvevx3CRpHTuVw0On7GHyPw+bfjhsYsz0jIC6yFjaJ+iKufhqppACWg3qpzMRngiQr+6x9s6KEmFJKPbKZweVGwfZ4wPQfEq1UiRdM12t8mL8zGdhsDSd2zuTDQvpJQxfoqSXoOYChYG9QzGU5qrcnheVsSrjNCm5zSPBB6vWdoe4ZVP5EvAxMTGRqfguU8J2bHmlmmWSQyBGSkmayKOgD60ZpSnXZqD1zilb1kZHrsFWI5LTQQ4rJHQjRRP9hiwYskUadyGSAUelxXk4wp7RIxYYXNcEhwP4WwGk2adfxEx1+EOsYqJt7esYgmJKRhKtRe56JDPi21nksZOXpKV9YKAgB2FVHEHjwYmNtMS9Orws2mVdu+IH2tzPHoQBBirgF9vDPRAMEvk09NBUD6geLZJ6KNj4iJy3tPhucnYPqCBRai4M/lEraIBS0o82NSwMynqBtDXBFvNJupVoTqB8TG9eodp5Xc00wV1AcEuxrAuCawU4heQ1EgoYVPO+3CVo6niZt25A/4nIv3Df/1UbP+HI325dh8QqtQaJNNzOjj00fFpsGNEhZhRHvlLDZ4hO5q43HGMRY8OFkN2+DRYM6FMmtE3ExbJkF1S4pxrTOcbXjHlX0oGSeXXrLT/i/B2y72t4XRmVJ79EpxjWDpgX0O8ZZBhhw32i7dtEq8Db1bQsqnOEmZ9g08/qtDRQV/CrQcbocm4Ku7DvQnGtzSf1rnoeTxtVyktwFzC9RJ0K6H0fIjTfY5n1xBeRONoTI0W8Z2Xa3qAhHSkSFuTQnckRbVx1TM8tkIBz8gIXzUHFZBOKWOZKLRciTQ81tNXprpQ5tyP3A+hnf1PyP8uYn9lXg8LyPvfTj+4Zj+u13K4inz7w7Pap6kebnMY6ctqlaxXtRtVnj6fkZYT3l69xt76FFmUBlQJMhgs2duLlF4IiQ/AH0msbHSHTJ4dk1ZC7ld3bK83lISSPIixcu5FoY8ZkmJhZOZGzVqWM6rS/gXx/AWiM2KXrPn27gdu1gEXqVLAhCkJHhsSpuSYOXN27Nji5mZghtSS2TVtktkEBhckZYO7wOQfruCpDWOhdHESTFYkzCm4KVPW7NjuibFNEazZErLNf5PWPKMygOngluNmRJKCpus4y39BeBtIjrOrOcRgjU6hoT9AsEGXUFDuBhUXP8lhlD6CHQapEk0rdSnVZjQHFc4HBtO6wConmLFNTX+HZwWwDQgTHR0tr24c4v82Mn9pAkPsLJ/YLw5vMInzBrkGCV3MPeaQPL/wUQNWSAu3HFIqCy6GMOhVaTeO+K4yxddOIPYxkzY/rhN8AwYBGLHAFzayEnqEapyTwmpGLu8m+w6izOirXpLHy//PZBj4I7Z56ALK9Sbl/ow+P9LFzgYe9mniM2RHRJUNY0BG/lVi1hkr54Rb+hhYdPfom2tSSqyYElNhwoYmHjtG6GmXabikzR3X9zb/9Epw1wsxZy3ozOBZSiNJmW1eM1lBN5Oos4ANZRIm8vEQZXBWRG8vcTs7eucRRyMYDsA12gR3VfBVwzrgLXF/eI92FDKeuIxOYNmExU2Jay8lurRIn9QQ7SFlX6enmZwdVynRIri3KYt9Kqd6NFXvrtQqrWYvn6rVR8jHLM1FtBSrX7J6Hur0F8yVh61ZKUrBc9+0po/uvYraxQfWqjv/0OAXJn7ftBeuYN+JFGDOfkxfFJDVXtIDnvz+M1ecWVEgjkmoNGo8eT6jWitzeXWHubUo9E1VXF9GUMMnIt6rl6gSq4z45VwsrdSiNz+nPT3C1RJ2yyvMmy09UTDKpWMOcXJcWKH5KS4+bhYJtoFyGUZHTbbTATdahdgOid4tMQIp0THImCqKobPNplkVA0zGhIxZ4DFBtkeNK/DLaYWbeYdXJY048OFux2azxUkKDX3VsHWPicmKYkDIGIcuS7b5SJUhUvF9xQqaJzB7AcMnlEo9zNTjWl/iLWHjRJSFDvn+ZKuST5ctm3zguPz9LgZbVD+s7FloYmLnhroP1HHwawGi3YPZC2rNIxqlb4jT7zGtkJWRcqu/x05sEEF2pVqkdDExCDIATWYO+/i/7O0N6WASMKNgDjVwswxMdRn0sFjiPJBu2GJIuKU+hOqUxvALTvsveVFZMSoJ1iLmNjSp23f4egy6j53c8Cp182qOyoIeFn2hg0uJMMuWpQNO2OFC3lb2ePlpoz8aU+qXOGXBcy55TpJJAjdZ84w1z1HFzwlrniQ2nY1PWUAbjQbNrJ27k702bVpUaBPna48++gXLdp8TLaDlh7xNB9h0GGRDDz1abBlRI2LCGgGsmBJSZcyaTob56/TpYTHKFLg3TCiRMmFNiYR11pQ1YksPi1eUWYmUnVEBcwPdOnRj+qMVP5snfDSGdCM12XY+OEKpfiiS546a2FG3fG5/gGgEpWmFeHhCs/UMe9WCbQCxAWxopjrhbcKdDrULKA1rDDvHaFdlYqsDP17BaUBnWmKqySa26XGMDry7B0eARYk0b/+ookawlDKRNgUHKNw/yht89qP8mHLmCmSUuh/lP2yjkgZ/v5tXsc0PiZOqGHzYs/u4ILtv0gsIqHAkxRbk/1+Ufh/mAIUBL/b7ECZS7mI/aymcT4Vqo8rZ81OoCd5c3bHb2tl1iZGTcmOKzKeCoERETExCde86SicqCEsJ4/MZ1fERTlRhdXlDZFto1KjuDcmuolywUm5U/B1BgoPJihGCSQM+PoWgH/NNtGCxiokXdRB1YIKPziobYKL+zEhwWBLnTBpZ1N2xYVdxeT6EsykYjQiR3vL2WhBvJxDL0mjAkAVeXuXqIxF/myWS7T9DllCnrDGZIcdC9kvwtCFoTBvcDWfEpT4itFmsfP7Z8bmwZT1BUk0FW3QSbJSLSRmyQ88LtV1gSILFNjvuCBnddtFxmCGY1uC0CdVRl8vuCevKKYgWvm/zSg8I7JSppQQtBDXsTPpYIe99HBY4GYwq26Nkp6zE4qU7TelhsSPICrVdJKPGPpBRHuDTxMxkFFplOKmD26qz6U8Ju5+AloLWwknW7Lw19lpgxoIb8z0WAYgv8t8Z0cXAJdi7i40c6lNyCy18Klnnd1G4LuGTEvGQD6eWnzb6/SHaUKPHgBEaY6QxGVGllU+vGQMxbYZMqfDZRCW5Fda84Bs+J+UCsBng8zkrPmdBHxiWKvT/9n/j3ZOf8be85AvnGcvkP3DOzzmx/oUTR0PnBMud0EpdJqyJRJUVUwQa02z04ZYRDh3OuaaPiUWXHUMa+IxZk1BmxZSEMlNWNPDYUcegIh9g0QJzB+YV3voSJjbdsaAxh2Re4b11irYYgzUEUQJsNNYMM9GmcgLvV3CzTdBHEfbpEZzNYepRXX1FaWswjWUjmO/Cb36A9KSBPj6GFy9gk8L9Aq6/pw7Mpy7HdZun4wE3pTVbylzehYR5uq46dD00LJoZwq9gHUXlLNo2FOcnQk3jOhRfUGVPhfuDMsOFpMC+6VWlTLWtBFtKe38OgR5lnGE/wt838I/nbu2j/481/Q8NfrGnw22KpXAgcb6m1mhx9vwCUYOXV5eYWzs373UkXz7O5w/td+AqWbUA1QtRB5r1MsOjAdVxg3XkYLzZEtkJsvgpBcrUvWpkZ+ETs8GgIG3KmNkvuZQHEc/PA7pluLNcjPc/EPh9ZBOUjCxl96vJBj8HiWbAFpsN95DPnhpTHn1K52hJt3FHNU1JdinW4j2JuwE+RxZq2whmbNiy2tvnFFhiZGJsvewXT7BYsC3pPB/IjtWnLY2vCbDDO3YrDzYuYeyzopxrxKsCbAsXK68/SFfgco+BnaPzI2CZjVonB1eGpF2P+czmRSuGKlyScu8u0TZNhFEncZZshKQ7KCBUGuoIDwP2WPCS4hnm7VEqipcQj+LZ9DMxtDCvbPQQWaFWsW56UJ9TakWcjz0mFXk9GtT4FyD0LXBT3O09X0cbPC/lWfYcqCg+zbXzO0h55BUehcZ+hxgbEwn2yrsTUsfJzr+CIgH4pDnB4PHy00Z/sSRZvOEtl8xIcm74Dzgs+BE1KwYW3PEjL8supxOoaWCQYmEi0LPtbEKMvDUDwG42cJpnWPqaEpfUOzXC8hOajPhFr8mfcM53fM6J/5cMkhV/lU4xNxFp+hETehzbBuUYtkyIRI0hW1q4vOcckx6dTKzNp8maCRViZqwok7KmRUiNgrGjAyuagYF3I3i7hsYE7jotrO4zRPcLsJqweA/WlqbY5aKosvQL90kJZ6WBvYB5nfIATs9qPJm2qd1aJDvZgrEUcH0Tkho+yUkVxkMq3Qr1m2uC20ssU6N0EeO3+gxOX9BAztay72LUCGxZaTBo4OcMhRQl0EwG4KjYX7H0gwMqp0Axe0AcmPdDWGef71PQHvdxf/K1+wycAqY5LNzuq30qp/NYvqFwRQ+PXxj9Q4MPjwEh7eD/kxwcqjXanD5/SqXR5Obmis3WRkPLp5UpKqckwaaEuabhvrRaiRCXGgmTdoXPnncoV0u8295xe+cRBsrMyUwrJsZEp03B3BhCVurTyRnezSPaRxM6ww169AZzGXB/L2iLhBZmVlRVGd+YgB0Lbhlk0M0AOCLFZkXAGNpTmP2cqO+w0r7m+92GzsJHuBLgkLqTC4ox5BN8JtxzwxCR9c7KaN9lgdTanEJjTqmd0J/eMmpd0xQplpliLN/jeSZELyAjO8oo3sAmzTtgByTY6Eh5AenEYgYY2Ph7Z9MnxtNMRLsGnSNKg1N6zUvQviROdoQ6rLcmW+MrhPApxgsOsLnPGTXymIJNHsVLMCehj4lJgMj5/x2iDOJRzqFLRAuHMC/J9oGa5uF1qtA5g36HWm3GoPJrqvxAWyQ4lsAzb3Gtf4JQh7iHIMFGy3MExetvEGZ0S5FfDzdjgsG+ozFJ8y7kJjFNbJkn5ByvOlFGMChy7f3lp42+6wJu9lDKWxNA5tscpHmRf8JM4fmtJXd4ScItV4icTGRhccklRp4ymvMmX7/dYJS/Reef+aZ+yd9rC74r/cB/Gn+HUbrjRz7F73U4ql1zREK9+3NG/IoWdf4mnPIs/QWz9G+Zbmd8lmocM+DX5jFB3OEJN/RTE1MozN9jyoqEckbAUklTCuyosWWOFDryA7i8gR9KPlbfI5lVodOj1JlxFow43lXpryNqkTT4K8jKZFMJs7/9EVprGjOL84HO7InAGMrmrpVTJhIzsJvw6gaOLAbTgBfP6rTXFZKlz/s34OGR0KBy9gWNeokSS9K7++ya67SyIQ9KsydgfziLgoDUJy4VwjzuL9yAGrT4UMIheURnLBD4/QhbRe2PJRQK2ud+R+2hoFvMvrZm5WCf+w1b+6j94fK4nJxmxV4osgS1d0ipNapcPD+l3Kigmwb62kBqrcREhCiBuH0lI0gJct2aPYKpJuiMapwf16hXffStzfbKo5SfqIrrpXifR4iOkz95Pchish2x1oHxKRxf4FZt3hgOd3eCiVuoYE6J8VmS5OM9usARO0yW2chA1TAVtRPWszq7/hxRmhB7Gq+uXO6dhM+RNL8+cITAYJ2xxzt7+9yywc3rBXNgg4ldtxHTn8NojqieoKe/5Y25Yr3wCG2oioh6Ht6pKH6EzQITJ5c0llG8mYnGDVBu0GSBQ8RQg34ZPhlVaU2OeVs7IymdkKY2y91bfmcm7GxohzIraxE+gFt6hLSxCUlROcLDKF4COso5KM7TAMEqN67SwcZ0cEsmopRy1IdhX6PamPL7+jG2dgRpFd9dcuWnVHSNXQhRAL4I0VjvXfEWgh42GwLS/J61s+K+fCuUo2ni4pNS6PXU8PFxIRu3LujgZD0Cqq5XJ8HGza7F4+WPYu885uD862t+aj9qKQGt4xl2eUgbhwE6ZqBxS4sQC8f9Hde84Tf8BV9VL5lpf8+70m+5Hf4tL0s2Q97T7W8Jqx0sjnh2dsSvaPOEC8bx3/Gx+FP+LtX5aDfg2/RTqtELRsY75phEdLE5ouiXNIA1Q7ycsaPq5EbaId1VwbiF/ppad8XJcM2fHkeMJ7BYw+1aYxvVkJoig+zXWeBeEby12LRg+gTqgxL93jFN8xR70QGnCmkEt9+SWBt6Rz6fTALowOsF/PqNIHRDtKcdes8+Z1e6IiQkvrumic0IkXVvyiKvNPhKcaTOvsGvEjxS5JfTuNQ12Id1YjSSA0BGsYEOp+sWbVz7XP8Coy8KpvtG/GGPbVFk3Tfvh+QAtRRw0b4b2Df6Gvt6+SLD5ZUGUbtR5fnzIyoNWJor7t7ekyRFBC8oEeJTppBLLgrYcdaMlV0vrc7g5JjJvE4Qr3l3a2ItPaqpNBMRXiYRoIx+B6mCGdLMYDYlZKI1BeG8hT4a4scawY3N9cqllkpWnJIKmAFWDt1ITRwpnDbnHo8hMd0KfDKCZ0eCbyo2X/o3eCsTti5x0sWkx5JNLoYm5RE87liCIiswIWDKkiumCGYlOKlBfVrlcjTgptxCRCXiRchrw0a3Q74Q8tt9pGK+yY5CF6eP1MVxCRDZNrKCsEJHuhSZGUWVAbWBzlknYtKFRTXFS12ugx2JUYKtjukbRIS5bIS8EpJRk+CjxqknmdxClAFocm2Udecm+TG9DOIpiJWSi+/hQqUCvXMqtYiTYYnnlfdcVAUGgvvYo7x9B2EXdhppuOAmNalnfTsK/28QZIZaoMrUzh5cJGsYgiV2BvFIuE9KMu9I2Mf11RAdRdTs4u7h+vJpS9niIn4C4vkj2DuPJZGLzw/X/qE16v8qFY3qkyNc2kxZ0cfEpc2OITVCRuxIqbBlTBSldFiQYvHtnc8bttT5lpv73/CtNuC/a3dUBxpe6Xe8r2y4H45Jgam24uJoxGv+hDGf81kS8TecsRUDKqvnsHZha0JoURVr5qS5yTaBFRVS1XeYarB7T7T7Bmu5I52mNIYwONYYTeZU9Cegz8GugJDF2x4OM6Dswvc/gDXU2MxG2IPPoT2T6lGb79GiFTVrjeuCPYXBEfQvusS7CVe3kCYGXUyePTknKt0Rai9J73b0hLyWdvbHpY7IWf0CmXK41Any4qFAlX8hyqQDHo5flHO6iqHkyrQXyD3st1tpGepdGMd9yGY/ei/uv9qLMs2FWMIhXPOwKFzASwWItD/sJck/3wexNFJCWo0anz2f0mrAxthw/25FEkNRWi0cRUBAmYLAWsv27RKQUqVUqdM8OqM2G2PGJu/fbimZbo52t4EYKbqV5LUAiWZHhGxZ0ySlrsHzKVRnZe5rAV/rr/EXdXA0YEKIx4JbOhlhcgicIvBY78XgHeAYt+KSjnXOJy7zOmyiEHH1imi3guQzyITOUo5ZYjLPWCYDZLS/ZUOQ6+LIHMAsbdH6Di+mKe0WXJdCrOiO++U3xOs+RDExdXTqGLg5k2eE1MWRqo9jpEkbZQMVo1x/a6QKuuUQ6nOYzugOhvTLv6bFDfhgLmPW1ksCP4T0cwqd/RYOPgIVr+/z4qGI4m/xs2dUflMZ1zD/rRLiyaiPJZjV4KNRi5fVEf7gUyhL0MRJt5jhDdfLBD+CG2ODk3ybPUNnQB05O1dq56sWrzYJOm72zMomu4AmTpaFqChe4vqq76OOoIVHMTBFVn1SdPxsXxIsC6njZfsqirlu5gAfL/9mnv7jbeTffzgbKNZW6yWsapeIOn102jismGLTo4nHAIOQOjoDyiQM2QGwZURChRFbaonFinN2NOivLon4nteaz3+5W3LJl6y0/8Lb3hv+uWTzrrriL0d3VNix4oxk8ikc63Bk07bWzJYppx60IgmebACbLkUEEgBb2pgM/BTjPTgrsKYVbrsToumfwOQCTBtt+Wsqts5MpHnFwEjhh03Kemcgho6kHJyU6U4mzNZlRhvoRrC6hysb7OMe3ugLRGuGWIeYX36FlYz4vz3v0e0fc/UvC1Z3CY5QUX4NkWupaCjYrf4A8/dRBr9KQR5UvJyAEjFlxAP4RQEz+2VapVRTNEEps33YdbvvDvbV8h8u++VX6Wr2Y3nlfMQD7H8fLpLHFxkfqAB0QFBvVHj2fE6rkeKYNrdvd5QSCeMUwmkahYaOlEQu7X0iDX+K1hRMnp8T1YcEfoR+vSAwUyqUKWXZjCoIpoTo7LK8QQEbYzxCnIbDz08ETwcxYeLx/v07vM0VpBfAKdIMHGPjsmKTR8dHyArZOxYkjEDrQPsp5ScXpPVvMZJvKW0CNkuoeh4t4myQ+Th7lo9wWLBmldelZsgh3HeKB16bQ+tjWrM23c5XlMWKxAZrE2FY35NEDvBz1ADDkD47XI4hj6jb+NkAE1WLGuLRxEYOJumU4KwByajLVeeYsPkpaOCEFm+tGqUd9EywEygTUcLMipN9JBbfw2FLQlEc7hDiYmdPSxPFqHGw9mJsMmFlL3tO2lCdojU3HI0cntQgaUNN01iKGr7vQgjxbsOPwRbhJnwulHMX1HAzvr7ixcvuXD+DVmSWJtDwEPk2XeKMkJrwUK9HQTzV7CrKxkBQPbYC+RYnKF5SQgM/+40q12+UY9zaY4sN/2545+Haw299eF/F/01OqtzXR8RUGKLTIMKki0ubU7Z0sXBpYjKgRsCQHTFVNoxIgQlrasRsGOHS5ilv6GOyESO2YkAdlyFLVjubH9C4Z8l68V+55Cv+Xjvi+vUaljpax2Le8/ibXomPpbYZX61Bdysk8Yyi0LulxJppJthQBTY+fP0+5rpkIgYOzDXoN+n1xnzqtLgwDKpbcCJZJjZoINIxbAJwf6Q0jTkarvjlScjpCLbv4daCNzbcvHFJxwnpyRxONcr6K3Zf/Wc8GvyH51We/cWY//KPK75ZCgxKJPmkrxrKtFcy1cR2ds19lCpnlYIXriCggEoGOagYWsX94hG6r8CbQ3nlx9H4ftResGuK4u0hEl98uwCHDverDLky8doBj0g5hzCHfOQ51Bodzp8fUW0k7Mw1N292pEmB2yd5OXsf/a8RkeJmbVcKyR81q5w+nxLVQ+71W3bv1oikhHyJNQwsyiT5FZbO08vEBxWYM6Aym9CZuYjaFRtzjXErwPUZAj5rBCMU+JLiscZhgp/TMs8AAxOz4xHNz6B3RiDWvNy8w1qmfOShyq3Mc7rlSbbPESlz1uywiHNnMkdg1G28SQ8x/gwqKTYN3lhvSBdrhpYgElJDs8IuExOTgYZgjM4SN6s2dIEBKVuMDGKQfPeEPkHdZj5NOevAs5bkQq1Dl9DYwMYjcO55Ge+oAJ9QFE2loXazp0KWXB3KhMhmPHXMVT4MpYfsCu5gYuVIfx/olBPipkbSmkBvRLkxZFQTNPmSRhxjOeDZOo75O3ACECdAiEcZk2ICloSX9huwpCuQQ04ejj30kRNJSkjTXWQEZRQXJ8LEzp5HaeIDKnjZvlSoVibIghW1rxbUS7SqqWz4qoNWnfJN8ykfWv6o5iz1rw8b/H8bvFMCGt0KJn00YMiOCgk6AwIa9DBp4XPLERbdHPMPqLFjTIWECWs0YMOEiDojtrTxuaSPRY8hW4ZZh+82Y+5MxArQWIoRlpXA9VtE6SV280e0sU1vCGIA40GdbvAF96sXCGcKjgXoNNHzyEggDfmWGiKdwjYB/UcY2LSG73jWtfm8I8XXvlvDblMijEfIl6QK3ob06iXOckF55jMcQf8j8K0qXy/aRNYEFjHE9zBvMRgmPG0JvHc/cBPU+OLzOb/6TxO+/c/X+NsSMorrUMzccjJEUz50IQrWKWeVgFZ2NwIgpEoxfFuxgCQnX0ETCqKRsm2V7EFVZn3fmB8ORN8370VjlTL2RXF4f9vDGsFhUfiQQKqep/3KQUxKqiin9Raz508pN2Bt3rN8s6ScFA5FfjfJ0mBBAUdVgIZUxyRCIHhy1ONk2qRU9rldX7G52SES2VikZlpFlDHY5d3RA1Th3JGDQWpDuPgFcbfBSlzzL1fvmOwE80Q+GSFgYWDlIwO7wDE+OkuuOUISDc6qML4o822vzStNI3FDuLcx9STrXo9ywsQJUhfHYoN0A7Isa3HNBp0jYFSHP5totEcdflut4MYh6An+Wudry0QIkZekJVbtoaMji5MyindpYmEzp4BbqtiyD6FWh/Y5tUmDafPXdCvvaAuBbYNn3eOu/wUiH0WRlCMNdSKKzKFFkBV9VWbWw6eGi4dGMe9WzpTyUZo4ggE2S7RGwrgB/T5o7R7/3Dhml7GLEm/DQtf4aqfhuJAEYBGTsoZ8zqw8gkUJP8voJOlTORqlnS/H0zu4OY2yhZxsFe9BN/IqlnNScDM72yUuIuf1NIlp4OHlHSNNoFpOSTtthDaE8SmtisZFLeSj6l0elI5FSMlc8KHlp41+q4PWnDJgyBSPKZJyOKVKmzE20+wmxVSCDmV3mb98MgJUr2MlX1tCo1oSTC8aWOURVQQjYUAKO4aklBmwo06ITh+XFsfc0cfCocWOIXVCxmwRlDKdnpKEe1BjFts85ZIeDjpddIa08BizybR9psi2Gg/SFU1Hx3bg1QLCDrzq1dn1zxFnv4R0CMEd7c0rTi3B1IeakAZfPg6y6AV1SB3Yfo+3/ZFdM8adQXsIjdMGvemnlNcnJPYQHAfEliorer6HeQVXFlTnGk5vSq37MzTrGPHOgc09mrWideLwdLjhpBpibUJ++22V3hd/yZ/873/O4v/zI/ZWOVYHMqepmD0pSqBZI8k1e2oUA9bDvGlIQ3XyKpa+wvxF/kmFQtBNGXsF9hQOXkFA+4vI1+67hcMcQDKByo+2UeZd/X0IF6mjyqdMkBKBVqE/G1Nr1DGNNfdvr9GSNM9m1CKj8YiUhIK6Ws3/JER0j/uMjtqUU4vFuw3GLqADGNgZoVY50io+KSY6vax4WAfQBO1xCfv4GKPaQ7iC3SJA35VI2ZdRAIMYl2WG4qtPTtixwaq6/HwMpxNY1iKW7hverEok+rnEJJjjM2HJe06RdEsZ8YfYLBGcobRxIm1G1PM5mfk8aYBTFVjxmq8XX8PKgnAAQMyQTVYWlLRBWZkoBphIFnxIByOTF+4AoxIcdUrczWZEzRdQaxOnde6d73lpa2y3Aj8AR0RouY6NhurQtbnDz3JYGVXH7DBgb/RJSAs7M4iKy1THl46mpEH3mFLVYT4OOa9f8qIicASshEtZfwfRFDYVRHDLbbKilTVWqQJxnSCrEaiiaQ+fOg7uAyzezgz6ECnJ0MrYOcWk4RphNiUrQpnvMJP3EBQ6qtKlhPJalNqktKj1LPrlmHEbup0SYemE72qnRDwFESHEAMOtcW9CHMK7HbxlgRP8W+Gd8YTSrMoxlzxlwVNifKSQ8CsusMUTYA5anXnygp/F9/wcN2M9VFjwMT/yM2QLgsUAl5+x5hc1nY9+/jPOO39FiTP+Kj5isjumzudMOeKJl9BwwGJKQpd+8j0d4XDLESZ9WngMMQipsmNImZQRW5ROT0w14+x7vOUcmx49DEYY+DTYMM4MlEk10/vuAF4AbwP4zSbArG5goENHo9T3eHJe4a9jjWeh1Ni5NmAdV0mz7kQV+5dZyA5FD96/A3sJi1mTdf+M5OTnkHbAuKK6+oGR4zEV8sG528F7U7DsgzEbIrrn8FlKaf095fUt8bt7fAsqcyh14NqP+e4qIL74iPP//U+5/O+/Jrj+ESkWZzLI0s8S+1ROhfYpkqfMChqk+VBGBbDEOYqtTKQ066UMutivBMhP9jk5Bcd+H5dXdE+RG+tDquVhQ9aHlof0TC3PD5K975WBVEuZHE8YTHpY5pbFu7ckCci4PqXEoRKQonMmhEREyOkQLcr1Hu35jMa4jZFsuHt/g8gMvgTHYnTsLP5WzUNgEWDhMgImNfjkAlZdwTfssFZXpPcCohKCI7aYGFmj3wAZmW8w2bECJX9cPUMbQ396Sa+6op6AfyNw1jekieKSK7LhERsW6Nk4wB6yDnDHFo8dlGfQOaM8a9PsNIn4BseJMdaw2RiE4bcU86RkWdbgPYacOJEh5XCda88MkOj2ALe8ptKMOevB+RBatQYeCaskgGVAYq15Y+6opim/oNDFb+Dv6cVI4+oiR4IrNzAAbrD2ZAjaSL2bjeS7lGFYgifDGj9W+4TDT6DaR2gNvGSFmVxxt4wwdLgJHOz4G6RW/zMkc6uLg9SxL6Fw9pRdDrfIaxLsRfFV1Cyr/She0SjlvqAYj2JgQz7ksEFENaNmQ1WDThmajSpOe4SonMHwGT1KzKv/yLG2oJdCkEI7dhCLtyDqsDPwklf8GK9opTI0k+GW6qx6vPy00fd90usbliy4Rgoc+cANPga3wE224zvipg6dnyrTyThMfXry0QRtOMWKujTwmDUCpqdPaPFzzjjiL9MhP08/4Sv+jmf8GX9q/MAn8RCLL+gmn1Dffc1U+KT0cZMJtThkiE5COY/8x2yoE7FlhE+LM95lLRgy8pf8nC0dXMbZY+Yho3ebLiLqwsqA9R1a6xKt94rBKKBfh9oTmMYdKsYLMD8BuweRCSzoYnCUPaQh8M6DH95FhJWddCKzMo1hyqf9Fs/MCiMrxNzBNobrpIy+rYOuw3QF8ybjY8EnkybDtYa2TnltA/MKxnjO610bH4/hxTOe/G//ieV/W2O/+Y6hiLM0V94vC7Czh7pAmn3Ao5oxe+oUUb58aB5G+ZK/sy8pVhj8yt7aguO/z59R2z4eV160XD3MEw6fIFmiPYSLpAxcvLdXAZQ0jbPjGeOjITtzxeLte5JYfa+6ByTJybbVDMRS0lQh2YCUepfu849Jm0M21pb37+6phm4O8amu2gA3iwaHkLnaBA+jdEtjkPDFmaBWgdDdEd5/SarPkXrnMjIP2LDilnnmqKfACQkW98TaKfTO4eJzouo7bhOfb1dbhquE2FciKAY6S2QEL/tnHfosWeaF1QkwqwbcT8oEk6dQGZFwx5X7hn9awFMT2qlqAPLwWCPdj9Tl9OiwJeCIQu+miYuFCVoMrSGl4c+Y9TWOqz8yLyU4IYiNTmz9HkwfkiPkFIIOBhpuBjSqTlMjx8Vlr0BIExv/sBkKlxgnu9MtRG1GXF0wHHp82oezCpTLFZaiwTLywakh9B2v9HvqScwvEqVhL2jg4+dwkTTfTkZ9BJW/pGj5ZCvp1BPaWGzyrg3VDOXmNEpZqP0QjVLLYaAmVDsIrUOzazNrpLRr0O1V8LQ5X5enxGIOsUuYNlnZVd6Y0HHh2k15z3viRDHCGlllTiPIzkAxzrTstzxcftror9YIFmxZs0SSAQNgQYTFAlgiX9ElS97zbcnL5wh9R8xbXmaRsDQ9Bt/yLVsuE7hrXPJb8Y4uOovOl3i1lC/ZseBHROslQSflni4hCc+HcF7q8S0f0+M5f3Kk85ecsWTGUfgXNJyIP6XPMc8Rxgvafo0zXFrU2PpjQlHPIn+fK85w6AH3aJl+Z5+cWc+KEkne16iB0MF5A86au3tI22B04HoyJBj/AsY/g7gO269obXROg4RJKi/qGlhQImAO8QjWFmyv0EY3TGf3fDKIGA5gOYWrdQNnO4D4RB5kcYOmL2hNV1yM1jw7TmECv7vS+P11im2luCcjol1CWrnhzz8e8Iu/fcG19jX+O5dqrPBh0ClxOI0rQk7jcvPxixrFcBYfjWIilPokopL1+e67geQgIwDVDKKMvmoEK8Cehz22D6P9gsOz7wDk3/HekZU7KRMhVXLKSIN/cjxjdjTGMLfcvnmPSBKKHGC/5UogCLL8tTD8CdBpVWk/OcZu1tlZPv6bNcRydpm7p1Yp3WdKgC6ZNErLvnxM5+mITu89MRvsBeirmEq4o0QpowJLdRnBMRu2bDO9my5wqoHbjVjO2jjdI0iaRCuNr1c+hp/yZ0hDPkLNvboj5RRlHhNmLNnIs6rCZxPoTWr8Q1XjMjYRTg2WG5aGQSpEnqN0kaTOFRtSTArFdwnx2Blk1AGm9QS/VyHqnkD/FKHdYSRL7v1L0lWCswMjDYm4QbqyDAalj5Wh/fsc9VKuA180Q1nsCPfOrVdK8OsxaWsAvSnl/oShltDUfg9JTCmE0DYJrC/BjEGcgzCJqbPLnu8uSpgsQseiiLw7+NSwM0mDWvY7ZY2ggHgEbWw0/MxJq2YoGTYqppIchO5mtIJ2BaZVuKuWcYYzhHYMvTOGpZRJ6R8YaBtaCayDlJIwYfNSHs62caNLvhNLmkIW8KVBlwTiAuqqEVPBy95ARVouP4JY5fLvpGwe/ksgEGnxGsvYbf+llmsFgo+fwNdJB5c6cwxSc8EVPd4R4XGDqX3Nl1zzj9zzhu9Ytf+ZN5V3/Atr3pVv+NX4llTTuecUu9rlYuzwnAp1ThmMf8XnPOM/MeMT8TED6684Fx/zV/yGj4IxX+7OgTmtzvdQtZlGRflzBxi50kgLaTY3tNFlcUrAxobvbPhm4+G3XZik0AxozUr8xazFzx2NoSVYGrB1YSc6SPrdUB4lXcP6JfbOY9MGMQJnUIWzT6hMfka06oIdgHeJFrxBu95gr8Cfy1nH3Rc9avYTrEWf9NKAaR1L6JQHNf78LORv/u6Uy/6W330TsA0k50jqNQ4oVPkdpGaPVOZUyjxu9kmSa/aoyD1EI8hLuirKlwVZFeUXgI/C5FXJVT0tj8v8BY6/z9QRB984JH8Kkgx7V85DfpKQkmpwcjJnPJ9gmAZXb95TSpJMR0cQE1PohapfUiYlJcrS4Bown1UYnPZYiYjl9SuCbUU6dnqkBFgEuFmRXAohgI0nC7UMoP8Ujj/Gai1567sY11t6pqyDqK5WqVg5Qmne+4y554Y5gqdN+KszOOkK/js6r9z3pO/L4JjEjFjQYCFV4TMCJtyyxc6lFBrAjLC7oTNdc9GOaFchjn1qq+8QqxD859kdGmHSZo3JJPv9I6CBicsO1fUpO2Vr2KWAF0M4HkK/00SU2rxNSwjXQWw3vLM3pF7In1KUobtEmca/0osp9G4iisxBsnOUcW0g6GNyQ1JL6dbgswGknTb/3DplzTEwJAlsbtwKv96muCEID3RiYm6RmcqMYrBKOWdjFY5GNUNJKCumnY89VABXLW+yi1DDVeTAlIKd0yTNKJkRlHrQnFLWJkzGAU8qEd0G9OoVfCZ8SVNyptwtbgqvzJSKB/0Y3jgpV7wlzt2cfOtk5U2+G1VUwBFk2L98clMaeBj5ucu38n/C6H+Yq8OjNdqDvz+0NtU0DHqE1DKmTsAtHRy6tLHoCZuAGiY9ykRU7Gt2OLxDQ2fHavM/uOQl/8iUb6pXlOuvueFLtvR5NQygfk+Zd2y1iKDzhF6pywtCjhgwnv0NZ/wJYfAtA7PDn3kbWhs5JGXjZjr4+YycDRpLJllEUkU6hgUaXjQEvQr6FdR20Pqa4eyOZ52UQVv2mbx2Z1SMTwk3ZxA1gRUaK6b4TBKITfjehNetlMW8i9d/CuczSE0a+pLR0ufchVYA1+9BN0ss50M2nZ+Rdp6CHcP115TMa5w0oKTV+fNPx5w0P8bkPe9eJnhWhUIXXBl8g3bG31f6Mh5gnN+3EQABAABJREFUoRHlvZ/7PB6fGmku4VCAPcp4Hmr2KEP92LTvI/YK0kk+oO1TuAtl5B+KRCjUPY/atRLj4yP68ymWb3OZGfyHOkN+3jKjoCuZi4TEhCRMZlWenmpEwuXV+3dYmwQpJVKo5QS46Bi5Kx0ALil+SSc56xINT6HcxFwu+GrpMA8Fn7KvghnhcJ9llLJRR3CCUbMoTxzOxjGdKhiui1j8BmFsIP0CaRpneEy55YpZ9qROgBkBDrcIjqD7DOZ/QaU7xNP+G2v3HleH+1VK4N8hFYYmqKlZISNWWJwiMnlk6BPgsgFOQOtB95zOwGfWfsVx05OU5cCj4ryFlQDnCEhIqKNTwSLKs6E+KQslL5yJDsR0MTD2yJzQxMsmYMXQGVPufMqkF3FSf8lHVcnQ3wmfqn0D5iuwB+AvWMc7rpAjDVWm1CHMplGpUmoHnwZWNrxcYfHS6CssvklCB5MlHiKXv2sRZSJnqhu7mVMyE6BZheNWmU27j9l5CuUTaLpZ+5VJky2aD4GREEV3JNvfgXDAdbDEe95mMtGKM1Ynzd5I5RKrJFQJ8EhRvDJl9IPs3JXRL4ij/06jf7g8Lq49dgP7//pQu9bJBMb9EgZ9BBV6GNSJsGjj02TGPRKpbmLTpYpPH5uIKjpDtKxoWyJly5Ag0qhG16RsuGXAK1unz1tW/B5HC/jHxoL3/I4l/42X9Vu+H2hs0BluX3Ja0Xnah8EA3iUwCk4pbb4gjZ6CGUJq5no8g+w36cCWBjKKGMqV4YJS+BbHdLmrQzCCm06ZXeuUsP2XMHkGnoe229Aydc5imSKXkfDLe7eC9SaExhJ6KdrU53Tk81f9EicGJAa8MuB7PeXajEl7kWwZbDdovhgz3X5D/PqGK0twJmZMP/slf/5//IqvWgvuf3SJlz7S4Fto6HTxchkwJcdgUcpIm/sGP0Ti/lFu8GF/3q6Kv2G/d1fp3SiYJuJDA9lluVhxZdR+kxyGUWu1DMsvegLUfsMsc0QrMTo+p3d0RJBELG9WhEkhnKacijT+sttW5DBPBWiiVTWOnvQYdV1c32C9cAm2ghYaNgYKCS446T69PankZ104P29x2Qi5Cjekly7CdojEmDVbhnj5sJFjYIfBhlugB9UZTP+M8nhOVP0tenzN+i1sdUErtahwTZQPEh8gOGXJimUW7XeBi4ogHifcjcZEjQvQSujumn9aauwMeJbI6zBFZgV+PtawDUzYcotOmGv4TzTBpuYSTfuI3qfQCAnRMMMl1xsPsYV7L8aMLzMnOkQRNV3keME5RdNUNSttq8HpMoq/wyNhqMGgBM/6FX4cjHAaz6E+I9UG+GIjC7BbD3sHN4GPGXwFooFk8VcoFDCjvP2sR8LygF3UzkywnWPxRQG2yC7kwHSZEQzybybyTS1lUEr/mFrpiHnvio8aMZUytOoVdqKNJTSEqILpY0UeL/0UTOhFcBsLliwQmfNWDuQhD7+JyCoefv4+JtRQb7GS7yhl3fNF/N/Ap5S9FwX37EPLHxHp/yEZBh5t81Oxf7UCWrmSGf0SfQyqxJh0SajTwaZBwDp7eFo4dLHxqWXduRFDdAQltoxJqTBgRy2jeAa06fGOLg6G6LDy6mhsaXHHyvP5te5wxxuqb37P+geT2wr4Q1gPKuj1I9LzXwEfQWhTNe54EWic69BNwEhkp66XxWvyhujAhiE+48xBv7qB35RSvq85xCMB/Rr0Bd1+m7+OGvzChsoSFj6sEyXUNge/Av4NYvs95dFbplOHZyOp1a97FaLlnFS/AL0G5hXawGF8tuFXc48X44R0B//nf14y8+9IP/sLfv7/+H/ytvEN+ldfw+oHSHW6uHm5L0J185aIcgWTKmreLrjUCPNUseD7SMCn4LQr5r2kgKrIWrFqQlRpd59jn1CmMMxFifah0Qc5O6oQWFAOpQSkmpAR/tGcJElZvr3CNWzUWBPVXayaq7Rsf1IHRbbEaNUO/eefkLRj7pwrrDdraqHIWCpyalWIjjQBkpMe4bFkQb+c8vEJTEaw0gwWq68Rd+8gvkDGrzN8TG65YkCaCSHAGQlu6R6/9xwxv4B2DyOu8bvlS9YrjeeBpEeeIGfA3nNLMc92jsuUe95zXhF8MoYnUxjWYv5rumHtrWEZExs6i6SSC7D18z243LNEAkMdYIxLF13b8KQKFwPoDUrUGn2+qtQJEw3MCN3y+OetiR/BBQr0SVmhUwiT9Yjos8PE3+M0yZGGRvYENaA8Jq616fRsPh2lpBXoVssYpFwmEWx1RGTzbruikgQ4kXQrFQRNgiyKV+a7i0cNJzOcil1Uwc66W6VDkgNT1ngUKqfNvIM3Qg05dKnilWWYMmnDi2YFo9pnO3gm39OaSUezKScbEAYiBOs+IhDvYFuFdAuRjyMWvMPO9byKKF6Z7yaKweNnUXw1O68yXlZrkmsTankUr2DWKgl+bvRl/B9SzqoIRZH5Q8sf3Zyl1vxr8M5Pf0suL+ZVYmRjFgh6WJnWTY+EKh0saoRYtAlpMmFBBweHBhZ96gQZU6fCjiEC1dwlef4RdXoZfPGeE1x6dDAYoGeOY0yNmCkOvVCQhnDpwq/vE34o7UgHDvQCaAYMJhp/qmn8h2MYpvD1DkKjThqcQTQGUQZsymyYkzKkKAjfp2VCvy/nJ96/guGOVudrTnsGHw+h2YdqCL8zJrB7BsEMkgpgUYpvKC/XbDdwPwSvB5veiOTJf4DZF1LS07hG7H4ksH+gPg2YjKEyBdPV+H//0x1Vb0vjT7v84v/4f3E5GOB9a5G8/JF5JFN4gXz0JIFMEeIU5u8BDg3kYEZllJUqZ4hGMSJcsfQl4FPO4v80XwOFHv0hkKOifJVBfPi5ktmEmme7z8svaxrz4znDowlhEnD/9j2uoaMKvAKRleREXm5WlQoICXBoDKdU5s+Jmm2W9grrrUErlOLBqu0qIWbFhjgfSNMB7ZioXaX/JKRRX0KQYlyFCPuemjCyHEDt4RQdg3t2EuIpwc97MJ1V+aZd4Y4YljuSlcFNUCGgTJ84i8Glg9hxT8Cp3J82gvan0IfZ8JrjWkqYQH29JVr9PQQ2pE+RWckRaxbohDkUNSdlzZpYDROvjimPfka/+zVP2lvmZbiPU7r+PehfgW5CVCcRASZ1zIxiKMmcUMfKBpPMUBo7Brc4WbTcBQalFKMaEI9GUJ3C4Ii+VqJb+R+UE49KCN7aIwi/lfqH8XMgIqbBmhJO9n7Jjlo1g8Cl4Ou3MXFyvn4PyfSRXcOqRtDD2oviFY1ygw1VAdUODD+hzZazwUs+KQdUylAqadyndfTIIxUJ3G/ZJjq/swOiAAYpbNIUg9sME5iijHCQme+EQ0aNyLtV6qQ0CDD3In2oEmYU0ASVjXpoBBnjSfaMK/hVbVPPsH9JplD7+tDy00a/UoVKkzp1mjhZ4wA0KVGlmZmEJiS1XMHzMaZ/GPtfTCrEVLHoUiahh5XV7XukaHQxqZBkmH+dLiZtXBZMcHNdHpOICiZDKqQM0dGQRj+mQp8dDWJ0+ni0OeKaPi4WLUyG1PGZZfF1BVnAXCcaUdKDVQjrN6BdEnV+TdI1afTlho15ic70M8rifyWxnoBlo5k/0I1cpol8CSJkNmDSIdftSX3Y/EC4+YZdOWDdh1YfzH6VZP4RYva/gH8Oy1uwv6Md7DgBWgncr+HHDXzXFmxmPeidwEUNLUmZ6V9xtghIb1Ler0Cbgjnr4Td/wY/XGuX0HeMXKf/xzz6hNXyJ1/gd+tcehNIxOYCb91j2spfDA2yaBDnmr6J7OZBdwSLKeMvxi0p7X4E3yuCnuXrNfpQvtfpV1P7hLFIc/K2ciJatEZrG8fGcydGUKPFZvH2PYxgUmYI8bprploisApE9sbL8PG7QOh+x0yroN0vM1RpEl5iAGn7eciX1eXzWrEhpQfUEZk9gBvfpD5Q3JrVrl2YiI3Mbj2vukMpLR8CcBIsFDk/qIb86hWEfLjFZOT9wvwgRxinyCXqCzpJ7ljm/5xS4xeJWW0D7Y5h9jug/JdCq3AdbemubYAWBF2fAyjL7lnwGHfpsWHFKIbt8XfHYNmPE6BS6faiN8NHZ+TraJuV2BbtwSyJ+RDouKQsc0cfIOmUlmVOi5R4mhd7NCJcGQdWm24DTEVRqNbT2nNcl2UdAtGLl1vlyl6IFUHfBTVNiltl7c04xWEVi8YJiBkEZI4Nlhigs3mKFn2HxkgoaZRLKhSvwqBFVY2plOG7AL/o1PG3Iqv8MSkegbaloS7z4BicKqAew2sTsopeklgbokEa4WKwzl6Lou21S6UAIUEY4poZHgOqmbQClBwVYQT033er5rBJlOvqFK/Cybypcv5obfQX61IgpK1P874z050eU5g2ecs0XGHyeNas7tLjiM274Qj7UYZuJe8lH7PiIgCoQUOYtF7zlBYKPAJM2Kz56AadHXeb8koALfsmUgTEk8U9o0uKEmK6oY7oDIlGjg5HpZHfwaDNgTRcHnxoWfWpEDNBJ0fj/8vZfv5ZkWZon9tsmjtbiauXXtXtEZGRGysqsLNHd1VXNmcHMkAOyMQQfCD7wha/8AwYE+EKAIEHwkcCQD2xwpnq6OC3YVZ1VlSoytHLtfrU6Wgs7Jjcfttk553p4ZGUNC7TEjfRr18yOHRPfXvtb3/rWgCIaGkV6mAQMyOOSIMOANA5XrDIhR4IpZaZzW+IRMAw7AUEKpAeyhxzWmQ19ji4VhfgoITnOmfiZNORXIB8nTZXvWkm+PRmQ7EDdg4YNNmXURN5AJYTrVHAo+DDqwkEXvkxLDtIQFNOQysJumZJf4L2xwa2u0uRe2lCT0BonkeMJpM8hE5CsXvGgPOL7RUmupyyeH9XhxQg6qxX87A5+32Z8+pKR0+WPdqAcW6OeH/L5U4vPGgF9dPx5UzwDFfdPSIQEVpLrnbi8+SMZ6XcsNFxiIasbDQPXC7aWWfUIuoNrSV5/vjZaswzxis+Xy9sIwdr6GtW1VXzf5/LkFGswIDbf0w8FmCoToV4qC8JnM2/Anc0EiWKcrujTuOziNoEwhgqAAXUyeKGoMvrGY6ZZG3t7F5nYYDbr8/JScjFwuY9q3VFGUR8DugxoMTcbjt9CqybIl16QMAaIMTgND3d4iJAREVIA1vHYoUaPvdBKYdOAcVKiVeNc5leQogwzqDcCftFzcQL12Uq+6dOkjT8HxDIeFbq0mSHZSEOpCrF0ivfjZXrkYGbitH2e90cEI8lDqWCmAGHt6SS8F1mU2ucSC29uo1zAp00fiQPJFcjcJpWdsZH8nP24RRKYeA5PrAZifIScODAdMna6HOOzHl4zZbfg05hTN4oucsjME7AJIpifMmLEgotX9ggW/vzZTeODPoNEHLQClN8hp03YSj/irumET6XkVAraVgcpM9Br0nGafGFbOFakzJI4DML3I6KBlL/OLARhVU0rwzlJpFKKhaDPHPTVTNMJQV/RMnKJr9fCbxOfv3kL0sdZ+jyl0I/m6xHMqxZJLgvC5+8P+rqBHI6Yhh51I6KknxcmZUbqy5k+iUKeAnqYtIECgjRZBIVwyqOxv7LLjx9OGfgJDDYok2ALjfXCDut8n31u8wNWuSd3WJ1+j035gO/xjLdZoy2/Ray9warfYwOTPiUEm8THLvlgHFJGRXQkRdlDw6dPHolJngEJHIZksElTpEmRKVp4ufqAFSbJ1G0ZAD0KYWJLA5ozOJxBuz8BvQZJHZJtEoUDdjND9pOQqYD0IWvtoE++gzfcUAob2SVGa+6b4qE0/McTHWtiQrMOqSkiV6eQO+R+3uatvBp7LEtgNYvI4RbIgvIBmpwQdD/HLLUoVSXVMmhlOJgW6TW3sY8cSLdgdYZHk0yygdDOWM8OKN1OEF8t8/I3FtZpAPNSIxXLm4woh3dMEFXyEjL7OaJGghG0qyKXKBqO+PvXzdFgAdkRxC8GiOjfUYL2ujuP2n6h8xesrW9RWFtn5vtcnJwwGQyuGUTbBKFKJ85CpRPHZohjOOzeSLKRdZlYfbrnfaZjyYLfzqJiMZs+bUrhtciasFrVaa+meCanTDsduOji+znGVGhQZwXJClGi1mNCHS9+E6o3oZRlarzi1B2RrQ/J1ySmhB0kF7RDF8xI2rvNgBN6epv3SqoN4UZcEjCkZV1it4Ceheeb9EjRwWYL5nPLQwZh8nlL3bPkHnqmzWaxzb2UxNagHYyID0+hl1E/wZARBv3wnYgGuww2U0bh/VAC1QlxJuHMqZKAGzHBoFCgmdiG1H3QRgQM6Vsv6Qwt9C40pgHt2Ss1U5q7+KgofhxG8dHMwWSMO3fAzBKQZ0QdF+Y5gjROCPrRUJDHEnFEekpWg3Ie/GSCqbFBI7EX3t8mkk3605d0LQfdgtrAoSOfISfR0x7g4NCZV29E5U+v6/BV572owYlBxMXbBEtRvHK/XAwVKj/m4M5dMhdcvBvKGNR2koUhitrGw8Re+rxk+KQuPs9EEp8PJ6kYrEQVhK8t3wz6Z2dIDjjnjAOCMIKHA2Z0OAwfqgnoDRqxFzzDmvdreo7HGYcEPAsv1JBR+zGHuy84DVZ5zAk6Hlf6l6TLglOhWrH5HNMTY5zcGjGRZQ2fHAZSrFHJ3uEdOjykwhE3qfAOq3af7wdrFEiwwg/Y4yb3u0kKbg6dfdJU2EcnM9EYOXl8kuQYUxDKr0/V5RKyfDkiqNPoUiSYzwbUMGACZUVnjbswfo7d+pROYsqFCfkyNLMmw/Q2fuZtWLkFsx6Ge8V+12dzCEkfBhKugBHl8GFMwrSNnH6B3XjMKOMzKYPMwjiTRst+D2bvQT8L4xpiVCPrtjAbLrUujMtwkTGoZ/fw9n4C0y1o9uD4M2LVS6R7RloPiMUlZnENYuvc+eObnH1u0XjeI5jNgAGCPoVQAZFEgb2K8o3w2mTDF3GKqs5dKPqXq269OaUTkT0R579Q9ixvD4v4nmvwrn6PZgUBkEzlyFW3mPoa9ZMLxoPxPFuQYGGpEOAvTarVDMXM5Kiua8SyI2ZWm8aRg2mraFVxxHkir0ZwGDFhyJSbObi7AW7K5Yl/zqszC3rbKJBeRTKiRZ8u1rx9966AWcHlYiOPHS+Bm8Spm3zVdrAdyQ+JKm9hHZsRtXBGXIDUPiIzJF/9knK8TTYAoyuZtE7wZhr4vxc+N1UcKrTpM2Phs1PEZqINkMUsVG9AvIKpW3jy1/QGLtYImqMZo9mj8PveR3HxRYahF6TSxCy7VnpqjSijZTeJmUfcLHsUEpA1BT0p6QTgj0bgWgw6TT6fjUn6sBc+DQUCGozDYyVQctEsI8bXErAqJTsJ73oKGapzIk/8LFAQAU1tRpDLQnwFigVK2KwnPuWG5oCEnvTJuxMa3UsIDOic0Qou+MKZYvrqWql5pKpZX9AkqbknDvM1yhMnmMfjSQKSWAznElCVrHXnNR+RS6aaJcv5MxrHD6t3I6Y/SsD6c9VNDBky+IttfGLqyGLRsyEWk9jpDJIS6HHyZckN8Qm36VE0lMjvTcvfqzjrjYvv41ozrFAgFaUC7bDUf/5jTZiNx7RZp4+kRAefLs9Hgmd06PCKLo85Eg0+jl1wwXMu+IAXnPCRuKBV6mDpR/RpcsQmNcbcL1gUYw4+WWzKJJHc20ixKdYp8C0qbPMtitzyVtn0f8AqD/k+l3zXzvKiMWAmwR7GkG4FZAYCH+VfM5iXpTiogWFMGvVKx1CMeIs8FqkZWDM4H8FHpsehNkSWbDB7UJhSSYz5QQ7ec5UK6LMuDIYJfHsH/Gr4EPUxqLMufcwRnI7g0oQvUjqNfAoKq7CWQ0iLHSfNgw5sdtRs4FkdPhEBlxlwVzOQLcGeQdrJsNk/xzts8bIDqfeSuOsGx3KdTuYhqR9ukdtoMfzg3xN0X5EOLfRyKOhVnj0Cb24imyBS6AhskktRvkPUfkXjun2D2t4IyR5YpnMiyeecqSfS+etLf4n2SaTSbN64hYtB/eSC6cBCRVOq9230ydGsQzlkeupcCiuYu6s4eoeX9a+INR1ynvpWqrYxar4dAX+FwJxhVvusrvbIEDAeweS8C7MRCqIWrLtFgzqn7GqSvTzcWIGVlM/PaHDeO4XLGDgeDuvUuKCDak5YBraRnIsW06QFK9uQz+DrJi2/xmG3w7ApGUxVkZNJC58BEccuWaXLCWNc1nS4kYNRJoadr9KMVZXXk5um3gn4qAfOFPIyAg0n5LwDIrbcIsGUMRqhaZqQmLqFU8gp/5HiDmZMUBAdzKCD6YPTDHCcU/zeh8opU5oEGIzRmcH8WAUkGiOWG4l75MIoftHZasHF++qZ04vYJElkR6yG0avMJRiyyVVsS12LoMZMVqhPEpSnDjEfzrouLf8JeEmieaWPxgRlVyCIuPhIIukSBQgeMRSivQ76znxPBfoLVx711EeCZlhIMrXwk9V212cNak8nvFZziBega+rpxUxBboskDYqM2c/YFFNQQMfT1nlibuCxC9j4/gRfqvDetaHX443L76TT/3rC7c3pN762ZvHb/Vt5EriMSeHMk8MOHfJMyGDikMHCkwZdO4aPhUkPB482Jt2rBkOe0qTGU/a5ok2+9ogT8ZQGFR5xhsMV3fxzTs0xLxgz5IIJz5nlPAbxIhKdAkOypsfaJvSERsG7iyZ/QjC7DeM+mm9S7tmsSoh50JeKjnHm5TVKo6PRooof6pAUTVRzTVWWUhsDx3D1Ai33OTI2IVkEGQNz08Rc+w4E/xgG6+CMEL0vKToDNgMFIxZw7sLpwMQZ+NC4gEKcWOGY3cQlP9jw2F6F9hhORxrNXgl3XIHxADIvEbkmG6UjfrQy5nYZ7C78m5/bJL5vUNva5vk0R2rnFuv5dTayfaYfPsc8Dyj56lFVeY4o0VtAPfYQdUlO4MwV/cu8v5w7+UDk4hNn4WwZETfXC7uWswHXiaFoOEilEmzt7+HpOlcnpyHgmwAEeDg4c0VylMCa4TLTbPR8Bn9nn5mmUa9d4tXHrMhFaX8RsPC5oIMf6U0KO7C6i5s+5cr7nGltiOxAPpCs4zDhCp8NIiGkZId+ok9hd8hOSg1wjdEE0fwIRjbIb4fbbtPnkCtqiofX4XYcpisGnxcyWFoCbB3vyuHL3hjDl/xQKtBURNw41NiHqVRtFZFbJZu94n4xQNPBweWF26ZVf4kcjsBqM/SnXBFwm0WlbA6P5pwiUTMcmxSOOSFlSnYKIBMak8wqj40KUm6AN2I8SfB84JHqw5YHfR+ssOXoopF41BlqMk/AFog6W0XUjRoKxmGC0gAKOpS0gHZcEuRWQCsgilmqYsSK/jGbwsUL4NL3SPkjqJ2AFDA4p+We81UwIRmoKF4lO1UWckGlpFBNSRbOloumJAtW3Quj6gVfT2iCHEXxMZR7z8L7SRVE+VwH/dScuolAXzVUmSG1AHRFmxpmjnLBZS08L5lKYqX2OeIuiC0wxqTos8olGc8mFigRqjHrI5vH4WcFDEeXfG530YDVAHoLzvTa8veSbL55m69rdd60TVyX6ASMSeMTI8UU1e9RiQMTTEhjh1xZGg2PDBMCdEZkAcgyQkMyIoOPScLro2PRx2CKSYoBdvuKM2yOmTLmnCmvOGh0eF9cccELarzP4dM2p2fwpZBcFdIEsQwk0pAJyBPn99aT/AiL+BCOPJCTNMFkW9nNBgriE6G/fhr1uCjVTpaF8dUYvCv0bo2AgJMmjBLwaUpwli1AugrlDeCSymqW37dM3rMsjAG8mELN1XCiUnJbQuMlXvN9nPgldlYSVEDmwcuvo2/8oTJ/a7hgncHoA2TziETFI18BpwrxsskvLgIaDtirReTLE26XHf7o3RWK5Ye0P6xz9rjHwI6K0IwwLZZDQbAixGKhe1ESBchqHifw57qJyNghwMCfM+sQzQbgug/Ocjr3ett1AaRScfb2t/B1ODs5ZDKYsVA+q4m1g4+Fz8KCCvK6YGO3hJUv03YmOFd97N4YKNDDJsPCaLoKTJjS1bvIjbeQ5dv4wuV8NKJz6nPXgX0i2IYWXbpcqXuTWIOVH6IXi3S1X3I56qI3YTKS5GQfjTOU02weWMVjm7reRiu63K3CbgIQY47sI6xmHro58F1mlKhzwZBgnuYt49ISHYhLKO1CJoOWdtC1LjNnijGCXtOjP36EDNIsCvKLDDEZhxRCClUHrDEi0DyIZSC1Ryr3Fjv5D9nXJpQEWH5A2u2j9U/wR3EYjHFli2PpsI+abyhhqkRnEkbxJqo8KsuYNt7881T50HRumJaAWBVfT1Epj9jVYDsDTixOT6zRECVgFWlPGcsUR22NnAPChpOJS5NnEJTmT2JAfJ5q1Yl0+D7M7YyVOt/GxFrixtVs1cFb0tgoGeX1hGgMD/va2gQuOt4SoRmfz25R10HPoJkZdLokUbmGWdxkSJVWYg9Se8A6RQIK2m+oihExYOx6mN4EDYvAGUP/igF1DpmSmEJ6BnUkl/IKX+bDq2siCZiwGOZM3rz8HZH+b4vrv1mx/6ZhwAiBYEIaiUmaCXFcLOJ4JIjTIYGNjcmMFDoOGaZ4GCHoSzKMEWhhMZdOmjEmAWNSuMRJMSbFjAlxLDLEmZFjyCzQ6JNF4JClg/QCLjrwEkm93QVxDrEAkk3iuedkUxPiGuQLEEMjVrmHJn9KYO2DM0abnbLWd5WwbKoAvwW4VGBu2jBGp8VaqJERAdSm8HwqmLZtMBqQcSFxQKFwxK3YhDuhOLvrahiTe4jp95GDLbBGQIusbFOdSdwZPOnAYRa+KBQZp7egcAsKLvpswM2Jz722h9GEozYMK/AiX6SWeshgtoII0iSdGr2XH9HvnPCfvJckv3qXX1Vf8BcfDmkPYBZELHECBe19TAYUCa6x+1PAWTRpY0HreHMQXq7xVcGHznK51DK1E/3mA+lUgr39TXRd4/TkjPFgtPTILpe8SCZhxwABpDR4uJtCK3hc2Fc0jw7ASqFezSIzbNp0SYcUVRHQEpKVrRjnOcHItaA5xWpazGSJM6aUkGyg2PRdPMb6Fe7mj5DFO6BDz7F4/yrJqAUPw2PuITmjwZA6sK4GiMx3MKs+ZvJLCDyCAcy6M9zRB+CbwLvhtVyjwws6WKo/rgnvVDSGmSxXmQ0Qq+AJeuMEn7R99AlUw5xeBpsmfdQcLAdh4eKQGR6Qi8GGAZfFPI3MJqQegBji06HjPGIwm2B3oTGBpnWCL8swDwCUj/0kpD9UGhUMop6sGko7k2MYqtINoGhANSbpGxpBeRtECjJJqnqTrPiECgGzAMyZiy5bynTMncLohLq84KW0WWEhtzBCe8DrChdjHlUnUU1J5p44Yaztk8BiNKdSFCXohWr6iCRMYiOIOiyo+avPaB7/R7p4DaFDNq6e1xI6nXwFJ3kDyCFiOdaTNrf5mAfYIJTV4SEZ2p6BnKm06wQ46AbEHXXnz2Yul/ZzlfiWY1RdyZAaM3aIdGZgXJtZKGmni4mDPc8PvGn5B430v2mvWCrOxopqqzIhTYBBEgsTD4uEitqZEcNmSBaXJDFmpJniYDAlgwhjB4lgTJYAjQwj9DDydzFJMyKBS4sCFimSTMgxYYbBiAImHkX66OGIOMBAUgSZAtsC+5Rp/wVtbM51uEzBRwIuKgkCLQ7JHKQC8pj8eC3Bj6RFcgKHErR+Duzb4K6DpdK/Sfoh+7owdRtFDudeHPoN4Evs+iPGMZ9WCqjAuZFgXHiALHwP1jdgckTKfcadjstNF1IWXATwdKBxMQD0CaQuoWyTT5/xXrnPT8qQt+BsAu+3BB/Vwc0KWNMQ8SZbN3y+lZ6wPXrGya9bfPutbX7yJ3/A7H6Kl//miN6ZpqqEsYERBj3KeGFlJEsZG4OF97pGxPBrIegvc/nXrRaWU7pqkFjW+SdSKTb39xAxg5PTM4aDUagd8kLvnYiLVgVTPgZjRuRzJvsbJqWUR2/UZnJxhbR0dc2pEGUtBrg0GZLXYL8I727Bmd5hNHzK+KKOnK0BK0hmNBlxRV8N6Rq8V1Bplk+TU4bOABrgdaZcunFyKAniGkrqsMmUSbKJv1KAwkPQV2nJEY/6LwgaY7ITRRYUmdKdJ3RLQBXbqDJLX7JR9imlIBmTnDCmPr0gGCegVceyu5wAN4m6WqlKWY0+yu9GgbVMryKMAdsVj2oKkqagBbQJ8CdDGPaYjBt8bk0peHA7vBe5UBCt2h4qWsYJm4RErLSq6bBCaSwgMojMFkIcsVoccSemkorjeJo6qwxIAWWYXND1BQcTQSyk8S+mLl0ewXwebSJJMkW1Fvw6N+6Hz4BSuDjYc7pFPZE2/hLoB8TnZE6cqFo7khUIIurGCUFfR7lkllMGfRIqx5WtoKc0tuhy0zjkQTIIZxlp2hRpkAPKSHfEcOTSRdGl4z6c2Q4NXiCdLNhKCtrllAtUj+Eou2XOTVIWcxIHLaw7jhK+hFdlsU1APDSI+2Zw/+2gLzTU/5Y7YoEgaminXXPGfXPsL9B1jWzcR6AxDRWtSSx0JBZxfAySTInhMiWOQ5wEFims0JsigzGnezQmZFCRf0T3ZPEwSDMKR+QMM1JUqJPBxiIe6vptCowAla8fzX0Fo9KqIRlUL1LdVw2EzpC0hkOgBbEYGKcQ/wy9MEYKSOUgEBpG9g6I3wPvLbCH6EGdvTbck5Afq+6HXSnC2UAlvGVjNOps4FFwYOLAyz78SgtoJSwoCzAtyLlsaxP+UUnwHQ+8GdQ6AstdhdE++CUYjWH0BdL4FYlSj1QO0lkgKdCK+8jZT6G9A+cdguYTpr06D97p8YPVAW5jxM9/9RLjrVWc/X/Ct//5/4zBr18x+fIzZPsxmuxQRkVaifBRnIZnH4QmWupR8oiGA1UatYj77fBHzoeCCPDVo2yw8OwxU2k29u/gxZLUeh1avVEYW0W5gYApM9x5bkCVtBu5Evm9LNJo02426Vw6ZCWUcOnQDiWDVWCFAME41SC9Nma7MCPmgNkYEDS+BLnLoihpF4cBV+Ix7xZd3l4FIwkZ2eOw+QHDxhhcxZYH3OSSOk2mrAtF3fzhikAr6DzVPaRjwyBg0LL5YKKu3AMULG8QcEoDVx9D7hYUi+ipgHTsrxCyibTAHQQMO6+QsyQEAVF7kQlJ+tjzpGJRQEybMsvGoLgHiTVicZ+y1iIuW8QC8HuSUe8A3/4AZjbIOAEaA8Q8vasM0yT6vHmJQClX1JzbFUqGvJ6GDdPgIJknyN0BzUBLmJQ4Iy4fkUI1KfJ6U/COoFMEuQn2OVdBgwP8eR8KFVW7zOb+9CqKt8NCuwjQFRev5pnL9sLXhY4R6C8D+qIYKkqaGlFIksmCkUVjnWrmnNvpHltAVwc7nqMhdulzC2QS5ASDHAaC0QCmAVjMsAcvYZZVz453Sd254Cn23MTDQeLOyyMFiwFLIwhzG+ppXpZtRtsYuCHvH70PC9DXw+9nXov937T89uKsisEeZzzgEQ/CsoMRSc65R4OHwBp0fTJelRVarITR3QqCAiUarAAr6DmbtZUSJa1Ihh1ylNkhQ4U8GXYxRykyjk0csEnhkyLPiCwOHnHsII0pHdJM8NCYkEUnIBMC+IgsEp00Q0w8RmRwSJBgTBqbNjkmZIlhk2eKZNmCoBhevimCIYUwOWui4GuIHgrisuC44DRxpxeMei4NoB6D34iAo3yAjAcQ9yEtyGo2381qvCeh7MKrADLTPIzfgskm2AbIEcmgt2zfRgfoBEmCaQmmI6ANsQ8w84+JJzwyORgnIbGTAPl9cP4EBiWwL9EGHarugERT0mrBYQweFXWeZ7bwsu/C7j54XYzZJbHTX3LZGKN/x6O6Aqdk+NePh7hmgtnWQ2788Vu4t7ZxPx5hP3tJdapiZIeI7BHY81bTkX2bcvOJhYSPYMHjq+hqEZ9EKWA9NHQzwsdbTyVZu3EbP5an1xvTPm0TBCYa/lyAqaBeMmCm9tZyiPIW2nqVrtZn2myhXTpUZBQrgs+EbtR7VqtCeRuxbjE2vuK8f0CiHqBPYZ+AAQ3G80Yia5AEuWJilh9jyCnGAGTDxZwcoLovbaMGkxuMtBMmhWO2Vzy24lDVA86dY17UP8TrTMHLIMkxpEidKTeBnAY3E1DLwmG5QpDYBQIsv8bTTpx0C27YMPSVsa+gGUoNlebFocBAH4Ap2cyBXhL0jBKfxyoE5MFPYNlJXo0khQ7s+qr4XIHmFXCXiHm3Sc/bHip2XiVgPSagCyCDnt8jaV5wozRiRwu94vUk5zKNFWjgJ/DbMy6kx+d9gedIHB9a3gyLl6hyMkUKSVKhokZZDCg9S6QBXMhu7dBiYDkBu6BuQIG+eQ3QY4AmfNAkEV9vZlbIx2qUmbKVgnxG0GONT7mFG9sHTcNgSjo4RQ/6xEN5wqQ3xvWugAaMdHzrgAPOqOIzc8CXUGPGhCYqri+gCgvjuKg2QFEmy7hWgGiG31jZjUSDVWJecRsRNQutvlz6fgKXRXMhVaDlzX978/LNoJ9Og9ZFQ5tH+SrSF4i53E6H9XUKYosdXrGDhylhgMYK6zTZRoodzOyMG9unbGgrVLhDhXXuUGGLMiXusurf4b3gOW+zxZj32OAd7nDIu2zRJ0++fxvDi3GLLCWqZLhNhSp3yZC1EtiTEjpxyqgKQDssLclJm5TnMJEpHLKkGJBjyhSlUHHnQjEFWhqja60GpyitysJF0Eela+3QdwTajrJbHjRddVRxDvoxMv0ZXmqMbYAowFgT2MVdKL0H/nsQ2OjOJXcGgncllHrQDqDtwUxGZT5poI/mnGO2unjAqQ7HGnxa1OjkSpBch2oFxJjt9RR/PNV4b+IjR3BkwycNnVYjBlkPsiMo9lhL1/mTGzbf91zGpzBwdBq5DRrpb/P4wy7x5iV7b+/xgwebrGVvY6w/pf3olLNzl1Ggaoyn5Fg0xnCACVpYCLdct6uUPVqo4Ymsz1RkpeHN9T4aYKbirO7vYMfSdHpTOqctZJBAaXRcJP78KDFU+q6vzYhvrzEr72M5UDs6gYlFWaq7FgGJj2RKn1lKwtptKGwydC/46uIl7Zbk21KJMAXQweI5FwTJt2DlIRTeZqDn+WpwQawxZWcCRQk38bngSpmJmfuQfRexksRP/fdYwRH2CLwRuN0WwvsMRfoUgBU8NugnGuSKHg8LsBKHseZz6XWZdq9grOP3Wxx4Duss+litADH6zMRYWaWktzCz77BamLCttdjSIQgkRXeAVn9B4OSgP8OTTQ59m73wycoQ1WIPwyheUTceefo08AzICthMwm46znOjQFC4A0IijIC0eIXnjxC+Sq5O+z2kfK6KvfwyeG3qjLhCzrX6qk417GEbpholaaZKzzIH9EVTkoUg0kG7VqOamIN+CIxGCkQKH0EuI8knoIdgI7HKafYuAXeBKabusiZO2WJKJYCpL0mFKVm30wIXPNocTnuUJpIxKkC89CdY8iS8E2UAbNTfI1iO8gPuNdiNzWE5Svjqc7WamG/jI5bi9eWk8CKd7IaD2iKroLx8Fry+jgyzp9Feb1q+GfRPTgl4xjGHPAl5pBnwhCktnqlHR/QgN6JvXHCGO2+ndkZAkxqScyCBedukf/6SU9HlgCYdzmjxkjO6PKPLpDAlEVeO7iPizNCIhSUZU6rEKxvkhc8+WfKskeYmZcrcIcOWXGUz+AFr3OaH7HCPKjt8lwr3+U5wyI1BmqbcJ80+O5xymxS1vkG+Y0J3BWRFvQKOgyGn5FHwHk0erbDbz6Jad0Aebz5UKMZbZy6Gk4DXxx9c4Qw8ukDnEt4Xkpd5l0C3IOtCckbCHPL2OrwDbK7BEZAeFxH298F+AAPFqZt2k22UCzo+tHx40dSxWw6IGmQHiOxjVvNn3E95PMjBeA2OpEkw/BaMfgTDAkxqUPtbEtkPKGembBRAxOGlF+cq9RYX4j28QQXvq2Mup8d8+1aDH29O2d+7RXtnwPvP4b/5YsawqyHn/i42MEBnQB6HdPgo20SzAj2MlSLAD4j0+zEWHavSKZPN/QpOzKTV69E9HSCDyE5BEjDDWXIjjAGmKVjdKDIpx6m5Fs5xl2BiAhUGTBkym9sFCAHJFY3jaoZWLA09D9lw6U8zQJz9MEm2Cbwdk7Dh86JQwNfKYGvMakm+aCuDrU3UcLcPvEqMOKnGkaX7oOfxAoNngw9ZaR5jjyUxqWAiR5cObYg9gMxNtJxFpjAmqT0jEUDaAb/dxe3+AvwkyB1U28AiPRo4QNWAvQTcLcZ5HC/jZ+6BEHiaTcd5QnPaQvaVg2tzUscPwvc0bKw4I80wTGImUYNijBGeboERB30Frfw2GdFkJ9dn14C8gCuhcyxjWM4MZAK3OebAn/H5FKZWaNEXzPA4CK9KFhW9puZuNHEiXxkl+yWqoSDJNFTBL8BsGfQj7YxJEANTKPDczOicp6o0WAOxA7lVCsaAm/TYEEOymoq3qzLBmeOocnlg1h1wYo/ZBcYzOJrACTVsPoNAzSoCOgxDcanLAmRFKEaJoDkgNq+AXU4KL8oOlc2CgyAICXGVgI1AP4JmM6R3FgNDLPw8uUTmBMSvDQPq81y8+VqdiKySLMojX1++GfSDAMKEWQCv/UTTkwB6Pca0aeHRRr2QbWTYSagFFNH3MljtCxqMuGLEmAZjzmgy5owpjfYJJ+ITDjjnM8444Ygqn3LECY/ROM5eUdV71Dmiic8LWvQwafGcTmpGJ2vgYWPSwcWhE2px42JAtWKQZguDFdZps47BuKqTWisRW/0hM74LpBGjDrt+iW/RZGMg6c9AoiFkFWY5kKomWTAiv6RgsVBpzsVsIABGYQN3dWN6gVIxD7pC3ezWBYhjfOMDxpk+XQGlCjQ0GKbXCHLvAA9hU6DJOg+GMX5fwl4Peg50LBjJAsg1xS8OGsjBJ8wuD5jEJe0MjMpwqKcZFb4HhR+D3IDZIzJjn51Oj3wbalfQz8MnK5Jf+WmGt78HxV04+gjr4F8yHX7JrHNF/k6C1fceMl3NcLi3Qu2xRv2LOjgzoI7GgBLOXB+tbNtUhC/nTG2k1I+i/EUfq1TKZH+/CDGDZq9L7bRPEETETDQpVu2zLQISQDUN2/sGI9PnSfcQv3EBVhTbV3GY0uSKKgHrSbi/Ab28Q+Bf0D37DL+7C0Ea2GfEJTVOeajD/RLcrEIqMeDKPqDfKisZpZdgxjYX1BkTsJuAH1chKGn8t/qMrjOCcQaaM65GPi8Q3EOqZK4Gt3MwLqWxs/ugV/Clz5X1EY97GsYkwJoA0iNGF5dheL3ykNjCyJ6ykbG4l1IJ0baQvEIytSwYBXiTAV9OhpQdpf2RqOYlypjMIiqGcskxpI6IKTXNwyJcxDJ8FV/DT95TewoHnUeMZ31mM5hOoDfu4PmfwyisSpdj6rjUUESNTtSMc4Q3L6yKIUnNWwvmiOS0HiqcisSVCRzMuRtlJg4lXSOGwEnnIbMHQJFz9rJfcEdXCX9PCF6SoRE1PprVsWdKbnw+hIQFp0ga8oJg9FWIZz6+rNPAokEk11QwuSgtFeEafQ7LUfS9qDS5DvpRFG8C2mugvxzpL6pTItXNAuZ9tPk2xvxYfiiyjYaU2NdA38THvjb0qAHEZ+Fx9fryOxVn/X2WN32Q0mt4OOjYxDHwSGGhmoylEBKScoIgYEociU4MCx2PKTGGA5ssNWZ0GZOgiYNDG4cGl90uX4pLOpxwzpec0eYzzulwxaX4ilq6y1eiTpsWTZ7Sos6rly7HDXBToG7QGJExWNUE28DtolLaHJAkLb+DNfm2Ak10Mr0427ZgFUlCgjWBmYyKmBJEevZM6N0TKV16iFD3nldXRI4Rbgetp4RuT7vwG+BJ0iIwBlCegTnBjF1xp2BxD7hXhDMgN8lgBL+PM3oHJkXwa5jTBpvSJzuD3gw+bsMv9IBJyoekC4UpIj3iZrLPf1KV/NgDewr/pg2/vkpzej6DixN4b53Ubp49f8BG/zFyZjEFjmsTzor/Ecl3/jN2b99kduuY4S/+JUH9hJw3DaPZqJKXUECZYWHfEKl0ZoCDHk3nU3G29qsQ02n3ppyftgmCSOETSehARXsJRmJGJR9nczsgZTr0O12m581Ql66xKAXyGWAhV0dsVh02YuANPIKr50hrHJ5tGdjC1+8wKY6orHS5mQBXwsveAO38b8BLAT8EVpHiFuP8CYVKg3tpFRieORNSzU/otqvgfhtFPOzQFI/w0zN28rCagWk64AiHpjuGcRqafc5GI54SsIMKGSpARrOYpCUUtyEeQ0sLkto5CV6gz0Abw6jbwXM+g0kaglVAhp2hFi45in6c4um2snUVGvHye1SMNrvxLjdi6s48J+Cp9PEnA5BJvMGIJ9aAyhRsP9LHzAi4DJ/tCqpuNj3vMJshEuw6zELiNCqGslD2wteKoZISDFUPK8Qq1coeW/pzbiIRSZgaCS7Y4Wou0lzBYIXh1KDne8SB1sijNTlAaaQ8mDQYBsc8YkwOlWEZAdN5M/IFoHthzL4A2IhKWUBzgH4Nuk2W+fMoq2TOQT8C9AV1AxEI+0sgHM1Sr4O+QbBEy2jzz/OvbSMx8cL8gEHkXxvNnBeDgxt+vyWNzbXldwb930Wn/017qhZ6QZiMSWLgkwwLJGySCCCBhQgfXtBIYGEQMCNBQAwTmzguHXJ4JNFxSYW1fI5MIpCkmCEQWCSRaMTlFHfk0MTFwsWjjYdFdxRwfjnA5wo4AVyCxOfUtVPOkKzloZeACyQTEUC2CFoG0NnKZngPwdthzvyVpVOQbzHge9DdBPeSGDprlkbWVrfBAkbSZKEUkihvz9E8NzBGJXHHVmgmMLoATgnMXzMy2/RMGJbgVEA3W8LR7kH2bXW8oMa9WZJ/LOF2G6wAhlMYOAXkqAAjC5pfQfJnaOZXFMqSfAa6WRC5OK78Kcz+DJx1+PgDxPYTflS45N2pzcoMLo7gZFPjc2OFL+NbNGM7bP34Bqv3s+gf9vA+PiPVdpA+NCEEg4g1jlybZgjGGLjzaafUdVb3dueUzvlpGz+QmEg8JgTXitx1EDlSm7ukV0z6XoNeo02v5lINVKK2Qz1UE2UhvofY2cPKPKcrn+Cdusz6sOX7nNKgwwWwB+ldWC8zzcVpyL+i1reRDRATSZUeXc5BfBvyt2E1g5eeMODf0h05mGOYtgNwD1HD8UPIbED2PVKFM0qJT6mIANuDeM/G734E1hY4D1BxXIm+0IllfNZNSJbh0kjzs+SK0pDJFP7I5MLT+bwt8GeSiacyHJIaixZ+BXyRZ8w5mSxUdHAzUEvn+UTbIkjcAXw8qRoZDq0ug4lSizV6TTz5McySIMuARR+NAQrMInLTZIofSTJJofzpVRSfDZ/qlHDpR1F8MouIbxIjT5IO+xUo69AlTTu+xVDfJapwF/IUk1ck8BhNwHJdfGoQ1KAzhKBBg1O+mtkkAzXAtEHlUuig4nuIyKNlsFZRdQTNMZQYUpsTNRHlslDBfHOkr4W05OLoMbxQ2gnRrCFSpS0ibx8dH28+yChvnag5UDTIGNe4fz18QhZJWnX0YOm32Pz7+Yq/nCeF9XDe9Obl79Dp/11a/evbfH1rEZ6gj4mPi4FNAh2fROhjYRMPFbQ2AokdpvUSzDDwmYUyJKUIcXEx8YkTZ0QcBx8dlwTavI5O4JBEIEhgoyHDYxjEmWGEqR8vlEHNq01nHUQ4ENWncAw8wcaiCbEjEE3gU5zCMVYsoAcESXBS2sJJZWsHkOQp8l1P57u+eqwnEpK9FfBuA9swGcBsTAFPufkEKv7to4Vr8uH1G6K5dTKuauj8agCfAB/HbDzRh2wfkgMM84id3JB94P4u1AXk3BSG/4dg/xgGZQhGGIND1uwJ7hAOTXikw69LKZrZm5B8AMkKiBZr8jk/yZzwXTeg+QJe9eBnfZfP7DRXTg4v7lFMtfh+acr/6E/vsfbOKU9/+SW/euxy2JcMZArJGgsHzyE6IzKhfscDZkJQ3NjBTlTo9PpcnXaRwaLZSYIA1RvIwSWO0ArEN27jrqxx7g04OLkkNfTZhLDbrETSoyOayMpDWPsWnmnzajLDbRzwTt9lH7gFdMSMz1INrJUc5N8BbUK9d8C/bRpoE5tvqbvEw5hPq2rTLaxB7C5QpDla46+bJpmhw20JFQG7hkurMMPOVyF7DzQYBp9yMv2ClWaAmMDACYAWiDYYOuT30GNvsVI6ZSN2yk0NagGseRaifQjOCfTi4LQ5l0PqSO4TOtZrKiHqJgxIr4OewSx12RaX3Ij12BGqL8jn0sbwpjjtBsgEXrfJV96QDU9R3GMIY8cW6glUNRc+6XkTwRRRi26LGRPQBMqxpoBMmWSSDlUUrL5dytE3dphyG4wcwggoccia7JEMAnyU8Vps3AL7EvCQssdp94LPfFVUFbhwFbj0eYXKntwCbBx8psglU+KIP49kjRqvUxuq5jtSwUTKfLXNcoSuQD8IQVgdJ5I+LpMrBj7OPEJXsOuG8A2vg34wP4OIugHmEboIhQnRGUSzBrTl/ADhGQgQJrFClZJ2SgWLSvitVkjT18p4pXugmRjo7NDlNq/Y+4ZY/3eK9H8X+P/GbQ2DZFEnhcuEOM4coJVrhUM81N66RIMACOLY6Egc4gSYmDiY+HgYBMTQ8InjhqNoHBGCvkQLRYDKUFcADjEV+WOjE4SPgOKJ1U12EWEFQUQmzAAbA0iDE6V1e4wbbVrABdDT4EPdp8UlcAyFFBiH+Bxgpm3SqcWx9PU9EA+BffA6JIINfkCSH2JR7MIkgDh5tOEOgZ1H3fIJaW88b20+Q0XSA0f5lmBPgEt88QFD44K2gFYRXmpwnM1hJ3Yhu6dKi+UZd7w4/5GE7wzBtuGyD18207itBNCD3ATin7JW+JiKXufeTdirwtGBzlfNMofPDeiMYa+ANz4mNv0FG5VP+M4Nn+/s3WfjmaD5kcHxEx0GWZABUEdnRAXlZRoAIyEobG2jV3Zp9my6p0NkoGZAPva1ZicuAV4yIL23RTexztDJMDzrIYd5LEaUUeqWKpCNBzR3DF5k0jgyA02dYSPFSzfFCmPuArcMqKxDqmzxt9oYd2ZDK8BppzmRRU6Z8O0YvFuFZFnSNIb82m8gxwNoDrFH8DLQaenwoxJUMzDKwrkBZ74NMwsGU5q9AR84ARsB7OiwkYLbeYN+ooifvQ1GmoAmI++XtKdQH0LTgtp4jOM9RdX13gQy+EYBh0vyWUk1AW4eDsxVPtO3CfQ9kDMC/wArSFFv90h7qGNOG7jyE/AqRP0dhhgMWejwc6gG4erpCnX4eg5HaAgCMpqiO59qcZ6SJ8jfAtNEw6aqX7KivWJbKMbm0HcxZagvcX2CVp8rOeEIid+DmQ+HTBh6z1U+Chuo4+AzQFWmRin/BVe9SO86aHhhrLugZa6z6sESN67COoUyi25VMZRj5fRaDK2GikWkTyh9XFbUmNdmDRFVpPaMzmkO+rqmVBIkEcQRYRljQsBGweTMKDFgBaXokqTYokKX20WXpA4CnTq7POMuqmBvQsK02OAl28KiKtX4eyLznLCO55nhFUngEycIGZY3LX9HpP/b1vyOQ4FpkCwYpHAZhnYJWqgmVZMcE4EkFk7KnHAipZp/gYOJxEA1WpQh6BtoeBh4+GFmX+Bj4hKgWnuoY6rI3w0Hktg88o8i/Vh4ks6cFIqhbrQq8o5KJRT8KAsyZSksUAUZvUDgR6LDVgM4wOWEpgh4pakx/wPgIj8BvQtcQnaImexSYEZWh9VVpZaOiRXk6vdAvqeusDzm1iDGO4HSRLzow9DR8dgGb3XeYtGQLaquTxpoNOAx8Gl9hqP1IdcFo4OWesxm5pJtIblRhjqQXEsh5D8F6x+DtQ/uC/TOR6R7R1hnAedXkH4b2N9mEvsTGL0HwyS8fMra3Vfsjd4nqL3PhR5Q+OF9bv/hf84fvPsDnrzvcPbZGeLZL5GTE/JyxhaKa54KKGyVsKrrXPU8eqd9ZJAM74OPH06zVZ0tZJKwsh+nFZ/S7zeRZ13wssAtZnj0OOeeLvlWAfJb8JlepzF9QbOWgcEacI8ZF9SMPvmyw08rMIpDa3bJb5p/jdtLg/8AtAc4ue9j50esFwbcNFRZRqF+iNb+S3w3B9omJO7hl94lm3+fatxTvWwdn0z7K2j9EmwHmOKbZdxCjELa4m4G8nE41OCrwGfqTmHgI0c9ng86fCYhGygoyRmQivuMTFMVVokEqfwVO9oZW9qQdU2ZnKXdCcIfKGlYIHHHdb50+tz21XXziZKmfZZ7wHqkVIdgA1J6mEcQkm6pDPoOkCeebbNnnnOXFlsCTjS4KRIcyAIzV0CgIUnQ9+IcdARxKRkCp4MhY/9zoAhyFYIOLQYch8ozlalRtsHLTb2VD7yiSSL1ygJgl6Pq6xWpKoqPQDhKyeqvKeAJQX+ZSlnQQItIf5lKUaobF4EUkmSY/0gjGMz30NDNIqvFEhs0572+zkjTYg07dxuMAgKTLRrc4VMeoHw6Pd3guSiHoL8O6KTkNhVeInwX3wPlNuuEBJoL0sNq1jkNxpygKOMrVKN7R55A3wAZx+cFrziljKrHftPyzaBfKiHyN1hnkxu85EYIlnXiHLFHlxtgl6HfIUaKFCJ01YnaJCSxSUEyRTalkzMNumTQyRLDJ4dJnCQGOeLEyWOQIIZBHpMEeUxSGAR2DOnrGHjoSFQnVh09/JeLRoARgr4yMfVC6I7hEoSzCeaDANho+OFjszAStkiECZII9O056Gssg3483GsGTFDTXfWo+qiG4jNSEoQfFTLBpOugJtRNaB1gi4+4YspZDGYp+Ap4hYUsoAy1GBEzu9yqSG5JWBMwqECFMjo/xZ99V/GwXLJDjLtdWHXVGfQdGHl58FegZwM14EMsccFAh6ssfCXgaSnJ2NiBxD5kV0Eesbeu859JyXdHqmXjrx4J/mq7TD/xe1BbA8MAcUn69N/xcOsR72Zm2I7g0w+e88ujC57e+S/Y/tN99LenaM9vsvpkSuyLS4o9G02AtqXTrea56Hn0TkfIILriAsJ7aePgCdhYEdysSjBGDLunTM9r4L+NyhWsIgkY6gM2bgx5NydJSrioj9FbH4BbQZkJrMGKjqhaJOOfkPclZgdSFw4p/wlj8QPI/xGsvoWfMelyyJX1JattGLch709Ixq8Yr2Ug/RYkqjjilAv7c867I7J96IwkQq+jGS2CtSJkbiLSFgnxlDiP0BwwZmB1xwSTT2G6oap+hUeQKOOJGutlScaAUVLjWXyFL9kGsQrEcWZpOq7OxRA8S3Voq43P8fkU5Er4xi3sjEUIQDkhSCQElgjLrMr3SBoPWeWK26kZ1Zi68i+p8oEoEIgqkMWfZejbusrNSNWZrR10cHkK4xx4KSRHHFJjT8o51aD6JVgsAF3JDCNteZyFzPA6Nx6/Fq8vuOplgkWB8DKgx+aR/oLeibj46MiKSnHUy5hIgcijk0enQxxVNV7SNVbLa1yIbVQHgCJJGmxQY1cfcSOr3vAGK3S4hc1dQEPDIy9OKIkmVQmGgA1iJGUB2xdhAOBjETBGMA3PdDCz6Q8OUSSiDXTocc5LZqRs0C04JOCEV6iOzQ7g4MgmNSyuwqvSBNqM8WigzD+UJNpXw8T8Ory+fDPo5wuIokWOHCUEpRD0i+gkKIYv3jqseVQ55z6X3MMKy5x0XrHPkPvoqfvcvi+4Za6ic4st7pLE4T6bZEmzwwMm3OBtdtnjmBu8RZFd3uIGexS4MblD1t/gFntsU2CPPQpscYMZe1QZkafCDRKkuck6K1isc4cCq2yNi8TGJjHKmCQoESOBjplNYWTLoV1yBlwdY+bOGf5FPWAUKyxAP44fFgZFhgP6/KVTj+2EWFigFOnVlYgtxcKbcoIuQ+9QG1q2SgO2CaDXBg6AOn7sI7oJ5ecogNMiXMTiaq4RT0MxjQC2cflhEb6NSnAV7Bi6/UPgx8Bd6HRIeGPuElCdwaAHh8An3QAXC+JtiPfBfJ+V0iu2hM9mFmYa9DSD8+JPmOb/SJWpH12gNz8m2/w5otbBuwnJDUnfKfPvD+J81R7j3de5sZnnn/7hA37v/ve4/wdXHH3whBeXLkfJBF+1BI3TSUjp2ESmDuoax5gJndhalvy6TSwY0D2RBP0xOXTa9MNXeQMKFcR6hlnyZ/izEe45VEeSbUbUqSEzOVj9MeTucCFP+bL7JfsNh3ULvhWD76/6/GU2hZPeBUrIyTZfNmL87QC243AjA3+6Ai9TJh+DksdOkkx7gl/1At6NwXsGfGcXDlImp7EKY/LhsRJcegk+awtiU8nUBWm4xJJDZqtZyNwGPUEifcIGBxRDiW/ODhDjNriX0H0FcsZscskXwZgH4ROkuHalOkMEkC6BWEOnzEp5yE1DPcM1Ted5ZoNDbqKapdTR2CRJHBHMmI3D2FYOoP00dK2UuNNzHnt9boV3RKlgZqHwwZo/716Y2oyAZFEstIDvqIVfFK+rt2kZ9E0iLbuPXJI1Bnw9aaq07Nk0+BqU0bkkjksKyCNElZXKLnvaM26FMoAxJldsU9P2IX0fRIUCXW7S4A6jMKQTnJPgkgwy7P+ns0qaNIlgxHhMOJRNUSHcEDDx3CGvuk02iUxc4JQBE56Cl4NpEskJZ5zwCH8uUT4nYEoHBdspoM+MIc1QrBvq+8JvGxVfqSvohRqiZaXPcivSaPkm5U50Nd+8NBoEjReccsJzVOcsC3jBjA4vgW2I21AcM2NAH3/+OvaRjBmqf9l9hn3B0LTozntbjhkxxMeih9p/RI8hFl1G2IwZ0WOMjZ5JYepJ8iRJY5Iih0maHEkyxPHIEA8tn/IkiJMkRoEEMbZyRVbIscUDMqxxnx1WSbM12yQ1ewuH+8AK+Bab9hbvcMmDkNm7wqDMAy6mt1VhExYJEmygs4KyatBs8GYxFqCvDAeS+CTlAvQnaKg632iOMMUMmzRG13UEKJf6qB7YInA6CEeljgbAkyE8YYRPA8xjMD0kv2YkTvBLMDbhEmgkMrjZO8AeiBLkKuyQ5acIvutIfE/NLOLWXRjcR8ni2jB6jNY9wgVaSXilw/sVgy/6BsF9A1YTkK2ycezwZ6MRDy0wzuBsBsc7t7hM/QTrsgK1KfWHFt7WJ/zgzojdNY23/+j36A83+X9+kuLf/jeXBNoUginQxqRJPLTK8mMrGNVbTFcKnPpH9E7HrPR99lFtMEbUsHUHtr4DxTxDkeLDxidsNkf8xFVeNj/OSC5XdS5zGyCqMJL0L5L8ytL4oxi8FxYxn5szPpBt2uM2NA2YaVipfdK3H7GXmLFhwFRCeXSKNvqCYLwJRorA3CBx6wYricfc0qAjYS2w0PrH0HsGzhhmbVqZgJEQrG5I8kno64LH8SJPKIDMAlWmY4NzD44t6AzgwoGOdw48VUVHaCCymPkcKdFRJYAl+G4syRGbDMU+JG8BHnk+I8E5Sam6X5WCgKDfAhrK66Zzwtg75RFTbgVKFXwGXFEnoI4CNAW5dkjCRGBtIsPk44IUeV3WqKLqZZmhAnRfXKdbzKjiJ5MDPY3GCimS5JhQAmYC7pRL9IxbzLgLISW8wyW3ecW9pGQkoEeKM/ZocRuVs4ijy3Pi6KQJkEAJQYY4QsaRwyHIMVOmtAjoonIaI8+n1nmFlOtEflATjnhMn2IApZmaKx/TxOZp+I7GkVzQx6YbXrkpMMXFoxO+sWqIC1CeQJGphFLnBGHlbjTL1fHDdDLzbZaTwoTbaLj4c9BXBLvPcoe63w75vw30p8qEYIY192hWdEaAE62Z9qB3TodjjlBZ/BhqalLjHMkRfjLD6aHgxGxxRIIaZ0zocc4VMWxOOKeLzhmnbNLliDOGXHHCMZcMeRY/oC/OOeQpJ3R5zAltTjnjGcfUaOBwwTE+cMQhFn0OOaRLjlrmmH7apcEQh35YGuZQa1nM2kOUGh+I9UllFG+nbBxAmcrlIbkK1X1Ap8AaDzG5i09GQt0XrLs3afEu8BYwIsEr3iXHrXGH8lR13UqSQ2OXgA0gARNByvbnoD9CedIH5CFIhbdyhsGELJGNQFTwFPoaugG4beCcOFOGEyU+/RL4yJgxM7rAFcQsKBxhcqJyKWmQCRUBTZP3oPwDBS4yoOgm+Ge+4MdA0oLBCD4fFbHYhV94sOmjb13ybu6Sd7oe23GQAs6G8JcXeRob78GNXRhajD/6a+j9Bd7lz+BdDXH3e6R2/pBS6l3e3UrhfnqF+/6fo52csjGySUvoxHUG+3doJ79HY+jTOb9izVYajn0gJ8DKTHm6ncVOrIG9gn+a4/kkybmEpAHf2oFsDh5rV1xZp8jmXRjqkPg2s/VdipUXZE3wfCi0bET3VxD7M0jvwPa3kbE/YBj8HMurM24qV+tsrIeWHBDsrkF8E+hgBf+OlvOE1kRS78Ak7mGKK9U/ef02CIN4/BVV8YxcMKUgIe9IaF9BcAydNMgxM6/D08DnPQHv5VXCdweTKzOPX1SeOEIMKMYfsUGXfSEZSKgEPkk8hkEAnS7IMT1sPu9KVj1FRxwFAV3nGHiqnhkm+Lj08Bmh+PxIX8K1ePy6eZkGxARoQrJwSVU5MQHkM5CMKXa6QI5m2KYdDNLF+9wxL7nPYG4zeM46H3MXL34LNIlBjy1esMcRu0BGwkkAxlxskQayaKQwpaDfk4wDGDLDoY6KmAUyGHDePeeLYOHw+hKHOs+Rcg3sbaDPkHNeMWUVxVfUUZJfhQdDVAW4wwD/WuSt1DTXtfNBSFZF0B0VaPnXYnFjHp1rRKaVkZ4/IILvIJztyPnnydc+Tw0MkbRzAfre0k90vG9efmf1zu+69k2LXPoBGUYDkoDIrVOiSg4WXVS1MOK2bBcfG5cJMzzGuHg4eIxxcBiHWX4NDwebKQEWLgFThrM29faUE+pMaVDjgDZTjs/azM7qKA3OAMRzasYrXhKErwZ8hkuLY0ieQCYNnOFwSh+XFmF/3aTASydZRPoSHZcMAasl2K6q7YpUEfI+cBOEQPe2eRCUeY8hb6GiiG1yJPkek+FdsEvAJRXS3EawEyqIGYJ08iz8gjxMpqwgyYRPwRjoezGkl1HnNOvB8BEW54yBKx0uNPgFHu3EBLKqdAyeU84esx93yQFGHoyShi3fBfGPwK2C8MnEO3wvccq76wHiAjp9+LXQ+KyZwR0LuCsgbVAp9age/Yxsso9majjPXvGz3jH/rf5PuFzf4OF/eYvbP67wvecDqo/+39QOx7wyNP7CSNIcrMGJhut9nw41PGrcMeAfbcBuyeb/zDGnrUuoZcC7h228x7RyxWZlQj4GuzMoN17B8GeQ/AHs7kLmjxmKv+bSf8W0HRCzYDsG928IWmZG3cPAx+smOPR1ahrcKMLDErxnCP6DlPRkABMbLJ8mOleBRjLncz8Hx7pgTc/SCUqhjUKecdPjUAYcTqFqK2+lWHaA0IfIfB6MIlrxB2zwBTc5Yd9UNgP3MPk8yDD1JZBAygy1psNxoHxsRg6cDmwGfA48DF0+awxo0wyBKjK80HFgbkMmQIsjNfVXA0L3R6HeunRWBTnskGOVMmP1bAF3szFeJm7T5D6Ki05R4ZB71LlpOCQ06EjBKqu0xA6SPZAFpP8KIfV5UZLyWpIINOj0wPPw6FBjzFX49zZw1Osw9R6hRM9ZAl5xyDmPCfBdwvyijUprnqAAr4GDzyhUAkXBkqoviNKaUcJXhO9rVOsaSTuXk8LaayVUhLC8UPnIENAX8Xo021lE8XLJnMEkAv4I9KPksTYnaSIwF18DfY0grDGIttPm5+RyfVbwD1Cc9bss4rX/X/7L4gQkYgn+1V/V6LQY8/z570pxq3LyarKjoRzr1MVSvwu0kPFTxRI6WriPuvwqWWiEilo3vKnqkgUgbQJ3NmcRlY2AVFu7UxheACdMOKeFTz3c87kIONXOgZeoR6eOxWccMeA0pSjgQ+CUMQEtFLy7iGybRNKZu+CpGZSqU6a4BnoFKLFGmtuo1NIE2FqLkZXvMuW7KI5Wp8oGP8Lg/sAj4UERQZId1MxjFxghuh6rXsBKeJaqJiCGb+dhpCgWeMJUe0xPqIHKTsAnabggrpK3RUBM8U9/wf6NIyp7SswSO4T2sMyIfwKzTcVKlMf8cLvF/+KuzerUJfhbONQv+X8A/y6TxToWrN4UfL+Y4H/yX9wm/x+X8H2Dq5dbHP3lDY4+3EVqt4Fb2OIIkWnw052AlTgYM5f/+9kvOZ38AMQPYG2VoOLRiT1h7D+CFsR78F7G4z/sOrSzGRAaWDkavTyf64I/S0K6DPc02GaAcGpIdwYyhszfwBNrxMUlulAUnjFySZktenIEyV1IboO2S0YYmL5PzAMxCXBmNXDPQL8HhsQTORw9xubOjDvqSeNT3eSRKOGxCYFJ4H7FiDhTCY0r6AQwYITnPoHhPmqec0LdH/AKJeIUQEwD07CZ4UDMhNDxNEAnlfLZyigTlC3y9KgiWVdPfvIe+6mvuMM591Dx/wtyHHKHibYHWhFokmeNNY5ZR1WMp10QwTJ9oCLTAEG7ra7TFZIedSRnKMpwgDV8xVN3wDZKnHgIHFLD5TH4KRSQNakz5BIV07cBjwBVURNBKrhhXnEhqly2KlA5hGV9fQTU+hxOYVEwJa6B+aIqN5iv8UOAXUTeCnGWVT4RxbV89G8C/WVA1+aAvlgb/RbB9oKvf302sNhGYekypy+v7fWm5R8U9NVJ/F2L/FrkvzjRaG/VRUndGC38b+T4oy6FHhYk++HsQCcyJ1WuLgr0g/Ai6QhU+75o4Lje3sMlsu5drIliIS08PxeBOx+pA5SywfUj6aqP8t2z0AiYjqA+UnOJBhMkfdTjPMVrPeOEBq/CPV8CXzLE5gjSpxAbAs/pc0YdZVvXBRpFwSwWnYFK5OkMMPGpFiCuQ0YKdBERIlWQGsnqKt8nzvew2UDNBqqsocnfJxjegUBDUOI2Md5BzSM6AZx1dCZBDogpipIz4Of0al3cHYiXYJaAU2sDd/JAbeeD3j/hD956wY19GzGC4JfwzIL3zRWs21mICxovPL6yfo31zn9N4Y9GGIU0m2sl/vnGf8qH/+yPqX2sw8Ee5lWHrdQzspNztDasXMLtYMLjjIW/modcDOk/5PP2Bp/0H7GfhvIe/HFM8i9Ek7Y/Aquqou/132Mm/gW62UK4CvDW6GOafZyEgLiGsEs4sXXGMwFSyfXWTElMkxBPgq2BTOJPwUlruC7EZrCShZVMnFdUQawDOYS4QTLI4MyGgAIpx+oTDF8AJ+CnYXLJSXzIS1RfUwUyHtCDbAIKu8CEDLdZ5YqtUDJcjwk+S2/yiJvAPaBKklfs84htulQ1ZfS2TpInFPApqcfYyzB1BBOY62xUaGTBqA7TPnBCizpHBPPCq1dTh679AkUVTYFTOrziCTZVuYjQh+pJJarNljjz2tPFex9FuRGUGki0+W8qqwAL2IoU8PpraxYB4zJ8+1y3Mv466BvXgFNnmUqJjqX48+tDxXIlLSjo1r9WSXsdvhXEX4f31+kddawgXHudoPn6Grn0m5hvE61V/gfLAtTXl39w0P/6Iub/FUsnFiDQQxqHOThHoO9fA30I0PHnoP96pB8g0MK/RPso6FeUUTRw6AThbVvcHsKLHxmAqU+P5E5R2kWG53R9YFAvTDRriM7bnfOJURrGC5Na88FB2ujhnlF+fgZqm/E03KuGRY8JKknUBJ52bYacovw4PeARHZ5zjOQ4DUKHxwQ0aALnwAaIE7TyBYZhE0lR20CDGAFxyGcV5USCHZQPTDQNr1SyaPwePlvh9yuwS4IfSlSnoyJ45RhT8ydwsBXOQj2SXFI8/DX4NgRKedirpWkOb8GHArZB29S5fWeToj2C33Rg1EErjlm7p5HcMeD7Akp57l/+z/mzZyck/j//e8T7Lltb8J/G4W8yaToYqKlJgrF5C3Z+hh7zQEBlBhvGGZ8ZPWRGQspEJN+iPVhjorUoxCEp4J1sgmJg0hhpYIDUczgUIKMjfQ8jB+WZxBi4YMgw4WMiU0U8KUgkIB8DbQaJpKfUNDMX+j0CBlwGNjUb3iqFSnlDxyhlcCgDZVh7h2r6FvvUeYhkChxi8AHbXLKNYt7XMdgkhRl2n4WsJ5GTIYIuSiVv4eHSB66mMB2qqvJLWgQ8JdKD+/YBL+02X4XPXgN4yYgpT1AzwzJKCDigg6QbPp82hGC3AKBlmBS87uoYrVEz8cVvy4Fh9B7q81l/9DYtqmQXQ0EE+lGYtQD9BbjKMIZeHkAWxAnztZH/jlw63vUYe4FOy+fFNUZ9Qbcsn5e4RtTAYlYklz4vitCXo/jrkf71bb7O1S/Oe4Gr0TWI6KQ3Lb8z6H9zBP+7cfuLLxox9pEnT0TlRKAvw38F4ddUoB/ltYMQhJf3U/SO+lcQHkEQ5QkIQV/OjyGvPXrqUuvh2mhNMH9sFmu1pW0WI+nyNmpgMK6tiT5veY07j2aiOUIwj1SieYSLQbA8VIQvnipdiQYsEZJX04l6HNVcwkIRQkOgyXTwmCtsLsJjfAm8pAfUITkAbYrPl9Tp0UTBw7mAqwoEWvRNNeCSBJcYmlQu0n3o5ZL0N34M8Q2104pOdTPF97wp4jPUCLINsY1byPi31GThAsQ+rK8ZGJaEJ0APpN7no8Ofc/nWH8IPTYgLcjcMNrZ+ivHD/ytYbXQX/vTROr//5B5/8ZVEGkC5hK/9FD/5L0B2EFOoZOHdtMNfZgW2CxiCwM+S3n+I5jyBfIDRVV21iklBIy1UAJssYrhr6NJEzjzkDAx08rkkTGawIkGkMe0qQX8R0EQF/kgf4nFY3UCwQ5ksN+iQh7CDsoZBCifqR+DlGPZdOuHdcgGbgIC2siro68AJfc75CpfbqOTjoQcN+xzJExSVMsHhkBcMeRu4gZrRWVhIOqi5ohJUR8nA6wxwBDkLYF+A2DLAcG3N67zxYs31vaJ/fR30F+/GYgh4zYLgDSC8CNuWwTAaZJbnEMuR/mJG4L+RJlk+U52IiF4+lriWMF1AfJQCv75mcfTls7wO+tcHBp/X4X15u8Xa61T68vfXWeb937R8M+in0pCskKdAhQllFJ9WwSBFhQlhaaOnIdCv3T71o05AGAalcoFSLEuFAgXKZIlRokCSGWWKOJQoUaZInjJlchSoUKJALmyaUqQsi+gDHaSBQAuhVt0O9btAX7o9GgIDgZj/VUNHtYARRkx5GYsyINAoUSbFSmgP7AFF4qE4s4J6qUrkyVGlRwWFDwV04qwwZQX1Sg9IUWAFjRWUBXAZyFJkQjXcRmBSZBVz/nklIE8G5scBKFAhySozqvPPi6Ozjs96uG2ZHDlWqFGFsI5CkKCKSzU87xwpMmyiUUElqpVKqQLzOkIXgUEeMReM6kBv5BPMO4rqKEuFDlIAFngC/qY549XOEEoybO8oSLttOBkTNjZDAsOtNH41DbcFOBAgefqbR7h+HyOuvk7gCpKJOJowFPnbg68COLurcetGBmgjhEH5nX/E/278U+qBzkctMJqCPxr9Mbde/XMY/TkUmyT0JP/Y+xHvxyr80gcnAxlnlf3uj8h4fw25JvoM3nWrbLcLvPA1pAPCjpEKtsiTRHMtZA8y6GRkGhFLIz1F+2hCo1hMEmeCBqz5YA4DkIF6E6UAYRBIDdeDRhMOh3DMBIcXKFJvCsEJbafFIZKT8Fpd4jPiFEUOKoLFw2OIatoRJSgNLbq6y7CkzWEyipjVsrxWf22tmIdbESSpt/o6CF9rnoQ+f8O0kEpZbHN9T+1ra8XSb0a4jTb/bREQLZ+zWvv6ntq14SR6zxd7LKiiBSuvZg2LwUGwfNUWV06EKBaVDyqvgIjcWT635TN4/Zyi84qC3MUavnbu4rU9Xx9u33Rf1Df2l66KCDMUf/9EbrmMthKwxga7XLGHMii9JEaeHSZyF7wVCFKscsFDWjxkFmpKdI64xQseoOs32NrNshUr47DBGltkmLLDOgmmbLNNwDY7bLFFix12OWCLXbbZosIOu5TZYpddbrvrPJAP2OA2d6lzh01c7rLFHVYpcJcdJII97tCkwn1ucpMpt7jHMbs85C57fMbOeA+NXQJtD5XBv2BbFtgTffakitp2RIZP2cOSeyAKCHqssMYup+yg9Ns7IkZG7jIVe6h0q0ueLfb4kj1FnnAmBWU2qIs91PQ5TZxt9kiwJx22UAzFOkWeyD0Coc5JY4dtWeCG6LEr1Q3cEglM9vHlDRArwCkV1tnjBbuofuzbQicrdxiJPZTt7IgsG+yjsxme07aEEpuciZtEmmOTbfZIsianaEBVwAY5NLmHL1SpmWCVbZljTYCQ6hHLCFU1TVHAe0DHp/vLQ+RIEVZI8DvwfDIk+K6nimSnIH/pc1b7CgeP5DrwPdDfElTHZYInqIKDPXDuQq87hpTixcn6kB2wmUnyYwRuDv70puB/RYXdP/k/IPiPgf8bGg/5ff6X/Fds8L+Vgt+48K6M8087/5Rs68/hRRP6kDA00kkdIUGmBcI3ceqCVtdV8xs9erl0MMLcxtTHYcoEZz6F9mQYz4lF5Bap0UwD1tZhVoGbJEiwy5h91KDbpMIt7nPCwxBOjtD4G3Y54D7Kg6dAkofc5UvuM5oHAfus0eA+AfeBGTFOucNnPKDGTdTg8JgSJ9zH5gFK7z5kjy+4z1PuozwqT0jzivsMuI8KU3y2ecRDOjxEWQc0MHnCHS7nnkBZihzwgBMeYpFG+ag+ZpcBD5E8BMYkqHGP5zykxRaKNnxJlUse4vAQiKEx4QZPeMgzHqIucY0kL7lHh4eouWeSFQ55QI0HuBiowsiX7POSB6i8Rpcsde5zzEOG875up6zT4gEeDwCBgc0tTnjAITeQtIEWJa54yISHQBaByQ4XPORzHuKHM7A4V9zhlPuojEmFFXo8oMsDJmGbIJ0mt3jOA4JwvpXD4gFtHtCmgAq6+mzxGQ+wUX0M4sAdujzghLVwbjZhhSEPGKHyZSZxbtHlIS/YI2CC6v7X5T5NHqLCxzJrTLnPhLtM3gDsvw30ZzOCiwtaNLhAUkQlfi5wGHEJXEAhr+z8iNKzr09CIHBcapdX1MwelzRQhcRjLmmSxKLGJW0MLqlRoc0ll3SocckVNbpcckGPGnXtCr8UgBZ9xjd9onztX6//Dr7rIC+vQFygmMoLagy5QIkva8AlU1wu1PdkjOSCNi0uUHqKKXCJyyS6FpjAJSNqXOCHPcPgEkmPRrjNGtDG4ZKLkG6BKNk7QM4/TyK5pMaQc1SsdwFcYeNxjuLrHeCSHs35XjPgkoDx/JyU9HNCjXN8GiiIv4SQyDlHofAQj0susWijHso2hO1CIlLIRNKgzoBu+E1coIaDm+lCXcIjAUPwHI1uW0AQJuhN0NZ8RMNXbQkGQFwgk3GkRIVQdZBFSWPUxNd92DPABdEBs+zDIMwW6opMmeFzBBz48G88WPd8/svxh+SDf4kwv0T2mrTtG/xM/885ClIEI7gMJM/aL3jXPsfsAS0YuGPa7R6BVBP0wJow7XfwvAApQbowJWDKRF0HC7B9fBwc4auvKMD2oNebgmyhoDRA0qLHlIZUayi8/rTK136WJ/PLtGlENLy+5+vUqpxv8eYjL///8l5fX/OmKPHrb9I3Hfn63q+/nX/XXm+OUr++9ref4+9yLPkNf19s9/p1/Kar9/Urcv3bvOm8vv7b3/39frf91f9/E/H+zaDfagINunRoIFlBPe8NPMY0gAY0TRAXNHjGU2xCnQdP8TnlAMkTZEKn1YCWOaBJhy4tXIY06ZJkRpM2PVI0adGmR5MGfVrUadFmEIq52tRocNCo8Ywn1HjFS57zkkteYHLBKyY0ecEZIDnlBV0GPOOQOA0OeEabXZ7ygvfocnlqIps59R2AgBZNxtRQFXpNoIWFRw1VumEDTXp0o2+OBbTwmFEPt0midDptagTzNU1gQCfcpgF0cWlTw6EW3oAm0GWEnH+eQC6dUwMlv2tj43EJc/eNBn26821soEUQ9gWqo6KRDhN6XBDQRNECHWA0B/0JMMCnzRUOLdR8ZAhMEzaIHoumGC5dJD0NZFnh7342xsqNCucC+AhY1SjfecBKJQdnfdAhdgMeZjNolkbwl+oh0W5qvPut3yM5+a9hMAEdgl9Jgvs+5tsCbwcwoTiClfUyVLMgeyACgu4F/+rFJT9v3WbwUvDFueS/mn3KSu9/zf+4+wyRBN98zr9Ktvg/Gm/Ts9+BNcGRHPAr+y/5E+uCtVUIbOgFPpangy2gr/I+6ZRBUejoPsihmmZrUoPuVAU5KR3dNwndwUGC1CFTyqCG6CJKclCgSJyiD/oIhhMYEeDPe4uNwG0z6J1zSsAhCvBfEdCmDv4ROMrGa8pjXjHhefgsPAaOqBHwHELC0eEJB3R4igoAXgHP6eHwHDXrixPwhFPOea4uLy3gGRNGPEdlAsrAMy445gmqO4EDPMGlzUtUAsYCzunxnGfM5v17nyA55RTJU6IuETOe8IIeT1Bj/SHwkhYOT8PzjhHwmGMueIKiNfrAEyz6PEfNoDvAIU1e8BSXAmr29QSfC45QiiIf6DLmKU8ZsRZ+kwPgJXU8nhL1svB4xCEXPJu/x/CcLhOeoLRrGSQvOeOQp2Gm0QEeYXPFK1TIMwDqNHnGs7CTdgx4js8xhyiB9AwYMeQpz+iQQRGuZ8BLLsLqXsX92zzhJZfkUcnzNvCcJiOeEhlYuBxwwCkFgrBRkarQb/Ms/G5FVH31M54z+R9A7/wui1QcpuSbWioGqFAuilMi5jAINTiROifiBaPTVEkUjUUqJUALI0cPSRBm3iVR4kmloGSo0ImUPjL8n7/0X6mSbfPPipIfy2mXKB10PUkkw4TMYi9YTulG2fzXtbbi2tHVN71elvF6aYbi5jyuN3tYWMkuykEiHZOcb7MsENOAOFqyhK5rmEt5hgIaXQRUEqCvonOfVfJU6KABWwLeyqT5ubaLRzo81rfJcJsiFwjAyMJP9uEGY86PPdBNsCSdUYKLZJx7N4A4iDRknDbGsInXL0FKIOKCwsY6mpuEkwm0Qd/XyK5WSWQk1qba720fsi9eIn/RQRyBnMIXLz/m/zT413Qv/zfQNyHpMEl+wDh+DDGQfeh78L5uMczZ6tRHoHkNRsETPOmCBYEFZ6ZL05/A1IdAR5bBG7VwpY0cgtRg6Lm0Z32kkKp6SoAmBMKWSAF+APU+eKWQSfYCsMdIhjg4eBrkS2qWlSKGoAyR7xN51lfWeMBz7qD84vcwyHOHgXsfpjeAgCzr3CXGbWwKwPEMjEFkjpwJn6M4GXTiDgTOQnq84IUjmeBCJyfn70m0nVoid/nlHzl/jpW+LXqjrr/3cmkb9fP6sYL5exvp5JStcXS+0Y+cH8sL13jhuanFXfo38zfenx/dC98W77VtVA4ruHYNgmt/X/5+i+uoKpSjVPTyd+Dat16cU7Q2+B22edPar88Yomu52CPiPKJv7Ibf739IpP/a8tumQH/3nss55iihEU795+mfSBmjgGyxTkFepOPVQrCL9tOJVDvqX2a4jwxvq/iG31+XZ/lvUAa8rrUNuC7hUhqa66UZb6rQe5NkLGq+IFn24b5uTeWHpfDRNqW0TsxI4ERWDJSIUSTJJTsliJvwNhpVtrhgH7gBIk4i+R3WtffZDtPJ7wL3yHHMCpJEeF5rSDIIOghUKbw2thBBNBvIAhp10hwFgju2xEyAPJtijv4CLn8CvAMZGEw1jr6zj7zXRFgS/zEMz4/Q3N/Azl3YEwSG5Piwy2Rdp/BnQBCH5G1ux79PaazT+w1I2+eT56e8X//v2f/QIvFINQH781zA+aoLGU0Fi70OovU3iLSNrIAwVY3xiazgD9JhKaSEZIO4e0YiDhypmdGLuMfQ0NRlzwJndRxxzsR1EBoESdU+0RcmFPPqwIGF7zTR41LFNBqkSqEmS0TJQg/BDOH5NHtwlVR1o4fOFNs6AV4ATTCf4pW6TFGVHGMUvTjGVeecV2n3JCYrSMqoqLqcF6ys7nHJ20geAD3i3OQeGR66FlWllmWHKme8hR/y2WJyQGEcp8KUcvjE5TAxKOLOUmBH6dHobVy8xa9TTpHGTcz/ztf+Hm0DC/iTb9zmOsSrt2Uhl1bXM+B19dzXlXgLgPVYHuL0pW288E1daOquD3oBkWx8Gd7V4BElwhcBrH5tTXTe188rSuJev5bRdgv9nr605/Vtruue3kw3RfckWEpgf335/4NOf3E6iwrcRQQf5bPFGyL9CDCVQFMPc+VKkOmHpx4Jq4JQqqSHW6uIO9IQKadub64beF3CpXpiLsNyJM96veQ60vYuCj98vPlaFem5CHwh0UXkUBI9NgAmWqpMJp4mx4gysAqsEeOEDH5+B+IrQJs13mefr7hLWM0YN3lfXwtTYlGS6Dab8hlp6ZOQkVooOuc4UMQeCo59wQWLilzoIORLZPcA/AQ+F3zFlI+JlNowsKdIPgT9HHIPAEmbLGerOuL7HpiQ6UrWB4doa60wMtFw8rd4nvouMx6Rmo3RfHhnQ+Od5JAP8y6SOJopsbQM3u5PYPcxUp/hnlX5m3/7GfVnq/BBCc5rdL3/C1+s/wf+p7mAxE04v4JfdgWT4RhyY9jJQnXA7WKXna5EnoCThYOy4ErbA1EAKaA9Qui/oZppEnPVbZ8AZzOTsWeo+zORoI1J6n0ygPCVi8WVK3BSpupILwBcNE11erAsaE6UQV3HcYAhZDxIqiClLGA/DyWhYvKcl0Nz9gnYAi8G3Slev8VYwvEQWgE8wqMvGyBO1EjOIwZ8yQkOB+FT9jwh6eQsJCPUSNQioMaYKUEC0inCxGISGaq4wEdLV7i5WuC+6HEXNUe4QYZPuYPrPAh7Fbhs8CUPaHMfpd96PtRIzEqMKaNyRUOSFKigEx/7iMgQ83WAChac9utCxuuRtXr3I3BVb9Qy6Ctj5evDwDLoR0Dtz3EkitD9pTAu2tMIQ8voLIL5uS/OS3ttkFGftyy2VgBrvLanvAbfQPhZy3OE65Jw8ca91CKWtvl67L4YZJaPvBiI3rT8g4P+N8X94tq/ImlSlPaIxFnR7wq69fmMQJVOqcvkw/zWCoyQKvIxCBDzur0gjN515BLoG3OIv97H8pscAz01pddMlENJck61GEA5KSil89RCf3fQiLFDgZfspGfcSKmH5StWeZ+bBNwDAjSjRVX/kA05Yleo490lyedyhWmQBBlDNbzI4qIKy5KAM3DxnRPgFPUS9xkw4wB41IeMCycEDHiOat1SBiwct8Mj6fIYxfw1gTFdAvEpaD9BDSkprGwRK94CYDUJf5AR/CUpLkQ6nNZsEcv8MzK7nyH1F8g2cAaVYZ2Y+Ctm2bdha5UgVeEXvZv8+3P4sxLEHwhuZdP82aBJMz2gnq9w767Ge8a79Ib3MP9fP6c3mPLZwYj/7jDL5LkD7R3gFMGv6BxOeLEKN1fgaFfQyd6ExiYMBvC8gVb51zyoHHFnBfQSNJvw372Ek4QJK5qatpQ94tMzst0plgPZAvRSUNOL+PoaOLGQ4jkmbp6TSMj56G8LnZmlK1pQTsGrYWQmGJ5PKgmpFHieIDDz4KSg1wJaBP0vqIkerTykJRwKGBQSEMsCJsQ0RLbMvshyV8JdV53qDhmS7rtM+utABgIdvT/BDNQTa0m4sqDei3JF58AlNi9oMOFUUwH7V8AzGgQcoBQwDjL1in5aJeNb4d41bBw6ymshqdzsTbTQk0Y9w5UVk5zYZSxuADsgA/JikxvyMXc9HzOAMYJH7POMh6jmjgPM/mNW3QSrTKmimPASWWqsEfRjyvkOiRkGefPI2ofXa1uissplyiWYDzILGmgZzBfb6NeOpb82pCw62EZro84di72ub6PWRp05dBZDmFwSlCp081+bH0QB8PWBQXvD4PD12P961c9isFocK+JK/n8C/b+LwHl9u69vL6+BfvTbgrOPqvaWZwCRKlgB8yLSj9x41GhrEFk2RKAfhJG+gdRjxHVBCoFGDI00JhrpmECLRWN0AuJlCrk1VhmxiZKm7mPwjAr9xI5qnkGaIofcosa9sKWfpQk+0/LUxCpK05PB4CZlPiDpzdD8yNDKRsMiCC2X/P6MU8viCMXstoABY3xewugROCvAISfU+AiVEhJAy/expEqFRXbIQ0Y8xucHMH9JzTDJBEMQBpgVpiSZYJPKwM0kvIPGp/E0k8wGSjr4Y6T+c9AOSeBj+EoRs8oJF/IEWmsQN7Ard/mbeoV3Ll/wzgT0AL6dsdhOHPLqhqOCQNfkyUGCX5fu8p3kM3YeQCW/xj/XiujuhM9SBc6uxvyrj/6WD774D5RfDnHaDt2KT3dtBptj8D+H3qdkOCAm4aM6fDqGj1eT1Es/gsy3oOFB+2O02l9A+4pJBYJVmK5Dv1DGbd6GEwdSM1g5YDN5zPfSAWUP7B68X4dnKQ3ySdXHLheg+zPyloPXh7EPVxo0ciaT2CoYRfBj4DqY/XPGtkdDgyCAekYwS6QhkVHex3JCplzioYyRGDvYNrRm8PxwiscFuE9A96HwjAktOgK8ElgajIjjx0uweQNEHiHL3NxY5bvynLeR9F0oDnWS7GP7N6CXBCkwZUDKAyMAxyG0Wljm82cETpNWfzBXcp0BJ1jKrVI7Aq0NfMkV1w0IDzMew3gDJSLQgHPGXHKFh5UHPbZMUixIkXi1yLaWZDME/ZGEqiihy22CtTsgAwz63OUZb3HMjfCdeNRPc+Rvh8YhGaDDCiW25YB4V+IFCktEaOGmyqklwr1ulaLonTeDfnRVVIsSjWhuFA0XekiTLIYBluBUfb+oOPK3gT4h0iyD/qIYM1obfA3wr9M7CkeXBwZYHjyWSaZvmheo5ZtB3zDASBAjTpLxnPlNIDBJKl45iKkrxm8ZGIQgmUiQiJmkiBEjiUmaOHESSJLEUD2zkiQwSBFHD33xExhsFVfJmCtssMcaOfZZI88qVfZYp4xJmSpreOhssMEGdTbZoMkmu6nb7CVOecAt3meXm3yLTf4db3ubZPxbDLkHlEEI0tpjyvKQVaFMUXfRyMscfT8BrkqKOpiMUb2BYsB0EtAfX6BAuIxqNdHkJTOeWDCYKcOEC2p4fIyaDWSQQYNLLI5R8dcIpXNwOUARK0XAYIZJD/XSpVFRuokVml0HQIqAAn10nJhPQlPakRsZk8t0Eo8imCuQ+RE5/pYVPqCqSfLAWyKg4o2YuI3wLNI0Okn+diZ4B9iwoW9BPP4EjX9NsHUH7q7hpLc5sL7Fy8QH3I/7ZAU8iMM/2bZomhcMxhVoewTFt2lt/wnObhIZH6Ldf4t91+Du5x/z53/+Vzz+6BT/4COwjyhLlwzQrzk48gpz5RX6jkEhfUmlNgVfXcfTMfxiatCrmLCuw7YH2Q6lqzPWZwGdGvhj+HQVDrN3kXs/humaav108G8Q5oeISnjLqyCLOr3BDWj6ahQoD9Hzx9zIjNnKQMKB3gg+Pg+YyjEkmlBOg95ltexzD8mqD1cDaNiSWq0PwSmkqqC9wizXSWgOxSwUipCTUAhuIuS3kIMtkD1Ev05gjxj78KSpdCifMWZmXED2EmiB9px4eYihhU3/4pBZi2NwA+Q+rG0DsMI2bw8fcdtXDYEOPdC7GVQ7tjTYY5AusZDPhohKEYAZ8hwOMEUyuwaK7b7PhDZqnmgQSYGb+LxqKiXXl0hOOUbyLNyzg519yYUx5hSlCDuA/y9p//UsOZqm+YE/CNdaHh3nnNARKUpkVld1c3qMpJFDW64Zabzcv2wveLm3QzPO2i6H1uypViWyMytlRIY+Wrl2hwMODXx78QHufjIje6pnURaVEXB3OBz48LzqeZ+XM6aSetx8BBlQsQGfiJUkSbVVQVe38dgECqiiRVepsi0UHnVlk9qQMm/5iAEfInWmcnSMb3ggbribRAUTNJrc4So6gHEBhIOGThmVQuKlI8D3FFagL6+K/gPQlwnadeiWVIsfGpl4TUhCplvCZVIofZ+4BfqwDugrw5B+33pkIZaRhbI8lrZ2rNvA/77tp0F/YwN1Q+eAY54w5SlxMvqvwBGPuOYJBF1YQIsj7jHiXjLh1kLlDXc45R5a+R4PnlR5mN1C45A73KOMy30OKGHykHvAPR7wkEN6POEBz7nDQx6zT50dpUOOKjU61CjQpUqRKhU6VBM+RJUaDnmqNGkwoUWNHA3wiwSOT8SckBCDGJ+I2LHAmSHhtgyuxY3R59WaV31FgMFb8L8H2wUGTDjjS1x25BKjB9iMkMx3SYiMsLnCZ4okTGaAHCEk+ijSayngkWGRLKQMJGNgFnhLQM8TU2GOgoOggiTatDTBnFhOSyrvoPIXlPmajfIVD3VpGJ4R8hUBc9k+BU6WQVzhFIXjuUA4YBAT+F+C/fdIcqmJr2Z5WShxrBjcb8EnGfgfKxEnFZWbuxXIKMQjjW/fZvhtkGPLtnnahv17gk9Kl/zN6B+Z23nE4Qc0Hn5Kd7eGka3gjv537H//O171/sQ/v81w/QefYFBKll+DISFjbOnd9C7QDIP9u10edCd0sgr+meAogpcojOM2YhCC9Q1sVyjUT/k3BZ/HQ7AGcGLCvzfhZUWHDR0qGuzHaNUpd/oWzjXcjGDSgVfNAm7rY2h9AFYF+l8ibv4Gp2Rg1cEtg9sCrXWI4v0SsajD5Rvwf4dbeANNmRXSG6AqebKdX2Jb9yHMw3hAcPGCa9vnpADZLLzIKYzrWUS2AM0W4FFqtfkVWT72Ayo2nFgQLgoQVaT0MDGCE26GZxwn68Qow7d6wJwhqNfQboAyQWPMZjVmK8GIOhrtjceM+QWID8AqUIh2eUyRu6FFbpx0rIoCOHlJVSIEvGR8+AqkJJsmBRYJeKkWVSwgEiS92ynUyOMExogZHiMkoF8Dw7RsPX4DuPh8yzE3vE6eyEsFXpfnuNoZ0lHKIHjJDRecKTFbLTA1Se30CJHfbKEoc5rNPNvIfvUYkjGsXWALuneAIS1u+IhTPsCgBESRStc6wBBPETxETq0Y8pC33A/HZMckndA5VGrEKTk90tHc6JZhWAk1rkCfNdBP99yWXYFUxetWiutWOilO3hPfOtYqBbRuVn4K7uX206CvqYj5HDuZgZVC1pwID1Pu0etQr5GnRh1tqfJeQ6FEBagh8mVMy8LMuNgYuInCiIGHgoXLDAebKS42Lg5TfGymONgi4GJyhBlc8YZTzplxzBFTLjjmnFMGLLAZcIxJjXdckWHENa+Yss0r74KP/TkXPMPkhhec0WfB+Wsb67WGLIbOgRtMXPpIjqwsdoqEtT5LLricNG+j4CWXOkcK6A5JYzxQxCODg4+AhGcjUFkQJ+NZ5LC7EiYj/OSaVYAcDl4hhkwJ2CBTfEin+o5dZhwCegG+1Ypc0k1kForE3MVhi+vFFSM78VHMBeHin5BzpEywr+jFc36L4A4yEaUBrbLBTXWOqJTkEBHtvyMuPEfnD2SRmf4Hcciv2pf8H8YrwpMtGM9Y5Pf5NnPI//L0DfW9AJFTaBnv+LR5jvcwRvlQpV3ReNPT+A+XBr/9ukf/iwvmniC+m+Fw8xDTcbDNTHKFWkgyqYNsgLrCPe5RvavQrscsFDi7Vrh0colZVsE+hpNrCo2vONydcGcHChV4cwEv/AyOWQXzHCpZ2Buz07rkv68LHk7BGMLfX8H/d6hgFUPYiGQyvSw4sGK2B4JRD24i+Ic6HDVqxOUdKd3RFGTdHNsDF/sGXrlwXoRntSxOMQvFOuhFlHqT+6LOp7ZCbSYYOfB2JLjuTyB7Cdka6GforUtQfAplKNehUVdoc4+T6OfgPAZhoY4ydCOFsisd8YEFl0T46ZC+iYwPprzgshhxpEpm0nMdjFYEiuSLU86QV7NsoLABtNoSzLbZ5d3iYyLxSELN9BvaXoYOLjUhv88XKss0SgJv2pJOsaJHilt+r4+adM8qa++JlqCYwqSXsO6STwmYmj4RFrIKIPtWHEwM4M1UMvefscDgGGkYKgjlDYPiO04UObDeB54TcMM5aKfQroIyIWKMk6CYD8xUlUythexGagImWYp00KTgSVu6ahdscsGHOImsuR7ZPHC+5ymn3E2QokeVcz7A9O4nM5qmlCnQQo6cBcgFEDs/9PTjpP4oN1neVtbeEydXLr4F7yvQT//cLgO/b/tp0D8/R/CWSy54lzySLvAOjwlHwAGoLuSGDHjNS9xlc9ZLIs45QvCSqKBztBdwrA+5JKbPOzRkw8QWA654w4ASL7linyEXvGLGJa8454I5c0aE2Bg4LPBxMQlZYOJi4uNjEzDHIY+Bj4+HzzQZsCJDpmySg/LJIlDIEaLiI6doyrAuJrdUmSkifd8sITZucmkzSEDX8BN/Jg8UEZA0RKdTfnxy2CyIWAG6rjj4ePKmFLuouTvoXNLKR+zX5BGeU+eL7AboByC2iDjBFf+IYEYRUC1QgynwBhYv5ZBq+rzG5Hce1GOS+b2CLOfYvAVlR55l4ZBF4XuEbnK/JX/1u7zCkapiCxVEGcI9jict/kloVCdS4Wf3Xsgj50v+WXxGP/4r6Gwh1KeE+/8To+Z/4CZ4iXsBh/s5/h9Pynx8t8W/P+7x4o8DXj3/W/7u5f+H9vSCu0JKxXnHIaVDm53DO5yf2Hhm2viVQTbyBxSJ0ZyY4zcQbkC1m6VQ7qKcFGBeIBkVA9Fr1NEbZlHAaAPyNXAKOovePow3QDhgfgtv/0Ct9Uc67ZBqG+w6XF7B5bSOmOVh/hqqb9C7n/Ok1OMv7woeBPB8BF+OFM7GQqZ2KidQvaZSueE3d3w+iaDiwYsRvJ2EeNdzyJ5BaQC1t5Tzl2wVBXdK8r50vDLZxUcE8y44ASyucGbP6BNwlJNaOi/LMCzFMjFfKQEOxUqLj5UCH/kOWyFYHmRmNRSxi5jnIA5BWGTxEDZLqLwkYjDrITP3OuSvWChfccqCXk0GJBdAT4mIqzVQy8CCXLnFU6XCU0z2BYQu3BFNXvMLvMkOBFmgTD0ukJ+DKhJBQAHiVl7cR02i/5SYKMeUrBMKA5TkPats+nuUafETusV6Hn49JROD8PEXZuL3y2dqTCxnDmCB8Q64xOAV57i0k/P6Xgk5y18gk08xMMXmGSdMONBBb8k4foCXTLE1AIGqG1Qr2rJTwgWy5FBoQHkD2lUUAXvKW55yzSNCIgGTKMdL/ymXfISsp41oMeQjety1LWITJiiUaWCyiaADwoW5SiZO63arsm0iD8sPM/0/tf0Lhdz3lWN/wLGNI3BsAhxspCxs6vd6uEiRFZsgyuPpOioROgERWQI0FAQZfAQKfnIq2SSQ9JMhbtlEBDVEJ0RJODkhETohGjoRGiGSH59BI06Y8nK5yWylB4CfzOzJAxoB4RL0cwgKuJKvg4qE7/zy14SkXryLnoSUKcTHKFgIPFCboFQJKKEUJzQL8krdBTabXc71A+Ap6Juo2jE18S1V5uTiRK8MB826JPIugAyh8Phq4vCHSF73QQC2sBB8gRyi8gTIYFJOZ4CxrcnQdrscMs9FxPUtyN4FbYbQv0fhO6JIfl91apIL/4i9uAeLp6AMmYZ5vqiV+DedOb9+KhkzJ9M+hbO/gbguO1f3Dxk0XL4Sx2xnLT75TUTp4T0Ua8zf/qf/lfPPY9znI5heAQEhOjoBNcCzBM7JiPxhi/Zhm+HJAN9ckDadqWve4zyA51dQJk/Y3SRzsAc9FUYjiMdonNAiwJjCHyzQt+Bdq8ti76+g/iGcm+CfowZfkuv1uB7D9y1wOzDebxJ1/3sY3IepBbNXMP/fibMXRB3wm+BvAe0dlPGvwWzD6AJGvyfM/BYaLrk2iAJk9lUywc9h+glYDZifIqZfYmg3XGjQrskhX/NqgaB+CK0nEBbBu6Qz0dnzQZhgxPDWEVwPZ6BcQeY5KJfEzdfYmg1lmc/XClBvbKOKD4j8p0CIanzLnpenaixQQ3BiMIWCSCpBEIA7QirNxAwc6S0/B06ZIrInSOiaENVfY2UNpkBBhaAOgZJQP3fuABlUehxS5xf+JU8QTAU8m+bIhrs47EBUh9kJmaS1T4tYJmLi5RwtkAkhj2zi5aaALjk4WVYxgowGVqYibUH6cfFVWx45jT6yrEcWKgG59U8JcJ20JcxB9k0bhIQskCnDt8AJU0KukfW7EF95w3FGCmDbyK74Z8ywlLdQvwcZB7jGYsCEiBHS6Ll1FbJFpHspzySLQhlBtwCFNniodLlDjwcI7ktigH/FR5zzMUM2kJW/AZuM4w9wxlsgMihMaFNniwWbP1Fp/bPZO38ugyd9/3JzfRaXMda9LBohWVwW5PGWoB8Q3wJ9KSAss4qQxUchJCBDiJr8f4CcTalTJETDR6DikUElJoOXGJIc8pbLY/rkiVGSIDXAS/bLhVPESVI3qRcvUzepKZMq86GeJVJcMsBGER6WVN5QwaIJtceQyVPhHV21R1cLKAoJzf8ULjgXSb5+5uG6Ni+AVwImMziJYMA1cfQliD1kmLlgSoYbZBIqD8kc4iEhQ9AeglpHyRxA/R15xeBRQ05VOtEEp6qCHfsQVonDNq+GBf4QK2TnAt0HEYWUta+Zlj+F9hOoPITc/x0rOyCz/yeU8oLzYxicGHTEn+jt/Ab33n+NUm5i6gsW3f+BbLuJ4FtOv3rH33z2jH/4zmcyrSS/QfokDiVuMLATg+pYLtHJEa3DHFuHTYYnc2zTQkpoyc4IO/njC3CubPLenHhDkN2toBYWBBen1GKDSvK+twGcnUPfzGFt1KBahscB6uUVjdk5u7EgCuDLHrwx4Y8bGzjVp7D/ELo+nJ1Sc07YdiMmF/DZAJ51FI6bdwi3fgUbT8HsowxGtMwRah/ejWBRhC8qGoPmLrQfQ/s+hDHlWZZDUyE/h/4Qvh3B55qDnx9DdQwNULMOd3fzfCjgwwguHSjMdeJpA+Ii+AtgiH/zhhkux6q0eS9rcJpxiAquxGnFI9PJcp8sH23BXQGhDUW7ihbeJZwW5DoPTHKJOJqKBKA5EFIAP90zIxwcM2HBDRICX13D10zwOYHaPcgoCN4gSn0KRXlPQwUqG2UyygMc5RBEGWVnxl12+UQM2J3FLCJokSU7b+B7ZSTggRL4S1iOk7MIl8TpVYyQTcwFpICurL1nlXJKqw6yKKysRR9yr5ogg86qY3fFiUl5OsEPElWSxLkyMgEIn9gPEpMk1+GCmJhYyqpiIDhhwg09JIFiATy7cekpR8iq3xS4Yswz3ioL7tTlMKRzYgZMkOIpVVAslGaErsbLdBnJeQstCzs7oGTQhMEOTQ6Va/bF/x+g/+du7zcOgiDS8dDJ45HFZZ4AtJIAsoBEnxPyeECMS54QlRweCgE+WXx0MgnIx+h4ZKkkvneMircEeReBwCWXgLyPQoRHjnAJ+ilPIM3XF1mg4hKTyUBNgzqCCyUibnWkF8+UTuU1B5lveIwgUOBaVWiRxxJV8BUIM7iUOLYyvLJl5n0MzIw3EP0ByIOASDi8JeQ1kpmTAcpLRXwT2Wpaw6XGgB6OAt2cDAbvNzWe61ni4hbkD4mVCYHyAjBwPMiFkJkY4P4Rgjtg3gEGDOMsf1QUHuQEn3bgL7Iwqgn+N23BXPUh1iFsc5X5mM+9S5SLY4oTwUET/ptaTOO+4PWGx4SIZvMeTl7wu/5r/vHzMy4+v6Y3AUVAAZcFCtIXEUApmWjsJI1qEFgW0clLDu8/oHZY5+JkwsKUD2x6Z1IWtBAF/KGJZr+idbhHs+WQUTTia9B8qRQ/Ac7J405LsOhD5y1KV+HO/pyfNwTdU0nD7wN/XKi8O8khShZ0x1C1qT30+etZwIMBYMOpB//pEt4MBVQ9aNlQtalXBH9tKtzty5M8MuGfTcGkZ0F5Ct05FCZsdEP+oi34aCFJM/YEZl4WLE1WnHsnoP0eu3aFaCQZkwrkKzVyW78hDD+GuQ6TV5SCgLIHIgYzhqMx9LBBuQblO9DGRLXvmDIhaMJCh6AI2VoLxBPY/giEhjJ/w2FUYM+Ug++dGOY+RKQAHAE2Grb0zpFgNglJNCSzcgg7JoK3jJQRx4q8V2fAi5qHrY2Aa6i0UQoWOSyyimCjDaYq9ULzGx9iiZ8jGTcFOsY3PIyvOSTCmIHiK/KpEFU5qSyB1VxSMYCUX/MDEF7j1q+qBalhWHn6OuEt0JdU09ugr+AvQT9lFcnoI40R0mOtoo8fc/nT7t/oVvThROmA+dTAOIikZXIylIB+iWC8nLYne3KsvtQxaiFdwnPgBX1c9TXUNkBRiXnHkGtuiBOT+uPtP5PeET/a81Pveb9Nka/L4QAqOaJEH1HDIY+CIIeTgH4egdRPFAnoR2jk8VDx8cnhkSGDj4ZDRAaHbAILDgIFmzwQk8OB5TFI4ooQlxxB0nRSyIKhJ8UpJYvSekxbf80Wl9wvQicDlxQ4Y5eZUkP62HeYe1WGrsqcCDWG0SjEjl8C34LlQDTG4IbnwuNBchUkxdOBRDCVpMi9IM8MGx/pxTeALDM8DMhnQd1EK39AsXxNWzN5WpY37ETxeIOH6y/AVRC+zotJxD8K8E0JvIGI0HkJvAS9C/kNaP81sX5FuXJMTZECuQeOSdv5gvmoCsonsN3C2fhLnsVnFOMzPq6H7O9CpqOila8pNYZclLYx5g5/99sv+Y+f/19Ubm7YDWUdJA/UiXAZESW0UnnWZXwUAlzS0ZTBwsIbX7HZqVI7bHF8EjAx3eRBzME6B5uYaNHHPulxd6/CXtMhX1E5OYm4tqCHjivLk+B7cPU1mjXkzk6fD2o2nQdweQNvDbighhAHMvFrfQONC7a3v+VXTZdf1cGfwdcDOLXzRN4mDD0Yfw21dzQ3nvNR1eEXVcCHr0cwHdcQwSbMQ5g/g+zviErfkm9HVAvglaG9kaFofYxhPgSjAM41Ir4hGhlcjiBS4LICX2dCvHYW8nloF1DaXR7FTT42L2kbgqENpgtRXAaRAeFBPEaMjnHxOBpBX4FXeXiRswkzU2i6oLhk64IDRfBBGw4FnIfQXNTIiI/wRm2IcuA76KH1o2jAp5DcSwXJ/jcpC0E2yedbQG8aEiZ0D0YzYuVLrjnmBEGlAiMVXuBi1D3Ix8vjtBs59hRJHGi2YShyvORjzsXPwayBKNPimM3JGXU/kGfhQxSmtaAVxyhNAaWgL2sDPwTq+Nanfsy/D5b8e1ivRaTfl9YZAjIJVyd93wr0U55OgLr2nlWEkln7Ppm9SM1X2qMcL6mYiYGIgwRP5W9z02PFAsZjpIbRFRYzDKQj9L7tz/b03w/4f877ZFkhRiObgH6Ijk0BFUEeB3n7C8So5HFRiHApEKCRx0VVAsIkTsjhk8HBpohNnkJWo5PTOKWMTocCOTbQyZEjq22w0a7zsbJNkw6bPKVLl0fuDR9QZ5LZxecQuShMNNpkucJzBI4rE0KquILRc4gN4Jxre8DnUUQDaX89BHJU+hlSyVBHUMFAw0ROHy0gR1arTIgxkaBfxqfKmAmeAu0SHKiwWytwlG9C6QDUXSKGLPgaD5O5DSIEbzRBRH8PbhWCPWDCkDzPSOoHKhyW4V424nkzR5DpQH4TgU8/fsTX1hlVNyKagu3E1IrPyDYeEHzwPyF2P8b1X/G75xXycZ2D7pyHWxEP9zpohZiF8SWv35xx/HffEZ0+h2CBiYZKvPTrC0CJgDkGcuGnnlYBKZIh6yQZIRhdDijj0e2UeHjY4fuTMQMzQMY/aQwkPVAFC30RMH4zo7unUm1B57DCu5MI2yojDXMOaVhvyBhH+I6L15XtCrkD8KZNvMs7EHeTs+3B9J8R5neEzZioI5uklHoW7+oRTPYh0iEewvRPxMbXmMUYowlKA4LtLFr71zD8WBbWF2fgH5PzB4yn8CYHkyIcb+SwK/eg8gC2NmE+oTzy6S4UsqHAFlKG4ZKYcHwDhXegR6itd5RLQzZrgr2avBptp0I2/DnhaEPmFLwZOobM9ACWkKmigZOQDIYvgTFR6TNG6hCjArMiWEUQ9QYx+9B4CmRQ3RseBnX2J2PqAYw8mHsQJlRjEuKCypwKYhkfyEYwGa/Ks1yAWJBPvGpzLouhN4QEsyGy8yKH4DnD0jvO1Uje7QYMs2ARQU6BWh2YUyHHB3WVj5KVZHoqz/17HPMhcB/GJ2TCvBzy5PgowfuiAQnoqWFYQXcKwitPP2UmrbOOVgx5SAvQ63vk96WsnPSTt1NO72c5BUu+/4rk+b6UU7hsKkujj1XBm+XRM6wm7r1v+5dBX5GzXNLurtWftKtWuYXy4gf/TbdYKIRqNuHIeEnWvYgGlHDIlUvk9V2qlNkmT5UyRbYpU2NLyXPQ3Kapt7jDA3LYfMgupxyyx4fcy3h8nNnkmDts8hG7/JGfscV/ZIsuH5AVJToolNFRaKFSoVrqUVMWKNMz4ApEDTG+5HU05HMEgQd+JNvTLZ4hqZ0VZFEyvxTGqiB9nxIBE2ZInz4HVBIv3l9yehoINGVKzByKdyG7Syb3iHZ9wI5ic1CQN/KNcDjDIvRnYAvCCL4Ye+wJ6eEFsRzLp3OMxznQBqUEmX2s0jl6acbdquT0D/C5ED1G/rVMHZoml5bPf/SgkIGfl+GTbVCq0Nwv8KeGgzE5JnzxDLt8CI/+R/K7p7R+UWV2eYnx5g8cP/uSk+c+0aycLJ88HjV6jAkQSayVdge7CW8qLSamC1SqKgpiEIKbyxkaMbVOnYPDPeyTKZaprn1G+jU5QkltjeHqImYR6ohWncrdHSaTMv5VIK0iMxSuaeNS8eHmCsYGePtF5u0PUEq/RFyUwDKBU/KcsxnGOAP4agJGG15tdnD2/hq6v0m0r9+hRcdsxT66Be8suBrA5908k+Zd2HkiDcl8QG4wYcuS5zr34LUHvzNC5vkptEwo5VCqHvdqef7Sgwc2DGYwmYMdlYEqOFL0Nzb/xFjvcZqFbBWGZVhU6oTKLlQfgq+gBj22jDzblmR4mULe7iCZkSZX1hyxuELFY2RKW/E6B19rBkFhAlUD1BC9YrOdC/mgAgcKFALY9Fvkw1/iTLZlysX0yEcOVUEyNEk+Dz5FJOjryT2zKSIlRBQkSDloyTllkpXiEC6MZfVsbMJzXKZcgX4KWRs4YsT3GA0fMyvxxSuoaOU6pO5XZY+qsscH4gUf+j6lUJ7FGXeYjraJo7Y804VKJpCQK8S/VBCOfmAY1kE/JgX92zHEuncOKxBeST6svm89BbQiMKx/322JiWCt8vnDlNNtltN6wft920+/trGB2lY54IynPOMpUnhpToFzntDnKbAFk5By2KbDgG5irboo1GnSpwN0CNyY7Ue/5ANN4Wfco89TDvglT3nNp+zzVeaArvoBu4kvvsM2HZ6ylQz5a8Q6scgRUaXCggYhpxTxaRK6Lu7sGIsJxziMcHA4xWPEcWTxajLjTDxjxgte0OMZU8YvfC5fTfD9b0jlzkh4uz3SRgzpZ2ax8ZMAV17cKgY6c0I6pDz8EPmYWUi4K+MqJQx1TqzDdhUeKQrnzQZvtA1EZg/UNiEXGNG3LITNYAxuDLZxSez9J4jyEHaAOVNKvEEqi9eR+bymarIozSGfg/oeIi8gO8KJ/xk3jgnmkPUc1OlvwdUg+gXoOnHtCWJ3iFL4nlJGkuc+bIIh3vDu+rcY/V2UVpf6R/+O8v6IeeZP/Paz/wPz+B1//7nPyTCQuf8lf0AByizwiLAoJ49GWgwXuARJs9lquUmFpAApTKEJuLic45Kh0KmyfXjI+ckE10xVRz0UPPJrOV0nht5ViDM30Q/rRN0dwIarYxADSsxpkXROCzg14eh1wHQrJ2s091owOUG9PqMVGXSSh/IqhG968NVcwdkoQq0sB7l3s3TOTXYtyAnJyX7pwhfn4Azm0J5CJUapz3haFfxXc4XWQGDZcBnDMC4i7CLYN6CdouQ+I985oVMXNBoQNqDullHHj8DsgCsgnqEyphzGRCGc2fBcgc+zc/z8SBaECxqZ4oKnRYWfx7AVwIkDqlEEowVxSVI6MchhUUvuggv0PJihg+3B+AyUCUH29/S4YtaQ4zLGeXCLZaL8FlQfATqqf8VT0eZDa8K2LZiGYM8VYmoQlSGpzGjYSf+J3NwEklYRnAs45IkoIOFNMnwUBAVZHQ5tYEaEwcgWnCNTLc/0kAvtDEmzdKHpEegXmLioJTmmWEdBUUsod+6Bcg+EQz68xwfRGz6kR82R6dAKZXT2CM0yBBJk9VigJ97rCvTT1imZ8FHfk/dfNWatPplZYyZJAbgfAnWwpKOuRwPxLTPgLSOLFZ8pjWRuRw06q56H920/DfqlIqgq8n8rL19d+v6JFdrapK7scoe37BKSFTBDpcsWA/YQyh5RxcXXiuiqoIgP6HiUUIEKDu5kypE/5wIDgyNMLjhjyhkmDj792TNmYYU/ccFTzrjiC84p8RkX7MQDjOglU654gcEFc2a8xuSUd8yZARozYMoClTE6kSfI+gINk5A5JPAQU8ZAYZGErZJU5WExSxaoDtQwyDAlxEOCSpUYTTOIVAfyRSg/oFT6GRtFg13Fpq3J0tf38Yx30ZjIuAY3wPMt/mAsaAMfhTJOyBOic4bPJTKBVCKky412wlQN2a/D4wxMG1n+YybLTC1IAxE3OOkX+DtTxVnENCPwhKCtjxgXzoi6v4HSXdAr9IXBN/YlymTCRy1oF3we53v8afQl4d4G+uOndLc63Cxe8P/+Zob9xQ3+Ows1lH5ci4AeA0IiVuF8NelzWFBIwssUoGVNJkquarpsM4REuEhtTk3A2eWEJnkKnQrdwx0GJ9e4poH0D4Plg+MmC94ALDNEO+kR73fQOkUKmTKiZ1N3JJAk7UtcAcOgSHSxgOkR3InItC3uVXQ2zgQlW3rI18AbNOZ2C04NKDyHrqBaP+Gv7/l8OpeU/fMFvBPI4YVuCS7PQJui1b9mt3vKg7pgvwoXAdjDLO5kG8KWfKyjAdhvCc4GXFxBpg69CgwqDeKdX0D0M0kKmJ1TmTo03WXChIEAwyskF+AS1Alx9vf49QFeFpQaqHUo1ndQw78kDj4CwwRXo2y6VAJ59W1kzjdI1hgIECaaN6BIiNGT1+6FCl+rM3z9GupDUHz0xoy6vuBOS7DflpHXbtTgmfg11vQhBBWYnpITPtVQGsko+c4g6W6Rz1KIgkMpiRDTmM5LUoFp10naIZxjBbBWKKeVLfk+N+csOGKIy4kKORWeITjK94grA+RwFAu9YpLNSTgtVaDbUGiJDppynzB8CkJBJ2Lffsf+wmQnWWf6TEUJkxpTJCCWjWfriZVV3v92D8JtSP5hCmjVg7CC97QAnT4rMtLVkshCXfs+sWTty08riRlIj/W+7adB//SUmFeccMTz5MF0ge+xGfIS2ARlAlWTmX7BGQEbyW2SdKNrpF3O4ZUcnn3/ji31jBP+xCWP+YoT/isuOeVPjON/x4mYc8mMOSeYnHOBwQlzCoQoTHCoYZBFtlhN8YiZUCBGUMYEYkyqBOiUMdHwcChjk6OETQEzOUaJKjI1k8UkTJq5pfZmlSkKZkKvKiAz7wMmSC++BlTw1DKLjAMqHLTgY0WlV2lymt0C5Q4odWwOuPE+Z4iNN4RJAJZ7Srz4bVLfbgIRMyqcY7KP9IXbQIkJPteQvQdaHVqfkK9MqOVe0VAFJeDUt6m7b5iNW2Dugj9jHsMzNHb0kFZRevCZKijZgJfKmNirwdTCWMAf/CJPfpZn+8GYjPDxTk/5pNHg6Yc5xu2Y79495/WzP+B8/Tn6fMqOYNnMUkM2z0+YJCujlJy9fIwXWBQT9kAa/qpEuAmrKm0ZF+Tw8IjTQpcQXF5e0xYZqt1dtg879E9MFqakcqZrUJDS4zJAgcg04dXX5Pc6bDdi2qUqzpFB7EQYkMwtyxDRBJEFswevjqnuOtxt3PDRgxhlCKd9eBfCkDogec/Yl3D2hszoWzbuTNmuQ6YGF4ZC/6ZI5OwiDZ8F0THa+Eu86YRJHTIV6NcVnN0DlM5/B8N7UpDJ65GnLwUGQrgYwddj+Exz8JqevNC5kNyWyq+6eX5hQHMuJRoGvkJAM1nBQDwDt4ffcxgi5QlOa/A2ExA2i5ArwpZGQdT4NKrydLZgM4DvJzD3VeK4jgThGDDRmVNL7lsIzGJYxFkIdegNgSlB/wtu1BsGNdlQNqnBNJfH12rQ3QPyqFv7PGSDj+bX3AsEEwdCUyEWVfDTMrEPLCgm7gDJk+ijsTIMEtRzCeinaaJlNLDk+/vohOQBJQY/lmvEsTyENUzu0YxF7znvlCEdYJKHfklwzJyAHtQfQFZDxaZRitirKWwJeW6HG01O+ZgpH8BCQ3FttmhzlxmlSYwbAiiIIJdEwrDebfzjxrP1crNPqvr5ftCXDJ9MUuxNr5zkOaagn7KOVgXokPdvPw36sSwcREkxcv1PnNSpIYTpBIsRQ0IGyS0YIJgxRSZD6+B6eBHEIiSLhSDCIktITBYLlRCHIgEZivhk8XAp4FCgzoQCFgEZLEpoxJQwEahJMgEqmKhELKjgo1HFIoeDQxmLHGVsyswx6C5BX5alpACE9LF1oMqcLDNcuqRMFEG24OArIdS6kFcpZgZ0S79nBzthwQg63pBz95LYqcHcwI5n/NF0qQh4KiQJM0uIyg0RY0hMj0+bK24YI9hRYKcAD7LwfVNnUemA2gElwyA+4q17RNX1iWYwNEPc+CsQaW6wBPkDwsqATOctrZxHVQE7imhPXqAYgPkESvuw9ZitD+6itF5y7H9OdHnBnU6ZDz/e4rw253/9p/8Xl1/2iM+uIRYE1OklTT2V5EpVABcvEelQWTFt5AwkL4HkNAsq+Qdpd2Sar5cd0j4eEVILESEYXJ2hKjHtTpfyYZfjN1MiNyRtn0m9QbEEhgBCG+f8Ao0KnYZP7l6GyzNBz4rpCxWXOtJcxcAYomuCsx7uLETZgeIGFGoZRuclAmtXrls8YIgi3lC1BkxfCc6akO3CsF4hKv4Ghk8legQj4IgOUzZiMCdwPYFvh/C82ySs78PuPdg2yBrfsNt32bDlVRgDVwIWYU124A1fQWlOtvwlzfqUgwY0muCGULK20SYPiOwm+LJ+UcBKmF+Slno8gR4+DC6hWIWsgd48o5hdsNOU2v47G1Bf7KAGvyAed8DxIZhTTDrrdaSbIxObaVFdMneIZ+TjCGss06Evh/C1MsPPXkHxAlQFpT0gp0zZqgo2VXlue6JCOf4Ez/wARBcmM/KBoB5ANlhFcW5SK1qRRm1yRGvwDg4q0jCk0YCP/pOgqC/fg3DREv66acOlDQNsYmYwfAeKh883XOYvOc8LAmCWhXkDgjSJU6iiVmp0KLGFwr22RBCDCm/tJ/T9h0AX3JicoVFHpUyMSGqFEvTXKwHu0tNPWTlu0jS67unrSVPZ+4vLKesouNXA9r7tX8Xe+TGJkx/tET/6m8Czfa6HgnhDUMJGIcKhQIiayA6HOBQIyCRSZC4GDRYUyTKggEWEhkUZlZgyJgqCBRViFCqYZAhYJKz9MgsKLHApYVKgjUEFg4AsU6rsolBCUCNkzATpE1SBGkGuRpD1KWdj9prgKSpWqc5bZQM5tyiDFe5wYuU4iG36I+jFAsM5Ig7/AWkWawDMKXGDzR7y4W4BRWbJfNotoAiZXeb5S5TyhN0q7JXAJ2SEwXFwBVYMox69cMHfLqRwxD7SaG3iMckP8EsBNA+gtIOj6pzFFq+sU2pTGC8gF87pFI8YHT4hrHdR9+8xyQ/5++sLRm6e//nJE35xr8m7Xo/P/ub/yfG3c2KzkZxxBmhg4TJgvmQjpTwNHycpL6VAnkG2tXkEhMtHLu3BDIgSKiesKwJGCQ9KAzQhGF1ekCek22lwZ7vN2ek1Xhwj5ydlYDmVdOX3ZyMX42xOb57hzm6W9oMK/Z6CfROCSH+LDYzIMWCDEGHACwsquzBsbKA8+Bn0WjDSIJgAx1S4ZhdBPobTEZxN4VUjz2j3Aex8CG0VZTQgN77mThhKdWnkBKwXts7oVIHiRPYEFPt0Gwb/bU3hQwPcPoxtGYnEbMm1I0KwTgmt75n1TK5LYNVg1NJw6/tE9V9DcB/Gl6jzgMpCauRokIgiKkTUQBRgYcLiHHf6NT1lzlkJ7BpcFVUWhU1E+QAaT8A3yHnH7BsFthyHjA1OBAYKgmpy12NkfLVYJvUCpENji4wU8fdmwIJo/Dl9zrksQkaTbKHrqoqjZqG+IX9nY5sDtvilf8JTL8IP4MVYQaMFixLEKXzb5BPQT6M9KRm9XhD2lqCfwqQkbqcpRZkmUvGW5iTNw6+omEJSYLGJnAjTkSvsGnjWn2Klkne5EnH2iGtOucpHdOrSOI4QePkKlFoJnrTY29rnI655govnwCLUOeU+p4s7CLOE7E/OkrcV1Eiek5uc6arxTFY6MomABaynd27n/dM6A/wXgf6P4fvHr/8U4N/eG0cRc1eSjUosUAixKeInIK/j4ZLHJUeegCwOIZssKCZt3BagYVIGBBVMNGIsKoSoVFiQwcemgkOWEh4FFsxpYFIhzyUVZgTozGgQoVBSBA1i8qUQN5OBwg5U6xSyPg3972ljURawS0zNu0Bx3iKMEFwPJxrwuSc7Gx8nN6BGjMaAiCkSDqv4tLhhyAwZsdeBhmJjFQxEOQfNx6CXyGRDQv6RQLiIBQjLx5t+DmEM/gek9YYRJa4waKuwVYP/pqOQK6h8pSkEIgIzwJ4L/mDGjB2pknm3Bf+2DY1sxO/pcZ0ZoUTbzJwcutjn33y6S1g94x++/h3//E8nvD2LKcRg4CbQXEV6VE3MhGPRIIV2qT0UskjKUCmPWw6j8xPQT6ljKRdBilenmU75fjnPLFqS1FQhGFzekCGk1WkS7e9wdH5DHKVeYPp5CQq5xEPNxTAe+ywihcr+NsrmFlkh8Hq27G5ihsaQNv7SpM0ieHYGU1NhsbcJWwdQ81Cu/4Q2P2MPf6m+OgLeRgoXoyJiYUHXgoZGcSfi53WVR9dQNCUQngMj6sAu2AqcvgD9W3KNL+l0HHYb4NXg1NUJRnsw3YGogISrPjUs2kCwgKMFfD6KeVdYyEp+JQObFeobTf7SzfNgapG34NSCKSpyWtaKuZPFoiJko9ixBX8i5jg3QpSGUJtB3qJYjnhaEXwEVFzwFsC8Ak4XvFzCjDLJYpOWayW5A6TYworSqWBQJiK2ZdH7yIRv+gts5QYKx/LKNy8Q2R7Vakw1A44CW80cVT5k7v4cwk0YPacostQtjVwYIUQq85JJvi8FRYdMst7SiGEBxMu1IvdquBRYcXBu5+Fl762CS24t3SIL0GljlgLeAuGN8LCYmPBqKOsjz1lgZE9B7wAlKPTwqwMWhEyBXAn0vI5KAyrbsLkNTGjT52PvmKeRIed0WAr5RVvq7gRVWIyBgByyuJzELGt8/5WZ0xIdI/gv9vRvA/+/5OWL975v9Tc530qlzAIVnwUlPLIUcNFx8cnhkKOaeOkxGSyKaIRUMAEwZZBEBQuNEIsyHhplHLK42JRw1RJdZU4ZmyuKWNRplrPcy2b4ig46D2huFPlFaKGrGnamyiutjYg7IAoYUZuXI50NAcUpXAaCeXRGHP4zcoHVgSI2FUa4S5JmG8gzYcEQqX5TRNBlpJwyUV0Oq/BBBajo/K2e51orQJwB0aY3KfJP8wz2wmUjgEUMdQxuOCJO2UVqm6jyiKjygm7N4k4OqkJwFVzyYvo5wWQKizoQY+s7mJs+xfaAWjYmjKA0mbFfOaZ59xNuihFarsX+7v+N88W3XP3xj4w/u0QZxcvfYrNgxgiWYF5GEGAhxeoqySt5pPduYyV3O/WqNKSqitybtJckBiBlIqfmIH0lnZSavF8Iri6HRKhUOxtsU+TyfEAcpaZBPpI63pJFnvZmDmceQhgoG/uEm3tQ9VFOv0d4Eyo4NJNz95FA3kfHnmTB7sNeC6Uc07mXYacfszWUQ6UcZEG4RxHBHjg5ODuCQY9S9x1Pm2M+uQeqCV8O4MLS8MQ2sn9AAcYo4THZ4YDZVHDTkIrO41qF6M5vEnqoBtPnKFGfLgGN5JfOgWtfxfWzUiY0K6B0TaV7xk7B59621Gi7NhW02SYYHdlsJaS0Qgl3ec9kKgJcTwfPhskRaNe4uc/xWgsWGahUQcsp1FoHKOEnCO+JbBf1FYqmRykJ1tJjhUsdGdmqpWFS5XY04JIDUZRsISywXzDhlNOsQFUgrMFRDmZZAZUKZPNw0GWDFp8EOj+LIwIHLkyFQtTFMEoyvRk7yGggXnZ1yD1pCmi1V1/z9D3WQX+dJuAstYBCUiOTgr5K6ovriZMSk6aTFIQvwLflJ+1LRuNjLpI8e5SBZ6rHJaeI4p6c8UwfoV9RqQWUMvIsKoUcrY17DHkM0Q4ELeos+JgeB+aYnCPPoOCXwFyLW4RLVoS3UkDv2/4sT//9/xI/euVfigiuRx7+vkaZBTo+NiUcsuRxKbDATuBeJ6CUeI4mRRRiKoqJpmu4NFHI0kxasouNQ+raDvcos0uFORW26h/yQeaIT9llzofs8msO9VM+Vir8HTtU+IjWtI41sGgSkZmeovgvES5gOThiwPPQp4n04nWgTozOiBADmbqpEtBkwAgTQRvpfDVwWdAH/b4swDY+oljzaGW/ppuRFngW+tTMl1w7bTDGEITYgccbFJqkjCGZ/LlQxpiZCaL9FFr3EXqThRLRD76BQYQ1h4VtooV/AiWE0q+h+xRR3sHSv+E0+j3RaIw2he1tnSc/r/B9fsorfYpR3eLocsiLb59jf/s9Dc9nD5mrLwFNBA7ztUdER8rLuVhM0RL+dep3hwTIWQApD0NOJksJm+nDIbcVE3llDuSrMSvWQQr8Z5d9umSotHfpUmRwfk0cyeA8pXKmBeP1Bz4wIljcwEGTTLVI9V4b/+gtdU+slS5l5cmhDrQkb/boOXrLZntrwqebHhsVmPfgjQGXqDhsIA17BjDAeQtnz/HNELqg1iBfyaCZD6H/GKxSclbXFLhhF0EhhKshvBzBZ0UwuiWodeBOHqV7w85UcDhTqDgyrzxBjj5Pqrzgz8F/h2U8o5/1GTUgVwOvnEWvPYXwN1IkzjxHnZnUwiiJk6UHLGctVCEhRxBNEPaQqe1zpsClDi/zcFYNiBsF2SG816IkGnwa1Lg/HdAOYDAFO9YRUYUVxM+TCtwqGpghyZlydYNMs8loAF/+62oALwiwlCHob6TqZ6NPoByTrQVks6BVodXIURL3IfglcAdmR5TCMlt2lsJCJn4WIdjJmk2ZQvIMwltMIUkMSOnEKydiPZvuQJI4ur03mxAQZOJo3fOGtPKgJzn2GDADmCDwADwTpqfABVPlLUe6vXRjzooRg+IUwUgKs9VisoTkiWg35YiIUKh0xR0uwl8QcB8IyZkT9r0iB/hUXZnZe9/2nwF9sfzb7T0/fM9PRQSr128GLj46JWzyuLgUcZQc9WxMUwlwqODToKxe8KhZ5Vzdo8FTdviKpzTYq99nV/0N9/k/8djlIQdUtBo17tDB45AKxxzgBk20+AUVZkQoTKgwGS4wvecYnPOCOQ/PPM5ewI2ARdQj5nukB19HkkgrTNbkEVpAgTnmcjRKWXrxnDDFp61AJws/ayi42Qyj2hZoB6AazMSMS/8ttZsJzQCGs5goOkcRnye+RAdo49DhCpM9RbCVhY8aoJQzfFkuM1ELEGYIrRJvZxr2TOFngYSdDR2elGNONgT9agWhlMGJGfR0/tHJ8puyzr/7GD5+lCFsBsR+j7l3yvjCZf7FO5yjFxBXmDBO6issH5UKET5GQgtLH+ECIQ429pIhrJP6eH7iXaQhp06EwEVO/EnhXTaqBIgfefurGCBibQ6oEFxeXrEhslQ6O8A2g/NT4shjXZVT9j+m1MDkIQ0jOH1N9k6bVtWhe6+ONnDwRpFsBgJm5BBLkxtBPCUaHmPOp2T2I6olyByCOsoy6xVl2oESCdsdnUs2CYkn8HIGXh1OuxWmtQ+g9CsYajB6A8EZHcxkLIj0kC8E9BcFolMbiufQLZAtDXi6FfFXG4LWFI4GMHDApgZL338GDCjHNlkXbm5g1IfPc4Je1YdWHhp1aMzZ3tngZ0aG5sADD8xI8nRkGlJFwtqUAi5FZNPSLIDzQNA3bbg5AT2EmkOhcUEt47C3IU3GfFuhG+xxPH9KPKnKKXP+nDyePBbSyMxIU0D55O6aKMwoJ6XWlFproYMoSelL5tB7g80ll/2YnCKzTC9KEQPNhKYKWgidIi2lxEexys9iqeg5MVRK3iZToyFrG74BLMglHcIkd89esoDWQd+XLKDkvFZpohWFVE3SRKukEAm83wb9XBJ9rIrUKelh7fuEjxasUkl9I2BiTJDuSAzaiDFf8xaDehEqeThGcJnziGvJGSge5WaBu0qeAwE1AYWfIOr/NOg3myi1Q7Y54pB3HCTNWUNynHHAhANgC5yY7LxIAXXJz5aBXiG57UUgpNBocHBvn3zc5j6bBOyxoT3hSWXOJ8oeCj9jh1/zhBn3lQJf0CbPPZo0OSSH5rhMRAYTlQwTNKYcjac8D6ds02fGd1yS4zOrTyM844Y/csMTPuOKfyMmeOIYm2uO8TgZR0ShBKo6Ao0pcmBDA9lqVWdMHzs5+wZS+sxkjLTpJdA2CfIblNrX7GYiGhUoKTEDxWcaTIjsBoxGGOGCfzQdYgGPSL34mHP6uCm7iQoicwcrP6bSNXhYlWJuIRYni3dMRzrC2gTfwRR5Lsixo4c8aMHjNmxmI4rKmLnzFntgwEwQFWvE+39JvnNC465FoWLjemNqjop2PeP8H3p4i5TzUSGgzogBGeSUrjQwtnBwk0EWqy5Cya/SE8Jm+orMp/rJ3rTAJAlrUcL7UliNqVYSh0DA8lWZ25fmISJO3gNCxAxuzilXKzQbRTJscn32DjVep8LJu+PcynX6ENosjs8xm4JHd3Qaeyp9LeaoLxijEFJDAiCkvn+eGSUv4vwtRF1Quhp+d4ds/h72ZVU2TzFBKvnM6Ca/34jh7QS+nfkstjRoFWCrgNKusDEKOBjHVH15vgPgEo2QTdnpujDg5Hti/Q/ErWuKbai3oNOA3LyFZjwinNWQU8MnaPRpE1NMfv8ohisHHCeE0RlULJRGj0qxx91myNOGHAJ3aSnE46aU8YhBwtqUUqKwI6sAMJVxtiyo+iYMjzFHX3GpmJxVoFGDflFllusgOodSYVQsKMyP2TVyNB0XXCkSN0uPlUYWGGQwl2ywtO/CXrZFpt0EBkUCsrG8vyMbjuwQkwX034E+hPIAW/kepe0QqUAOCp0sWR7AzqcgdmB+RlVcsDPLUfcc9FASlhY/SgHZ6AkfXmGlnhn9oDag4izLyClYh7e6UyTo55NSq+w9llWFVSJSfnK9B0GychRWHcIRRDYKDioC04S5CWcIekyIro7k/VPn2NVjbphyATgFMKu8d/tp0K9VURoeVWo0UGgkP6xBhiINJjSAOjS26G4/5DE9HmMnF0HnlLu84DEx94E5dt5iri7YrufYSljKOtvgXqEF15g84QodM14wHn3FVfwLvqTPSwb0+JYb6zuEuORreviMGPAVU9HmlJAaI2JOMHjIgCIxUGWKIGBKFY8MNUx0HBZUmFFYcshlUdJAMrolo0bQZEYGk4A2MuXRJKKXXxAWkwJsdoNMXiXibyCe4i1AuDH27A3Cy8rwLWE8WzTo4bCH9I42kGXRa20AxUfQfgTFFnoui83vGDkLFAuMmY9jPUOItPBZB30Xmj65zluKuTGZGPKWgMkF8cxAKf4V4vAvoFohLE9wN7pMi+cYyhmucc31kcF3n1tEQSFZYs1kcVVZYDFigWBFtSwg8LESqJY9tiQSUqnIgs7Kg5cEyjCB6jRXmqaHQsQPmtXXm0ikY7Lexh4hWI3lIwq4OXnDwb27dBpFssoul6dnBHFMzMrjipbGKSV4umhYuJOIGzKU7+hUtovUSgXOL1zZTLTGfVEZUU+y1L6AF30YGgrOXh2reg8ebcopLNN3ZGLp5VeTbxoB5ygs4hbiyobxa+jkqTQv+PmWzSdNUC9gaEovf0wF2RGeQ5Ikr8iFN9D3OB3DvAXXNZV5bZ+w/hfQPYB+H2YjivFs1XUMDJGMMWhIBbfZFWL2FYb+gn4xYrcNogZKoUq58ylz++fS8iymqN6EWsJ18ZGeuUkmWf1a8g1TcsKiKGBuQM+Ar4g4KowRmWtoNaFoU6kLPqzLWcu6DZYFkVEFrwV+ep2n5LCWDoY8OgTLadAyRlAxqCTnJcvIa1GK0CCwYHpKSI/rSRI15OG7bMB1bgb1EJQF1LLUFZ0PGyofA2oAtqPSju8yGW0hRAPsGUSyQzifrEDpRKRrP/XObfQkKkprSA4p6K86DpQ10F+xctLGM53U909HU6aRhYeSJCxXzJ11uqZPOqsvJ3tJEBA5+NM+CynXiDOFs2veu/006Pf7xP03nHHCK6QQqAu8wmbIayR0zaAwwakZzBLeSgaYIrCYI5gmt3LOjAFfPj/lflPjii854jFfcIPundAL/8QpB3zOgI+5RnCGx5hLFPp4CG7IYeFQxCRHHZMSBn12mFGVui1MiYEpDSI0ahhoeMypYZOlgkURE5cSEwpJmxWJj+fiMkl+oaQomuRZZANKRSmGplRUvGydN3oDQQm8CHOW5StTRzVh25WPbIEFKufE7CdHrxPRpU+fGRG1hIv/m67GP5dKXOVaQB0cn94ox9+PI6YObMfylm8QMaBHUHKg+zEU7+HlulzHPs8nM2r9iNCBUjbgk0ONl5UsEyVAyWfRNx6Q2b/LItfgy5fHnP6zyfV1SCmECjZTBqw49lkEFeZ4KIRLv1eSI0Mc5oikmzot1AZoiLUyWAr8GoJwWUZK2TnLZA1izdtP+TvRrfem5kAhzfKnpiNybK6Ojti/d0CjXod9OD8/x4viJG5IP5/6VmESikvgGE0CLDemvlsnru9Qz5QYHs8QgZ/c/yElFlSTb5dUPLh0Fdx3JmwY0Kmj7hep1RTqNx5tR56bAVwCA4qIZKA37hguLoiGr8h2pjSaUL0PjgnTfgnP3EIOLo+AEQrntLFpImn4L/vwZV9wUnaJNjSoFuCgTtUpc38AWwt52gaSMx8k0ar8/TMUBpTDgGAOr+cwKcD3NY1pJQvlBhwUUMMFd50mh+NrSlaM48undkGeVQRkIU2UhOVVNKDiORlwPJi/Af0GK/slVnWOU5EqFtlihkb3CVfBL4mDPZj1UK2A6iKklLBRLNJooMp6CkhjfisamJHWBtaNkUE5MdIKMHXh2hWSZjE8BYZQ6DFVvsGq25h50DJAJUvMNtR/DuyC26cej3hsn7Mxn1GJ4doET6w3i0kGW45gyR1a0UPTXhWQfB9vaSrS9E60dDdXfbW5tWhg1Zi1Ttd0yCQpp5UZgFWHO6Tdv+mn0nN63/bToG9byODekQq0pDSoGB872WOBPWI8PuEIj3pyCsdE3HCB4Ij00VlwxHB/xn4ug0Ifk7v0UIkJqGGgAiZVIhTqGGTxsahik6eMlXTUlplToct0jYJZRwHqTJEdrg08NOoY5HCwqGKSo4xFBYMh24wooSCXcwmoETBmhFAXULwD+UOq9TntwpdsZhzKwCIWVBYXKN4rxNQDV+AHBqeEiee+GnJSxGDOCNIHX9nCzl8iyhP2WzGFHBS0kKt4SH/2mnDuwGyOFzpckqODSwMoqnC3AHSzvKqVsFUdXJ1wKPh+5DF2BJ9m4MkW3GnDSWbO2H5FlCmRe/yUzfuPmPkX/IfPL7C/viHfD5f86hpgM0+obw1Svz6izJw5UZLFTFtEBCFewqpa8evlSBvZWLVSJJeQLYF/Kcy3ImMifsDSSf/ILSV2KqSGIj1mulh9x+H0+JS9u/coNTpskOP6/AIRxWtHkgkfjYhCUqpLHZeZHXF2MqV+eIew3CJ/t07YuyAwRuQwZEMeK1nhHiouLQnOvQHMxxS2BI/rBvfLCuo1GBPox3CBhrfUJRLIqsE5FXeEexFzPof6JozLRSj/DMX6EHGmgW8Bl+S5YVu6FbhIrv81WVyrAosBlAOUrs1mZchf7Mc8DmExhdMhjNxsQivIkxqwHBNayT20gTMH3jo+Tn8CuXfQLJNrjdgt23xcFXR9OB1DaOmEVkMOcyEG5qhMl9FAgDQ0s0SaRK4qD8IhWjjCsmOO+5JA9DqncF0XxLWyLAhvV+nGDX7jF3jiWMQGnBlgiizEa8diRj7R71nFYSRcrVU9QmFOJYHcmLRrQ2Ml/uaD00dlyswWnAK2Ct9nfc7UPqK1gMwMqjFlQg6KEU87kInB8zUu/UOm0zsI0QVjgBK7FOJwuaY8JElV3rUV6OtJuiz9NbJZLMeqizggnQKyHg34S3rECvTzP0oBpdFHypYL0JJKVrr6//Wg/4Pt/Vye/1xZl1t7vnjn8ptt2fcqUBMbHlNljkq0lFGoYpLFxaLKghKlpKN2SpsZNTKE1JkSozClQQw0mJIhwKCOQ4YaBkUsFlQwqLDJiCoTLjlgkCh8toGKDo/qKmZGZ9DchMw+qC0W0YyheMPboUMngMupwAyuieMvkgvdBap4NBgwxUQWfBtAE5c5fdDvQXUfug30nI6m/Q43nhLOwbJiZtM3RKGf0OraQAOfDgPN4uNGxKMu3MlCQTUZuUecD0OYlCByCLQW0dYBpfYNxYyDFoF/7bLXmPHkVxuoj7d4c3XDZ7/7B+KTI5j4bCTfki6pMhEBsySHnrIqCoSEWNhESZEtpWZqCDz8NWU/WbgSRESJfFqq8JfCu0+wth7SvenAyxV3519ifqmsTAHJZxa2w9HRKTt3H1NobNAhz/D8jDhKs/sBmTW/KqXfyQdUJQoyuEc3ZFsKpZ1NKocNvMtLGEmJX5CAP0RJ/P5WchU8sIcEx5fQFdS7HvU7cF5ReNHXMew0gZdHws81BXpsEVMGBgY8M+GslqHf7SLKd+BxEcav0YfXbPgLusn5zpAzbE1acr0JDcxrhPWMReYtQctFa0OhA9VmCX3yAKz7YGQTKfAeNRY0k2tnILM5Lg1ZQ3A9uL7CG3yHWbrArgriOuQ3FKobe+SD32BPNsH0wLbIRvOlYJuDrGg4SclffoMFTKjgU0ZK1IxcOHUDRoYBmWPQxtA0yWSOadV8ug0pUT0KsrTCp0ymD2FWhtCAcEY5ORaklQeFmDpLvaCkWSzlIaUpICcRPlxFA3OKBMtoYBHDwE349/ZQpoD0S6bKlxiNBWMNimXw8zp+sQOVx8A2BFXaGDwxLzlwDXI+9OZyFCthhXV5uUwSDaz3BNyWTUjZZ+vwTuKvp6w5Byk8v3JcpHCDuray5dFTSWX4Lwb92xD+fp4OP3rPv3QMNxDohFSTwcJzqoRoVDHR8LGo4CWyCTlsLMqYlGgzpcaMI7JMqKMS0WSCSsyUBj4qDWZkcZhTw6JIhQVFDCZsMKHOodpjK2PyiiJWoU12J0sn47NRg6omE1ETf0LoTmEyxZwP+X1gEUTwILnYDQRZxviMIFHnEbQZcsEIKWTbyMDDkoJX1ejVuwhtG4SDEbT5cqDjmdBZyDpgjZAsAzyGQBn0CkrjA0qdPJn8a4I4QPHAG5o4088hGoP6FGrbsNHGK3c5D7/AH5xTcQT3Dgv821/dwdrR+T9f/i0vP78gfHsOvgvUGSbAnNZ3ioCHz4JZwqRJl1+BCIGNQ5x4/CmQpyXWlY73SmxB4BKzEo7VkjUggX+9EKwlZuJ96yrNzsN6eVf5wasx4DgeF8dnbNx9SKnRAmB4fkQcSQ8/fbxSKpwsyilEieK/iBS8wTVZYdDYLdDZzbFQMtiTACdK89p5ZCd2Sng0UOjTEDZxH64ssDfAa1TIlO7CoAXDvKTAMEblii5yCHcK5KcxnE1zxMYC2hPYFBQ2Qj5qZbk7hmJPkmB6wA05YnaQBX+ZAtLFFS3fxbmRQ9mdFpx3mridj6H9gcS4wVdkjSEbsSyfytIvDMki6Ca/JwKmZMIRmhEyNGByLcXf3lY0vEYLtu7AhkMxGHE4zNOe2qgBzIUc3h0uBdskAVZlQn3N654j27mgBoECgQHXrzA55lzzqdXBz8ComcPKbcH2Q9hsQtynOXvN0yBDc+JBIAvC8lh1Vikg60fNYgZpbWAlHaEyp5YUvQWJLs+yZpEFEUAwRcPE7sshhY4C36oeJ5kbRHUsD9UMyGsWu/WAA032RrhxhmvxhOnsCXF8AMYA1RNUYoVCuO5wpHHzKuGjJZ5+CvqS4Z+DteSRghwxleb9pUuzDvry6NmkqgBpy+L7tz+Lp/9+Dx7eB/g/bRxgZMDciqiVDRQiDGr46FSwyOCyoIRDniIuJRbMaTKnTA6fOjMEOlOaCARNJmgEzGjgkqPGnGouINQ2COmwoUz5qF3le/UxFX7JI93g35a7nPOEXPhXKOEXqKKH50LkxjizE+J5DPFcekHkManQwyYl6DWBCnPG9JCeviwFm0oFpzKj04xpV6Gmx3iKx9S/wu3FYIV41oB3YuUfr1hBC8aFGVGnBuUtRH6bQRzxfHrFcDClYMti4obiE9TmWN0CYbkLCsyGF3wxCvioUea/farwV39xgF4t839997dcfGsRn/iJuJWG1PnxGTMjJKLIUrEHgYdNjCBaW0hSzM7FQUm8DA3pTUVARJSkaNLUDUBInPQBqmt7Y0SiW7Ly2eWM42i5OuLlWknLuvJ4yhp/X7CidKamwHNsesfv2Lp7l3qjQibe5Ors3dK8wFIlalX8ukW287CGfca+zta2xv09hXk9w7cnIfNQTbzK9fzxmBJmIowH8wWcnsKspTLbvkO8+0C+/foNOD2qzNgilayQ4xp75CWQxzUYDMB4Sal9xX7zmo83BHoJXg7gZg6LuI2MHNJC7zV1DDaRsGcE8KIHr8YeXsWFVgRlndJhgaeLAgcDqC9g5stCr/SJE65/8nuqSZe1DswjeDcTXM1cxLAH5Ry0BPW8wQc78OEWxCa8moNjFhFuI7meUgcoj0kjObrk6IBDMbmGOtIPNygTkIvkwKcB8GXfpl8aQ7YHTR21MGe7o/BYCB5tymKw4eswaYLbhCCV1JhTTsigynKPQrTsJAc5AtJaVgtiZNTg3qIi3z6WBjgC5pFKFGXAncu1OThnyDdcl2yaWdBzMKurmHoZ0dkHtqFTpMGYj70LHttDNAuMBShxDrzbPQG5H/QN2IDsIln5/9pamkiQDk9J+XKpGZB9A+metFnsfdu/mqf/vtffv0f86M/CAc8T1MoGOgFzajhkKWNRZMGCIiYFukyoMOeCLAY1dCLqzEBV8Yt7FJUqdwjZKFRp1T5hm6e0yfDLwjazzCZb/AUf8YyHqJyygeAhxeiPFO0zAgymiwLDaw1hwuZCeoAaCzR6xIxZsdQ79BkxSar5VaBDyJQb+dCW7kL1EbmKRqH8NYIbwhCYC5zRKbHtgv8hJGYjosMNE7pEbAHtAvxqQ+NNvcSxGhN5Hkw9hoM584XHI+T4lnoR/nJX4aKs8IwJ14tTRN8lCgLE3icUdmw2Py5hKlNOv/qO7z4fMuvFKCJt5kl7I6v4RMyYEyfeWJa0VBckXbUxK6aCBH4vGX2RQrb04uOkWJtmEVepG5FAcgr80heJELeOoiVmI054++makZCeQryytjcF/Wj5fbIE7DsG/eOXHNw7oN0o4RoVFrP5raPdflDSsrN8zDL4+IbHpaNQvJchUynROixwceJAmDb3SAjTkoRiWui1gF4MvaFCbBmwHUKtRrbQoD4UtPrRkh81A3oouHSQQF6QR/DOiK/eYI1C3C60OlAp6+QW96C/L3Xxk8hB54Yt5DEVZMH1Bg03aCXDgo+halHeuOBBZcbPDqEYJqqawyyh10Z6yrLPV2VEO4FIBQnJU3QETTmHwR3A6JRF4SVmaYbShWINKrU8rfgjBrPHiHER7DFEMyp4yxSQlfzmaClxCBKA59QSRyItCM9FhthKUkSTF4jsEUb+JW7Vxy+CVoRMpUip9UsM75eyGcI4ImP5VBIZ7bQgPE9aKtf1gvJJR3KGlURDmIxASqs9StLzn6aAHNLaQIUlc03YZPEQljzvBfDtjcdF7gaRu4RMBK0QlSGNostmHgpNyVe7jg7pLT4iEndh1EOLNEqeHFSzahb7oXqozNWvNx/KgnAW1iBewaXASq00WK73H29/lqe//q+f8v9/CPH86H3y/01TUGvNyeJhUsFRClSwqWAxoYWf69DN29wBzmjRbP2SR5lTfs0G3ygP6BZNDvgHYjo8oCUbOdhiiwlFu8/bRYNjNA7EmMnoM07ifX7PiI+iC8bOZ9zwbzDeDFB7Ukm8ilwaTeT4bik90CUty844Y4hJM3nftg52S9BrNPALe6Bo2FHIa+MdwbjPthPje5LJnqOHnxxZXuo2ptrDa1hstX0aBRipIXPvlMthiDNpQyj7S106DHM9HrYD9loxii6YLwaI/h/AbEH3l7B3D1GG6pMux8Exr1+/4/ybAaOeVF7x8ZgyTnzlMtL/qhEQYyaidalPIbcQGyfJoqfAnyNEyqelgJ/+d6V7mUKz8gNgTvf+eL2sPH6BYFXuXU/v3ObvvC/Dn75X4DsuV0evuX/vDnf3dzgDZgnwy8gkTUeln0vVS1yyyDqE4wteHIXUd1VEbYP2owaja49waiMftSllvKUKpUc6lD1DTBscHU7PoK7S3HP5eDtit6LgngssX7KAJhSQzJ4qaXpFo8cmIWUPbi7hbA43GyXG5YfEdz+R4m+DI3BvqDNL2gPlGQ2Ss5J044q8H/MTHPNbjILHog7ZNujdDJXmByiTJwijA5YBYkKRGYlSDCEpa6fIqoYhf7fuTAmdmOMpBAW4bmkMSlVE844cbOueU7dO2DdUKqZsnpCdvzriFgCbZBKvO2XszyHp6VlFVMIfovgG0zm8BeZ5eF4UzOtALgvVEkq1zn7c5teOzqETYs0hcMFxC8j0axYJ3SbFpDagJffNhKTKkq5+Gz2Jg1IxCXnXc8m9ypG2c+XXcvXSbVCIPBU8WTxnfMGMZ1wWLKoqVMtwU4KRrkNlE5Qm1HLUmfFz/4QPgwEFH7wp5EQVxSwh4hX1MwV9lZRCus4CApnhd5eao6nv/68H/WIRpdCiRoMWDi1k+3CbDCVaWLSSheGje2VUu3/rcVyNXlnfo3AzynD/0yy7FNA5oFv7kO38gl+xzSue0NF/zUM94lOanHJILPbRRZktfEpxzMk45EI4+Jxhui95Odf4jB5Pec3Y/5yjqMjnzDjkgiwneMw4I88UQYNpAuxlIpqMGGEmlr2GHA5iMECwx6qw2mak2XxYi7hbh50i1LIRvxdTBk4PrCzhcMgbz8NOwCshYdLBY8E1MU1QN6BxSLbbQC+8wBHHFPyI+SjGHF8RhxNk9WAXsjXUzidkmwOCzBtm4RC/Lxj3fFqZkOr9ba5LCgsdOnce0I9Urk8dzv7pjKotlku0DgS4mEwTsEz1USr4BNhJVjPHKuyVcgoeK76MfIdPhLbMta808uOEq7+CZ4WI25756lPx8j0rc/B+Jk8amKagLW7FDStTkHbkSjqnw9nxGQd399nZv4PPFdOZsbYGYdXvK4FfI7wl3zD3Y85OphQ26mhbe+T2u8Ap4bSHjkk5ya2mnZojSMxAVZ5FZML4higaUd6cs1MVaI/g+x6MRiqeSMv9enKEHlUMukhYtAUcG/DMDLArHnQ1aDdR6gbticLBUNDyVno8PVRkib5D0h6GwoCm8MjbgoENJyM4b+sM2puI7hPodGBxTqb/Ha25TzNJO86RRsxPEo8pACsJEboCxBH0LfjWchnrQ8hfQVdFq/rstRU+aavs2jAeSf1/2yvI5oA1iC+taTdJw6AkR7+dg6+sRQMjF85dD2sylGMUcz2U1ohc5pLNSsx2CZw29MMydffn9CYH4DfBOkOJTSqJ/0xyny00xHKuV4QsCNvLaMBHGgZ/GQ1IiFdYUEqOteLMp7TnFY8/g4PiCFljWMAzIs6UAVHuFBQHWoJYu6RQtGgUoFiEO02NC7HPjfcLAnEPjAm626Pl58kvPBQhU73Oj6IB/0cpoJS79r7tp0G/1UTt6mxxxD597iAnRY3I85Y7WGIf6IKSZSO6y9PwhidJc5aCTo8HvOEpMXcBkzoWTxmyvRPwYLfJY63FjAaq2KUcvaDDgpcUuXLy9O0+Pi+Yil/z2WzIL4MzLviMK75kHIx5LqaUucDhLQaPuCbHQyxqDBAojGgRotFiQi6RaTYpUWVOhVlyo1vMyDFJxLdKQAfBFVNcpqC1IbeB3v0LapUilcwrykQoLtCb4E1/B/4Uor3kMm4yYsgAe9lesgnM8xZWXeA2dqFQw4mveWtcMOur7LgRuVAWiNvY9NQeUW0XNu4SF3UGYY6v+he8G8JmCDsduL8BV/oEXR/AwROiSp7T43NGv39FbGfxsVERy3OoAwEOzlL3PvUQSrgEZJOlkSY+JB3PS3gAqeHWkaqZ/i1CpUx6+KS8/RTeU4Z+mrZJvfTbOfsfJwNTsE+Pz63Ppoyh9KiyuzfDitEsAMd2eXt0zu7dB2zsPyDgAms2YxUvpBUBgWwxW3GoU//fExp2f0qRG/Ib21T3G0T5AcFAkIvS8mHagZJF/MBvVeijzMaMLBhvQrUN2d0Slfo+vfMKwitA8jRp9OkkCZA4OeYVCou4iTAyYF3AxoRCq8+HXYdPmoLKBK4HMPRhslxpleS3TcgyZiOBtBjo+fDddchsNJMzeis51FLI3btFfrnI0O77BJbM50/IIB2etHA9J8t8KVIhffWEwx+WwPJh8YYo8w6/cYwoBxTLoN2Bblil7v2M3uw+TLMQmiixQfVHOXg1uYap6yGLsykApxINS0ZOGEM4Il58y0w55zwTU2yAkYFZo4BT2IQ7T0BUIFBoTp5xL1ApzyLiUA6Ot5NOdJYm3KKYJHzUZD1YKETLJylNAckpHml8IBuuMqy6bH3AokC4LMWmlM5IFMFNiMOXV5i84VKzqWuQz8CgLhjkQ6JSEZQcbLQoKV2eRFV+FhoUbDhdQCmsgJHULEJpejJJbSBNRPqwxuW5vf006LsO8eUFA/pcJHwHD7jEw+ASSSbzgRvCwkw2yPG+Rzle7hXA+GZO/+g18+IrjnnAd5GBmD3nmt/xijZfxFOexAMcnjHmmGuyTNDJMyLLGJsiM2q0mFBnSoDOhAYKghZjNEKmtHDJ0WBKEROTKjNqbNOjwQSFBoI6LlVGOOwkS7yjQTcbMGxmcap7kGsSqH2GwZBXk1Ncc0E4Ay8KKTLF4BqZGKoBbVza9LigjWA7Dz/rwmYjwzeawmlgERsx0WDIteUwT7yrbaCuwtOawka3wEmxINvM+lPs4ZjzQKGTL/D0MKRb9BEipuYb/NX9DMOKw5fP/sDwyzeIUAGaWHhkEl2ctGRZIdXHTKUJ5KsxOZwkCEwXsfTvY3w81ln3UkcnxE+W0qqNSiRpnohVIkdd8nXSVSC3db8/3ZtCvVjGALCKBVb/WtUCVr6/WMYjCiv/3XQ8To6v2Lj7kM7+feAYazZAThUSt4wKpA+IHDYXJykthILdOycwejQON+lslVCKDcanY5xIJJTFtI1tPTs9SLj+UgPv3SUICxabdazKXXh0AFcLmF5DfENlfZYvkrEzJJ+kgCoQuXB9TDj8HrU9pd4WdLrglcEf5PCMLkSt5CoYSEnmxfKYC2QKyKSK8CtwM4H+DVQvqHVP2S8F3Lkrxw9ejDN4oyb4KbNfds5WkkJvllWeXiZLEn9dmOAPcPpjegNBpEPQgOtaEbu8A6WHsJlHsRVKA2jbkA9WxtNZAvDKx87hLg3DSrunzHpxVmVOVcRoPvT6EpH+dGMw16+gNoCGQM1Y3NnM8QSFu9swNaHnZVCmTQibSYew7DkqJkANaVJITc4rR1obyCD7dlJ66IIU9FPDIJNHxQQzIa0hpMcqLN+XwScbyehp7sPxIuZS6RGrb0FzoK7gK29RGgYZHcoVaDVUGmKPbPQrfPEAZjMykUnTKlJ2HLIx2KE8i1X65/b206A/HCDoMWZEP7HDHtDHT4aA9JIL0WPAOd+r9jIZ8IqQU97KPCc2YCaDySfUFGhs9XDab7mmxREhHxBQYUhMwJgaARkaTMljM6eGSZkSC+pMOaXBhDqPCGkyQQCTNc8+g8uMBhZFqpjUMOizyZgGB5zTZoRKlYgyMS3GjHBzEY86sFOGSiHDHxQ49U2YazAbcWlMcCKPENhJbl0XwYgRAdNkTwXUbaycRbEz524jJKNB5Juo/e9g3IfwDggZZSwY0mdENwePd0GtCo6ZMrXeMOsPEfMSaAWU9ocUdmzm6lv69hU5Dz79RQu/6vHyu99y+ac+Ik7ZGGViaszxySaKMlqyzApEWMnEMdbarnx87IRxkyZO5H+D5L0rcJb8+lWRNv2MBOx0NMoqFrgN+xKS1xMtcq9Y+4wg/gFF88f8g1V16YdRwaqWoOM6IaObEd39Pbb27zDEwZ1NbkUFaUUiXJqPtPEszfvbBM6U4fGIzbsd6rUM2YMap5cLJl7wA9VICRwqI2qJxygz9nAzg+FiQdzxEBs52C+SaRgopxNaifplgAS2a5Qk9kzLvyZwQzEYEt6EnI6keOZiU0c7eIRu/wx/0ICZA/EYjR7dJHJIv7+HSkibdLgP8RRmbzCMa8ZVKFYgaIK62aHQ+jXueA8mArwRqhgvUzsrAE5ZTSlX3kJPirMZAXYApwP4djjDqoyhMoFajUxF8EG5wqehRmse0ZuA64IXFLg1mSvpsF1n2hioSfk8rQ1Y6Il2zzo/34oyiEiHwQiGPWLle+bVd7i1kLAox4fm1QrF7qdY8acwz4DxmrwTUvMUsrFYgvlKpTP14FfGSCVFNhIuXArmLioLyklRVZAy7XVYmgsZW2YJlqw4N3lfLHIQqdLYDwb4nHI5mFNVoJqHm4LgVLeImhooAlo1cmqdR3GFn4sxrRDOTeiJGmfj5o+eHvl0/OT20zycH5Z1BYIoXikjSn8u9eqi5Z8IqbzSO/GptWfEqAkXQqHOFB0fg3pCwTQps8CkzIwabSY0mPCaR4xoAYIWIzRCJjRxydJgRhkLgyozKmwwosGEc+4woo1CTJsROttEuQpK4R6llkK7/IaaFqAKKNk2zL5FGc8R4V2kLytn6w4wlnS0FiTF5wGonYQ7v0Gx2CLiT8z8PmEfeuOIOBgm16BK2tQl8vtkO2XazRtymodrwrxvYM2fSS9PfwR3f4koZxiJS77rHfNxtcr/8GmNWlHlD19+x8m3hqSBLbsiJQkzYIGRiOemQaeM1Hx8rOTeyfy4IItLhEjoXpD60zHh0gdO2S4qMSoBq+7blZFIvW2xdvwU3uVaWDF/5JZ65mKN9ikbvaJbgK4mRmWdBLq+EtN/yWx9WrDVWExnGPkMW5s17u9vM8DDmS2WhS7J6El1TnJrx09lrzyyxChuwNnRDW6nTL3bYKO8yeRkIsnqy5Kui1SNdJcAaSKBfIiOF1Tg2gDrNfpuna3qgt0HRYrXBqohJAsIWeiV+fm0iDpA45pOwoh3A3h+A+cW9DaqBJVdONgE4xr16muqrrHM7ttIiuiMYrLuVmmlPFNaAjwDjgy4HMJJJ4vV7MLmXdhQ0CyLei+kbbIcMj9DJnxk4jBNaRnkkiKozpqUsijCPIb5DVwfEZdPieoXVBoR7RZoLbjymxRG9zHnTbAlxKvMl6AZknL9JftsXaE/j7cEYGkqSDLbCRtfWCDGRLM5g1lyrCJ8XxJYDR2yGjSqqI0Od9niF4srdiwfwwDPB99PjfoqEVVKGrxIvnNVj8gv92pJijfDKhrwlw5CWkq2l4qfgvWhL2lmPuXxO+QFqEKOd7yyBUPmRP0jUDwoCTztOWZlhFcEUYBiCwo0ybc/5n3bn0XZ5Nbffrjnp/g8P73Ht0Mq0QxVS5urdOrMKeBgJio5JRZUmDOizYw6GXyajBEJySxEoc2YHA5TGpgUqTKnyowhbSY02VOupWevZQnK9yjzBQ+UiO37G5yQR2S2cVA4s67QzBmqAT07IqafXPgmEt5T/fw5Gwg6SN9+NyeISj7zblsORcBjYl7yzwOfoQ0bgbzFLWDAHIsRqHXYvofSvIerH3EV+Nj9a4K+ZOV1ESiNEGerjplXwPawr0cUu/t0P/4Itzjkmxff8e6lTTmWukEGY+TCTCG+hIPLHJ8UlmQKRxDhJpCa8gEyxES4+IRJcgNSmI+IiRFr3nuqghkTo7EiYabAL0mY6wydVdF2lRJarQX56m3TIRKPf50KIEE/YAXMK3VOWClt3jpXETO5uSSHyeFmmfv7La6JmM7cNUZQWspOk1Zpk7u71OnXAdcLObqaURcFihtb1A53CC5HeFMDEVsomBRx1gUJMIERKt6yMKrC/Jr47Qv0rsudrknnQGDN4LtL6EVqwvaqJldnClxTYU47Oa6FlGY4MjVs04LKNWxoqDWP/XKRB9MMrWFI7Mii7A0K3nJum4KE4z513OWeOXDuwemlSzzsQ6cLZUG54vLLcp5HpoLSF9yYsnAtzVo1uc4maRfu7XRMCoaJZy7mxOY5pmlwNgS7CE4T5uUm8fZj2HoIdoA6MaguYqr2bfVNjwK3O2xNComnvIoG1pU8pe+vJQXhNHPfs+HUtrGH15CpQy6LUrkhU+nRKYdsleQ0x2FQpmZ/wGC8CUERFiOUNfG3NDVloSfXIk3xSUpnGh94rDdcrSBewaKYnFecvEcmZVMOTkyquZOWiB1SumbSECkisCaE9BgaFu+Q45p7Orwp2HjVlGRxe/uzPf30vz/l/7+fsnn7X+meST+k6E/RCwEz6tjkqTBPZBNKzKlSTyRrQzJMaaAS0WKCRsyYNh55mgkbZ642mNNkW5/yoAKusg3KE560XP5a7dBX71PLmezwjE+p8b/NA06UACYug+mcz+YulpCzZ1P9nAETXIaw1NNoM6XPEJtWDg47sNlUqelZvhEG5vwKBnM8c8xA6IlQGUtht44aodUjzG6XuNhEBA79m4jpaMF2AHtAWYdf7MG0pvKGEc6NTegW0fbv033cZahc0n/xhuEzB8WVS0Om3axEpzuFnAyCIlYSYaVtHhLeYtyk03ZF8JIDygN8ojU2jPQ3Ut879fhX6Y8oiRD0tb3ylVUdR24raF8lcn6ot6OxnqgRa8kikhUW3RJxW2/U+iF/f618LAIGN1eUaXCwWebOfpOAGdbMJkThdkonQnr4PjlWKuuCpMNRgHFtUI3mZDo1KvsHFCs3zM6/Jx9LwF8HoQlKYgaarOZ0TVGCG/xrl74BjX3ItDTqpTbxhS5zN2SSI/TJJumaNAU0AS5RsNPRPaYF1pdkNuZsty942vboNqA3hhfXMI5TL1/2X8ue3CEdJF3XRwL5AJ2Yjpxze3kCah+ldky5O2SzKihUQHgK30/qMN6AIJVdM9CY0EiuV+qZz5fRZxoNzOTIRiB04dqFowm8y02wK1OoWlDNU9qr8LO4ylN3jDoSnE9lgXk1jlFeXSWJBtIqgPxODbFUl5IRSDaZ55umUFYGpAhBAMGMyHrBsHfCaU4Q5iGqg1mrEFR3oPYE4gKqF7PlnHDHuCE3jwljMIRU6F/VI2TJNi3iJiVbFihrHnyU7LEoJecvy8gkNJhUL0iSQVPFT4VUWiGNTNPalo2aJBpVYO4mndyWRTC85n3bn+Hpi/eA+e3Xf7hn9a/3HyeOBEwn5Ao2RpLIKbOgxowrdplS5y5Hazn7BrGi0dHm5Ikw6ZCv7fFQz/FILRI0n7Cp/jU/U77jV5kiBocU+AQ9esO2MMiFDi/7Ae+wCcVr3Jc2vAwhyBKjsaDKADfpuCURjXbo0Sftm0VtEGW20TojNpoGHV0wC0PoneONp+DfBSFz64I2YwwaiYrGVhM2uhrnxSwvxZzJ5AyuZoSBTUiNgbJgqxpzsBeTzULgTLDPvyKjbpC9/9d07t/DCm0+e3eD97ZP0ZUjP1LDUiEmZI4UNE59jBwxERYLosQ7UUnHQMR4uGvAn0K8QoxPmIgspItD+tiCcAn8KRRKwbzUK0+hW0J2yG2I//GqWa2Xdd6ONAfr5kJjtYLiZRJRmpFU0k3A2t9Szk/i/4uY65sxGWI2N+ts7W8xZ8hi5nA7pRMg29mjJRMi9f09ksEsIo/Rm6LPI1p3d2k2c3Rosrh0yIfxrVSDncocr/FeFEbUcKkLOa/229egbeUxW9uodw9hmpMjtaIxCtc0cUjLtCZySPdKjrkkz0z0Eb3XWCObRVsQtkHvKJQrmzDYhmkHYiU5qxvqSaE3LWH2IWHON1lSSeNr4uk543nAVQ3yFTDqedTtJyjtD2GUh3EPwglFYS3FFiWrf70LN/X9p5QSqTRINTvB8nIIz4HRMRRdlMYVpfqERl5QvQPKpsr5vM2VtU9o5CGSXB49mcyVMm1mpFr8KyE2OSbSf88wl7RnJUKWaw3KQhC7MHThagbfZ2bM9Cto7kC1jp51uVMQfNhU2PTBDOFsmkc1WhDUZB4el7SIu57PlwnF9dSOSTZRLVJZRYU+aW1DRRqtxVJoLU0BrQbCr96TSQa6pGXkBWmdYdWBs779q9I7Pw3873uQ3/8pAUSxwL8ZU942sShjUGOXSxpMOVUOMTObZMmyicVmo0Ux8xEd5XP+srHNn5RDsuzQ1P5/rP3Zl+RIluaJ/QDd99XUdjNfwj0jIiurqmu6m9PDIWfm8JkP/Ed5+MZnkjPs7qrq7qyqzFjdzcxt132HQrHyQUQgAlWziMjiINOPh4tCASgUepfvfve7/8ihNeT3FPkHv8wo7mLFAfHgzzz7v+OPscvb6RVPkcsD33IXBPyJNcc8UXBD8POohpaIA4ZM6cl0sYKAWaaM2NpTqB9B7xK7dEKQ+Y6+/y+snjfMRrD1HMq4ErPLo4iSLi3mpSlf9wLO2hGbOGA4vyccTGF1kDgIckeUTrsUmiMW8RPbZ5/Hgc/H4yzeYRX7skLfH/P50x3hp0dwi2zJEeMnGGoZIYCwZCkNsyKeFYlQGjpapa8gv4ktnoynNdSDhFYi+YqGbUAJL6SR/EhCQCT7R/IooiSmTPZuRG62YL3+rKg90lmEdhKx/J/eOzT+WwBRFkL86+ZpikuWzuExh5cNXJ5YzkRvporys1Kp0HQFW0yBK1EKDpw5s6sF3TcNjloZStU6jzdLpisxjmet9GZS/Z0TyqzMGV3MAni8d9lOlwQXVei2sWsFsl9uKa0XHMbieVQReZ8cIUeQ9OTOpHNwaAUxk2dRw/TOSgyab4gu/wZ6HRj0YfyJAgOOZDwcIAxvnywhPTBUemz6dPGphDCawHgCn/sR416WsNWCkxbWYZb28o6jgUVjLW77CsVqUp9dODulyVMkrdAZJ/mRD84TrvM9z88OX0rQqMGyk8PuXmB3fg/hCUyH2MNPVDyPsiSCCZcCfsLuEYVeNZlL1QaWqDGRJlNIDHNRvyUlHTH3s8S+DQ9P8PwF3/qeZfOBWS6k14aoCNXTDqWjf4sb/RXMQlgsKW621H2LbBwnEfwmxe4R+UZRNlOplQXIfE6TQW2cHUFnZG+8iuu3wIqCdBdWsgLRv8roZ7OQLVKgSFEyZIWPsclRFKpysq0nR5FibMM24mWnsO8GprePNP+7JcPSV2w44U17y99lq0zsdxw2/k/8zuqz4JDPdpciX1PmDb47p8yYMR2+G7hE/s8s4//Kn+ZZ/t/xgGN+wI3KTOO/43t8/icKVBhRY8wjJ4zocskXqvQR3rKJGoi4os6AMQ3Ej+woD9sSDA+rTCsHxNTw1is+TzwGi5A3HklmcEDEmqGUXMtCqU2216LaGhHZnxgsJ0yeYbZako+XWHjEVhbqF3DxgXVuxo0Tc337RMOFD6fQOg4pnOb50/hPLIc5os8TcAOEPETAXIqkqdRVSF5FMrIH3SxSklGCgyV/AIrOCTFuwtJRUI94xMIdZF78iROOjjbFouS76w4ULKT31XCMNsmmOzCjc93OtR9oqFUzM1Dvi1E9wcotKJfiI2om108T1pRoH55xdPmWIPjMZrVAtLsHqU4Axe4RHH6lmgQK9986K25/fKJ6WqXVtTl/W2VxvWG18okSOEL9OOdkWdCUBleVBsfAKq4Qrwrw4xc49am2fN59qNIcFsj2hcDZDOhjSaX9A3RRdkiJCcfEicl+DuCnLx7L0YagZ0O9hHXRoF3L0Rr4HDiafvkM0uQpBpgo/1blNDB1lgHw5Gbxbl0Y3EFvQ6425k3T5W8bFs2FnO2yhnksNKm0As+UIqtEnsFFwFTrpJNEIdYiGyiFQtl9tILroU+/Mcdv+lAOsA5KHHUO+d3mlrPVFm8MIw/mkWq20nh+VsJJqjYwQ8ExZjYwpfJr9NBQ1C02IzE771/6MK/Ad/kNq7YNxSz0quS6Xb6Oj/h2NeLU8xlMxKQyNyjKOwlK/19JQcfsSkErdas1GWn0zWxgmxSENT20gpZBF5QCszawv71u9A8PyBxWeMeYb/gj72Vzlk+VAV9zxzfy4WtzzJyvoymXyxXZWEwueuaSG94RcwlSy/4dY94zE4a1ENO8bHHf+RsO+R85sdZ8xOKPNBh4DWZ+RJEHppPvmHpr/ks8Jre8oR//b/yZb/kDHgfxEPgJ+BuGUlK5xYQqaxY0mNHglAc6jLjmDQMOgJgOC2yWAsOUmFxElyFzTvMB77vwsQNHOfhnlqxWd3j9LCwWrGIbl3wyWq6AMP5TNkwyE+Kzb4lblwT2luctbEZX1McWzSCWGQTE+TX+UY5Vt0cYZFgNPD49zqkXy1y8z9BornlzesDD9AZraLP67BK7qm9YsBgCIhbMQbaPqIhfGH4lpaAMf1FCOhvJ19EAjeip9Ulz8oUhD0mXcLXpjtBou3glSsy+WXxVjkOXZEMjVtc5onIHFqbR16b/NeOvzpZ2OCYtVPPHpEOLs/SfJoQU6B71ODzqcH89gTBI0H2F4SuGT5jQORXYE6JmqdphzMP9gkxcod6ucvCuy3IUM3jaEscqBXewmFHTYYFEuQXqLMC6KoQR3H5POJvRON3ydW9LqQGfbgW/fEYRxf4SVznDps+BLP+qrto+MI8bRKsKrJ6hOqF44vG+7fCHpkVtBsM+3G5gQI6IQ/lsmccMkmm8C2CAhad6zV0fbr8jsH/Ca40p9bZ0GpCpw8OyTX5xijvpQpBBxM2CiG2CPRMswiTEAgGCzKhLfrtqAhsGMB8HML6H3BSqS0rdAac1h4sKcAj+qojdrwu5UU+Xf0uGMXfk/daTuUBkA3PqaFXQFaJKofvaA2BFjnXy3bkRPCzhAQ9//AD5ApRtctVHyrURx3VBkM114Xnbobr5ltniHFY2uH0yssFLm3dFD1UQkKCHqjnDKk9coPSCdI6wSw915ZOpSR372+tGP2MTLxasWDEnlgUQmBPgspBfpmj7dlmytgJqdchZ0MCiSg2Lhrx5GfI0aFBIGtZXuDzd/5FZ/t9zE2f5PPnCyP9P3PAt6+2Qb707Qh7x+DsGHHBFhr9iQ4cBEd8y5CDh5hdxmdJkSZW6NPePnDChzTuuOWAEWAzp4ZOng0MZX7BpVOU9f0yhm6HdeaCem5MPIDPf4Iy+I1g8Qfxe/jAaBHQZsqFOyAHQyMA3rQzTXoPbos1i6xCPZkwmY6Z+RBdRsGlY8LYBH8/y3Oc9flx/YfEQwMrDKh9TfPceJ99nZj1zP5iwnDmMP1vk3RgbT5ZMFR5ZQ+jeL8kQJ2UiQa0LcHHRfbbi7xAfpYZvFmsDAqIU8VJr3puxtDb6ZgQvXlGrytjqV813qwEqOsYXm6L1pjdF6YRdg/+yC1DORrkutac4hroXGYhh9PREBp+zoxaVtyfcX98RyelbyuCH7LZ/+ag6gY1PTjpFL4Kf7tbkZxHdt0dUjzpsMi6L+z7EAuEvskniUIEkC214P2HCKLhhSrh4YLgOuDyFahsOv8ryuV8nGjbAb6IlHIZUWdBDmE4fkTkMyBNxhIi2LVg9EFz9DO0ZjQOPwzYUmnA/q+HeVSFMRCCAITUWHO4cU9A+DyEBhibkoyH2eMPDFNwWrFsZVtUTwvq/gYMjGI5h8kQ+mNMmTiCtOYr22SKBdphRYJkQQVVkvkroEFnwl8TTayazW57LEdUmWFUIq3Vq1b9l6r8ndgowusJ21tT8MJn5u0QZcwUniWxAQTuafCrIlOnvZJGCYwR5UxngPHgOeFM2sz/TtwfclmFZgG3LYpJvEjQvofkVRJB3As4295zMZuRWQlZB4/npbKAiC8KqHpHuXBYVg5x0bOq52gBBosdv/hr19rrRv/1CxA13fOFnmdRvgU84jPiMSMumwIABn/nZcqkVhNH/RMANn4hog0Q4Z3zP94wpy9v5SMx/e/x/Mvtf/kf+3p7wV6zJckdIn5GUNe4xoMWUO84Z0yVDRI8hGUJGdNnIab21pOu2xTFPdJjwhUtGdAE4YEgOnxEd1lRosKCNj2ONiGpvofceSu/wc7cMAg97sMAexqy2MTkcckSSdqe+mA5LpkzsOZdteNMDvxjxOZ7z/PzPMKyBL/C5mANmOHQLHh96EWcHMA/XPPY/s3n6BPEJtL4iPj1jkXcZEFMItmzXDsMriF3xmG7ZsmIOqdStgofHWiZ0yryLn5FHiEu6kzWHL7tSzdKpgGOUcJqKDkRU7hOn4gVBqFTGT5dQTYAGTJNsGn3zrCKit4xsQm3arVjGle5WjZSLUeZda/iAGf+rf6lPKs8dBwyfbqngcHFUp/S2x+ebAZsgkjNKJS0uuTJRzrYIyUr3m0ULO/iAt9wyu36m9aZN5aBFxg5Z92+IXMHUUD9MXXhUxkVDEhZTagQUQ7i7hfESMhd1rKPfkW2cEz7GMBcuI8OQA8JEM3OGiPI3CQSkuP4jisEIaxDwOBHKxJuDHG77DdnK7wkGVZisIFyQYcghWhl0ihgkI6J8VeidAUNaYp4YmQjuxvDjOOS5tGR7aEGzCmcZWgc93jk1ugOH/Nrs6FXOTjWgTanLVU0EtfBpGPttsJnTiEPiNdyvYWzDTWHBrLMlrmagUSXf7PFue8BXzojCwMVZi5aK9QvGvGRw/Z3k2qroDEQUhKtGBrJCGWAFxyim0JJqJAr0Tyu4Hsd8yk7YFvvQ6UEupFSLeFu1+OsDi6obM/HhZlIh6x0RrkoQCxeVYU6dOMUG08+LloQryEK1KiM7IK80z0uBEfyrC7n7Zdsoho2riEaxjDTXKMQqxGFDwBodp2wyS6zIZ2Y3cChTY0GdJUO6TGlyzi1txoRkGNElwqbLiCJbxnRYUqPBghZTHjlmTIdzbukyxCJmTBePPG3GUmitycxqUsk88a5uUe3VuKk1BVXK8ViMPf7reM7JNuYtGvVvsqXPUN7wBlh17NI5pcMa9dYIO3JxZxGT/jMbZwDxKXAmj9Ai08pSO16TLz7j+i6D2wh3vqRmWcTHOTZHHdzQZjvzmDTb2NsZn688Khvxs1WksC0OfmKIlOpMCRefrEFYFDFtzCaRUlAPgNCx9yRZ0U5WFUBjUiJ1tK/Muzp+tAfmCKMeEieRuZV6NTLebRpq8fyY0Xk6B1AUUfVKkOwPqlhsJceM5TWoM6Sf0N3YPyATR4yfBlTw6B01uXxzzPc3feJAuU4T7PHIyhhK/WhUb4AQoRB33Vm6bH/8nvbpKQedCifVHqPrGRlni+Jjq6gtSrFIBO8lb8AIW6A/hYGzJjjP49U68K6GNbjGGvxI3V8noxBFyxVMKBInEBCIXtYBBwS0EbfwagA3Cxgdl9k2TuH8EA6m5IYPVEcrerFW3ZwAM0roKD9CDDWf0JNxpzgLjMnhbipwM4Xyz9i9kE5jxofWhrcN2MzgX4Ywd7JiELkxfCXHjDZxsiKwhDyiy0WtrsizpoEGXuYRjDYW/v0cMjfQKJOtjeg2l5w3fdp1mHowmNTILLr4bgMigeeLMYuhUfrdjaaFAc4a2YBoCxNXQuqbmlNhmwjJKee2DUrEq1hoKFkz1vmfWLWGLHMx9SZQyNCsn5GP/patdw6TGRl/TmXm0QwhH2tKp5f0KqjKyJqyxPNB00N13r+fPcNvNPq6TPbSPi+94/XjmH/89Rzv6RPL8x4L6nQZ02TGA6dMaGMT0ZETssa02ZKnzUR23TakY7ijw4gvXEjM3uKAEQU8xlYXL9eih8NZPiBofKRo/Q1vwhEr65GfWDJxbnAGM5hniKIVLjWGTGjKFogy0CFmzhTXmghx7N4HaL7Ds6/4eeZw33exHLDiiBYRLmNRic9X4OgjdGAaX/PTbEl851LwoZ6Bvzossj2y+BIOGS6WhI0eK3fJ6mqKJWmZqvglWEURC1YIYqBKNnNE5NlIrb98sipgGx9X3m1lPDNyoEmcYsYLlnpo/Ev8rXB/yzCvqndWPBfK/NvJ/uK1dDE1SrkDM9rHMNt6D511mI+olaKSCtOdziJEN68e75IOW9Q1BDJiF52Oz08zIizqh8ecvqnx5WZEGKi7I8CerEy11f0V8g2wxZYxvOL8xITemvGX76lxyGErT/ddl8frIY7j4cYCSRY/YJWmOwgJhyk1ybIK5eoImGyzRFdDaD/CySmVwxzHtQqN5wyVmbizcwTuLqYrt+RdcoABFeZydrOGa+5ci/WNC+U+HOSxmhvOzvN8qBVo930yDsxiccxtIguRl2ca0WSTTONdy2M6cuIElMCZE918YpK9wmm5ZA6g1oaDZo3a/ILF8g3xNA+honNuktKviri3CYG6gDLJVZkNZBGOYQaSx1YTFK3JPe7kJx4fphw3QuwaBI0sldMTCkd/jeudwWCGNR+Q8/fHLGreva68lNgk7J4Nu9pDIsZWtQFVLViDBF7r6Aa1JdZ2zOrZ4RkYPcG4Cp+LLk4jC/k8HHdoMeZvTlpcLh2qW+FDN55NFFYx5R4s1pRlTqqeFyehdajawP72q81Zu4b65dj/peas3Xe8cLw4Jrj/hHN+yZQWJzzRZkyEzYQOIRnaErOf0WRNhRoLGsy55Zwpbd7zma7E7Of5U2y7zlelgG/rHYp2g+PGLQfWmBta/Nm+wOav2H75X4mdmNVgyHI+g+gNoj0qB7RYM2bIPCn5NICDbMDywGZ1eEhgNwi2S+4HGx7HDmeRKK8plHKFg9+J2PYOCEodXG/JzaPDl+mawxguivD1O4iKPp8Wj+Q8l1b7G2beguDqBlwbqDFjhoUe6lACPHw2LOUd181VPgEOPopJrwx/lMynUoVIkSX4Moa3jVUROwekNesFJBJLPo7i9yiDquNvyzizgl/C1PHDJDI3awfabZhsmzRRE1TYYboBVQkQ784k7wmM3lxxJNHapc8QyjxGHjmG+6cZp9UuhfohnTdNRjcPRIGI4S2pZ664+6rW4KFmiqmsQKyCSybyGX/5Qn5d4/S4xsXHY+77DoOnCX6sqL2qRLfFYkFZ4sagsgEx0CSiAVEORs+wuKd6meW8uuLNG4jHcPcEo0Cg4iSTH0Qrl82AjiRQWuhCr0MT4jasA3B+wBo+Uj585EPT5awB0zk89C1ma5U51OTnm5FjRE9cVXLMERnCpPPXRsScIxqBiz+ETxOI2tDvVnAb74lb3wjZ6OH3ZKcr2kGY9PgKRDtDRAuTaWNLfR+Td68HpujVHCsqQch6DNdjGJZj7qobnE4BChW4KFILV1wsbrlYrCktY2beS2MWHVlcDlKMqzk2cVKEFqtKllmXfpUq6C6c5GpZ6QC+zEKecIn7j2BvoB6Sqd9Sqaw4bkDVhrhn87Q9o7/+Fm95BOsteEIKWsX9ovQLbsLuUYDP/vYXwzvpf2mDv7v6SysmKyMcPbHxbCb5DlopM2RMB5cSTWZUWUr+T5MTHgWcU/oW176gV/nCv681uOGCbrnMm9wtp1aO78kx4ISB16LjX5P3fuJ6WuE/xQta36/58qMwQg22OAylRxYsCiHEtqZOQCkLF204P8hzX4Dvt49MB0OYrNmGHlBjyJaifAyaOeidFpi3cnxhyWgWEN/28YMQaLIsLmi8y0FxxXoREM2XvD+t8xwPmF1PpcEX3trDY8aaCD2uUKSiHi5LSNI4QcL0iIklBKGOIhBHBdKo8q0wkEIkLSSDVqtXUXmUxMoK0VdlWfHt7Rds1apm6iujb+4bJMwfDfXo/ttdOCaN51s716nPbfJ2xEqI/0IWo42++SxGgB/HXH255/B9k0K9TetNlun1J6LQI4uetwuK0Q9RUjBT8Jlq7hJDNnJRxGgwZ7P1OXpzQfHogDptxk9TiDPJ/hZrSjJ2VD9gB1XoNZUl1+CNmX0asT6wsHs+1QNYFLIsH7J4mwbCOMco814xVDwFug9j8ggxkar4NPEU1tdsbgbM23DYg2wTGo0uuedTGB5CoEQgRtRIw0oTkK1SXUyHU2KejJX0QrgZwvejOZvyFHo+NIoUz5t8OGjzcTWiMAxZb1R3agFNqRZxeNGAdhTXf5PQPgvo5iidDawR0ip9Z0M8vIVyCNWASnfMu1bEh1ZMKYTrpc3naQXmLYg0fygrxz+aeL5oAjOvzaEoG89UfrVEdRGbzn1GTToQG6XkKYvLcVGwt6YPzKY/cmetqZehWoF5O8M62yLuXkL3DIINldWcc7dGb+ZQ9GHii/sRJPUIdc797S/uyH3NoO+/vrvfKxnDYsZ2NGV8IiJ7k42zsmrUWXKYc5gW3xJlvuLrboH/YHWIyh/pZeYc8cCGmBPyjJ0q965FbXPFeP4f+RN/Q3s7wfJ/YBWXcDjmM1kuoyJbFEMfZixwGMuvVsTrG2ZEbZeT4y3dQsg62vI8uce5v4fgBD1ZqM2SNWMcWhX46hQyVY+b7RM3/THxSEVfBbK9b6j0IqbZPuvJLfbK5e2ZhWMteHheEG62qIHryJbsLSELNkTyyhTkFOOzJUbHn1mgIEusQQI2qC9YjET3ja89izKSykAaZU4CYgnJmGY2raxjmuX0igZrzPgfVLeuOoI4tqgmxAmNdP/5EubZLPq+fG5ddFXduTpPUNG+nRxduYEYSc/cbnn8fMXB+wLVepnC2xMG11NyYTq78DAHU6s7rXB/PwFuFDj0PHeY3oypn7QoHL2nVVmzvLshcKfYrCnLthwT3Z+DjPtN3FhAQNXYZzWAH+ZweG7j1g9oVi4YPWTxp1kIN8CYDEPaktKrcPJnwBHhibzuNTCgxIxWBKsR/PMU1i2bx14L7/hvoX0mBlyP+2SCIV2iBMtfIAq9fgJG2ggAa0TLoJLOEc7BjRuwzsP1PVRC8r0xJ80F74oRrTZ8mcKPgwz+poaepCUgoLoEclTpV0zarhv7uVgsqBOlzN5S4fRxAdYLWD8zH39iUF5z3oVMGbLNAs3m1zw4X+Gv6jAbwXpFJd4mEJBi7fhynKr4ZBuEy4t2ZJmtnZrNUvZpkGLkOImYinYgebaUYtisYbKGnwY+N7k+QfkRulWsrEOzGfMR+PoIsh7cOBY/juvY/gmRo4IEh5e2Xzb6loWFnfqBiT+mbK4l/yffFf/SD/dl5+Bff2F62mFrlTgpulwUc2SyX3HY+Q+c8siXbJfv8l9T599RiRdc4vKf/TWf5zFfYpen0T/yFH3kYVvjfTjmr7kizzVL3vFIgy15OoypyVrAkCobeatFfB/gMkKINXWhekixd0C+PmDJFf5kxmQQM3cWlLHYMkRJGUONONPD6rp0j11y1pzVNGT8MCT2wKImzNnhB8KTE+bxnD/d3tKMs/zdZRMsh9nTgu2zIICtk/izmJxDGHdNzVKGHwK2uHJfVdi1CNniSUjCJBwKsxeizbsqVIoS7C6g4u8VbAUoYuYB2ui+vJkuQB077TYyCHGFcOd46j6Exr/T5dj9M71+bmHYo2RVDGvXGv7qLP52zfDqB07evaNdL1B7e8bg+oY4DA2hBtWspYrqoqRryYxPuWHF8/fIsJ37LFcP1N6WKNfrVN6dML4akXPDhAMSo/nYbsJzU4izbiRSfPfpFr58joh7MduDBtHFOdRdrOfPxE6fGuuk9UkQPGFMgZgOCiyEMTbPdPASuGYawk+jiMfZivA0glYRTjNUu23aTzbdiaZVjhGtV7tRfo4JB8RJ6VcY/aw8t/wE6wHO9b8wKC2Z1WMqXSh0bLrNS25nX+HMD2CxhWhBlhktYkPMWZhRUnH4OlXoVVTNl1hS2WBFvAi5XUCYg/tSRL8TE9Ta0Oth9SocbkZczp5ojZdkfGQ9RhV6dQRvS959IbkKATKlO38FfKeuzZWfQWh2qhxBiDaUCVPVnjkWgV+AuQvzn4itAbPiZ6bFKZsW1GuQaZRoNb+lH/01kduG8QP5YLT3m4BfbM7qkelWec+Kb/iONwSyLFBjxTc88A0igh1xyoZv+W/8jjXrOSy3Ni06UtZJPAxFDjhgyIEs9wRAlwYOB4SZPM2Lv+aydkU+Y/FztsUDZzjRH6nEzzS3T4zmff4UBjQnVzzHWx7CQx59h6+Zy+zgHpffM6JLjFDgzLNlSpuVwfK545w+FUK0WW0DS2uNU9kS9A6J60ds7TWPmy39Ly4HjkYN28Q4zGXbRA5qHTKHF2TrKx7cnxgOlvgjUQTuAOS3WL0CzkEDJwpZ3U/Ix21Kl0fMrQHDZ4d5XxQJG0DERuprgDnIcEuEjZdg9bnkwQ5kBK/ieiGlEBIlPHsF0AiMPzIiXv0n3jHkGYQrSDsJ8UeLNJC8RxtpxQnSr6vN2ltVZjmTQEr7OHz6PQqOUf+tj2+uRtjEKSeynxFY8pzhznUF+O6c56vvqbw7p10vUX57xN3NM9sglA2KqmSuDT645GQR1uzb3QIK949Di+XNDYXLHt16xMm7A9ZPAZupcuvCEAhcVkV/oH76ZfnbUSySFTCJbTZ9D2sxJD6uk29WaFUb5J8simMoRZp/3sdiS1MeW6Hxz1SYJ3CNhoByhEEDvgxh4GP3LLqtMf/mAo5aYl763Qr6MfKYKspfAkMasjCbQ3ceC15SG92pO6PImvwmZLKByRhmHZtBt4XffgOdM9jMyQ0eqU5dmpG+xgVIsqXCzIW7LEmYReUHIjKvohU6RUG4JjMgGwGN3Ps+k8UE8rfQibBrK5rlLR+PIy664G1gPbPx5kUI6hArB5Ke8qWwda2jk0murWpAOwKIUqqgOkewjZGcuricI+W04hnZzZRwE/IwhS95+JT1eW57BPUCFGpwfkyXCS9trxv9ShlsFxs97Vb8XET0b8b9tly1gO4BnFtZHjlhzBmhdQqxQ82ac84957EjE1abPj2eOWNjtVi6eZaNFsfhPd7oz9xGef6/iwlZ7zsmUY5+2OVfcPmGDEX6VBky4IARXQ7pc8AAm28YcYBLMeHvL6gzpckZ93QYccMlcxq4WFQRI5vbWWidlhm1atzYsN6siYZDhtMRdpjFQpEjxaO9JmBkz8kcvmfbe4OfydAff+K5v6LuhokUVjcP79+VmJbh8+oW54sDlTZcfsPcmrN4eiB4dhMtQqGhE8uSrDK0WVR5aEtIRhop1VgluN++BEds4z1ZAsIU0i3Ma0yQGHKNepsZ2G7xVXPyxb4RFko3XxtWtV+IdgNWysXsR+fmETTPXu2blnFISylb7Io1qJKu4v+nGUHp8yk3GMnzBskVqGGPnuvz5fNnPr4/p1Kvc/LG5vPNI9sgIk5F+CGCw+O9aPCD5PsTr8SBw+j6z2RbGU7OK5y9KfOch9v+VtCYk3TflHBYUpSgjNm6P8WSc5yaxJsQrn/E6uboHkW8Pc+Sr9nM+yGjtZBRWFCBHfOeZUCXMKkEzBEQ0EaSlcGGzZDoyxfWgwcqlx4HDYhqMFvm2Q6qsOpBrLhBE3KMOJDghoryR9iS/V+Td2iJ2akLMA3g+37AYDQkLPWhV8OqBxxdVvm2V6M9mBAvYOqb0I6GMixmNAwGjS66qv3EnctKebk0B15G5h7wdEfYv2WQ+8S85RI2hOBcq17hIPgDq9V7ooENmzGEc6rSrehvS+no6M7ZjDF0XVN3TekFYeJ3HYhwbirry8mjL6nJ7yyLpKR6IRNnAZl7sKfQdLBr97y0vW70b64JueMTP1EmkN4LfmDBI9/Jt7aBMfd8T4UVPtCswWM+4JkHRHu3wKmW3HLLIpEafibingEeXyDO8Q//jzu+/h+e+Dv7X9iGHZ455JYSayzqDCmzZk6DOQ2OeKLDmAdOZTZh0WNIkQ1j2iyoU2dJmwkPnDKiywV3dBmRI2BBiwUFVjmPt52I4y44eZfYf+bmbgnTKkSi3TmizRSXitRlKQAXNZvjozrjWoGn7RL/boE7nUJcYcaCAh61ksWHyxi77OCsHlhdX1GsviW+OCSwskye5vjPDjlsMtLf2/JBLBOzxCFKSrcisowo4LJJSIIWqjSrBp4og2/J1QyB4STMGFdz8sWmOO6mkdSm2CyCiqPswjHCBKaNNGgXoAy5BvlMR0KySmr/XVVNMblLvVMfTxlf7Xhs45ja2ewClWoPAVjuOglvu+Xnz7e8e/eGQr3D0ZsiNzcPhIE6uyZu5uS3pcu5SLLsrrjDBity2IxDnuMN7y9KdE/qOCWL8eOK2JOyv6hCr5AAqEtoI4OOdDdJJ4k0aPESbzhkvg6IDmMOWiHVSob5sMisHxLFXczZtxZ9mrKVS0XkQxTXv4tJ8szQp7JxePoJ7CbkDy02jR6F+h+wxl3iJxf8KaKjd52K8ocIUQQd5Yvyb4FpKu6fIgSYw7AOKx/WP0F1RrHX57i25s0lxCFspxm8QRncdFk3zzLF4V+goB0VVqmCsLtTKVED0FU24EC0wN5umD3H/DQAqwH31SyreoWoeQSNKpZX4mBxx+EkQ20bQaDIt1lIuRWHnATsVKFeQHhK3lHF/nPKO1z/ZeLc1LVtyciMT+UHQn0zi6CtZiDcwvAL49GPvLS9bvQj0YgeyZ9dgFYdiROynFiNCJPXZ3MYEDFlQswAVc92GTDEYYBIdgbAmBkhA6DObGLx+Pscf10XDJ4CWya0WFOVYw8XPHHMhBYXfKHLiBgYcYCXYPZL5jQZ0+aCOw4Yccc5Qw7wydFhQpk1E6tO8fBr2gczqvknrHDLZuQzHT4QbDKIoYiH8rFt4rJkzJSyBR+PodGNmWQ3zEY/Eg3y4Crf3MDHxeoGHJ5FZKw5g0ef8WjCSa1K/rLCyFoyfVriP4+AMj4uC6OlQhn+LQEuDrq5ygZyknkvCrLKkAsaYUCMhwZchOlURj9dfDWhEzv5W0XWGrLRXJi06d5vhBKvqBqAXo3QJFB1bB2ZqzOkY/a0k4iNY9rJedMcMBPoMYu32jmYe7+07dYzlPtYbz1+vLrj8v0HivUDWt2Q0XMf/YsIyKGHz2g3oKL8HNrgC15OQfaATCZbPC+iedIh1z6kWyzweDUm9FSVwcFmTU1GzTl5fIUZa9qg4oLMKOOQd2IGX8BfQPW0Su7kjEq1ifcQEW8sVAdASQ5nKaMbsfrY+EpjBwsRWfapsRISzxHcT+BpFjNqhixOW8Tdc2iE2KM/URjN6fhR0tw1RXD9/STKV/lEX0hMow3cCHCpk4iwxWvi5S3T5R39akSxCuUuZLoNWq0/MJseE48AdwLRlOoLzVEijzBBFQGzKLa7LrpWMPsmLHGjkKoAALiuSURBVANm8SIYTOGH6ZKFfQ/1NjQ75CsLzg8y/E3XprcVow0ehhbuRnH9Vby+pigL/GDq6Jg6QGss5jSMIrRotsrAjolX0gsmP1/kmSpYEEBhId7y0vabm7P2C7CvF2l/7fX9Y0VEkcX17Qbvr/K01HAU6klk32bCHedM6AAWHcbk8ZjQZk2VBjNazLjmLSMOeMsNBwzIWQFjusTlAy6yMX/X6bB2/4pBdsMk/MxP4zHZwRY2os2pQcSQMXFCBRMRSlCx6JxaNKsz7CBkfD3FmU2I4zJCorkJ2Qq5zu/IndiMeODpfo079Chk4c1Jlrk1Zfg0Inj20MXXCq4sAiqGjjL8AR4BDsL8KKplTjZXRUm0L+L7GD8x+lpKIZbNWApth10DrXMAVexU2LoZcYvMwOTO2Elkr9u+FDsnMvbTeL1SydeOxHQvaZaYGY/rYrI6v1nkVdh9GjxKuwHT6JsQVJzsmT6f+YrNdhtx8/mO0/df0T46IvBcZpM+tmzwUrmVCoq0SFveeCVAzEUNEiHrAOivfO6uxnTeHRFWu1TedXDu7wlWI2BFSXJFcvJ6BFfEkoi0ih1Fn2iOFQ2ZEUSRkEZYOBui4xxu8w1xqQzDAfT/TDYWnTCKG79CROQrRWZIhr6MyTOmJ7NRBdc8RzbTiQ3OEA5qWO0cB8cZPnRqtIdTwn4sW8OUbk8aViow5kBea4gw0LrQq8q1SzISsvFXcL+C2RiGHZtxt0HcvYBukYxzQ7X/I+05lCNd6F0kzVEayMnIuboqG1gDqwRmMe+lk9K7nyOzhqgEswXMRviZG1btITQ9SlWIi3DcbnO9/prR5AjWBXAXiClZYZJrpK9NlZxX5KUSqVnEdRPCiHL5DkXptJSrX4FcKRjvXFJ9JdT5i40+eyu/1TH8+srzwGEV5qhlxEDzR04Z05Zdt2OEtEKbLQXJ31+zpMacBi0mdBjzyfrAxOpRrbX5kIl4rPWols85LDoc2WNGhPxjpcxmAZ/vx9y6DudoAmYLWLNmzRjIg1XBPv4dlW7AJvvA9cTFfVrjbUVzygaHBSPIFuHdB8JqmbH7zHSwhZHHYdbi27dZivktT08PrJ836JavPGLoSpWN5JMoX52Rr0S4ssSq2fcxOXzJylcGRyLGBHjEKfmCTGLMbeKd7EANOzHZPMKYR0QvGHMzOxAuRBVC0yz5dHRuloUVjCKuVhWE06VgjGPpV0itIM9uGZ/JNNYvP+4m9m8eI71HujIgADRv6/NwdcX5u0suLo7Is2E5mSbnDjGHrO8yewIsPHKSlZEx9t8AXmCxuX4WUXmrQ/fDOZu7FZuRq+gCRJjyugXYmcJqyWHiJtd/Dgw3ENwssJpDOH9H4aROp9Ymvr2ltU1z7ScUSEs4LLAY0pY9uapcOkTVB7rCht99Ih7OKPTmHLcmXJzEbOvw577FcGkTxF1IuEFzLPq05dAizf5HStIpYEjIUpSM2bsb4NmHm2eXYNyHUgkO21RqW37/tsobJ4PdDxjNxWheR44YMqUSirIKkkEbczcpuqrYf07JULh05H5hIpcN4BCHU9zhgtshOCXY1i0eagXC2jHUPkCYxd5kqQ0/UZtDLtIyDk4i42Cye7wUEXSN0tFREO8WNZkrj64NrLCk+1SOQQyNr/Ly9hc3Z/1lK+nVdAS1v89Tf8bPA5+/PQ5oM+WWS8ZSc6ctIZ8pLVZUqbEUkg2ZNyztQ3rNBV9js2i94yhf4iS/5NDK8iXO0o/a3CyyFPxHnM1/Y/4dxNf3BGGRkDojpknzdRVoE+ExIyq1iS5/T1SusQgm/OnqR/KLDb2IpAWiTQz5DcU3DZbVDK6zYX79DNuQfLZC420Nu+ry9LRi3g+k5vla8nCUBy8QU8FlTYyfGIacvGsuW2kelSHJIrBjQTrMJqsqggwlBGIWgyNp4OOUgRZAnYrMzfhewHZmeVjva4IhumFLF4uVPALo/EJ9z6HxTnVMDQlFicPYjfbVU2MCT/u0TB3774I1qgYRJ2dMm359VO180q7Hcx3ur37i47tTvro44ImA6WSZxPG+dNUvUTlFRUZLWou+XaSWUonIj1ncXFFZT2mddTg+b7Ckxna8IIpNWCdDnJqjKgxGATdVElwhqX7UISoRT+ZY4Q9UjmzOay4nHwtEfY/JEJaxKLQKCKYlj7IBJlRYcIBWv5kBY7KI7ltlyJdY7he2tyOGAzg8B7tqUat2qa4umPUbsFAkzxElpvRIWsMSOmdEuuZgM6YpHZlYEQTTgCb4BYFfLe8Ias/kelMOaiG1t1DeWvTnDaxhA7aa5GkxpUqQ0tqZYaGHlwiSp82MOlGyskJkA3GSI4hV1RGbAWYbuN/EfBpM2VaeoN2Feo1SJeTraoMP2xzFuc9oCeulRRCZjVuislCRJl5BOytUP74GcmxWqfxuBazJkp7MtaAgXehL268YffH3Lxnq17KBX8sR9s8VE0YhPz+u+LfHBdqMEZo7HbYUaDGlZq1ws222uRM+NJb8wcpTbX1DL7vhJBvxN9S4CmPWUZOHlUVxdcV49Q/8k/sVdjCnGN0TkiW7bUEYABVi2ixwKLNN2DDtDNQPSmwP2zxnIlbLOc5zH5YWNnmyUtWyBFy2bb4+rTPIOtyu73Cv5+BFWNkWjbdv2VY3fP/0CedZILwlhEFcsJacEfUVFqWBX6PGKKuOWhBTrrScgm67CvBR06GUMRfviHZWVWQeoOiMZmSuCZvpVYzIXLxfGWXLOKZYM+GRtOalOoKVcgzqWQjla2pVDWQ3M40gBcvoZ0ZXL8xn1EYbXpHnKBqn7jo2AaI0rAS7z6hyCSGe63J7dc037454e9HGJuZpspLfpcjclJOV2pvkpQFRBl9F+FoCV8XyHuvhjFn4TOuwyvvzOm4ry/XNjKUfscaSZqEgr0ehvmmeuIpgN8n4QBEBxvMRq/UQ/9CiebChcgrlps39FxtnqwqtSox4ToYxHcIUGXOE0thRubGAgErMOACyLvz8GTYNi2mvyaL6FVTOYDCH0Q/Y3ogOfhLPL1LHNB3OmJLsJlbZyBRRhtUzh32Ip4SLe8Yrj/sq1Ovgtgtke2/Itz/iT4owHIG/JBctkvxadfQuEzqkirjFXF21oiJzfS+VYV1SlPPyQI/I3MYl4lUIqy+Q3RKVH/HrfWrtgE4P8gc2Y/+cweSU9agOvgWxQ0aOlEkbc0XkUM1/AnYyRRZ0QTidl1RlxeCl7ReMvvgJ7cI2L4M5///AQOmE+rsvC9bfNGmXJ5Rsj03+kGzxjN/XC1zbDeaNP9Cx55zZf+QP5Hj0QoZhk5vZhvnmzzwv2gz8Gs14wsfonhxfiDhlQoMNRerMKSW+VPChA5pMGFIi4qQMHy7ALUfcRWP6jwsYWqKDgxoRW2YMyRPQbVu8v4hxrRUPj5+YDX3iqAXZLtm3H9hWs1w/fYfzvE7V34XhF1OuhGFWCJ2IIrY42ESJcVSNO1sCopTZFPcvwEdpyai4XkSTZnSso16loaPMu7jz5r5p42++W5Xwd48ZGfG6zgxeBlnMSF+cTYE0WvIhkp9JOQcBiZgsonQ2YD5xJlRlxu3KVaoMJ+2ULOm6dgvE5p5Cs8dzPe7vhnz86ojTi0McK4szXiPMhDqDMPpZyd1XEg6C0a8Mfsl4RTB7cvh4E4fH1YzKuzbFWpXu2wqD6wG+r8IGO9nfYkmZIKW0KFgfaki4SRKckguWLB9i7ldwdARhtUbn6zP6D3mcaQkx63WFmMTrJHJnPsLoThMJBxVHLrAZ0SFIJNkWEXyeRgzmc8LGEo5sOGpT7/Y4HH+iM4Sypwu9I3Iyyq/Lez3HZkgXoRmUQWUDFmK0S13eYyH1VsejEsFiAY8LeBgELLsBbqcKvS52t0zbWVEfZGkuwI70iEUv4fCrzy2G3agVxfUX2YAuxYr7HqX49IIeWiPJt4IJ/uKO5WLNzQCWDXBbGVbFKhy9h94JrByyK4fyNKIsS3LKgbjJMxKjZnop2EmtpGGnGJENLKnJIOCl7XWj326RbeQ5Z8lbbjjFl5hllTVvGfKGmBYWdQ5Z84afeCPnv9hxnvtJhVlQIpZliSxlSuQoySq2QKqKbCih5tbYlIjJMpzB3/6+xWPuiHy1TZsB59YdX8Xwv7khD3GVg+kz8+0/crsscB951OMl7XhEhXd4/I4hbd6SpcWUEg5L6gmVs8xIfk2q2NbEy3rk2iHnJ1sq9hZ3uWL6dIW7ihFyah0UQyfIhJRPc7TaG7bhnPFgg9sXP4NVdkX17dd4tRKb/gD/eQ2UWcpm8JI8qzD8IRscaVYL8kHOEZPDY0uatyNACS/B4M3IOEINMzcBGpvYMOa2sRqmzLuKpOM9w58eUK6N+a4jsROjn95vl+O/S9IUW9pQqz0EFGWeRVM4zTzhpc0EhtRKWsIhnRXonmWVFahaQpxQQdW7pFlabrh9mHJ4esTx+QWbeMRs4qCdjIcSalM5h+rQ9ZMnQP0shQFX2uh5IPRCfrya0Ls8gWqPg/fHjPpzNlPBAlcqi+r3pNyAIP5ZEsRI80WyLBKN9skcBg6EXQv3qEN8cQGtLFxfQTAlx5SWdBugonzV3KUichcBAa0SjR0F18zIE0ZtQb5fX2EfQLsz5K8OQy46MLmFuwUMI9UT0EVrbIrueQUrqfqEjvJL8m7OyDPfWYGBZ+E+bmF0B9U5uW7ISXXD19UM9RWM+tBfwDzOEqcG16/ISdpnEQ0BCQqmAs9E7J9lvVcb2CRFV71alLBb5MHjEG5HPnf5Pn71GTotKFs06jV+f3zEyfKa3DLkbixum58wigTsJKavRanO3yXZtKNhnRShVTixu71u9BsNMq08dRo0ydCSRr9FgQothrSAJkJhokWbPC0p7Lkkw3n7HSu+xucIcOhi8Q0OX/MoQZUsHpds+JoVl0BMlQK/Y0O+OOW8meEk9vhpFXAT54hHn5gEJT6tIlwGNOIlERsqfMOQLmPa9OjTZcRn3jOmjUOZOnOazFlQZ0KbJjMqEvFEFcRyDWpvzylWp8yiO/r3IxaTCDsQhZUpUwR5qwGZKqU3l9BweXK/sLqakXGljk/W4s3bJptawGAzxBk+ozR0PAKWUgtDAQAikfbZJhoZCkHPERDgkVa1zKLYNYpJowuwoSRtmjG6gDzMjloQBlqPN0wb6d19rReyN7WZmL2aiJUWbbCSyNlO9t89Vjpet1PvxlhVbitKHUGfM+1MzKvWJVnTDeij7Mb/VuIILVQBW4FXaWGIh8EM18rSPbng6OKSiGcWkxnKvOeIdtB9ZC1HibQpLv6WHF7yE1cGfO2F9H9+pn5UoXT8jtplD7hiM32QBj9IDc5WnHM9R9XMCGbJJCaQBE8fhk9rrNWQ4OwMamUKHw7JPN1TnG2N0SWi0LuggAh+lJFcYDOhbUBAIkdQ1EvpHLw50cMXlqMHwoMtpTacvwNnXcTv14jnRxDr4nGGcTIcRp/fkqCQiv3FmZrSDam2pQmwVdpCXgyTR7zpF5b1OblDl3YVilWLxbrN8/KQzagBnoKUNE8+i9n5q3TsFajycqE3PYrRwWKe6PWrez6PYbu1YbuA8Z+huMXuLclW5rTrEYU6eN0CfeeI4ahF6BQhFHWbvORW5TFVNZWjUeX7FSXje35pe93o95/x+k9c85kiW5aIx/Mzc574Qf4ImkRMeeBHSizZyq/j3toyaU+Jc1OU93aZMmXDlFg2YsTMWRIwRaV1AVPmrPhhOiFn/z3D4zY/br6mxIQSK3LcUuKvmFNnTp0uI9pMeOZIoo82HSaU2DCnwYIGTaa0GTOlxZgul9zSxKXAnC1FrPYB8fElm0LIg7Ph9nZJzYmSJo8m4LFhxZRMuUF0/IZto8rA7XN7NafkRkJNJAu/f5snrnncbh5ZXs2JPSX0kAcqbAmwpZiFovoJQEeNNVFIvjD8vmSn7Ebl2uiDWT4N5FE0YVOVRnebq7SypW3sG6ZMmjbSptm2klXTdOtjpvMEVYCNUu9UKy87krT53o/ZzVcU0yhd3o1Tn0NTMs0rF9egHGcmta8Z+wvujS42x1j4MleygMf+iC05Dk4uObo4wSJgPhlgS5a+WVXQmj15TITfktiwQvfVvhtsIsrMnpdsGVM/PuDw8hAnN2U7XlIIdTVAoPvII5ksblHYK0rRAhWDCnjDEoZqGcCnn8kctGgdZjl9U6E+q7C9WxOEqoCqplipNkIRkVdkI5aCgGbAlBxiGoSWerMZUdk6LO7hZgblE4t1tUv+3V9jrU6J71awEa1hNdap1rCZ/ATa4Yh8oiBVPFWhV0AsebS+D8CKbDwjM3d4WsC2DmHHZl09IKx8C50jGC9g9AMZb5mSbhahoU1kauKzQkk8a8UflQ2YEfcqyQbMhiyxn9Fm5w6Y337hIeORKUKzC7NKjah1Qab1FaFbxnLGZAd31DY+1Vjf/QWK62+2aa0oy6dM/QJ2t9eNvrMiZoWDg/gvVWAI2EoegXj7Cpc1a0JWKB8c8by+k3X3FbBhxhWfmSSJ0pCQGx5ln5poNnK44ZonikTYzgPl/8sDGesrJrRwKEszPmdElwltDunTZoJNyJQWLkUazKmzZEyHKS0OGNJhzDVvk+i/RsBBLiZ3XmNRbwj87HHEdjSCIIsvP1lF/mkRU2pA/k2XaSbPpj9kNngEv4hPnmI24OPbErVayHyzYnw1gm2MbkYRTToxJVxCLIO6p7p8Izw0NVOYbgHz+MToAqSiT4ZSMz5NzVQSC+loX7TOpeGYEE1IVPvbCXyiTaiSXLBSqyqCD3kpKyBZgbSDEE1dphtKuxaFp0epV9LOwcxlVME6TjmvKDHVpolPn0XfJV27UH9Mwqv+HGZmpdSHxFGG/T5gc3hyxvnFEVk2LCejJMJXHJtAwnfayaiMIEzcfYyGaaKErpdj89wnXPZpXDY5P6sT1bY83kzxwlhG+JYEeipovrYwAgpiUIVJDUeo/W3wl4RPz6wWDrXLPGftgEwFru4sJsuYVaxESFTBc4bNhAbpyVOiwaqGHv8jirJllonM23QFf/4U81TbsuyViKtH8AHsiUd+uOJA0qEzKLaQhZcMh8kjAKwJTUklLSIM/gzYJhLpRRTqXZGjZfKxEAu9mYc8F0b4Bx50inCUp9E54XwzpDFYUljGeLG4R+tkRq8u9JblUBUz4tZTrVRz1IKSXAVVUTHpoXq1gkcxhNUantbwkJ3jtpb4tS3UG+SLRS4bB7zfDqmMF2yXMNzCOlb9BXn5LK7JyoKwKv2+tP3FlM391+MX/vXSPumf9/5+6X+t51vqqxGlmps0aR0wpM2YPoeM6RJKzL7MhgU1ltRpM6HJjD6HTGgRYdFmShGXpd3CybQ5bF7xH77OM8l6fHYfmN58hk0WUfposcQnJxk6ZQvO6hlqb0oMMlMW/Rnx4wahh16DrEXjbYWo5jLbTPlytcbeCtbskpU0CyrVLhARsGFDLLE5ZXgLxGzxpXnSJExhBAKyaDaL+NKiFw2/EFiIDDEGcUfDFB9flEhNB6H+1kZfG3Nl9M1oP222Y3lFJADR/jOgY/aXnYjZoauLp6ahThND1RGiJNo3qxZRqgCbZqClj2WlVlXx2MyjNAS1G7uL91lEjPqP2IScnhzz5uKYJytgPp4lewnJa+VO1Pt9LEnazBj7uQhXoKW+LcDFW88ZXD1x9q5JqwHFNxV+vN3g+KEk+ipKYdrg19AYteL6u8n+hopnPMNaOTz8aFE6suh2czTfNahMS/AQQ2DGtqNEAE6bdjPKV32+c2xGtAR5FFuefxjBeG4TL8fQeICzDvVelm/bDU4mYzLDiPVWjWssQlI8joEFORnl19Al3TlZeW6djWSY0SZK5SczbNxtCe7nMPwZ+yBDvTXlouZyWYNwCT8NLBZLmzBuoqWbF9jMaciyrgJ70sJpMaKYukgYVYopNCNDnDR8RqjB7E3S5dplkCEYujB6gOwTtDZkqk+0qh4n57ANIXKr3M+6rGdt4q26kgUFCUbFvCas/L9bR+6/bmU/ltNsoa0bMv75ltrfLZnQZkKLI57pMiZDwCTB7BfUWTCllUT2LaZkCJlbLeJ8g+NcxLetJtPCBafVDER3LP445Pn5kXH/jiiqI4q1JQRDx2POiJId8tVFhoNWxNyfc32/wpkEEHeAOuQqlN68xasFPDi3zK42ZDwRdYpHPmQtxZJ1obZARISLS0xaQyciTiJ7Xf7LARaB5OQrA6Ew8wCloaNhCqGvqfn7CvJIGzrVtBUmDiJdB9jdTzsdWx4vThyJ/m73+TpqVZl4W5r4eMewKvOYfibUO1U5NW3w1fHC5J36+kwmTpy6NnF09X5Nx9Rcfr3pAMWkvmoYSucKMZP+MxlCTk+OOD0/JcZiMp4aRzYdhoj/bVmAV5i/gHUsaS5Mzs9GUIXdiMerIfQKVDtVLr8+YHm7wp1bmKP0RGuSm9Lq1BS/EunWfoFKlyS32wpibh5ibqY2lcsaceeScq3J+suEeLWAeEyWKU0iRZxMOnrdRLBcQ0BlVjvammL+VkwbogJMR7D6hH0wpNsZ81UvotCBPz3AdGqzDVvojt4FMKMum7uKaEx9I/NyJWQiPpOTrCg9nrVJ+9yuie7vGT99YVH3oBdTqcFBrU5zecp8dUI4zoAvel8LYuZYQmwVOIbZaCUKvYonr+L+WXJ9Tfk5hABEVUpaqxK2aMgSul/EFvgrtoMbRsMR19mYuCPkp71ym1Lld1hHZ8TTAGtxR3btUPXDpNC74uXtVyibYBri3xrpv7bfr++T/tfw+on8h0fC2gET2gRkkshe4fodJrSYJpBPnClwUvT42OlSzPU4q8f0rDFbK8+fwjp9r0wwzvDpp5ilK5LBDUtZ+lBgS4PQDqhdFCi0N2y9BY9XDqEjjPmSKVa2QP7NV0S1KlNnyN3VmIwXJY3VipoZEsimK9OQ54mI2bIlJpZmXTdj+ZgjCzXQoCAgVXq05d0KEphF7a9AD5PYqfTxI+PdKsbeNejKYGaMs8SY8gyCQmlq7YDC9UEbTiv1zWvXEhkGVjNqQsznYpc8mS7DmqY5XdDVsJZeMWXj0jmEcie64Bsbr/5yGThNNI2AQX9IjMXxyQkHp+dMlg6Bp8TwQEsyCDNvAj0Km9eaPRZKvsHCoaiMrBtxc7ehFhbIHTZovrlkczvHmzsQbRDUTxHhm5zuNarIW8dUgBSI+SZh9kSAE8NsHbD5YUTp9JigXaTw1TnZ0Q3+8zUV30tGCIq4X+HuJsI/RzRYhSkd/DFq/q2Kv9fgP+I93jAYBRx1odWB6kWJWueSzOCIcN6ASBwhw5Q2cer8U2xCWphRvsWUJkFifJeoOkZD3gMBRltMqIcb4qmoN9CERa+IUz4nqn+EbgFGn8mMP1P3g6TQqzR0tL5PBtUdbUo3i/0yxMn1icpKRspmqKxhi8gRdqm2GdaU4xh8uH+GcT9iWF2wrK2ImkCnRq3T5U14yOFiRmayZb4UTXcvbb8Z3on4JfO9H7Onj/GXx/4R4Llb1j//E/bf/RVTWmwoJZH9iC5T2hxaIy4qW6a5Gu3Ov+MsF/FVuYpPgTEdhtvPFJyfGY//gWvf53nzSOF2xcIl0cJz8Jkxl498Hao9yqfviCpL7tdXuHdzYkdLKwdsaFw2CGoZnM2a2dU9sZeTBD3dGSlarkTkLRg6JmsjLyN7Qc4143ph+H1MwEJAPUIlXxlznSHsjjXJyOhXx8aqXShITKmZA/hk0EMHY1RRN00NjQxaqNrCxEEoYEVcpRmP64hb8/CVg8gY+6nC6T6yv/skWrz0pJmF6fSmDX+cel/6DIqgaj7ruieBnVUxZtLsBlDvfeqPCMjROznj9M0Hbq8/E/he8j5xrih5r1oVgI96Cmy0mo9DTpZo1ffoxtB/nFOKlljdI4pvD8lOx2y+/BkrcqigezlVM9iGHILeZ5Z0hR68UvG00DzxNSXiqMbqboQ986iftTk6sGk22ri3a+JlkGDfEzKSb2Oa9zQEJIQVYEaWOIlvBa1DQUAFDx4e4WoM2/Myy/oborffgFOGh0+wFKKJTdKZwzI1XlGpbi4SQqaiks7JQQI/iSJzXjaBVYE4hscp/Dyd4haHxL1zaJUpnDR52+3x1hmRH2xZr1QBN8fujN68LG6r8wpnqxRRFblUZ2KFZEVx8yuYOkAFWYRXDmQaw2gZES8X8PQTVj1L4cClXZ5y2Q6ptOF5lWGxfFmI4S+Gd9KvR3t77xv0aG/ldceQlmqIgOHV91Q+DllW6yxo0LXGnFc8vFyHduff8SGX5ajUw7dOII7ZBJ+wZjdsnD/z/fKY1XbIX/v3WKyxOGVFmTUlVmhEswG4OGyYY9faxG/f4WdjHkdTPt+NacZhUkIqA41uiVI94HnzxOTzkNiLUAwdF6Gqon5wyvALVRxXfmYF0mjDrwy4Ku4KpPplaqaKpndLiyTuQETfu65Axey7UbcyiNplQLrzFmNVOxJ1NG0YdZysjqf204LIusS82y+A8bc21LvPiIrM0+ZdHd2EcPRxzKvVDB3zmTOPE+/srT+XgtJEMV7d+3RVQHyTw/6UkAK9k2PO337F3fVPhP42VTo2jyoMvzL4GbQb8LAlMU+tCt1G2MQZ1k8zMvNbyu8+Um1VqNNldTugEqpubhVBqpZ+U7PHIStlmxXLRGDUsKZAnBhxi2g5YPHjzxyeljloezS+yjLsw/UwYuzFcnSJip4Ffz/LlIYBAa1REFAVk10jpBmWCfVyCzxt4erzCq86JT70oZ7DftemPS3TGVrUNuLeif4BjOhdVQ3GNCR0kpVnmaIKvU3E3RENTzW2CQSkmrG2VIjdAtw+w+CJbG/JQWvOZTOk1RA8/8d+ju2qioZsBHO+Kq9GFZgdlNSDuvdCMacigZwMeq6uFtIT7leofYYpnH6BmhFQgjginj8ynX+hX/ColiO6baBapFq95KXtdaNfLpMpdWgxpiM77kTnWZE5HZZ0iKljkaFOhw4eHVn83JJjTJtp3CacZyAWg1dsLMyJRnbKCABYZLCxjYQ69F2mn/+J4//l/0Y+9zt+3xlRKnTI2BdEcYEouiKYfsHxj/hhnCUO+7zzfmJLhEuZIVUcKtRY0WTGEyesqDCRZ1aNYk0rpntWxWt3WNg+29Gc7d0E4gpzfJTm/WE3y8F5noE7YnI1JfKUK1CNXmXJbgp2ptcKw+8nhl+Z+DwREb7kdqQNv4J59B2LsaXhTzN00uZKuAOVFcTsmvddw2/Ju582y7pZS1+DOoPaT8Mo6rxiU4NJzG83bfhVZSBK7aM3M6cQMIzpuGJCwyCLzeQSpY1+GgpSwz41rGTSSPevxHRtyryb12wGKbq2kmHSHwFwcnLA+7eX3F9fEflBykno2F+BdpnUKxYeefmqKsRqIy5InqGzZnP1A413PXqtHJXSIfPbIe7Kl/sKMQiSgZsxAjIShkeVf1VGsE4iccX5Ea4gFy1Z3c0ZLW1qF1nqh1U69RpPTyHMFBVVIPwWY2qy3xU0BDRPnInivszISAhojwUUV4mXMayuoHZP5cLmq27Ix2aG4ixgMICJK1q04p0WLXO8oojnVYbRlp9LAEMZ5kkTmoZibKLE4dngDtnc/ki/P+eoGlLpQa6RpVO7pLJ8w3LWgvkGgikZVjRJM+c32HJF6WduyMg5YlrJRzVaqSqMKJjnjOEraj83wRxUrrOijEd+K4vfUxgUXVbdl/k7rxv9TptCr8UpDhesOGIlS211llyyji8IqZOxGhyy5ZIlF9Lo5+Iia85Yc8nGb2LFGw4p8Q0W73iiQsSYPBne8hPfsOAUiGlS43dYfOQLTXzW2OQ54bpo0+weUan9ATv4T5S3AxaLawauS2ZxT8t/ZB1XWfENfSpckqXJjBIbqcJZ54wH2kx44gSHJgvyZGWEXbDg67Mi9oHFgz9iev2FaAnENlDDI2DGik63RO8sh+f6PF8tyG1DMnjS/JRQRjwmYsuG+BXDH6B0rrWJFyqYkQHmCGOqYZ50tB8YX54GL5TpUSt2ArWYDkJ3ympgIk4dS2UP8d4r+5kaO+80/3u/o3Z/5m70wjHVu1TWIl41qZTaLJpOSRwtbbbN8+lNHT29l8pzTGejOT+mizT3MPOPXbc56T+TxeXypMPHt6fcXj/g+UGyv3b1ZlewiPJtwiRbjFHdvLDFkiRPRQPwCZwVzz/cUT2pctK1ab8tc3W9ZroKJE5cJt0BvKIg43O1qqifYRKJawHiLEsaCF3/1Szinx2fynkep35E+e0h7tDDH4zAmyL4+86OaUdSMJqQuAJh3ityKpiKeMeoQm8DyEG8gcUj7o/3+B2Xctej1YW4ZvHzcxlvWoPIPMKEmuzzVZnDDKRqTROz5lCS16lWFvLOkMTqovxbYEV5G7LewvczWDQtnntV3NoFNM5g65AdLilPAhqBdj+CiaUCQ0WkXCY02iym2qepviti/wp+ogOkRNjCpIaQRdQQxMwFBQG5wMiNmN3PeWl73ei7Dt79iGeeqLFNhkPcs2LMvYwyakTMGfHAPevkJ/PElmee8K0atKtg70M3L6+kE3mVLnubDX/8f/1/KP+hRTi/Io4ilmGWAT2OqNAmpMWULD4zGjiUqLKmxoJHTpnR4px7WkzJs8WnRkCdORMaZZvzowytZszcnzG/fsZfWZCgcnmgTrHbpnJWYbgd8/R5gO8p8YgQh/WO4S8QE+OxgR1Ovvikvkzl1R0TJj7AS3FEFF6vefbCoKiJWGCWUFWpMg0gmBRKDdaYyLnedg3/PmCnV/ffrV83DawJf1jJd26exUoZ6njnNRO0ScNZ5pOjDK1YiQ0DrXk7ZvUgfcW6QmCeQW1p+Wbz879eaDZBpoBh/4mS5fHmpM27t4dcXfdZ++obVEVbO9lfaG/GSUggzLrG/ONE2M18ZYMdbBndOTTjKt12gcO3BywHAeOBA3HR2H+NzZoKenCP6uYVmLLpChTEEKRGi8+8mJ+vZ2RaXTgpQa9DpVrA6s+Jpiva6CHmS2CCrTtlk7HqU/LMaRCnpl0NsSQMo9quFkCfoj/Be464GiGM/mGFwuUHir1LnEEeZisI52QkWds8/xRL1hxUlC/GK9Zle5NYERCQnyoyCz2eujS+WWARwtXY53k6JCo8Q68OTZvOWYNvD9oczx9hCn0HVjEvSGKkO3UF+0hlF+q8rswa4pSwg5M0gSmm1oacZAqZ8gxaunl/e93oDwcEDBgypIafPI7POMzoI1KfNRFzpvR5ZpM8us94jBgIj9QPiS2XPjeE9NnImGOMx2euWBPJWx0z44Hv+YIn6/ArIq54YBJH2J88fqz995xWixwwpMmMZ46Y0iYgR0NODVpTZUGdY55pMpNGv8mWPHWWVFmjJBWsco72uzL5/JzpdMFzf07GEcbcSX7AJfLdU4pnHfrbAZPPU3KeVk0UX1zEmo38qSsTrw2/SsRttCBuhEd6VElWmvfQiOkVjhug3YB4JZDGSG3CEO4CHHpyVZo7r+JktZ82YulYXWUPphtIyy28HPXvbzp7MFdex/b1PuLvXehJG+A0XLSbXejahD7DL2cr5rHEGZRbhl+CgmJjD+WkQcTyMZPxlINmmWq1zMXbE368fiTyY0jF8iLCz0kjaDL6tyDJtUrEQ5WAlYyDyCqtOObmbsnzzOPw7QX10xbtgsfobgKxUv9ZUZT726jRHMIVxIkYhIVi9RcMrj8oI2WxjSowDmBxQ/7ymGbN5+iyQqFWZvO4Ig4Uao5UgzELqEtspjQku8ZCwzorSuhGrC1iTPuYjjTk2wB+eobJKmR9WMCt9eCyBd0R2dsryhsnaadSdMll0mSlcw+hRZTORgQE1ESTMpdkmdMkNkq1QmomiqqwieHLDQyXZA4GtJtrLnqQO4BoZvP9oEC8NoEcNexGq+qsEDUUUucVhV61n4Le/ETtU2kfORTx92oDYuUvNfrGzyLe+cPeK7/wehxCLJgkqhNT0dN0V6NqpAmTffQfOb5j6/H80yPzf9Pg0OrTZEqWgLmM7GusaDDniWOmktPfYkaeLUtqUoN/RZ05GQvsxiHV8wbr/Iyb6ZLlF49cpCvuEQ4uNqVul/zZOa4VM3lY4XlZcnKAiTL8JflZHDZo8TRl+CM8XDLS1ahS3T50I0yL4MPr4SjCAZizYtX+UcLR1xwfNRQFzEhZYe6mi0nPs02j1unIPG30gRdWzCdAG+rXdXFI9jH/6/UM42Vno7MC01CnZwIrxlKcWhXO0AS49jMMhd3rkfOgYRwdh5vofCxzK3PasPivrR/y8+dH3r07pVitc/62yOfrRwLfvOMhGaKE+WWhontl8BWtWL3iYe9o9Svcf7rcMroa0X13SKHboUGRdf+BYLsiK1FhU7NniRq5p7JVgc3brKgS7RA8d+bz+h7ep39hexBQPww47/oEBfj8YPHsxBIuUVi6KrROqUoIRhndKQKfjzSXBtH6NKZpFGVVI9jjCoLVFKp3cBhSrHtc/q5Nb1am2F8SblRJFzmeRMX+a4RQnJuifY5RzkmdSbgM1YGrenL15zcAGueJ2ZdPPA08yhVo98BuVWg3v2E4P8EfWuDMIFxQMYalqMKxcH3KBS2ANRWpaZCTn9nB4PBjI5ScxPdj5hFC2rGB1gFKb//KjtyX3cAvO4ZfcQ6vvG4ajNH1E/2PB7yvZmiwoMSGFRUZ2T/RYpYYfY8CdRbUWLGmwpwmDWvJUWHL4dsjptkMbuhwfXOFP5vRiLSqtmisiml2C1TOmyzZMrsf4i1coIovI3tl3k3DL5quTOgmT0TIFi+J1RXUE0ok38SwxXjDIGWihIkPSUMUGelIo9TZ0k1TKpLW7UvarJlwkNhvvzQK+yZewzH7zkEdT3+XJtCRflL2t/S1mXUHfSXqajSGbiL9mkdk3ilxZeqc4vrMWsLLT7A4m3aoJiypvkFl9IVZTnP2dRlc3QPHD/jp+pHLd28pVhucvS1xd31H6Gv+jjqGCfYIoqzC8FWEL1g9JSMrUAZfSTdvVyHuTzfUj09pdut06ycMrqbgxBJQ1EwgJ8lblWqLKN6WpBBchvR4QVFwVK8ITslmOGG4gN5ZTKNucfaxxuNDjniSh9BEpucUWSbqPKAyAjkgJUHjN8CUsqRAKoR9hjFMhSqsVrD6J7IHW5q9FW/bPs0mjGcw6GeYbzJoKYUtgmA6STGL5ggIKkp1zIrBK3WjyKwyF615I6J3mFDFg42YVnYzhXHLYtirEjQvoFnBdp+oDu5oTaEaalhNyFQqyAYUtFNPrSh9/TSHP4uTsBB1s5jqxVC5WXqzX1wFzB/Ar5v437LPL7mK6NX9xCaRcNfj089jXIpUWFNjiUeBOU0soMmUPD4LGqyoUrI2tO0FmXwRu/uByw/f8u9+d8RFN08uWOPc3LKeuHhRiTm2jHbETbnoFvn2vEKDOdv7H/CG9/JaBAvCoyBZERoxFg5AlW9MiYQcSmpNRdMaMlA/+BhdqLWSbEh9SXYSi6tVFbFqw6uOaaUQZ+VMrGRfzYsx77I+d2gcU5h6Hd9qHH7XMe9mbXrl9QpC2vhr16febb7TSp1BHHcX+xfHNfOhNDNIZwXxzr3TGUYawDErJNqAZ40/wr1Y6CGJpqq++JQWIZaAUTyfT1dfWDsbytUqp2/fkM0JQ25y99VdF+QJhfsrl6JE2uKUUIOQcLAkcCNgmsDdMv3yiWByTyu/5ffvDmiVBZlT0zNtGSsq8FHEi6ZErzAxqhlJUT9VriBmz9aJyWxjbq7g04PF2K9SOf+G4pu/hUoHZUiVNIIywwpa2ci5dabRFdCKHhaumrucZLSigjnGbIc/Mvrxhsm9i+tDpl2k8eGC/MFXkGnIb2MBjKjK4rGNLh6LQq/pnKbkpfFVBdcZQgSCndUc81RBeBzC59GW4U8j4h/vYDqlUAj5cFHn3/8uz3kPSmVxp12pxKuptCvyhl5SgKq3mIqagsNfksV4xRRaoRySevf+9isdub8WnUd7K69H+b9m+F8+ezpmjLm5HvD8VZnL2pYGc/r0mNHAk5h9hRXbTJ2wfMp5bUqtfcQP9lc0c6cQhpSjNduHLzg//DORp364VTxC5qyBmItugYvzIj4b7h5mrIZrSA2iFrooW2me1apCXKNUodZO3uPjoSaogjJKSirZNHkZQvb18dNiaCBiYhF5m/tpho4Zp2p9GwsdSUbJvTdLwqLlSgNJCorTZzGFztRqaBho7Rx2v2X1XabzCfNdMbv1BJI7pe5AlHqHuaWHnKf3MD95epS6dlzqM0Qoaqe6amXAXyopqxWFzutfjxn/C5jT87Z8ufrMxbuvqFVrnL+94P76E6GvnaWK8rW4tvp+BKyj5u0qLr4eziLlwo3RO3HkML6dUds2Oe2V+PjhgOehw9XTDDdWBl/h+IpkuKIkoaYY7SA2exmBIDmaGcE2hudBxGwxxzqO8VrHULHJ9j8TDW+oRdtUm5JucmqhISDFofdS+PwUkSdofZ8QpeLZxKMSwGgAzxPgqMCqewTnl3BQgmEfa/JMNhSzAkrJu1VHb8M4pojea3LGgXJ6Y8BNjKp2QzXZaKXynikSUgoqEHhw8zNB+YmwN6bZ8OmdwyqA8azC9bCB56RnH5SlfJ5amaOMue6xtuTwc7Ui1FNt0oXe/e03YfrqX78VtkmvRKl3vp4NsPfO/WwgYrNx+ePPK97+XY0mM/J4rKw6Xq7FeSPPqlBj2fg9B/kaPfsHMqFDdjvnp8Ga9eyRbnDP+uGJ2BtA8iUXgDpbINst0DwrE7Dh+X7Beii+4hUrafhUySSPUM1cYxZqhXkXSH6cIPjiVguJtDR/XaHz6RJlRroCLZymMfuQXZO2O8BQmCITATchjThZQa6KlTSerRyEWRZO70fKiajHK+1sMvKKo52UMm34ze9bHSvtuNJOxE4dxzzWfvAAu9dt3v1dBN8s+u5+7peOrp9LE5bRuYJFGgYiWQ28DXdXP3H57itq1SqXby+5u/5E5PtJNhgke1vGihBpy5NG97eYw1nMQqxLji2lCGZPY2KnyMmbHvWjYxpWHedxBrGp7a8kH8IEHBB6QIouaGYEIvbPstpp+RIR8dzNwM0Ylo9kjg5on9ZpVpvkn+eU1oE0XUqL3sS0BYmxwCrh0MUoM5whkLM8FGURxlRZJSqeATAM4PlhQzidEfVOoZGnfN6id9DG+nJL04FsrGcF6Cg/g1otME+BQlOUoJwJNs2TngCz0CtkF5R9AeI1wfqZ8c2EuzL4dbDaNvlOj2rrW5xZCwYr2I6ww0Uy+UpBNosEUtMc/qzk8Gv2v8oaTGnt/e11o5/NYmeLFChSJKQgH+wiWQpyOmRMUT6ARUq4FAjkPhkKFHETtRCLTJQn9n7Jeej/fjmz0MWy764H/A9vs/ROPC7KRQqNC07rZc4zz0QU+KdtSN8tkB+P2aw+8eSueIx6ZCnQIKKGRwlXMnRs1A+l1O1SOaszt+bc389YDd0krokR4mkiclVEtzwxIS4bIF2ojYjwUnx84RIE6yZKfrDC6CsVTNNsC8OvoCMVScaoUreKHnVRcje6Tfeaagexa/rSLkMb4/Q+aS2b3Sg3bTwxVkC5Fu2QTOhJG3MTwU+7A11PSGvsmOqc6nrSOagOOfazgpfcgEkpjY3rSruU9Bks0s1a6klN0zFFSdlCF4Yjb8vt1c9cvntPtVqld3TM091t8vm0S43RsJloFDQL1R6Cuy/MhEL4RUaQkS38KhqczV2WNxMaZ01Kh+9pFVyWj88ErojjbTaUpMG30SJwDpYs9CpXIEyMxTwZ16jcwBwBUEAN4hyM+sTrJzKHIRftkF7Zxh0JHZlFLIQLNC9ewDo2M5qSJqpM+xQl26wgIIHGC139OOH6LxBDV7ZxE9YFuHmC8jOFXshxY87lxxyZmcfTAPprwdiJEimFCFhgMaYhXRH8kmz0jKqM8s1Cr7s3U3dOjjWVGNw13KxhNIwZtzesD/LQPoBWh4ob0hjc0JgtsENTrE2poiphjRUl2fymSs66JdQU3tvfXjf6hz1qh8e8Jc97PnPAjIAMDXpk+YpbLtlSpcCSS4p8xSdOGGAT0aFBjvdc844lLbJsOQxKHK9DzuMRJUJmFLE45IF3LOhhEVOnxBkWbxjQYItDlixdbnnDlBNC8lSYcIDF0s/yP397SZ42T/QYbceUl0tG4//Kl9UML4Rt7NJjSY0pGbosqeNKJ1YDQlw5HsYm2zgkf/aWpeUyvH9gM1wlUzFVCh0T4eDIn7umZkZEbOXPTsV1wvAL7r3YTIaOn/rxq0JtnKTyCkLRuvcmTh3sQDe7+6UxatNQp4EOMI1wbLxi7fzXaxCJzS5kpLIMvaKuIz2XV48+UQ4ufKHYbIYA6evSx1Hv0mHCbi3hZRAyTh3LdC2mKxDXZRa/lAFWTjpADaZX59awjInui3ssckRdjvU9j5vPn7l4/4Fm95CNu2Uy7Cfv0OdT/x2kMH9VvA2MqpJyDshhpKrbRBE8R3OH59U9jTdNss0erWKJ+dW/ELoOZRmmKbfhIpj6YWJMbLSbcRLNeJVXKM65ntsK4BJtJsxux4wXGc7OfOrH4FdL3D5E+I6SKMigzJxqmlJuYAksk85bxWUXomot/D3FzTUVUCNW4gjWA5bX96yaAcWTgHoLMs0881mLLw+A10SbTzECUsXzepCLYiHpMSsZOYLSFJ2eY8nPr5vblG6+2m8DDIOY58GGeHIL1RC7U6Jd3/L1ZYmjXobNIKS/hrmLtFhangEWVIxsTBh9JbWhovyXxZVfN/oZm2CxYMWSBYFsyoiZs8VhQSTHBUescFiywKMio7k5PiuWhMwRKf6WKOPSaJRpkKFISEyWBjVG1LFoYBFTZEODGg3G0sNnaFChRIOZTLRyBDSoMZl84fqHH3AaRX5eLnhwn1n6T2QJKNNkRY8ZTbqMEqaPQ5klVSwsiefFhDjEuRLV4w6RZTO5H+ENN0ABCxcbPdFIxAERm4Sho9LiAiER2xc1dNQwcw3dqJm2KtLXHJAw2UfDPFrd0jS1GmO3k/12jWYaWlOOZF+GOD3WUG+7mYPeXjb67O2ngRrTKexnBOK8oaSbpnsK9pF3052I95mf3JZm2uQRqU19RnFfXnZq6TMoMTszI0gPaNcuRd1tEZPv8nBEOVcVetV9CADPD/hydcvZu/ccnr0BSAx/nLgRM3fRzJsQYWzjFIwkzHVOsrrNQm/SLhgWmN08Un+TodXI0H13yPJ+SbjYGECPYJYIQ6JcgWD22BICMmEdpS3vJcNfNNJsMacYBawnAT840D3OEbbatN4fMR8V2Dx7iD6CBRlZvK1hcoMUBNRAGNMtopbgvMACyhDRRjN2Foj6gIs1i7lZQqUFYa+C33pDoXyMP4xgMoZgRFYWmuvoQu8MiyDR98liylGrKoTuCVCFWRsFFWWZUZdogO4JkBBQkIHZiGg2Zl4dEx+61Osh7UvIhGUepwdMBw0iNz2Vy5RlE1z/DLudvy9trxv92xvWTLjhjgCfCcLEPzGmjycPWsFjyT13+KxZyY85Ysk9V/JH3CTE49l6xCouWMoHcY7DLVcs8YgZExMzpo/PAxspvOrgcc89Y3wC5kCOJWM+cYeLw/rh73n7f87i5fJsybOiygEDmswZccBcRvaK6TOiy5wGHjkyyLglZ9N+38UthfTvr/CGM/R4w5AMPhZaNVP4biWeplB8Eb8FhHiGgdO0OEWh1EBNhKZb6mg/NuJK/eeloePpgefixx7u1Av0fjr+V5CFSWlMR9R62ze3sO8K1EDH18AT/Yq6Ug1dqFXtCiJZAgfzutLbbkYjDG2Ejqq1I9DXpBk5ptGPjWOkY39lrIWGUYb0PdVCzVFydN1toj6X6d5CbKKk4K82cc4Mvhdxd3XH2btLjs8uyBAxGQ4TJ2MWtVXErvKNMHW9Pspk59GkAWWUt8mTXyAOIxY3P2M34fS8xPv3dcZPEY/PQhNWjGs0o3BRPbBxErEw1RugpZsLaMKDyAiE6LKbxKlTFx6+BHgzh8xFm/j4EGoh1u2PxK6YU6vQfYVprxLGjEKwhSNpEKYgoBlK0K2FRviFkmYboTEahXAzgofZCq/t4Z4cwFmF7EGNynBCfhzQCrUq/wKlwd9EY/lLbGnI9YoaK1klrbE5oi6BIQvVJaAKwjV0hjEnXo15XsVkq1DtwKJWJdO9JNu6xJtaMHiA7ZJivN0r9G6TPgtzdX/7VZ6+mQzrH8bLqPv+ql6J4whn4+GgsD/R/hQkowMgwGEj1eeFh49x2OLjIDxrjpCN/F/IaLOi8N1nKn/zkQkdFtQ5YEidBXm2rKmwoiqj/Tlj2iyosyZPAJTzNh/f1glKHt8/fM9muEV7ygIxZTayfBWj2RnC3/pECWavzFkuaa5SmL3S0NFdtSagk+aBi1UT3VZGXzNl0qY23jl/WgUzRhl9VRnQkMVuiTRNyTRNothMA6tX7BdM8u47zL11hK7gjXTcvr8apY6gr+KX36U+UYjpTl7qI9h/Zs3zqDxIu1f1R9/BfQBGX7M2+AqW2XcF6inJEXghD1c3vHl3wsXZEQUChsOpxNZ1NUY4l9hwOeqIPgpoyRAkP27Vh7sBCd5oACcO16zGc8ZxgaOLHBfHeeJsnvnAJfSUJIPqHd1gsaFCmBACFaN/hZr0q5hD6qxrCnJ8iOkGZlGMMw3IhkPiowb5aoX6x2My/QG5YUwxeo0mqjDyBUVJu1TOYQnMyUh8XkXagkvTkEqaaljJDFgERaJBCMsHOGxTbm55f1aiVy9Cf81mJeYKCLimgSnUJnj5bqr0O0b0Oqe7iaeUpMSzyRZaJAVhBRU52CypymxgvoLbFTzlpvidJX43A906hVZEz11QGQwozjcEkTieuEbF4Q/lN/KvMvrpf/2SiX/5B/SXrPzSuXY3bUyePt9z9GEE5S4L6njkKbOmypqJNPIdRtTkKDGHCnOKhPkMb95VKZdiru6f2AwdbLLSSCrssoDQ1nFQ4w1VBJ9DSCKLn54uy0akm6vSmL0JCwgtUXOYeNqgxKRdQTraT0fB+t2m7oxeSdMtTchC301lhnQOYF7b69+MxUvR+GvfWhouMrF6bazVv+LU0fUnMoetvAzL6PjfdGxhYpr150vj/S99xtfzF+1+Tbqq2kxYRpt3MN0A0u3r7l7f87i9+kztq1PenHXIEfE4nEu+vnqqFH1XPScxaQjIT9yxOo8Q/lK4vyLiCldQJGIz2XAfenQOizR6HY6qVVZXSwJP7a/29Xf0IpXBVx2qitnjYrFORN2K6IxgiSpMVgkWDjg/kuvVaPYyHJ+UqTerTL+scFwRqwrminIzgp9uMaMq6dKgC72bpKNWAykFFr8AAdVh48HNT7ilZ+itOe+4VKswWFoM+lk26wLETczx73lmib5QhLjOKVlCOpiTwzLMaBrZyBI1y1exlcyGtU0S96sMY+HbhM8LGP0I7SbFusthzeXtmzxFZ8PzEB6XGdZ+zjiegHYKbHhps19cBf4ygx7vvOPlfdR/Rb+w3+vninjpXN5my9Xf/0cykcuKCisq5PCpscAiZkmNLQXKOFRY45Njm2/SfXcBpSp39xvmQ0cyHAJsiY6RSCQUiCiywU5arkCV6BSi6qPx4iy7zVXC+O/+MIVB32+3YucOKUP92n7pfc3YX0fWu85hv7kqrUhjJfvs7rd/TvbeqVdJrf4W12A6P+V+9CcSEJl5BfsR+r7zMIE1jDsUyag5neOY5V99hrSzMs8pjq6a39SVahAmQM/T1UZYvZLuKBZ7+J7LuD8gS8DFWZvDXhMrOZfZGGYl35SVxNBCg1NBaIpuKaL83S5il4zk5GSA6Tzkh6sN/RVE5QOq736PXa6jzHVGAiemUMMaZIRfZ1ceoCQl1kwuyQLYUJBGXMbowRz38TsmV/8M6wm1isWb3xUpHBRYZDKSKa/cjIjT86x3uDEwJUOUnDFGOIdJoqtvKm5uKMNO/B1v+qxuxwxvQtwtZBpFWh++ovLuv4Pykfxsa2zGtPBT8fwMC9F90MHk+pdxU2dRBWlSbKE1NnPqRKlZuanoPdjC4DPLz/+FyeefCZZrimU4uCxz/M1bqmffQqEt77Qu9L60/QYZht9i0F9b2X/nb4n0X98v2nstBqbPDwQ339F99wcW1KmzpC4nzjiUWFOlyYxeKSBfP6Ce+++5/Wefx/k9w6HQFVRq4zGBjOxBsyGKRMSoubYmQ0cAN4qho2JrxdAxS7K7WLDKDARim46CzcKqglHSWLwy3S8VYCFtPPWd0mZwd8BKOnMw6w7pa0vzYV424y8BQy8/G+YxxPdrGnz1bvM44l7oATH7hl//rY6j7qK+chMCStdBxD0N0Nu+rJp2A+mjx5gMJfFkmFmQxuDVHx256/hfTOSajRc8WBGn511OTw9x4jyD4Yp0+9dLrV/6XB4qw1HgkjL4HkqZM0eUHNEDVkHEw1Wf2sUxUeOA4scm0cPPuMNHShLHV/G25oXXMdUrkayeBrsZgegqjVO5goB3s6yJFiH3jkXYzdM9rlM+r9NuFphfL4kCZd7XWMyoyDY0xVERGHkZTZMUZdW8MXg8QmlmKrkF85on1NlSj2ExgeEMFi1Y9mpsGu+gXIHhA/b4ibK/5kB+6iD5BAWEwW+gIbYlTeKkIL1CGPIgmSOsCsIv6/usZf+QdldzCvEKaxFxu4BRDezDPONSnaj3ATp1GI+xh1MyW+cVubV/teBavPPKb8sE2PvX7rl+67G0YG4EBGHAl3/+T5SPf8ei1MBjQJk1FWuNX+yRq7zlq7bDReWUG/uAvx8N6U995vfjpM6ulE2E7w3Y4CC+PFXCFYbfw0UBOtnk6gI0RU9E+6K5Ks1aEVwXs1ArfvRm9+0+xGMaO60e//p+aUBEr6Sj/fiF/fYzAjuFi+sipi4qmt9O+jjpVZPzbp5J/0sXV03OS9roazOujD6p19NXZL7DQkXW6dUYLcWsTGKanfNa0GNmFgA2llFSVat6frEWvlMOSNdN1Hco4n91vaPRihCb7vkZh2eXeIyZDado1xWlNDotdIEXmcXozTT4Yk8LL2XwFblwG9hsr+7IdS0q5yfUz1qi33a4TujLHmqQi+pOVXCKS05i3cqkbuRxhcFXxVhQ1YA8m0Tm2Q9iPj9vuVotqZ8dEtROqH/Msn4a4k+fUTCIqR0/R7RIxXtjSSbUJBylrmOKcEma2SMgoDzzFBlzHgn5ZGc6gTMfWnnyJ23Ouj0ORs9Uxw5ZX7F1kMLLTTRxdEVJqmTua/WnMwzV3GUWeoXUcgNdm3CxWdBAS1IMlvC4nOPk+8TdQ+jUyffq9NrHHDpziuM+L22/YPTFkcW8K3b+mAU8S/4veYv8O1121P+Lkf+X229xIGo1Su1jJuHb9ZLrv/+PdP6n/wOuXeO0DoV6E6f1OzrZFbn4E3hz3NUXHn76meH1M1DAl497DEmXo/g6FENHGXMR24cEBPKHqZJtARHsDjPPykJt2vgIPNo0owpm0BGlNua7WPw+3XJ3P1ON8uUoft85aAdi3vX0OdNFyGjnOPuGX8uNvWz009+r/rP7rKW39Cv7jiZ9XNPhpgvCZnwsXlXHycp7pQXuXgtfXr5SM55Wd8m8Ev19qS1Cg4YhamqceqU/WrCiT+vsA+2zS0LyLIdPmNWAfekHkyNkwlXKtAvXlpHXofg+AiCyUSRPf/SEFy/JH+Z5c1YnW98w+LJiE8RsMKdxKW1/DwuHqjRMyqQKJlBOGnzTBC8pSRzbdANLwF3FDD+NKRxUKB6d0L7sYTc9ZnfPVIM4yTYUTdJP1CdBFW/zrJJ2Jg8FAVkSYU/3+dYlOJNHtVxJFlDUgNshDCZkei7d1pzfn4Q0mmKW7/MS1nEO4USUOd4gmEVRirg5Y5f2KRD+OttUn4GoeVTQzkFkOEXJalJsoTWwIU/oFeBxCKM5dtemUJ1wUg/p1fd/QerpeHHLHPZodE84ps4Zj7RYEGLTocMdZww4waVECYdDGpzzwIHUqZvQoMYJz5yxpEEOj64cZHLEkGiz5XGZxaPGjANcOoCgPrUJOGBFFR+XDAEVLA5w6BKRo0COOh4HzGlKgmREiYAOmyBitrE4/3f/nnf5IWMK/OC73AzXzKePlNwnJv4B/nomv4oSMTGOlCmKSWvoCAKmjsh1c1VI1jDxiqEjorqssSqEF9IFXRX97QI/wU4Urwqw2sDu6uy8HMXrwSkmLTNtlkn+NuPVl45lRrvagKqCL5hGX216HzMjsFIrv+be1d8vG/T9K3zNNO8f13QF+gxmdJ7+qWhH+tLRXrqe/SzF7MYQ3BtLmuk4ic1V/C82FaX7wGA0ZcMjrbP3tM9OsfGZD7+kahW6GU0ZbeUKVKuYyWQygwZhOIVLsIiS3hMBCjnjCU9Lj+N3TTqNDKV3Jf587eL4MZoJJHB8Mbpjm7gB0IBMmHDsVeHSoSDxblVgVTw+lyIxDcKggPM8xF9MOLls02vFfCwfML0fsV54bGIRPTuJ3pAqOAsIqEpo8I4EBLSmRHqWr4jyW5ijzU0WkCytujPc208MBhPcns9pB87fw3RZ42rQgGUDYu1einJ4uzr/EhXlq5JyJFeWdORZlCsUhesWuvN3hcWKOno6lpLD1no8lghqH58Y2zMGNYtK7y/E9K1KCcsOsGWsL/5nJ/9T/07/nd7P2nmn+u9qzea8WcHihJhzAjpYxLSsEmfAKQ9U4xUbq0SWHjHnhPQI4iw1q8YpFmfENOMZgZWlQIeYC5445svTlKdZgwITpst7vqxHjIIqZ8A5PlWW5GSLihJFFp22a2TbSoLX54lx2cpITSW2GSJs1LAT06AHqahbrMYGrqv2UzMCdjF7c5i4ygpMqqUZeVvGu9OGWkkuv8TOiVMrGP96LSPYdRX23js1xm7mL5r7o4+3XxTev65dxxDv7SeMpZl5vHzt++9Kuy7tLl52AyZ0E+/d93SG9fqWzv72r0JlFWbsr8u+uvQ/H42JyNM9O+fw7IgCK1bDfnJ2VRHQ0g8qBw0SU272BofGH31H1RMdofp8LTbgBdxeDSm/rVCslDl612De99nM1NMv6gMWa8pEe9O4tomhVYVLH5sNdRn7K8RadP+qMYkSm483+OsR/R9vaBxVOO5maL+tMJyV+P5hzcqHOEVVFE1TCgLShlQVelWsLAqoSlRN4e6qKOwkeHoexRjKsCTr+vRvgSXYvQxe7ZBi7VuWizbcjcCbYDHZk5DQUX4DrZk/p46XiEqsxWGl21RRvodykHXS4JUjp/ppiuySHEtqUYQ7h5+Xe49j8oS8uAU3N0yYs+CZGR5NRAlyxAMj5kSMgTI+a9Y8s2BNVz7iU4b0WRAwI6aOj8cdA+bMGBNRL1pEFYdHHpkTE7ACYqaMgWcCHKqEuLg8M2AEbHGJybJkxgNPRCyYExASMmDMAIsNAcutzf/9+Uf+r/+hStVyKEjMcUUFnzwlNhRkSQljDEpMJHH8KElWBbfgdQ0dE+RSJnnXUMfSUKt9dGSmTKCK6/fhlpcKuibEA7uRsDIjois1bdoUAKCN1C5UpCP0fXCIF1fUGZT6z64zMq99H5J5qdagZA/M6zONvYmG/3KWovsRrNSxzCOL46av0PxsumpjCtCJb80cbJO+SvNqdTZno++jHsECms2j5a81gKb7DyKWoz42ISfnh5ydHTGKtizHsyR/SEs/2MlqljihJIBmDoWoQZBmThgjDE2MkHATUObGi/jTz0uaBxa1k0MO3jTZ3i5wJkpgfCWE3dB5gsDybWmUFVNfjAMpyv5aVc5VGUGUjCpUXbcbsqyphiHLhxk30wxHl3Vy7Q5H1Tc4t3M2y0jeWkdex4oqaQhogiWNaRpwURCQNpvCQIcpoqmoBpRkOxXA/RQe5yHThsOyl4N6B76uURwtKYxcOp4e2SKay/KQIo465KTUg9nRu8QmooUu4Aq5tRpBUqLWvQtVea8yqGa1mjFT19nHUoFfMPpEATEBil2iooIgedg1FyGU+6j2I7G/epfYRxxH6EmunZil4zLCk9xhEdusGRMwIUuMA7h4DPDk9F1xuRvmeHLEskIohywRj34GKHG73PAvBw3+jx/KVFmRw8elhEOJBgsKrBF+1SLN0BGORmnoqEQ5raEjTPcuH18ZH31vXm+GSht9M4qPEjeQdg4k+70kpZx2A8qJ7GYEuwqS+9LCL2cE6f3236GyixCzMPySA1GFSzNr2HV+IovST6uGgdSaljxOwzvmdSGPpd3c6w4krWMZJ1do4v7adSgTHyaf7+Wits5q0t8URCnipfnJdHaoXJ+6agEKQsx89EyGDW/Pexz02mxWa9ytb3D+1fnU+8K92F8fzdTqVFCQ6Q7iVPnXjWDcX1BnRvWkR/3iDOwn3OkzcbimSCQZbVrb3U916ApXIDp69XxexezZJtRPxbVxsVlSkyh8Hlg5If/txxmlkxp02lS+eoM1mrJ9viX0xChCpYUTo7V4RORuIvxiRm5ZKgSo6HmK6v4184QpNlNqMmNS9YFhZDGfxjB7hOMSmW6eo6McHzsNGmOH9ZMQlJuDlEZTn0Ig9xVJaVXHFFCVmkimryrPKmEgpZ2IAqVE1pKXw2aqaFf10vYLuenLiTWvrL6MqO6v/vKxXjvf6++CfUw3jmP+6fs7RnOHMmtKOPgiXiDCokxATsYWwr8qI10glK8o0l4GJZBl8q1FFBjKVRWZKliD1A9WsKh3Tfw+Lz7d3arBhXjnnXbKDeyDMGbmkI6G0/x6e8c4vWT001vaMZhX+dr59nOS9LvMa9KGVrlNbU7TUf6vb9rJ7JZN9XFUbBzvmcm00ddRsLpu7Q7Sdy8i3dugr9QEq+IkhzDZ+brJTwCLCoxRd1fnAz6T0ZC7u3tyhQIX707J5HNGHqLOpYiaURL3gw7VhHkusIv/Z/BlZ4qWcFDFWPFryTDoT3j89AnLW3N40eX07QHFTLTD7BFmVQ8VFUZcmCsv6XtXBckVNnECAakugBVlvITRbskjzCOL2/slj59HbJyIcrfD6cczug2bphXv9O0KcxjvgSNT8lJQ2ULTPoWMguoqVlJrQ0n8Tu+7UnN34xw8fiH+8R9g8DMta87bI3j/AbINi6WVJT2+UBR660Sp5jIBAalidwblcOr4e85BxPMNtKjbkhpBMshFfcqXtl8x+r/VEKdX94+x/67fss/LP+/XnEc6epst1/y37+7IRRuqrLCAFVW2FMgTUSYmayiGiPcJE++TScSs1M9fpEQKYbVQsVqAbspRbTpptFQYxN0moJc4L2aDz77hNA3sSw4kbYDMe2e/cixzepRa3Y+aX2rbUsd6PdZ+ecVKXXeGl46uHYje0p9v1wX8kovadzvq+0k7kfTTbLol/WnsnT/7buy1fgS1okut5j1KY/EanlHgi1hNP0WD0ZSb+z7ZQpnLdxfk8mrcSbr9yyadnQi3YUHSnaLFGrJoYV4l0ib4/oLcGRojG93llPHVn8m4Yw7rWT6+PSKXtcV0MFSUrz5TjJZjE8NZTB3IBUg3YDRsJXrxcWpW1ArkuJYmwSpi/dMn/MEtzcyKf/O+wTenJeoFKzF664Q1pDRpBLMnx4KqvA7VsDVCRdoqyhda/TmmNNEaO6I+oIauaLgm2vZZ3H/h/keH2RSyVei8b9L98HvsxjlYOk8oyNlfJrNomUTvWjMox5wOcaIrKrKinNxPVyJyUpXUdHjrV8z7vzLSj1/dR6+aj/1LP6zdc8V7+732+svHUj8qHSd+uh7y53++phYvyeGzoZT4dpF0xmQTQViFY4qfmRhVYcb1KsY243rB4TFXhCELd/bTXaRg/uB3I+9fMrBqxd7510tRvH5n2nztuou00U/fWbX9FhgovZ+187dpFHevaT+befnad++B+ibSUfz+3du9V2kK4689l/q4u5CS3tKuYP8bSLsn872m+9nttFUZgYr7FWlYP5EZ+qMZN/d9csUy796/oZBXepeKhBkm0JYy+B4qys+j4SsxzFHJdalXBAxkEyeqmWbUvsV3pzxffY8zHdKqF/nqd6fkGxU5p9UiTmJ/xTURUijFndUVWXTDFigHUZG4vzmyxUm6WaXJjLYs7n9kdvMTlWDOZS/m/fsyxVYZhyxREjkrcYM5eZYJ3x1UOVeUoeMEWhFa/WKWbrBTCdjVtxfxd4aFEHTbwqcv8Mcri7tVmW3lhPjdt/DhPRRE9lCVJFN1/ilqeLsy5GJOWF1qBpksIOX0MECsEl6Sy6h7pe90evsNkf6/zhCz966X9nv9p7a/uh/b/VJEZRFhxTHXn57YTp4pssEjx5oqARlskA95TFY2lWiNdNGnqFvltUFPAw8itjdRac2QTsMWkXQOpsndN9QvRd4vuYHXjOK+EX4ZbtGxtnlXX3Yyv+SI9r+BfcNoGvxfcljm/ulsIH3tYlXN8jWv/ZfM9z4Upu7Ra9G5CQOlRyfqM+26r3Qmo69bu/zYWEnTLE0oSZxfifuZpVkz94zJMBhNuH94pFIq8tX7CwoFG83Hj/YMvqhCmeBSBPjkiJI4XuH4AsxUg1OUwY8RMbxPkQhcl7ubex6fZ4SFKt03b8g120SWqcq/RjQhrSkR76xCQAkt1iB0Y3IyEjZHtiywpPlVhV6BXOfYwNzh7ocFy3mAVSjSefOGxvm32PkeJj5eYEWbONWatcBiQ5k4KbRaCLc1oyqNqebwCPMeJYyhANXnW5KF7BhYRnA1i/njpyn96xGxs4VqjurvDjk7K3NQsFJNW6K5rImuZyzJMk+UQZUbEIXeBhoCEpIX5thE1esgitH72y8Yfdg1y3+JieeV1V/e55cir798HwvwtwHf/cN3FMMFSG/ukkt4F2LWUIwYW65iexHtBxKzV8VA8TMxY3ZVeNOGKpPaD+OdmR03sHus14w+pO/Yr0XxQMo8/ZIhtlPXvm/Q9+GW/Yj55dh4/+z70FT6mtLBwcvZgFoVRsuM9F+Kql8z/Lv3YB96UyZZVWx0w1TahO+DPean3f+OSa3o6o95ZcJMq+lqpnkWn0YDPsLwW0wnMzbLBfVSjg/vzikUVJyu1fhV7K+LvaY78FM6/8rgh7LOxQ73J4cQOivJ90Qx3DyNuXlesoorHLz9lsM3H7BtZYJWZNlQIk6BPYJDp9ohTVewpCxdgY2mfm4SiqLOCCxZ6K0CeDGfrgK++7Jl7FeIDz5gv/9r7M4B4JFlTcswrYAkjIgOoXTkvqS0Q5MU/H1FQU03gmWYU5UOTTWMjbHwojLhbAtXP2M//0Q9HvOxZ/Nvv85wcQZ+VjWCmTLLIiNR5zeZRevkHiinJ7T1azvXqaWo97ffBO/s/0ut/O9lqHn1nfvH+SW3s79ZwGI859M//gN2uGFLEYdc0pBio9BNEcHoKF78DHZRfI3Za6NuFjHTJsA08TrKTRszM094zcCmTeWuef+1wvC+QU+vvhyd7h99f+V1VH3f7aSdzC89Xaq4avZB6OPpV8x7JfZ5GfTZv570Ne1nO+o7NkvK6ShdG/3Xsy99P9PnNK8y/TRreNImSn128ap+LjXgYxGHIXfXd7jLOfVSjq/evSFfEJqwArhJS/3p8wiDb0vzruJ+JYocp2CgWO7rJ3G5wv0DwIszPD4uuP70yMa3qbQ6HF+ekLF98viUSIM9a1ShVzkUjfDn2OyJui2wCBNXo1zBkrzUrFFuwInhduLw6cdnFvOIoFijeHHK4ZsDmjndN6twbwc1y9YkbgomzH4lQOnhpOEiiwlVqTMao0alC2JqAtf4S6LH75j9+J/ZPD+RjwI6PTh8X8RuNcBuYvYPCPplmBJgm4EsMqsWLaGZX5ZKpja6z8BLZv7ub7+pkPuyycX4V7zzjt1jvGzmf+1cL1/T/pF/y3b/6RNf/uU/E5BlQ1G2kZtxvYr5FBYvUugI2zDvJsTzuoF92Uy+nBHsRvovF3P3YaDXP/vrbuDlrGE3FueFd73kQH45s3j5ul4y+Omjvn5N7KzYKWelYaDXC9r7Ub7KwF6655rnAmmFWG30dyP0mF2D/1JmYbpKnaGEqT/me5UhTgsvKLBH0iqDkNvrR9bLFaVSmct3X5HLC268UhNNH00NQhKjO824X8NAupKg3lMgSgy+nbzHBukKtk7I4OoLsbeh1yrzh4+n9GqlF5k9ojCsSrpClsFiRVFCW2ahd0OONLNnjcWCqnQFqhdXNYNFfpHg8wPc3ZP3lhy3c/zN2xq9si4KCy1ds4As0HBBE41S/PkZwsVoFU8RZVtMqBhiacrozsnKfU1C6IS8t2b+6PDTjzE3fRu/0qTx9luKH/8WWh2wRFk3Jydjqcxhjpq0paJ8AQyJQS5RyuFo3R6VjaS33xTpxy+u7Bv83VdeWvkt8frrsX/6KvavNP2v9A8UHj5/z/j5ET8uEZBPofhp5g1oQ62Ni2Lx7EM8+oe8H1Xvx/9mFJv++e8bs9fM964b0JtpqK2dd7287Uanr8X1L59P77d/lcpM6u11DP11w78Py6RfVwb/JYf1enCQdhdmxqBhmbTzSMf9+hNpd7Bf7I1T59rH/vWd24eT1FE1WVg9gTr+F5qusrwahFxfPzBfrsmV6hy//5psXpgO/fzGaBlmldkqlo4ecqL7zWOUwbelDLOCgaLkCAqiEVmB5yy5/+lPrEYPdMsWv3vbplYrSIEE2JAhTAY5ggJwLJYU8FE8JNVJu8QiSoaWKghoTl6OKlSrgv2umsEkwj16ZP3zHwlnT/QqHt9+hE7PYpsR/CARiat6goicq5I/r+CSBWL2VnoEozDvFTYJ3yZKrsyWnQUm139GQcIwWWDlwQ+PEf/l04rhEsJyE95ekLlokStuKcnCuoJ1xiDzH5M4OqXIKlWfmKMyjCa8Usj9DdLKL/3LXPltEfzr73r9WL9k3l8/jvqvtMmJgK274fv/+L/SPr4ESviE+MbjLSIA9bNWaKoYlwdpYCFIQB+dsr9uYJUB2o9iXxoSYhogvU96dfez7xvFl4yweefS275xfTmT2f98L98Dde1R8i28HF/oz25+/tcawvav2XSn+xnBftPYyw4ybYTVH/Oeq4E3yhiLzXT+vxTK7B7ZSp4G9ezp7t507G+hXYGZz6g9MtLoKyO8DQKur+84fFsjX2tx/O4jz1ffEXmrZD+B8Ycoce0QCw8thqefdtBuziNLlDqXyAosSLkC4Tpib83kbk0zrtPpVjl/e4z7uGI9WRNHachIjHfxyRMnkJFySSIjV3WFGKXbY7OgQpTE54q/vk20cnVGEHoThlcb/n/tvdd33cqzJvYBOzBHUQzKlE6aufby8rz4/3/0g+N45p4kZgVmcucAoP3QKFRVB+xNnfO792df9VqUyI7VDeCr6qrq6svnCdq7wParRWyvb+Dz1wbQI1WN7WERfWxDH3DqogF7SnarnKc9tbBUAj6ZS8nYPKn088SOumjgEWsl6yrKWdwZ4L6Toeh+AdZSNHb3sP2sgb2NHazcd2CuOxiNDB4A3IHuCmAp394VkFeshQ6iZVgDK7H89I2hlf069FcSzDXOb+Hy0HihnPBOwM9xQd8AGA+GuDy9gL0cZYwMHEWS3DI5aK8PwuxfoXMJFICYIsOHSQYXzQZkHQ2e1EcsNLIcQddhCtwn4Csg+BkmwTrhFqSvD8XfDz95nw7+0V45bjIgts7r49JkQUXGNAJIJVFvi9DzI3Cy57IlgymEKdbVmCdVTny/QrCq1VI8f9pzsuzvy/+u3j8HkGXA15NPePZuEatrq3j74T2ujn5FMp6o9ZLG6Aw5inIUVgVlotdJ9e7TjsfuCMjHiHqdIMXI6vAN8PXiEbcPY2y/e4vtNy8wXh7h/uISKDJY6BthoTwfIMNETMqecrTBQd2IFfSwULIC2hFY82+Coor4TxQ+ol06L95cG3S7QGu/hen2S6ysHGB0mcFc3QDFAA10sFVCaxt08pVcKYkVZADGaKKPTRgVFd8am8sDW+ou3weslNp40sR3QCqgNcA0gc4t8t5n5LsNrD/P8fJ5gvZ2C+eXwOlVhlFBaijqwUr5rmcRG3DJ0OunJ0n64XIT+MttNc+uITZyqK86wGeznJ9TqmIyA/J+cPX1en+gpVwJxLKcVQR8LpJVDa4MGYIAamUge/f1wpwrZU6fyYRBRkvxPgXhxJIw/SX/d+Vtd9/Cq6/FgTg7YUZbIEQhv2lyZH4fpPLMlH3pKySZJv0kw8+EQd84Oz4OPsKfkZwt73yoV36HiRZ64vppNkoWU1R9cnsOpEAG2FSVWPElnxrcHJ+heXiA52uL+PH9S3z64xRFJsWHBByGIUMh1D2s+CSWwwyB/NzGAPhKIZLah2iXnjdtALkB7rojXB9fYv3wBdKdPSxjFaMvxyimHSyUTpik0rFB14CJOjGcgo+VjUrDsGYDXVj2wTsCC8NpeQiLjnzdjIDr0x6SbgeT/fcwL7bQWl1E+vUG7d5YOU1aZkJhk0mRZI9HrZSnZMmj345GJ28JnK2yZ1nE1afDXQ9olKdvxWmB4gHDrz18vk3QetbAs502ll9sYWdrA/2rJoYPKZDbnUOCe6yV9gxifI9AaU6Wd5X5qT6efpnigD6v3B7uKyS3x6X4eF/hnk0AMAAN1Na4SsYw8s7JFSvQEqwG4VTVMc4IvqTvg6cskyW+7C971oyB/5cropmMpEDDMjMrncJMI7yrkDsLTanfp99fiG7/PXGT7+hokwR9ZhvyqXMgO927nJfx1toqW2h3AZCToVZq5UJRExZzYoe8JO12bA5jRzST3h+wplajGJ7dc4g9azbF5fFHrB4+w4u1Bvafr+DyS1esF52YJWqsq6iF8AI5JmL+pjL0khk4q74agCTgtHRopCsYiTkMe1MMP35Ga6+FxZ1dbK6n6Bw9oj0YVv7lY5CEL682Auh+3hRjLKKo/H3IDXUIV60zBgVhWC79WJIqBxiYNorbCdC/QLKXYeVZE/vLO1i9uUHypYeGQXVW37Iv7dnTQr8yk6YgQ2vihEaw3vKLGFTho62Z2Or8pyripvVEWih3D62pwZevBU5vcyy/2cFofQ/Nt8/RfA6Yy3Pk9+dYKO0ZtG6PsGZdo66g73tvGD31SIpDqi/BG7gfZ91tt7NYRZgxzMrRufoDdsfipFlASIpnOSy+SQ+rZcLx6TW86TL5ExvP3zWEPVd08ncoTLuUTjVdfh9hRuRTyb+HlVD0G6+T78A4TzLe7+FnkqofCken5+bSrkE/qXJovS0EG1WXLsTxqXQVjVyi9y0E+tZyJMcsKunbjp6Invl/fn+AAnk2xtnxETYPd/BifxUwBsdfe6V/EB39AohlNEXOFKZUf1qGPhVvMxuWE7CKa4wWck/2t949C8gGU2Sn52iaXaxuA68+7OHxaIi8P60YyhgNWMCXkDZGEyMswzp4kl3ChmNOkFVB3UietzL6Ynmnrwz50AOpgBaB0Qjm7E+MO1OsvS7wfj9FexX49Am46lM8IGI+tHt4VAe26N5fazzdgrQGNNGr1EV0ZUoHUl20BNonNNHFplX2VOqiu2mB04/XaK4uI9lbRnt9DWtvt7C4sQlz+YD20L4R9uwuqZb4cJf1OfLT3Dr9eLlfLybbx6V43bKeMfgwH67HKfHK+DOh2CS+KkVCd50XDIOeCy4+4NUZKHmDr1uEx5IUwhtPz9oH6nlp8ikMS+g+C2AKJKswkBp4vU5xud5nQppu3dKtXfd84eXo1dX/h2bC7NlCsyll/QaYSisj6yNWLljrN8fftwAote7a+VLuKrRVgUoz5FmGk+MrLBxuYe9gEx200fnaA5/1JeVnUUXk0bsHy4QKFJiggLaSkLnZwrb09ydVUF45RSdAMUHv7HcMsgW8epbj5YclPNwAR1+mGBmUXj10DYs1OacYYaWE3xTsYTRAowTwJTEPuqBlrBwxOW6PtBFMANPH6P4KF4MJdg6AV9sJDj60cH+zgMmXAjB6n9BCV129bl1K6c5dktytNWAVk0rKt0Gi3YNgCazOv4c15JW6iALD9GGvgJz2pkDvDxSrKVbeLOP1doLNzXWM7nv4cp3hfpDjES0YdbirhwS3CKW/wXtH5yRz1KkbJ1w3LumH60HV0z3KD6JQnxonF745dx4Q1lK17s8EWsdy4mMlXo4/HoL1Yt5Cevfh54RnHGbzMvmad98nPnTQy52trxjzo4TKUV0ZOjwLpsmfn3tXlj8TnrmU0Ck0Mcnr5JlD8Kyp03p/SaU+oIaqL1P9Ze9b06eFGapJP29l+iwr8PH4Hq8O29g5eIEOBrj52gMzoqyKu98SPdhZV06hsHubLDAOnwYgsCdpXO8Icpiij+uLr1jrtLD9roXn+4t4TBbx+fOwBFkK4WBl+SXk6sSplW5TFFWcfvKSsSqNhTKQMTEvBtEUvFcgCrtoYgQzLnByBjw+pNh+s4aF/X3srG3h+myIYmjPuVo9+rQ6mkVS/qgKh8zWgGYZDrly0YS8QWy9nKO9W2ABoyqSKLGtLtKyLnvrZ7073Pw+wuazNrZ2Eqw9W0K+uYrOfQPXn0ZATvYBe35gFQOE0hw6fQ2yMeCPS/k6Ny7P6R3BvEymTkp1y5Kqd/bgdwHTlUHDwBlOEkpmtQyDp+4rPkKojxgVoZbuKOxCGGY7lBuqE9+daOZC0BVjfOEnGR6LYDm0t5Hys469j6qE4Jj1/gZ65fR4PgPhd8+F5qTKJYnX3p3GtMv7guu+BdmzZk28a8hKp0l+2uTZI9egBJOswB/H13h+uIbNg9eY4AGdr9ew9oFMnfNl54cGOBqnjLUPmHLvQaBuwEBPbqbTajXIsXICa4w16HcmOD7JcfB2HWu7z/C82cTVZYFsRMozq9ZZBZ/Dtdp90rVTkDaS5QdYLB0myRpAhuEhUnEYjAJTjJGWh8FSAMMC6DwUOMmHaO43kK89R/unReSXX5FdXaJV6HAHdC6gqAyydJSqUwWLWwAbegeVZw2d8x0iLYO/EXOgeEQjLIMZiT12toA+VrMCvcspfr9N0Hq2DOyso9h5ieXVJYyu7lHcf4HJH7GMAba998qmuST9p4AwnlBPl397XyG4cCNW6hb8SssPWLOBsLLH380QtM86mCPrhsDM7xlwKYjDsq5DH5nvf67r8ir7bEID7Ozky6th2lNRO8Zg/FZhWRxeLu/i7O8SpKnUl6HTwHhx8QSqxDUca72/9RGSV9rYEveKRP1eSl8zqUYC+EQJWXGsOonrFqUXDr/VJJMXACZZhtPzT3jx8z7WDg5gAHQvj5Ea1sWTTG4tCqTwSSu6yEkTsHr/KXLQDVyT0v+fVoMtD2QCHiMtgy4bADedHF9/fcTqm00sPHuH5dUl9D6eoxjdw4J4XsX4If31GE1AsYJxWXdUAa0BydHW0mCqw10A+Qc1hGG4AB0cA/rdDBhco727htbeS6y9WMPq5h4mpzdYHtp3i6R8Gw9IHhHrIUUPazAC2uk+W7JVMHNYwrBS61Doth7aMNXtWaj63BD2gX5mcHY5wPD2Cq2XLzDd2kLrzTrWd1toXnWQ3nawHpGI59Lp15eZYC7nMLDoTXd8rPpdg9+zn8sl0lkwVJ/yaQPuwx/7g4eBU//lA75kF1xP6rNjaR6o5Zm4Pfta/FifLiSHZhWHwPAYxssJMw9/n8B9+jS5jChkJpYs3Bdc6vTnPpMJM+NwX/zkpbJHKwdpvEalm+c6GvDj73sKBn0DYilEs/XbID07qp4ppwAwGY1xdXaK7bc/4tnBc7TRQfeyi7QckgA/q6T8NvgNyyvHSKLf3pFHdBlkmCIrdwTcI105OilPvnOQi8G0wOXJV6y/20e6sYWVD28wOe0g74+xZPS53QFQsgFiBTawQwuDSt42IHVOUvoSkUdLDmv6HVRnA8h3ie7oHaEFgxUgb2D85TPy3j3W91ewu5bj2c9bGHy+w+PtFL3cHo8qlAHZ+tEsluHTKDQE+88TSypggfwxIOWTF9BWOUe7R1gp7QOrZZ92B9NGnq0iP70HbqZo7y5iY2OMN2+WsbDWRv+KbvvT6cmSvvHK7U+YDSDYKjZOvF64PA78dT3LxMfr6YMIKwNMBAzh5WoqJGT5Un5YZp8f6iWVpqI9vEupk9fjrIJh11Wl+D0kzm+hXUOohVwrX5ERp91fOd5DFOov+cMHpuJm3Xn2NvxuJSqXVB/+UycJ3YDdLqU1gDyYfO8eVljxTkGOIGdDbIAv3uT7kpnFFejf3wBIsf/2NQ4OdrGGPrpfryrhxw+4ZhU2pPcnpUqm5kfwbKVvU7qVmjK2P+8h5OGuMqh5nuD+5Azt7Sk2Xu5h/8dXyL70MP16hQTsmjlCE2zoNbDa/T7WSyULedJbN07yqJGxckZYLmXuFqTp1+4I4CiHsu49boYjrD5bxN5BE3uvlrCwuYTPx30Mpw3wISwrz6d4VOcCKFAbXxKTgpw8l0tdPkXnsZe4tqENvdNyfqY640s7mFye/O13MDz+EzcrHbx9ARxsZUi3wm/xXH76wGyA9f+SOWE2EGo9727Ap8ltaVQr/wO1f2uzbuhzKzwQ0MDhJw3CLijE5PCny/V+js9OwiBGOeFWYcjVsm9sPL+l65kza1UIthJVN9a7zKH/jfqLmVXdu+L2GJtfvbBh3xlp/ufe/bMDBPgsr0sTt47wxKog/22UOwtdj6II2b71M5mif3+Fa0zw9u0+Dg52sIQprr/eV2HY/MDO1tgr79tFNT9iEPTdJMIeYe/MJtrkAS+7qygdCvIJxtcX6Gf32Hu7iZ2DNQzTPh6vB+hPDXogKZ+8b1iPvw42hNrL0BtA5QtPTpA24ieZRwmqR3DPBiRgh9ABmlmOu8sR/rXXxKvXG0hX17H700sMvozQvZOzecBCadZFOeID7O0AxgnSnKKDdRTVjsDaByiEAu0I7GmBRYwr0y8xqWGl4iIGNUSCDpJ+F5dHQLoNrD+nMp1mSvrhF5zLQ9J5HVjPwzzCObp1eGcxj/xPyf+IdT/EBooKgoCQt4WGCU2lrOcDnpbO6yE3TH0o1+89LCWHoXSeOnGmELuekBkoFPjImtrDZ96k2Zffn7TtaOh21SlQ1Oqdmuw3ttvhXSGNo7Xz2tgr2QDJ5KzwsePSG8hvj6TdSs0JigqaNZ3S44bMxuwBlJU+/537W1xgjB/e7uL5wQ4KAOdf74Vti8bLkJRBF1y3zKJyySRWYK92JMOwAcOiqebFe0dT9WbVEf37R3w1N1jbX8be/grWNhbw/3zsYDwxQKWUISmfL1lvgkE8q8Iak5SfIcGwcv2kkGlWpWNdI9nAaoM/NzHCIkwFqzf9DJd/PmBlp43V/ZdYf7OCxuYQnbMTFNkjWuhitWSKtDO5B925q10/yf7AlgB7ohfV1TG8e1gpT97SHqELOnmrbwNewAAbABo58OUa+O0+rN4Ji6oAZkvns+Tw+pZhVuFL57FW9Tnz0GZhIExdARek4OS6elxAQxW/zJouV8LX4OJLrnXJh+R5JNi4TO/TpPuetRvwAT9MV73FIU6Xn0LMXTIQ7SYrZV8dMzP0pOZlxgbMOHzvHg36rISRbECvBZXYkMiSJdk67H9PF5+78Xc4BLO+c4t7lvsIg/v7RxydfsbEpHh+sIvn+zuiNz6Hm5RqIggKrHdOq+rVtsnQgg0uJkOx2XIbXsGghQIUbtyAz+5aU23n4RF//nmJ226BdGkV+x9eo7m4DmlCtvLuVLEB692TwGC5HD0FxeAkV85FMPwOQK6fOrzyAobYgFHA3AfQyRr48nWE098vMBlPsLa5iMNfXmBnM8VaYtR1hY8gQy/ZFOxpgQQdLKMQo9GhLTpclYBUQO0yMieHbqNIosQcyD7wgM3SybMByy6uWYuoUg3oAxKEZ0ne4XrzSPnxlmH5q268WSU+KFLS0CUVPhbifTbgStQaOPxxNbhA5cTMp7Hkzy/xytgALUtC0rmk2QTraVk8viOYz+clzDzmTfF10gyUodDApd99vj7Ln7XTCa13THTwfXD0+RDeP0hWwG6QgJxJrn58wAcY2lkuTwK5toUd8/a+i6PTr8hMgoODXeztPYMMfUZyuoV0PiBlT9vKO7fs7dJk7JUl7PcjL2a0HkcppkjKQAx0kmOYFfj15B6XnRzJ4gZe/vw/YGV3F+zHMypZB9sI+iDvHn1dI10pSLIxHdYaV66RHAyiVcbK2QDL/lYFtAS6hmUymOLm9/+O0deP2Gz08D8ebuKXdxtYaKWVZ4+NzrkCOPDeKlVABO0dhEIodADcY6V0QU0g7+elC1I4oPIKhtVljwZ0K1k4nv6TvHfCIOyX18nr8RzdMj667t2v4/fsS52+ZAa4oM99yQ84h7sO2v3TpVbTVXgtNej7NHFf8wAQJU2TK8XG5Oww4GsGohUw4aeg6Xb7C8G8+67MWgN/J6BzfLN0Ikr0M45T4VLguuXGGJbPBtwnUHgSvtb78whEM0AqIK3pd5+vVRG5ewjeWTQh30LaEdjWN/cdNGDw7u0BDp5v4bHTx3BI8Xfsm89GXpS3zxEbSUDa+mbp4aNP9iZgwOf3imwEgPUCohMG9P9kmuO/f/yM1WcZtl+vY+vlLhIU6F1dICkjfxbguD19oBydvXVInaJleRv8ACpA2hgJRlgDBzGmgG6TyvuGIHgEk/fw+Pkalw9NbLxZx85WGyuru/jtrId+d4S8oChEphoxQQdL5fMndnoPChbHkTmBe7TRraBd36W7BRmrv4EutmCqutYgTBep+GmGemcWzHNJPQjrfvw69SWxnHqpMtSz+zmaAGi49eqMvSz7S71/bOUkjGq2Et411EF8GHDkyHp+YSADYmvqA14MuuPAzwwmrtDhkeSa+4equKaEyVgdv3/JWkM14kDNtNX3EetHzo0817Waj9mzGwHKv4lLr3firJq75rxW0rufP3op+5f37d538On0M5abBj+9f4mlRTKYFhUYs5SfgAGfTKg2Lr6W/WlPoq9eT8CBkxcgFUQ2fqi9tgWYGIO7m2tcnx+hMelg9+UWXh7uo92y8ycJvwOrrmEVEJ1ttZE25dXrPdDVg6TLT2Cl/HEF7XynV1JK7KQcsn03McQqCiSDCY5+v8HnyxEGyTKeffgZW69/QWNhEyzPPyLBI5bKkNAF6Dp1e9G6K+Xb07+ZJ+WPsQIosy4beuXuYVwxKT/NUO/YVAf2s+vJ0vlaxsvrR3DH8f96al9a9g8rAmir7feuwbxOjSBzCs9aoKVcP81bR8+LW87eWcSUUPG+NKvTwF//PtXtUMKSvs51e57lLcQKH2rpMyHNQP35MysIv1nyDeIwxXBy3R1fCuPJ7DweHfLS76bP5nMkyAPshJiMvn4xBdC97+Lz6WestBL88OENFhcXyjZppfCZVjQT4FOcnEz5+1AkTFP5+3MkIVfvn1R9LgCll44pdyIpCnRuPuHzH/8nkuENdraW8f7wLZJWszr8ZKV86WJqfWIWSodJeQXjoArsRge8bP3l0mhK7pzW9bPl1J0gwQCrKKr4m3kB/PGpg//76A5X/SYaz95i+6f/jOXNFSRJDw10KlUNH80CHtFAXjETA/L5WSp3JmQJsLr8Jkzlp2SZFNDHSsnQSG01AMogdKSc0mluQ248p65eXOYJ91HXMjxyuGfj1ZnFnnSOhhLjgYL+iEnq9CWuMLVxFqAtBlLujQG6nnG43K+jV6beJI1qfv64/g7Fl4Ql7WxYnfXUw0A9C/BDM/fVbjqiJUOhBH2f1cfeF38fIWvasd29IvfBKkPX0dPeiiUVPrZfLZ37xl65ulYgobMDemdBqh0eQe41uvc9XJx+QavVxJv3H7CwuFqNx7OgMcikm1UMjeR+yyBI+pZqoGml7GHAB+wegQyaFsBTEBswaEyG+HL0Oyb9RyyvruDl4SEaa2sYIMGkWhcDOrSVlvEvZTi2HiQosutno9SWy+sarZsoXUZOoSj6WCqlaxkWuo8Gur0Un/+4wuPlIxpJgtfv9/Hh9Tr2FtMqMif55PfQLAFfHuXqoVl6JNGOgJjatFoXSfOosl5wXH+U7FT7dFGaS70zC9r9FrN6nM0qZtET+j/UzzzMw5eUXNDnxACiFT7yM2OtqwuwPk3sveB7CwGSOYShS/bpKzFCMqtcNd8sHZqp24dWI+jdQBiEdY6kIP6sQ38lzv/zUSqZaFiVou8l9mX2OhYu5xZmSHrV+ClIVqAZKBtpm6JEG2mtx4wppX29Fto7yXUy0LYkKftrJnN/38Hp6Sck7UXsv/8J7cVVyB2BXbWp+Mmr0aUaSM/EljZK2JVqoKyS8qXCBxUboHiamEzw8c+PuPh0hebKJl58+AVr23uQF8KwN3teGXopRv4ACYzj2WNdHifKs6cHYIA22I0SsDp0fViKQNwe+dqEKZYw+PQFnZPfsDS9ww87Kf7Lh2W83G4iEZRxwDjegyToYam0Shiwi6YNFifh3d4V1ipZHd8cTLYK6sFPc6l3KNXJO/EPOZzj96x/m4eB+H35H6n+q04ejAEsJynT1Rl745J+iMowSGlm5Cs7XBYQ8ziJr1OdL5JbN9RKjgcQaGid8eykgXOenUwd4MtWtE4hjynp3cPOhBIGGax5pDDDrgd8/0nYdr7sL6GdVTJECz8p6X/TqGanIVyKHkUltuh3yt1ZcJhxev8yAHf3HVxfPyJdXMPBh5+wsLhc+etYOZwDKANGSfhkBNWe/ZYd0H27DTGWnbHW8Ccoqju0pN5/mhe4vLzDp8+3yJIF7L05xOazbaQpwbuNr0P7CpLwrY87MSFS9nSQoodlGBV7v4NESOKkaOljqQyUwNp9YIQ2rFGYWcGwc4nPv/6G4v4Wm60x3r9dwsHbbeQLSwi5iSboYbH0fALktYoUEloqe+6RoIOF8u2hk793oDuFyfzrpznCMGhQ12V+i7DUFc6pA5d5aapjDPXUAiE5LCZR+x8y9Upyob08owEX9H2JMcyaNLuQORqS+UOWuVD1oEp84OTyMNS6iUdgoJJyMc8qDnhMu8sU6nzi9eh6Nu4+Ss/PILROXMffpcRNzrNkfzn/mHOAzo0LB9I5wN2hSJUU9abPPaSqH3L75KiePpMxIBWN1PkTPBu08fD1DuniJjY2lnH44RCXR7+hGI6rXkYoYPcu1goxFTYu3oWwvz/F3U8h2QBKNkBh3+xOhW7JJRmeeiL3z7vLe0zGGfYOnuHtmwMMthZxenKKaZZVbGYEDgA9RlJCuylLcli9/1hF5uwAGFa6fALmIVL0sQZT3dFF9/NySATy+RmjjTGWpjkuTzKMN1OsvVzEwrNd7KxsILuaYHzTBZ03SNDFUnkNJB23ojMHfHWkAZmg7R5kWN2PS8bpbhVKIkXsusQnGXJjL3r4r3g9INYq1lc98/CpjDGrOGXh8fSHHFaBMOjHjb0xMA/PyG2lITes9/cBz8+Jz3yeddB/Wfr16+OuUWwdXBlTtw7JxjHaQ1TWK5fCjF2HMtAtfQN0/XsXGk/3ZYJ9acZI75zMZdYk6Q4ZeyUV/q6C3z3KzaqdhZTy8zKeTpGnuDs5x+DxAcsLLfzyfh+bi81K8mblmAXiHI0KZC09BOsUWjlXgE/KIa3ssUyiWUr6VJ9v4qIdQQO9hzt8OvoNyfgBB+tN/Kd3e1hqpOXISRmdJ8UAjfJMMenErc9PE4MKbEnZ00NSmnTJxZRj9ZNnD+nbOSSCVg6tlKygYYDr+wL/2689nD8kGLR30Xz9MxYP3yNtFUjRxaq4c7cAKW+a5XEyMunagG4N3GNFXJc4AnkBlRetV72E4+k/yZDrl+tX1v99HrAOjzeLwcSpiI8QgzZKWoIPqz/c2vQxu6GcfXluHnDlv7QaReaSBOTOKr4biAO/pdQHc7eveV0//Tnqcmt2rDf21qW6niUjctVOscSr3Ai2kjI0l/KTd1dO22OY0ng/eueoRQYXrPVToKg1rCbR60ljWnYQPoomQb/wlDAyvEKRF7g8OUb/8RZrC8AvHzawutgoIZoAnyPyExvg0Qn0bc9SwrfKIaKZWI6Vdd2rF62NgIyw7XKUDMV4gMuPp8g6d3i+3sJ//uktNjY2YdCGwRL4hK703++hgWHlI0S7AnvAi1xM2WiaoI8lFOoSdyt3k8WB9e1tDFWY5wGAuww4PbrD3fkDJmNgaWsdr94/x/5KgmfgoMv2lq02CmyBD44BCQZYwrC6glEyiD5a0HH96fiZn2ZI+vPCqf7Y68rDOWHAnwfin57qgd+msHY+LM+FpUr9IWtJfxbou6ObSF8yF15OnWpD7lBcadLti8CaW9U9F59KV90SckmtZ6v+OHoFNe3aquD24T8X32+eZxxW+GjlkKbHldBj70oS7IdLaeeoz4YQ3Vn1Iw2v3IsGfFcg4ZrEPHKkQu1G47reTUU+wcXJGfqPHawsAD+838TCYgumYg6kiGlUbMB65hskwnmT/qLryyfVekvAH6GBaaXWyav6DZA7J/v72ytV0vEUnz5e4/brPRaXFvDi3Q9Y2TwAFOBb9pFijBYyLJTUyxO9A6CEdjL0Wv+ZRnmECmBDbw8JTBXmma0BK6WPPfnkWFvCCoAt5LdDZH/+Cdx9wv7yBP/Lj8v4eS/BWpOYSQqDDdgIoWQjmGIBU2yC2QDtKTh20IqiI3n6zVnzgGsdcMZbxyHeH1Pn+JAzq/fwePIjtSkMg2Hp1TdiwstJvVb+6D51PvMMj+6DnV8vrwF9nSTj8GljlYxcK7fcpYlPL2hFlMs8wm9PnXTuPzsg1HtdkmupJXSiPXxSOuSSSn3FWZS7+0igFTX6XaG3MIW9HsV96znuDoE+lWuwJjWG3lkwpdSCZXWfbndVciAvcHbygIV3q1jeWMWb96/QOXrAaERSPioK9KUsBlOQnaGJrGQABLimmtsYBH3Ncq9BrMCeACbvHopGk6GJvFL2wABfvzxiEUto7T7Dxruf0XjooXt+BJNbB9I2cs9GQLH92eJAlA1AIdHapcJrCtb7j6vjZahyW+AbtkjJ0kOzBHJrIzCTRzye/IFuL8PS7hivXhpsrifofm0h69JJ4bWqhwQTrJbQvgA+KzFEiqIK6EZ+PNbS0I4Ycud2tAhLCuE6s6A73Pusnuepp0vqQGV28qEvLMHaGlKV4rv9AfSph2mqZwy+qihGExACMt2fzwbCdTST8aE0zhzrjb2h0WWuPx7XC9MOVa+eXYTor/du4TGl3M9p9sq4iiPA30PoO4BtiauD13Gh8mrXRLl8O68EfFPVC+9Z9Nr4ayTHs2rFPDc4Punh5jFDuriGvQ+/oNEm5QSAUg9Px7F0wDVrJzBol5c0yjeH/X6S8nYtkvLtPiERPbIiqgUO9wwAUwOcf7nByR9nGE8TLGzvYPvNKzQaORaEpl66cg6QYljtLaTGvgerLR+LE7p0MUqCoorvya6fK8gq/32+kH0JOoKmPdE7uenj8mOGxxtgabWFg/cvsXbwA9DYAMS+ol3uE6TVoA+Upl9Xwu+oEM9umusSlXnqzALg+T74utG1NGWcklAf4dHnHY/lIlcu9PvRcqYv92mFT/jD8kHYb6WhPXda+/25QObTnTgtY8AYTj7tBi4FYblC1nMVK2GG5YJ5TCkk6fXfjBDDlrPkZyx7t7l1nj30Oyt3QonXPLxzkmIDX/yeqvaa1cuczKPSllL4Zf9JyLGsh48skXsH6p16HecGf5zcYv3dJrCxj8XdFP1PnwFTIC0ladK40+WNZOjl2WSgO7caMMgreduAwprQezRVcwOIFRBzIK85Uhtlpgn0p3g4OsXW+9fY3lrBbnMfg6+fMemOhE2B7gIjanOwtaGAjWJqKjZDzqnWIZTYGspRu2iWB7zIRmAvPJFRPwEyCi9iimUA2Rg4PgMmvQKDg2U0Dn4EVpeArzdA9wFAH8sleyHDbRc2FijfuWtHS8qTv2SYDqW5LlEJf/r1MBqrG241i7nEe62jwv38Y1T4khkllsF4I+zCG31YLpRQe23Ak/Ic5dTdWhCeLdME8X9oJj4IQ+Ro8yBQT4VcAz1eHVBLVsj91NEUUksxA+ESV5njs9XwjH3pXN9bpRkR6/7DtggJRLFdhqZJ7go1zPpsTOe6b6l1Eybmb6VmCfjkimmUT7xN8qxCo2QN8vp2mjuHQKPol/TcRnmBh5NP2Hi3g4XdA8AU6H9+QGpyBcS8elIFlFdUNKs+C6VmJPil2sxQpyB5NylVXJRrfeYTkAooHw7w8PFXLO228MNOguWlVZwdZ7juZuVxsgWwWybJ/WM0yxPDcjWJoVjHU7JYECuwx6MWSv8gbRQmZkd1e7CHsIw6LfDpLsN9/wrF3itgZw/pUhvLtw/IvoywVjCFXZCnziYs6CcAukjQxTom1bUxdEGlm54UZZNz/Y8q3kc9c3DrxgF4furmy9UU8ngh+TGpaNMt+RUNScx1Ycqg/orPWDMGzpW7jhgrJArDgeKsVDOfv78G6ph5ex5Fh6QrbuwNnSCN+/xwD+5YsXfKfyb1lLIqJYGkn9QVabTnOgWKHjO+kwm/OVYWdoGRa7LuXx7nYv25Bn17spdl/dJ0W7YgmZvBuFIn5QXuT06x9m4R63vbWMJz9D8/oFl2RNJ3UXnDkBrCSvPy6hU+Q2CZ0EQwBgOUbImifgL2knWr0Kru24UM8GBnnI06uD7v4sCs4vlz4MfDZUzPp7h7nALFMvRlJAWapRGWvHTYl8jK/qbyVCJD77SkZVyZiok59KsnkIJvt+2giaHy7HkA8IgUk3ETOL8EOjmWXm/i5V4bz1a3kF1cY9ov0IMN3WaPh23DSvnWcXQZ48oLiGwgoTRD0vdf0Lo6ul4Y7MPsYhbzoDpaNoqzFF0nJn/J2v4H72/TfZgovHq+tOgDlVvizmH2asR8xiUcJx6FmhXYD9k9sRp+LqGdhZxXHYvWzFHmaHUZw3uonq9Nn4eVzxPSwm+l6fGZo94jEV1SAIgBfojC2eokuY/QJmB7wbpWOUpWr/3v9Ry1h498p5gauf/xhYhqxvkE3ZM/sPjuBfb3tjDFc3Q/X6EwrKU3SrtPzKiooJmkaHb9NMgxwRRZtTdIUSCvAjsDwKRaeZK1x0igI/rY3LYpcHPRQdJp4ODNKl4e7qN308SnixFMIW+qmmARplLREF1WDSTnQOxgUq6znQ+gvZIGSCBj9vDl6XbvQ/XuQLH9V2zXD18wGvyG5CDHq2dDrH4wuLxN8H99MRgWC7CAv16uQxcNDLABg01YZtVH7DzuN0j6utwHYP9z8gFhFvMIg/AsmsItwpTOotDN1azAVyNoyAp/yFrODCfdez2VDAF6N+DDaJhVhlUysfFc0J/lF8QMrfBayv50S86VjEqrW+C14hyX9tA75UJyHbOKM6JwkDQ/NJ4Gfv3mUD9+7B2rbJFnbzXgs99PIXpmlQzp4f1nzDlhq0I88alzn1lnMPkQNyd/YP3dNl7trmENI3z+3MHYkDcMx9KxIGm92xerHJofRdqxs8pRoAE+MWB9gCQz5t2LhV8Z58fq/dOScSQGeHzM0T0eYO1wF4s7L7EMoP/pFsgpnqbVs7O5lc4GkC8+MS0L1w3kVTAMMtzSwbQp6NJIgncbHqKNoYqpSSdpjQrJ1gMmV+iej3H1kGDzrcH23gJeru3i+jRBPtwoqbQKrQVxTzDAwddCaS7vnTicwsudH6Td3p9WJ84Y5ukz3io0QvhDDtf21RYm2Jc/Zp1cGJsDnM/XlfTrroNkEPPXUjI7+yPnFtaL+1TrSJU6NuMsWHYhF4F6cjZh60TMNuCOF3P2jI/lMyItnfssRfdcILaeGvSlSomfNo9Crdhf31foSebCuvEwo3VnHvIxIsC39TnKZpEP8ensFFk2xc7eOnZfbGKakBlZBlyboFXCKEWUsWOm4Cg7Vlo35Rzl0a9EzITmxqd6paGXwj3nlWw+BXDbm+LXo694eBig8ew5ln7+Ec2VJoAhllBUoZUNSE3ThlWacAzOBBMsIcMajLobq7xKHSMsIK8OkLH/fhsDLMNUsr/1DUqRq9DN1ii8hAlWC2D0aHB0DFx1WsiXn2Hpp/8CHLwDGhR/3xp65fGwASgekJ9qQH9eYOT/TbSO/nDmAeo4g3k6mIdp8esm0Xqzkv0g4vpukq9iqhRX6eOWx0bkH+3r7c8CkVwXyLiu3LeE5Ho/xcfzYTlOV11/Pivwe9dw6wO5T5dbJ/YEfKZOuayR1p79EjjjFDClUDTFD7FxrgR8OoolYZkuIifPftbpE918165rs9AMhlVAep0K0U+O6TTD6ek1JhmwtbeN3Rf7SBL3SpVJ6bTJgG9XjwyeHIaZ5kc2CV4Tq5oijbqeF+vZrbxtqpFJ3u70R7g5ucD07haLiwn23u9jY6VZwTpAGvikhPVVsOF2igVkWAM7YVr5P0FRXchOJbZ+imHlrSNP9PbL3rSf/QAp+lgu1wgAbrrAfzse4OTTo40SdHAA/PQWjeWiDMUMxUgeQMHi/DS3n76f4rD89B7m6WteAJ6n53iKxVKM05V4rXRNDam+5BmXMeP0a0CLqZzc9rqOltzCYObn+mzJVCVyDXw9cxi+/dmaQG1Jjy/F+jr20OxD9GhmHJfO/dhKmjmy37y7S/HPMvs0hfZ/8wWKKxTg+6EYbC5JwWTsZLo58g1dsE7j+aCvaeRZ+Uz4vjPEnyd3mOQpnu3t4/nLV2VTvmiFDm4B0ktHX+Ruo/8UVV3KLYQnkEGzAnw7fz7Ry5p+VsgMyxKDJlAUGJ4fo7i5wGo6wr+8f47DgyU0EvbjmVbePXQCOEda+syTbE7eOnkV7GwF0pCclnYCkvsBCqZGJ4yZbdDBqmbpEApwuIfHvMDN5SNGH4+B7i0WlnIc/LSLt3urWG3aJ2EvWrR+RIhclzj3idw45NbBauwlr0/15THgCJf7/dUDul/HhaSYDJkESuL6bP6w4rKoTvE6SfCvJJKj2QCd/PRZDtMddjF0maOWXH21zKwUf0pEh0uTrMd+HnGVU2yEsApIs1R/ti5NfByN6NEne2mEAu6F9Trp9dTviu8/JAE/q2YvmUMTBTJkQrXGFBIbmHrGXg36TJsvaFDidcoB3HcGmBx/xd7hCjZ3dzE1i7j//Bkw02pXYaCvX/GvXpxUB69ofhbC5V27Y1hff1PtRSaYwCp+rNMoGXqZzSVVGYohHs9+Q/pg8OpwFdsHbSw1CvzxaYyhoRALdA0LRc/MqoNS9Hxsn3TJCYU1zpFgggUYETSCdxw24ifHD5LBIFql8DMq6e6A4uS3YHqPwNF/Rfqsha0XKV6/XMDiZhtnR2M8ToF7pMirE71+mumn/1QAjoMo/+aDhz/S0wAjnuI0Pb0fX1/vJx9gfZnXlxZlaZ3eP05bjCbZl/+R2s8krjf3Z6t3FQWkuyLl0GcbC1UXm7f7l5/rs5QwlfBynjpCiKlrdkkt2Ggq4ZgAzb8Nl3X1GvjD66StIbIOMw/fhiBBn90x9aqxK6brjho+Ta3H0+8csR2DQoz12OlhdHyC3cNfsLW3jQQZ7j4fAcZUAGxQHqZSrq/W4bBRXmpC6hC7FiQZE+TaedABKvu9G4yRlbCZlNBrKhbHs82rsQadEc6Oh1h7t4TN3WXsJMu4vZoCY3nvlr04fQmmkuPp3gB7lQmFhwAoSEIbmbq5i5w2pxXFbriHCZolE55UORT1k1jHGMi7GF094LpX4OXrJlZWErz6eRUPX4DRbQoboYfM5DrNUO/40Bwqm507q2xWX+EP1M8Nt/frhFlOrK96oObWPsC6tesu4GZAC0O3/N+n2ZdO4eWEJH1Jk6bbX2+/lWaDYcY4j9rKHc9VGlBiZU6C0PxlX3FjdUiRE2dzXCqFlSTQSv7FQK2lfIIcX2FCST+TsKDh24h4fgTWYZUMMxt/hX01n2RjVn0lo5Ha8cjtk+P9kJiTAuh3HvH5+E+k+QjP9p5h98UBkKRKCWOj7RDo51XJAgrH5wfQV6pYW0ECo6wBNtcIKpqlvxDtFAjwyaE0QwrgsTPBf/2ti8sHYPX5Hl788Auai6tguB6iUcbdJ0opnn5RMSLy4RmghZEKnUAunFbZQyoggOLpt8pTujJmzwNsMGXtUzQA8IgFDJEORjj7s4fTTznGzVWsvf4BGx/+Z6C1gRi8zzDkxnLin248l/+aBf71depSmOZZfcXrhLf2IdYTl6i5L/cj1lDJ/8u+jGgfo90H2bjEHwb+0F9yliEQdmHSB1i/15jtw6UpxGTrn8AsmuqYtt8qDKVyJn5r/kuCpw/UOspoLMVtCP46sFVBSuiUfE8gfgf0ni1sfeLeSYWiJX0CfdLFp9WsKbffucPXkz+BbIKdvV3svXiBLEkq0Gd1iwFp31Nx/5OUyTmaJ6mCTDWOH2Jal/CMJeBbNYwpf3scF/j19BFfH8ZIFlaw9eEQzeUGLND20RYnbikyj/WSIZ8fywoaGGANBqsqNymj8qxD3rnbwgRrKJxcG0xtjEUUVQRN9veX9+hmOXB2OcX//ts9bkct5Ov7wC//AmyF1Ttzu2yGfg/lxNnAt7OC+hFDpTEq3U8tJnnXf5K+NByj35Wz9aXgvrToG3tDs5B/zUN7/WxigeKgct0DOT4F9WPEWoXWMryyvqol/FaxnO3q/WM2FBf0whAe8zzyFV51/cy+48Co//U8NT0yh/Td4TAMHHOfP3h6tlZKly6d/IzleuZOe7mT0Qor3bOF297jPb6cHCPPCjzbO8DS+kYFucwGSZc/rq5TpFzyMULABNyEqVgOzZo9+8k4zK6fTchQz1Y9RCdYhwB6eYGj00+4+fwZ7abB3k+vsX2whmYyUoEXrH+9jHKZwh7j6mMFWRUVJwWxFzKusmdPWrIBgnVSZU2QoqiCtMloPiOkQsWUgF0074ZTnP9+isGXS6RJjqV3uwiluSX9WbA9bz9PbRmrG//o56XFeL/NQ5eWhFk+9JUBsoWG0zBQ1akj3PphuS8ktbuAr+vZlq6Phu7Bfr5xqZP7CauS5tkJzJurZyRr21ypWGHDpaTCnXt8LA14FABMlvhMvS5uvR4hzhx4LWUKCwga8K0k7ALoVF1CyCoqqZJpIBeMXdOuVWqUmG7XW0ormPidMuh1Ovh0eoZpDrx48wYLy8uVRUTPhC8J4llIxRjVnYAuE3QNw6Yy9vKOgFRAvIOg0VNkSJXPT54XuP/6CQ9nv2MJfbw6WMPb/W0sNdMSeukCFRnl0pa0MK6kdsq1t/VKnx+ry28hr1iGDFBXVLsHHQ80wRDt8mwwwNE2LS1NmALIv57D/PF/YKH/BaE0t05/nvJ5wTzch//q+/VmsQG/dT1oxuqF+4r3o3P5k5Qbaq1b1cAYhhxfyouDQh1tccagP1JNl/50XXWD7kMnDYFhaIOXE5+tn/yDZ76sbSDPKMfA1R1Pl/uAp1vN83w1vMvLUbSHj0t/KPnzo744rLKUdzM0SkdCaSZl736p+tCG6hDDpuSrwfQ8wz5UdkV6j11cHJ8iSRt4/+EQqyvLQGBFDKSXC4Vy0IZee1FhrlRA1jOfjKptkNooLe0DFE+T4+mT/N9GgZZg75aC/v0X3Jz8K9LRI94erOOnH5+jsdAs3S2bsABOWn5L11Ipo5Nh2Ur5LaDSy1MoOqvdJ0MvQDeJpYJ+YgNDJBhgAZl3kUsXVv5nRVIPZvgFD7//rwilv+CnT8mIf+ug0P0tXP6UMf9anXmZh6+v96X9mEqifkxfEtcwEZYafQ2+Lo8DWky94Uvo4dI4vKMql6qiNDKb2Uy97tkxPWEGpFmBD10uoPtQz3+FVTs+U+c2Wpnnzp/hWDpMch+ayfgqIJ9un8pE5Obi0JZ8e6xxUx53culOvWcRu8lLzohjFCVqPEDK/d3OI86Oj9BKDX46fIX15UWwlF+A1C3S0Dut1omgfYgEI7RhKmsAReI3Fbzz0a9mKTuH4/tLNRCfEaDdRPfhFke/f0S320d7aRGv3u8BC5ZJuDF+0tLQy3d00fXrNDobq8k7SQZpG4BCPshbe/tooFfF6ZeXIXaRllcrykj7HSR4QAt9hNIc6h0N6rp8HmB9Sss65sCtwhv0+vHmGd2v44N0OPnKDN1Cf25hzw3+5AqE+tKAlgRahqQzH0pdqTQWl96f8SymQOP5NMVmEX8S9TuZsCrFpyA0joRJn21A1fOZug+w/Ixd4PQpsKUsmYf05ywty9Y+TX5MHU27lrqZDbhvIdEeumBdP02p8+fx5F7Dnkml8XieUu9v++11HnFxfIbFNMfP719gbXkB7P5qI9oQ6FvQJFpZym+VUEqsgGPvSBOwVQW55l/N/CTY2+ifpPsnqqdZjj+Pr3HbnaCxuIrDn37C9u5+2YbP+jZLRluAvHUo1DOpaegAVg8LyJyAy2QUplDPBnY308c6rKFX3tFljbwbQFVikJSxfVbLE8Oh9CRD7jxQ+e2pDqxNbb1vHy8G6mGADbfwoc3/SP0N8SyJ2t/gz4JJfzyf5ciR/T0C9yBlNQKY2O1LqHLiIKwlxlmigLur8vvxVzicYrsBDfpypmFBQo8VFiI0K2D63RZpjT6fYdkdj3cE4bF8eplZucoT7eNCRlqj4I/7pSduwx2zAoaSVjClqleyM8jYO5aiJoBhp4dPp1+w1AR+fP8aK8t086uVvgs0y6BlxEYNyOsmLRUmOhfQd2hZL51GCa4NlQvoEMko6c+VzC8ZSj/L8a8fL/Hx/BpJo4ndlwfY2N0A3b1Ft9sWkHfokg+/9PnpolGGWSCFjNXLp7CeOuTzkyHBAGuwkfM5VxqFN8ChoTMsIMc62FQcSn+DegeIwfPfVz5va50TB4Sn5PosR0MT/T7LSBv23KiLuT8v3ITrheu6OS6w+CDJEqOWAvXcSe8fZ4xhZVQouYwjto+SdfVzCbMLztEqJ3/Vws82DtR1IOzPVIsBbj/a68gPkhbeWWjJnBmslsNdxZEtScqI7/6hMblvsXp/STevpW88J1NrXoE47zlkBNFBZ4DOfReL7SbevT/E0jJdu+g6YdJq6LuBaRw+1UslBNXWE4gAn9RGvCPgiJxJyRzaKteyqBwtTJBiWBS4vLnDp/MLNLIhXrzcwsGbbbRaUySluZbi6HcB9JGU1gTy4ekhQQfLQlUzAcXgWQHfhGXl/4Uycv5aSa2BNQpbP3/y+bHm4kbZA50NiIH7DPWOD8YxgK3vZ1YfT++xXsIL1/8rKQyn8yg76qE51Ko+1yb58dXNbZ65a8ihkWVrX8pnmjT0xNkOEJqf/kv3o0vcnmcJCrNUQH4fYdWc/d23sbirVni5mqn71Gl64rp/DjGhlT70LHz/ewZ9CfgM+gDDZYYUuQevmoE+3fuMmZV8a2hFhL+/Ac7Pr3F710GzvYgX73/AwvKqWCHZP9sNJAvQrp8AA/4I0ruHcyE0/KyMaaOozLKUa6pQz0tAedeVAfB4e4PT3/4bksEtXuws4cP7Ayy0rJcbefb0kJQROmWItR7a5aEtmTtEExzJk7X8SzCeZ481VC+DI/8YWNm/UPF9YvH0nyTpz5Id/XommFvXazz32+rNC3phMK8DsvoPOQb6DKPuh8Wl9XJ/WPL0Zz1rtr45zqfJ5rrH/TXgA+5a6Bm7MwkBv56b7EO38KH5KSnGousZqC9Hc1++okbm5JCJRwhL6HWyP+Dusdx3LVVjoMrVyhdJi5aapYsk71u03n+edZ9HgHAvop8UBsdnn3F794BGewEHH95jcWUJKB1Jfa07q2jIs4cNvaRNt9aAVtnegI2q0wrIKWRChrQMlyBlf8sg2yDAp9KkbJlOJvh6dISif4etlRY+vH+LheXlEsTTct8gPXuGSMs7dGWINTb0aj+eVBh6AWkUXoAMAGfVSkMvoNtfiqc/T5rvldD1n57ztF7nae/SXcea4uxkntnXyapQua705sNkKj6hGLPyKYoBjBxdf6hc4n66s1Y6DvqoyfXn5/f69BTbLdVLr/Ec7k+qNnj9tGeOhCptXPXtIxoM9fOof7a6RLMn7XFDdBMbyCv2rtVAcmfBaqd5d3qc5KrwWkm1zBTAtAA+nX1C5+4O7VYDbw5fY3W5XXnbSNBHaYHIkGKCpLq0xI7Ffj9pKRNrZU8CdtzkU8CtUgnTErl2tm2nPirnyDaAZJrh7OM5vny+xOLyCt799AvWn+1D+wkVIBbVQuG5mE4q5kJ1ySicKc+ePmzQZZbwKRBEtwrbTJ49fdhzu6E01+GspwB63ecfLvdzvwWsn07XX+tPt4oFSKbEpWHpXEKuf/uS7od/r2dWMRnalU61tB9LLqtgQNelcXjnnurnF9sj1adwy7qkFVZynYhODZXce2wsCZxaD8/9hYKk+bOYdcgrlhPKdXcHrlmXVSVT8aNVMrQjMNA+ONSrPM/BiV1Wtb8SrSwZX60B1h4sujw7Q//uGitt4Jf3L7G1vKB07Kg8blj7zqyIWMkEZKfQR7nIidU/zkWMhQBfn+qVhm++Eqa6+TbL8enrNc4+XSFL2th7/R4bz3aRJC67mapIm+SZNK3WMAdH2e+jVbIy8uzpAGXAZdLuDwF00EK/0vkXoNu4Gigi/jvfKOk/RcKNt64riTOH+WVMmXw1ybyspa5snk8zLAmFpSHNQGIziJfOomU27X49HUu+7kARh7cNK3HkX7OZpKZUt4zVdmdSt5Z1+yggxpp9SjTAalbhr5HPAmXd2Mq5LBcVhVqVInv036cw49eRaOjybw1/Vv3h6/0TyOtbXAbDbEBbFdwxGUYbMEWOL2fH6N5dYaVt8PP7HWwst6sx2a/eP2ds3z/7HkpDr2RoegZ8s1bTqZ95dXNV1z0BnCHF9dUDPp19wWQyxcGbV3jz/jWaTQJya34lOZ5O0Q5BPk9kDejC3qU1qk7z2vBqFsiNc11KikeswV6XwpF5yCi8iVCaAfp1oBCGiLryv5b+zv6eIvfruvpj13XDrGae7S//JMHcMP1hmJASXmjDHx4PkP34o/ob9BDoxyRYOUadzSL+BmkQ5bX0U1ggSVSp/1woV8v+vq+OL0O76+3OPr7emjn4Cj3KbVS1paJGn+zVb6HezSXQc3NnIUGRfepdKd/Xq8ciesrc0BWORKHNkQfFbM9FMcXns0/o3D1gqZ3izZttJCmdAHCvjLG9NaHZD7Mraeil1adcq1xJBSMixpdVsyC5nP3wXRvBGClMaSN4vL3Dp49/wIw62N1o48d3u1hqmjKQCcfJ6YGuSadxSCnziBQ9LJZ7EvYEomBt+krF5fJu3KVyZmTJsF5Af/vNWeH0bcBfL4/Oks6NU3u+ccIQHaobl0pnydD1cqyvIgif7PWlRr5ZyffcmEVhPOl+tGpDSvp1Hj5x6X1e+sIzrpPO6+ZYx4Dcev45BFe2jzGi2Cj+U3TlcG2k5ZFd4EwrGCOZni8s8XX24WeiV8+oUbRPjdTl56BbtVw2H/Pnkin0ToWfKyWrAjNFgbOzG9zeDbCwvIiDV3tAImEd1ewp4JqUwK1KJ8EUSRVWjVkBG3pJuSJzWfpOwKbWARoYe5p3C/hk6LWG4cm4hy9Hv8P0brG/luJfPhzg2cYq7MXyLWRYwBSLyLAAvhBxjAR9NDHEUmmqTSDdOelidtblNzFSN+tmFe0UD4gCNug0181Z/l9PSeF+TKT8KePN05Je7XCdMPCbiLQ4Dz1h6VxLehr0JZUkwZrq0w4bVvUVFxqk9Ix9NufvPGTi7X+qWvOHHppb4VGox3vKM65bp/r+5h8jXutpEB6uJVffBJ5HAakiCY8qpXMDUrZQf6hKC7j3L9S/hX5yV5koy6v/XR8eZj2+kdqdSd1a8bdGIgWvigGQFQZHZ3d4gRY2d3ZxgFV8Pr+GMYBUO5Gyh2mjCPsp2GJBZ3qtbYGO5NEXMAVbHaZVey5JMaogOgHL/kUFxnRsqrDh68YZPv1xjoP9dWwfbKPx7hUmpzd4eBiDvYZYyUW+PtL8G44lRKzAXr0uw7GR+VoyoFCaeXOWm+Z5jeaVN5/GSOjjeTo7+DaG9RSpeZ448WEw0zOyOUVQGuI+ZD/Ufpbs68OaZjJuCbOduhQfJ+xYyTlh7xSe3yw1UTzVswsGGv0+uRTE+3QhVUOcZMIs2zJTJ4aeBNuHZ+PTrnONR3Gd2BFjNFQ/F/kMipoNuPDO6iTXrZJ99Xl1aY1svQL2TivqTxt6s8Lgz7Mr7GEJ6zsvMMUSrs8vYIyV4WVEG7IYWI2+9MG3yh0yRBP7LDw6abcjTboZ6MpDcuckqM4qMCa53LKNNkpljwFuvnYwRQPL+6vYe/cD0vsp7i8uYXJSMU2QlA6b1L/099GnjA2I3SQYV15AxLDsjoBsHQaWDfhpLtCPy8Xx3Kcno36b94Ofd/RZ9eokElda1gBaN5bfMgxHMoe1yT6L80eexWxCn3UM9H2ZlGl3GYwGTpsKaLpiMh/95vty01h1p1s5ubKpnpvbr5v8lZNswObOw3o063ZB3wdZuY+TdOgn7oO0rF+X/NpyNJ/JUm78HgcGelbxaRUQgWMBrRiSOvtEjGMqDT4AZMjLMQlo+UyBAZAXBc7OPmMPy1jfeY4EOa4vPqJRFJVnD881ATtUkrzMN/C6l7LwgTWpOkpFrSmaKFRwBwJk7UxKCqVM5WYG+PT1Hnk3w9bbf8HSsz0UjSU8nh7B5JYKCoFBT4ToGoO8jaj/CUi10yh3LqS6IuMwq4tGYhV1erKkzykMEd8mnf1djGNWzy51vuwUlvJcuVD25UOPL1Hy6+jLtC5doRV0mUeMEbltQ+zJlR31swszD72zsJ+uhHhboxCti0AfIXboS53uGobpqWdqfm1KiarJ/+sn5c44luLPXr8dPiswMELazVVtoswF67pnHH5/tarQX2vuWV6DKHdhEvC5DzkXUp3knq9LXkEtQVpW1XBXJFNrkCBXdKdAAXw9O8N+kuLZziYWsI/bizM0ClPRzF5lMqhEUfZgPO8jmr28V8C1Z8hbx2hN6MpzbVtgTyDp2TMBMDLAoDfE8OgUW++Xsbq5hoXkBbqXJxj3Mic0nPyRXlSTqtcEEzTKt2ZYtrOhninqJ/kUjRBKM3T6+iOdJ8UkTvlbvK/5ZZqwdDuLlngdv7+41PV0KhMv108+xPnMQ/dBsKslZrk11+DJfbmjzF4rF8wIumSJBH0GGAkfOriZTzMiOW7SjChMKVRp/L30GZGmS0qoro+6HEOzVb1j8OmShnj7/HK41hkZ2MxXlzGl7s7Cn7sRef5TlP469JOrfuRtvLJvVuv4/jREGZXQ35oSqmF70XTq9wswRYb7y8/YXH2L3Z0trGCMq4tLFIURKhrtU0/sR0f/kUxC0uiW2pAPAD8LVhbRGJnIHaFR1qdc692TAGhhMhzh7uh3bO1tY3d7GS9W9vDlZIB+Z1DBelaxTzkPOntQVEZ18vcZV21IQZSATMzNp4P+PGke2NWvY1yinKfnb4f5WdAcBpl5wDpcWiev14OeloLYnCqpnEeCC+f6rMuIf2VJHIw1M9KlZI/Q7NL93aXQpS3EZMPwHi6JpxjDDo/ng6MP+poS33QLaJUBP3XXxbWoDOi21MBUig/uR35PmiaIUk1XfZIA7LdyqdRvcOiwGa9hyIl3Fk1SRKHELHA06OL8+CN+OHyJ7Z0tNGBwcX6FqTHgS88B3p9YnbmrduIAbf5Fi2yULioGKN9ifbn6uMydolEeviKwt6CcguP8GEyHD7g5vcJa9gzPd5ex8e4Zjk+B6+4Qk4LuAtABoxNM0YIJ3hCWKyMvH/BqYYTVCGL9RdD/90/zSPPf1moeBuNLi/HW9mV0tbn+p1Koj5A1vXrX4Er6Pkj5sK3lXimBa9mIR5ewWgcl4XrzQXc4SQp5zXxYqf8rBvHhXB/wGWBVkDA1j/B+I8xAdCsJiS4r9vsMCwf+U4+1d8WtsCigf3ddOPVTCTEu/VbJt5Tbs8ATcwNOql7obTeir16vg6PjDD++f431nR3sooGT8y8oDLWVJ44n1ZldepfsmYQUOqwyKVT8uwwI5LVFLgFBb1IaiSs9PoipNGCU143V1LfMFI+fvuKyv4SXr9bx4cM+mrdTHJ3fAwXFBCLWYQ3DFHgBYAOv3REsgWP22PmmZaC2FYTTk/z0v13O/jvS39F7veQ5a1z/0+VPNfzpu7Jx3Ylc/lwk5MZ3IAz+IVpdCT42FmBq6GYq6llcmEKb6saR9PhSfoEQW5r3mfljzto1hKEbmP1Mws83/ob5gF2/p/Lpic2kjrGFQwf6p601CLtwzl46IXWJlIo5l+VSAn1pSGXDsGaBUvHCgZ1t7U5vgN+PLtDPUqzt7GPv9VskScjDhS9YJ1/8qbpohWRzG39nEVputpS0wLdxkZOkgTXa5tWVh+QkOS3HYP999i9qILM5xqB3P8DJ0R3GU2Dt2T52Xv+AJCV3y7RcZ//GL2aa+uJ3mnsThbo3zE1/w+GsMHw9vb3xcr49+VT4cs087cMSc2yM+tHDoFD3Ifu914GVC+Z+z6EnFYIWPda8YMb9ufKhC+Z6BJ8J+TTHwC9Uj3K133hdfz7E+szTrevOIs6Iw5SGcn0YD616fU1Nk12HBG6sfCPqWQl2PsC3hk15wUgIwFm2l46H5Fhox5ZttFXBjkc0h0ysNqXo9kb48+gCgyzB5s4eXrx+gyQF2H/fqABqfLaYVCjsj9N0AJ9hlHYErlMlO4a24fvw6JIEzFiYJgB47E/w29FX3HdHWHy2j82f/hOaKysgRtkU642qFzIky2ATtM6ZMi+HUg3ox2VIzplX6vqrdXxgnJemeM8xmW82bbGNcbhmfAR/x+D36ku6+sPwQV/3JaXlEFTEQT9MoTYoJk5pXewdn0rOLcRPbCxJiTtqHEp9VuFCfOwamzrWFkrh3PCz4ffFd4N0AZvo82caZwX6CUiJWZuKmUXbqDUxhZ9lB9IDRjts2hJTKlKIQgvYNgRBAzYmjtwZ+K6SPiNOnZ+kKrWz6veGOD06w2RaYHtnB69evUAzZRmYwJXAkh03tS5fyswcEIJmIYNQ0DtjFCMl6NXGYckW7R1gIZi+7w9x9vEE3dtbLCwvYOfwJRZXmkjKO7ekw+YIHKDOJr4+0t4fYGc5KXNCaW4//dngOH+alw3MU+/p4807m1nsQibt6x5mOwxCGogkBMqa7u9aZpUfBdXVhsC6flzq+f+kqlcPenUMJPVacs+m9NF42s6L6mjT9bz06FHiLEmXGFXDHT3GZFwq/HIN+AQJ/mUjOrgx12d2SZpu+YxDuxiXEWtmykoMf978Zsk7dBNIQYL88OVlhNZn343IKc2kGtJ94cFdPT/xExv0ejg/PsLbwzd4vrONbNDFw82tNzaDsTbrykCBlOszYiN64gvguW+pqpIl1NOk3E9xPQ6b0ACKBI/nJ0iRYXtrBdvvd9G9HKN7fY/CGBEQj/ZadP0i3SDMV5rmsPF9Yig3A/Tr5KzZuaHyWZBbD7VJ8K95IaMuf94ZhABffsjx1mHQDyXXPzuk3nA/Zn+FbW6hypNgizi9YX18CGBDVKLK1R+OgTaJ8er5f2l69Hg+Q9P15RjaGOyvgS//6xID/Vx4xpIKNyQCVJlN+u4qtuJob3ApScq6Llst4NpK5FPwJWefJYTm4dIeDgdta0rQZwFGQjrRr9/DuEcQz02PpZkV5dheB70Ozo8/4sPhG7x4sYt8PEK/269q+QfK2N5AOxCCaPKvZ7YrId1K7DIXkPBOc+IA2/Z5ZpX1YAyW9LMqTDRgihHuzn5Fcb+An9/tYv/VJm7awMmnewyNKQNAy8ALEzTKYMsyZLMNIyGPk+n0txpy/z3S/OyGUlgOm6cvXX8e+PYlPP/Dc2kL3ccah9Pw561/D68BjyVBk1sUzk+MXkqh+3+pjoSM1BvPB63QX5IW/9OvW6O/JyU1FDAkxZ+tL8XyX1K9kVT9+GoNiDouBIeT+wb6DJJqaRuIZlTxvnx2En5+GrTdXJJ72aIgc7XBl9rlXo1er4Pj42MUJsGbwzdYXFupoofyTKRiZQy6dp3cOElRMqmYGSAvZmlgqryBZKT8XDG/CRKM0cAYrdLlMoFUxjSQVTdg8VUpDTNC1nnA1ckZ0myM57sb2H21B7RXYaNmroLu3UpgQ6utgS9Ct8yoVdbbQCj9DYZcTvPuC+pL/r4UlwTjdTkxnNZ/MLJurOd5pHwN32HpVVPqy771PddTF4Mk/+K8EL1xmiSYhVkT58RZoaZJb7jr0jx1ZL1wfZ9BGtVKA368Lw15su/Q+oSZqGQDiaorx5A9uOw7DLwcRd83mrrBkUPswB9BQjr9uJekW/UKxcVxd5R0HMm9qYGk5xxp2Z6k9W6vjz+PzzBBEy8PP2BxbV2cniVZ2B5eSkofGwJ9C+sUSIGMsLZNigkWUHhe9AWaMNUduhyD0+aayqGSTt1a5iXv3WX/+gTTqs24M8LHPy5x9zDCxvMXOPjxf0JzaQcymFoDHO5NXpVoyynSpp/mBv15QfPbwNyHm3lbPS09Ve77q3LiUyn0P3rdl7/KWhb3oULnhOT6ujti52FWurZLqU+/r9oJSYw+dD09hZliHLrjDCLMfnV/YRh0pXL5V92OIHFybF+u7B/ylvKfbxiS5er7gM/j2xKDVIG3fgOlpM7h2AykLJ5A++HYceUtVJrZpKJElyZg06ospTG7vQE+Hl1gijZeHv6ElbWtstQyigZytFE4FyaSXz1J3wzgqZDJSbmCatVkfetUmcJUvj76zl3AKu0kU2FFUbNsR7mDYYaPJ5e4fhjALKxh5f0vSJfWqpk2YZTBWq8dlfhpbu+dv7POt/f8FJnt6b1+G6VPqRcDmLBShIHBh+Xwh+zL476KIAztvtrCT2GJUs9BU+nOq46JPA3e65hKKNfP0RKpzIkxiDhlYdlZPxMtlXOurO0/ASlh63ABqHrX14r4jN1/vv4eQpo4tehBJRZaZRweW48UI/oaFqKd3QtdeHZ7DjGbWb47vmKMWIL16jlHkTTx6vADVtbWQAGT3Xt3me21RClDe8g101TPQ7IeZsTuk9KM2/XsYWdSN3dcFLg4Pcfj5RWSZgNrP77HysEupCrOf6MTNaKbvlG9E5ah/nqa9cE+rX28zlPYTl3devlQq0D05+hvs3UrKcGFwFr2wy9TWEUQlgTr1joMwLMYsd+zS6X1enBNeL6Kw18Tn7bQXz7YxVmcLglbLzRczsOW/Gcyj1ZeQjLTpZm6r9aRuf67IpP7BiUqP776LrzydS6AhC8rQVspWgaSk8xKA35sRpIuneLfof8u2Z4HvT4ebu/RaLbw7t07bKytOjOR7UJsz65+OBdOLr/rrtcQH00j2gzYrkDReWyPfEcXxdUBijxD59MJhqe/YTEZY2d/C88PdtBopMLaQMZn2lPEnTb/tiib//79+Km+1/AnEHq1ZsFQvI5LRci1093Ix+KpmGBOaF9Afbm5CUJ9xWjmVjKejA+g4Vkb7zeem5RQ9Hgst4TX03Wf0618Z1AbC8gfUwK+Xg1fZvefyfyCSOgJ6BHSim7t3+IKCL50znFvZn89Wv4Ll7pPKka/z7z0iof6CPn9+FeDhpmuKyYZlaMB3293/ekCjSTD/vNNvD98g4vjU/S7/cjeSuaQaybDKB0t45t+pVxOQJtXuXQGWcf5SUQP1D/bFXLI95nsIDae5vjhHD30sPZqHy8PdoDNFj4fnaE3nsBUoxOFfcRk+n+j2Dt6Wb8N4uOw81fomV2uoYn+r6PCly751YyPHG7l19fA4PcR+7Trxg210qBfwH2FfHrjNPmAr3vwP10XInxZNMa0jdNDjF3qUcIrpgE/vEZh2IFXzz6bmFChb2vTcOevEcv+7mqE3kSCXX8sXs9C1Kt7hiFRhWfntwpJwjJ6JTuySmsAUZEjNDOCNTkvHo/ZJFDAGIOvF2doYoKD51t4e/gaJ8fn6JbAz+oqDecE8wT4U1FqvYGk0ybZMyZogn3l9YkFUgxxjH73gvUMYUfdBFlpUQFGD32c977i7bs32Fhfw96H9zj6eILReCz2o+y4GUr/END/xwDxt/f8j0nfzr7q+vHBLgaFLqy5sBz6BMLMSgKCrwW0oCAv6vPp11TOk2Yxv/BuQEJvouoBEtC0ZOqeC+DxYxDs01HPhPwe9F5Mj6Nl+vha+M+KWrJMLGVT/uj1e+DuHPXxfA36PsVS7cRunQjWDe3i5BsoQZ975xyi1JTj6ANqLPna98CyBe4/qcaQN3EZGGPw+eICDRR4/nwHrw4P8fH4FN1uz5mnPGfB7wzBOkD7K8mYyKM/r6Cd2yQwlTWAfOuzyutGXr1odxFNsHcO9T0svfMNG52zKc6OT/Di8Ecsrj/D8x83cXd5hc71V1hPI75RLJSedCJ3Hvn426X4f/5UJ+uEQ+r6rcOyoXFqcY5vfItJwxIU/L70pxHeovNzdiXhOsXA/DsLTUdcbRH3bvHXADPr+azgW5I/0/DK6RXTz4P68dfApd3P0X3xG8Iw6gYus73L6KCocv27dimMM0EZ904KB3br1HKoS7NRY3EfxJI0ZDLUylO9dkZSPiYo5znKs8F69gz+4rsyBucXn5Gjga3n+3hx+DPOjk8w6D6WFOSeFxB7KyXQ0YtMVYPauWeS7WzpMBXBr1G5C2INLKXkytlWK9MC38JrAycDvTzHyfEFVraBlZeHWHm1jSJZQO/qGA1MK1fRUJphyA3B0rwt3Bwf2P6uNEtSmodZzar37fOnXF8+TCIt+GOQH1XcC8R/0c2MfsKGxSTST3xu8ScZAkeXAWnmyaVytn93mv0ctdwaolk/ScBdS2049/2ijJfr7hoShwpqxYEMpKTMZz/jcWz8py4TPx9NKVHJSgr/ohSCZvaHkX1Qz1ZqN54RVffB0Jk4uXHfHZ6vnKdfCuTG4OLiK66uH1A0l7F/+BOW1rartuTZ40a0RAXTMhybpV620YHR5Ay02TjkeeTPmNvQ6kq6gARFDnSvO7g/v8K4aGLj5Rs8f/ESi62WOOfrpxrQnwfm/nES+rePPguogNCr78uO/geoIc7f3j8V8P2WGnJZCvQ/V7cffpDhvvxPPwn2E98nhCAunMJrZH/CrqGa7SZOa10vznp0a5+aOuZeNyffr6a+pWZaLrsInewN72tkid+XyzxC0D7PCeFZuQxSbnRN7XTpO16G3tGwyBEqiYWzrmdhofdZtjfG4PLiM+6u74DmAg7efcDSyqrHSnyIluyHSozHYn3G6Ypeeg8V/x5su8TpSfZGI49v7/D422/IBgPs7u/h/fvXaLebUQydIen/86anspswIPxd480Dg/NS7Mr/IQj0WdRsKsKf/2xZvW7l5s31YTAMxfLWrdheQ+8I3NzYzkGvnIYCCUpMoc6Nf5hxpsLMOD6TOsCXKVRDUxByH9R/zXJJrRs7ZIT33Rzr5zL7K4ivk69Kkrk6AFpsVvRsjclxe3GBzvUNGq0Wdvb20UgbkMkXluT+hqKOci65ZZLHjk0UwX8MvtTcVLF9xmC3TOPV5xIyHlMuX9doqpJ89Ijbo18x6newvLKM14f7SJbCsv7fYMite4z08fxbp3/cDuQfk+ZZo/icfNBLAvXlBxUH/3kkcA0cobFmJ90qDFB+HfeHy33duC0Nw5C7RqGAclQvnOvfW2xzfS8n2b4OurmPOkbiU+Pm+mZ7KX36UigxRndMBld3pvVjMwCHZgfxu/0h3zDpqeMbqVlrL99C7R8DUddn2+Q7Y20UxiS4vThFAxmeP99E6+0bXJ6eIi/s2FlwPALZCRpg/x2K7aPVf1SSw30jpmUpgS9fLTOF9a1PQX5CBjbCJkXN5AsaE3AkH9tLNp3i/OgR050tvNzfxqtfVhFK/9TXJf4zQXc9LNdJw1Qy60PWH7z+5CSU8CslAS9kpA33o+vIXE2TLxuH5xWup4HRp0nTJXM1pWEI1NEsfWk3gav08JlifH6JV5epkStnnPWUkOvTrinVo4ffiDDQxpgsQY4Pt5oNyPlbisN7BMotUKAIrJg7LgF+oUysrIYgY7E1IxNIMxDTXzwC2StM9b80pFo20BDjsQHVKmlMOSKEPSKFQVaCqTEFri5O0cAB9p5vo4kCn07PkReFMOASANP8puUdATYR22FrhQEbeG3wClPOkPozaGEKgynoNjB6J8iPR789dAUNXdrJz9AyoLR6hgbFFLj4colRDuy+fItQejLo/7MA8VP3Dwwn80qmYSnQLw+NEy6RMME9+L3Lj9C+Ei40c3sNI9pVz9+YkteG718Rlul5TnFpOc4OYmzObRW69D38pDT0+WxS58r5+9RJ10AN7+HZ2CRhqRAsi/o0KFQfmjafzds6PnMMA77vXKuZULh/hhWpC2fAl+dkWbpNRP0chfCO0eyEW6bQvudModSFZyjK253Y2G2QI4NkNNQ7S9CSUgusDRTqWkOup4OlFeU9uQR2KYApMvv8TIovFxdIkWPv+TYOkOD09AzTQgpaRTm/TN2FxQZ0irRDbpljpMgrwytAMrkRt2o1ymdmlT1pGYatWa4uMTp7NqAh2hATshemL3oj26BxV1c9PPa+IJT+yST9f0uWUjdWWDqNt6yLy+LDm1/uswHKoUfstvRlw3g/qahn+9IMxIeKOEj5IOuWhqR9Hkn2zvI4UaFBLfyE/LUOg77PllhWl/X0PPV+I94ftcgdhkXAD69HP8d/p+KSvq+z17MJt3Eld+lwqUUFes/0eFzXeOyM+shBMqiMQKOdEEgKplRUa6QFHH7mDOKhPqwPvzStsh49Bfu70OwtPEunSwCYlE/PGINPF5+RJAl2dnbwAg2cn57DanqScjw/9ibvPtqwnj0NuOdvF8oeJl4J6dvpqFdeeQHRfEirz66cLdUbefUviZGZNS9gPEAw/X/WkDtPCsuh9bA7q64u8zfw81ITayXho16WDkFVPcDU9RWmc3btOuaoqQwDcby/EB3GqxVP897/6+fWpfnWcfaKP+251NeWub63i6zlG1xn98y7A/nG23qc4/rf6L5kP9xX4o2gk8+WmOX6PYbG8r2JfA+d0n5gDC4vrzDOcmxsPcPLN++QJCzpJ/AjCDElrgeTLQ07YCJSn9mV9hNKoBkZt5HxOl13TlSlfkqMMf8sGpvv6Xv6nr6n7+kfnP5/Lel/T9/T9/Q9fU86fQf97+l7+p6+p/9A6Tvof0/f0/f0Pf0HSt9B/3v6nr6n7+k/UPoO+t/T9/Q9fU//gdL/C3hh1X0a02LKAAAAAElFTkSuQmCC", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "start_time = time.time()\n", "\n", "R = np.zeros((z_pts,y_pts))\n", "G = np.zeros((z_pts,y_pts))\n", "B = np.zeros((z_pts,y_pts))\n", "\n", "NR = np.zeros((z_pts,y_pts))\n", "NR += (Index - 1)*Lens \n", "BAngle = 0*np.pi/180\n", "BeamOffset = 0\n", "\n", "if (Rays == \"Rays\"): \n", " NRays = 10\n", " RaySep = 1 \n", " RayWidth = 0.2\n", " R, G, B = DrawRays(R, G, B, NRays, RaySep, RayWidth,0,Index )\n", "\n", "E0 = GBeam(Z[0,:],Y[0,:],0,BeamOffset,BeamSize,BAngle)\n", "b = fftshift(fft(E0))\n", "for jj in range (0,z_pts): # propagation\n", " c = ifft(fftshift(b)) * np.exp(2.0j*np.pi*NR[jj,:]*dz)\n", " b = fftshift(fft(c)) * np.exp(1.0j*kz*dz)\n", " if (E_or_I == \"Field\"):\n", " R[jj,:] -= 0.5*c.real\n", " B[jj,:] += 0.5*c.real\n", " if (E_or_I == \"Intensity\"):\n", " G[jj,:] += 0.2*(abs(c)*abs(c))**0.5\n", "\n", "fig, (ax1) = plt.subplots(1,1,figsize=(8, 8),dpi=60)\n", "\n", "R+=0.3*(Index-1)*Lens # add lens to final image\n", "G+=0.3*(Index-1)*Lens\n", "B+=0.3*(Index-1)*Lens\n", "\n", "br=1.0 \n", "bg=1.0 \n", "bb=1.0 \n", "\n", "R=np.clip(br*R,0.0,1.0)\n", "G=np.clip(bg*G,0.0,1.0)\n", "B=np.clip(bb*B,0.0,1.0)\n", "RGB=np.dstack((np.flipud(R.T), np.flipud(G.T), np.flipud(B.T))) # use transpose to swap image axes, flipud to origin at bottom left\n", "\n", "ax1.imshow(RGB)\n", "print(\"--- %s seconds ---\" % (time.time() - start_time))\n", "ax1.set_axis_off()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.12.3" } }, "nbformat": 4, "nbformat_minor": 4 }