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"# Physics and Astrophysics\n",
"\n",
"## Orbital Dynamics\n",
"Dynamical studies of planetary bodies characterize their orbital motion, rotation (including changes in obliquity), and deformation resulting from tidal distortions. Dynamics is the oldest discipline in the planetary sciences. \n",
"\n",
"- Gravitational interactions determine how the a planet's distance from the Sun varies over time and thus how much solar radiation the planet receives.\n",
"- Rotation rates determine the length of the day.\n",
"- Obliquity influences the temperature differences between the pole and equator, as well as seasonal variations.\n",
"- Tidal heating (from tidal distortions) produces extensive volcanism on bodies such as Jupiter's moon Io.\n",
" \n",
"The study of planetary motions dates back to antiquity through observational studies and kinematic modeling. Modern planetary dynamics begins (in earnest) during the 17th century with Johannes Kepler and [Tycho Brahe](https://en.wikipedia.org/wiki/Tycho_Brahe). Brahe had taken the finest planetary observations in all of Europe, and after his death, Kepler used his results in an extensive mathematical analysis. Later, Isaac Newton provided a firm basis for dynamical studies using universal physical laws (i.e., applicable on Earth and in the heavens). \n",
"\n",
"in 1687, Newton showed that the relative motion of two spherically symmetric bodies resulting from their mutual gravitational attraction is described by simple conic sections:\n",
"\n",
"- ellipses for bound orbits and parabolas;\n",
"- hyperbolas for unbound trajectories.\n",
"\n",
"Albert Einstein's theories of relativity (Special and General) fundamentally modified the underlying theories of motion and gravity, but the relativistic corrections to planetary motions is generally quite small.\n",
"\n",
"```{note}\n",
"All bodies in the Universe are subject ot the gravitational attraction of *all* other bodies. However, the trajectory of one body is well approximated by considering just the gravitational force exerted on it by a *single* other body.\n",
"```\n",
"\n",
"### Kepler's Laws of Planetary Motion\n",
"By careful analysis of the observed orbits of planets, Kepler deduced his three laws of planetary motion:\n",
"\n",
"\n",
"1. *All planets move along elliptical paths with the Sun at one focus.* The shape of an ellipse is characterized by two parameters: the **semimajor axis** $a$ (i.e., the average of the minimum and maximum heliocentric distances), and the **eccentricity** (i.e., the fraction by which the focus is displaced from the center). Locating a point on an ellipse is accomplished through the **true anomaly** $f$ that is the angle between the planet's **perihelion** (closest approach to the Sun) and its instantaneous position.\n",
" \n",
" ```{glue:figure} orbit_fig\n",
" :figwidth: 600px\n",
" :name: \"orbit_ellipse\"\n",
"\n",
" Elliptical orbit $(e=0.5)$ with the Sun (yellow dot) at one focus, and the planet is 15 days $(f=47.4^\\circ)$ past past perihelion (cyan dot). The major axis (red line) connects the aphelion (blue dot) to the perihelion, where the semimajor axis $(a=1\\ \\rm AU)$ connects to the center (black dot) of the ellipse. The minor axis (magenta line) is perpendicular to the major axis, where the semiminor axis $(b=0.866\\ \\rm AU)$ is its respective half-length.\n",
" ```\n",
" \n",
" The **heliocentric distance** $r$ of a planet (i.e., its instantaneous distance from the Sun) can be determined using the semimajor axis, eccentricity, and true anomaly, by: \n",
"\n",
" ```{math}\n",
" :label: distance\n",
" r = \\frac{a\\left(1-e^2 \\right)}{1 + e \\cos f}.\n",
" ```\n",
"\n",
" The eccentricity can be defined by the *semiminor* axis $b$, which is half of the minor axis of an ellipse that lies perpendicular to the major axis. Mathematically, this is given as, \n",
"\n",
" \\begin{align*} e \\equiv \\sqrt{1- \\left( \\frac{b}{a} \\right)^2 }. \\end{align*}\n",
"\n",
" \n",
"2. *A line connecting any given planet and the Sun sweeps out an area $\\mathcal{A}$ at a constant rate.* Mathematically, this is given as, \n",
"\n",
" ```{math}\n",
" :label: constant_area\n",
" \\frac{d \\mathcal{A}}{dt} = \\text{constant}.\n",
" ```\n",
"\n",
" ```{glue:figure} area_fig\n",
" :figwidth: 600px\n",
" :name: \"area_ellipse\"\n",
"\n",
" Elliptical orbit (from Fig. {numref}`{number}`), where the time interval between points is about 30.44 days. Kepler's second law states that each area (white or black) is equivalent for an equal time interval.\n",
" ```\n",
" \n",
"3. *The square of a planet's orbital period $P$ about the Sun (in **years**) is equal to the cube of its semimajor axis $a$ (in **AU**)*, or \n",
"\n",
" ```{math}\n",
" :label: harmonic_law\n",
" P^2 = a^3.\n",
" ```"
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\n",
"application/papermill.record/text/plain": ""
},
"metadata": {
"scrapbook": {
"mime_prefix": "application/papermill.record/",
"name": "orbit_fig"
}
},
"output_type": "display_data"
},
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"#Code to create Fig 2.1\n",
"import numpy as np\n",
"import matplotlib.pyplot as plt\n",
"from scipy.integrate import odeint\n",
"from matplotlib import rcParams\n",
"from myst_nb import glue\n",
"\n",
"rcParams.update({'font.size': 14})\n",
"rcParams.update({'mathtext.fontset': 'cm'})\n",
"\n",
"def grav(x,t):\n",
" #derivative function for the two body problem in astrocentric coordinates\n",
" #state function x = {x,y,z,vx,vy,vz}\n",
" xp = np.zeros(6)\n",
" xp[:3] = x[3:] #{vx,vy,vz}\n",
" r = np.sqrt(np.sum(np.square(x[:3]))) #calculate the separation vector r\n",
" xp[3:] = -G*M_star*x[:3]/r**3\n",
" return xp\n",
"\n",
"def Orb2Cart(a,e,omg,f):\n",
" #Calculate the Cartesian state given orbital elements (a,e,omega,f)\n",
" temp = np.zeros(6)\n",
" r = a*(1-e**2)/(1+e*np.cos(f))\n",
" n = np.sqrt(G*M_star/a**3) #mean motion n\n",
" rdot = n*a*e*np.sin(f)/np.sqrt(1.-e**2)\n",
" rfdot = n*a*(1+e*np.cos(f))/np.sqrt(1.-e**2)\n",
" omg_f = omg + f \n",
"\n",
" temp[:3] = [r*np.cos(omg_f), r*np.sin(omg_f), 0.]\n",
" temp[3:] = [rdot*np.cos(omg_f) - rfdot*np.sin(omg_f),rdot*np.sin(omg_f) + rfdot*np.cos(omg_f),0]\n",
" return temp\n",
" \n",
"\n",
"G = 4*np.pi**2 #Constant for Universal Gravitation (units: AU, yr, M_sun)\n",
"M_star = 1 #Solar mass\n",
"a,e,omg,f = 1,0.5,0,0\n",
"x_o = Orb2Cart(a,e,omg,f)\n",
"r_p, r_a = 0.5, -1.5\n",
"b = a*np.sqrt(1-e**2)\n",
"t_rng = np.arange(0,1.,1./365.25)\n",
"sol = odeint(grav, x_o, t_rng)\n",
"\n",
"fs = 'medium'\n",
"lw = 2\n",
"\n",
"fig = plt.figure(figsize=(4,4),dpi=150)\n",
"ax = fig.add_subplot(111)\n",
"\n",
"\n",
"ax.plot([r_a,-0.5],[0,0],'r-',lw=lw)\n",
"ax.plot([-0.5,r_p],[0,0],'r-',lw=lw)\n",
"ax.plot([-0.5,-0.5],[0,b],'m-',lw=lw)\n",
"ax.plot([-0.5,-0.5],[0,-b],'m-',lw=lw)\n",
"\n",
"ax.text(-0.65,0.4,'$b$',horizontalalignment='center')\n",
"ax.annotate('', xy=(-0.56, 0), xytext=(-0.56, b), arrowprops=dict(arrowstyle='<->', color='k'))\n",
"\n",
"ax.text(-1,-0.15,'$a$',horizontalalignment='center')\n",
"ax.annotate('', xy=(r_a, -0.06), xytext=(-0.5, -0.06), arrowprops=dict(arrowstyle='<->', color='k'))\n",
"\n",
"ax.text(-0.25,0.1,'$ea$',horizontalalignment='center')\n",
"ax.annotate('', xy=(-0.5, 0.06), xytext=(0, 0.06), arrowprops=dict(arrowstyle='<->', color='k'))\n",
"\n",
"ax.plot(-0.5,0,'k.',ms=10)\n",
"ax.plot(sol[:,0],sol[:,1],'k-',lw=lw)\n",
"ax.plot(r_p,0,'c.',ms=10)\n",
"ax.plot(r_a,0,'b.',ms=10)\n",
"\n",
"ax.plot([0,sol[15,0]],[0,sol[15,1]],'k--',lw=1)\n",
"ax.plot(sol[15,0],sol[15,1],'r.',ms=10)\n",
"ax.plot(0,0,'y.',ms=10)\n",
"ax.text(0.15,0.25,'$r$',horizontalalignment='center',rotation=50)\n",
"ax.text(0.22,0.06,'$f$',horizontalalignment='center',rotation=10,fontsize='small')\n",
"\n",
"arc_r = 0.15\n",
"ang_rng = np.radians(np.arange(0,45,1))\n",
"arc_x, arc_y = arc_r*np.cos(ang_rng), arc_r*np.sin(ang_rng)\n",
"ax.plot(arc_x,arc_y,'k-',lw=1)\n",
"\n",
"#ax.set_xticks(np.arange(-1.5,1.5,0.5))\n",
"#ax.set_yticks(np.arange(-1,1.1,0.5))\n",
"ax.set_aspect('equal')\n",
"ax.axis('off')\n",
"\n",
"glue(\"orbit_fig\", fig, display=False);"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"tags": [
"hide-cell"
]
},
"outputs": [
{
"data": {
"application/papermill.record/image/png": 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\n",
"application/papermill.record/text/plain": ""
},
"metadata": {
"scrapbook": {
"mime_prefix": "application/papermill.record/",
"name": "area_fig"
}
},
"output_type": "display_data"
},
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"#Code to create Fig 2.2\n",
"import numpy as np\n",
"import matplotlib.pyplot as plt\n",
"from matplotlib.patches import Polygon\n",
"from scipy.integrate import odeint\n",
"from matplotlib import rcParams\n",
"from myst_nb import glue\n",
"\n",
"rcParams.update({'font.size': 14})\n",
"rcParams.update({'mathtext.fontset': 'cm'})\n",
"\n",
"def grav(x,t):\n",
" #derivative function for the two body problem in astrocentric coordinates\n",
" #state function x = {x,y,z,vx,vy,vz}\n",
" xp = np.zeros(6)\n",
" xp[:3] = x[3:] #{vx,vy,vz}\n",
" r = np.sqrt(np.sum(np.square(x[:3]))) #calculate the separation vector r\n",
" xp[3:] = -G*M_star*x[:3]/r**3\n",
" return xp\n",
"\n",
"def Orb2Cart(a,e,omg,f):\n",
" #Calculate the Cartesian state given orbital elements (a,e,omega,f)\n",
" temp = np.zeros(6)\n",
" r = a*(1-e**2)/(1+e*np.cos(f))\n",
" n = np.sqrt(G*M_star/a**3) #mean motion n\n",
" rdot = n*a*e*np.sin(f)/np.sqrt(1.-e**2)\n",
" rfdot = n*a*(1+e*np.cos(f))/np.sqrt(1.-e**2)\n",
" omg_f = omg + f \n",
"\n",
" temp[:3] = [r*np.cos(omg_f), r*np.sin(omg_f), 0.]\n",
" temp[3:] = [rdot*np.cos(omg_f) - rfdot*np.sin(omg_f),rdot*np.sin(omg_f) + rfdot*np.cos(omg_f),0]\n",
" return temp\n",
"\n",
"def get_ellipse(x1,x2,a,b,cnt):\n",
" xy = np.zeros((12,2))\n",
" xy[1:,0] = np.linspace(x1,x2,11)\n",
" p = 1-((xy[1:,0]+0.5)/a)**2\n",
" y = b*np.sqrt(p)\n",
" if cnt > 5:\n",
" y *= -1\n",
" xy[1:,1] = y\n",
" return xy\n",
"\n",
"G = 4*np.pi**2 #Constant for Universal Gravitation (units: AU, yr, M_sun)\n",
"M_star = 1 #Solar mass\n",
"a,e,omg,f = 1,0.5,0,0\n",
"x_o = Orb2Cart(a,e,omg,f)\n",
"r_p, r_a = 0.5, -1.5\n",
"b = a*np.sqrt(1-e**2)\n",
"t_step = 1./360.\n",
"t_rng = np.arange(0,1.+t_step,t_step)\n",
"sol = odeint(grav, x_o, t_rng)\n",
"\n",
"fs = 'medium'\n",
"lw = 2\n",
"col = (218/256., 26/256., 50/256.)\n",
"\n",
"fig = plt.figure(figsize=(4,4),dpi=150)\n",
"ax = fig.add_subplot(111)\n",
"\n",
"ax.plot(0,0,'y.',ms=10)\n",
"ax.plot(sol[:,0],sol[:,1],'k-',lw=lw)\n",
"cnt = 0\n",
"n = 30\n",
"i_rng = int(len(sol)/n)\n",
"for i in range(0,i_rng):\n",
" if cnt % 2 == 0:\n",
" color = 'k'\n",
" else:\n",
" color = 'white'\n",
" i_1,i_2 = n*i,n*(i+1)\n",
" if i_2 > len(sol):\n",
" i_2 = 0\n",
" x_1,x_2 = sol[i_1,0],sol[i_2,0]\n",
" y_1,y_2 = sol[i_1,1],sol[i_2,1]\n",
" verts = get_ellipse(x_2,x_1,a,b,cnt)\n",
"\n",
" p1 = Polygon(verts,color=color)\n",
" ax.add_artist(p1)\n",
" ax.plot(x_1,y_1,'.',color=col,ms=10)\n",
"\n",
" cnt += 1\n",
"\n",
"ax.set_aspect('equal')\n",
"ax.axis('off')\n",
"\n",
"glue(\"area_fig\", fig, display=False);"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Newton's Laws of Motion and Gravity\n",
"Isaac Newton developed the first *physical* model that explained the motion of objects using a single unified theory. Newton's theory includes three laws of motion and one law of universal gravitation.\n",
"\n",
"- **Newton's first law**: *A body remains at rest or in uniform motion unless a force is exerted upon it.* It is also called the law of inertia and is a restatement of Galileo Galilei's work from the first half of 17th century.\n",
"- **Newton's second law**: *When a body is acted upon by a force, the time rate of change of its momentum equals the force.* Consider a body of mass $m_1$ that is located using a position vector $\\vec{r}_1$. The body has an instantaneous velocity $\\vec{v}_1 \\equiv d\\vec{r}_1/dt$, where its momentum $\\vec{p}_1$ represents the product of the mass and velocity (i.e., $\\vec{p}_1 = m_1\\vec{v}_1$). The acceleration produced by a net force $\\vec{F}_1$ is \n",
" \n",
" ```{math}\n",
" :label: Newtons_2nd\n",
" \\vec{F}_1 = \\frac{d(m_1\\vec{v}_1)}{dt} = m_1 \\frac{d\\vec{v}_1}{dt}.\n",
" ```\n",
"\n",
"- **Newton's third law**: **If a body $1$ that exerts a force on another body $2$, there is a force of equal magnitude and opposite direction exerted by body $2$ onto body $1$. Mathematically, this is given as \n",
"\n",
" ```{math}\n",
" :label: Newtons_3rd\n",
" \\vec{F}_{12} = -\\vec{F}_{21},\n",
" ```\n",
"\n",
" where the subscript $12$ denotes the force exerted by body $1$ on body $2$ and vice versa for $21$.\n",
" \n",
"- **Newton's universal law of gravity**: *Every body in the universe exerts an attractive force on every other body that is directly proportional to the product of their masses and the inverse square of the distance between them.* Consider two masses $m_1$ and $m_2$, the gravitational force between the bodies is given as \n",
"\n",
" ```{math}\n",
" :label: Newtons_gravity\n",
" \\vec{F}_{12} = -\\frac{Gm_1m_2}{r^3}\\vec{r}_{12} = -\\frac{Gm_1m_2}{r^2}\\hat{r}_{12}.\n",
" ```\n",
"\n",
" The gravitational force depends on the relative separation of the bodies through the vector difference $\\vec{r}_{12} = \\vec{r}_1 - \\vec{r}_2$, where the unit vector \n",
" \n",
" $$ \\hat{r}_{12} \\equiv \\frac{\\vec{r}_{12}}{|\\vec{r}_{12}|}. $$\n",
"\n",
" It additionally depends on the universal gravitational constant $G$.\n",
"\n",
"Kepler deduced his laws of planetary motion from careful observation, but they were subsequently shown to be derivable from Newton's laws of motion together with the universal law of gravity. \n",
"\n",
"### Bound and Unbound Orbits\n",
"\n",
"For a pair of bodies to travel on a circular orbit about their mutual center of mass $M_{com}$, they must be pulled towards one another enough to balance inertia. Gravity must balance the centrifugal *pseudoforce* that arises if the problem is viewed as a steady state in a reference frame that is rotating with the angular velocity $n$ of the two bodies. This angular velocity is also called the *mean motion* and is represented as\n",
"\n",
"$$ n \\equiv \\frac{2\\pi}{P} = \\sqrt{\\frac{GM_{com}}{a^3}}. $$\n",
"\n",
"The **centripetal force** necessary to keep an object of mass $m$ in a circular orbit of radius $r$ with a speed $v_c$ is\n",
"\n",
"```{math}\n",
":label: centripetal\n",
"\\vec{F}_c = mn^2\\vec{r} = \\frac{mv_c^2}{r}\\hat{r}.\n",
"```\n",
"\n",
"The speed $v_c$ of a circular orbit can be found by equating the centripetal force to the gravitational force exerted by the central body with a mass $M$. This results in\n",
"\n",
"```{math}\n",
":label: circular_vel\n",
"v_c = \\sqrt{\\frac{GM}{r}}.\n",
"```\n",
"\n",
"The total energy $E$ of the system is a conserved quantity, which means that it is equal to the sum of the kinetic energy $(K = mv^2/2)$ and the potential energy $U = -GMm/r$. For circular orbits $r=a$, which gives\n",
"\n",
"```{math}\n",
":label: grav_tot_energy\n",
"E &= \\frac{1}{2}mv^2 - \\frac{GMm}{r}, \\\\\n",
"&= \\frac{GMm}{2a} - \\frac{GMm}{a} = -\\frac{GMm}{2a}.\n",
"```\n",
"\n",
"If $E<0$, then the magnitude of the potential energy is larger than the kinetic energy of the mass. The system is **bound** because the mass $m$ lacks a sufficient amount of kinetic energy to escape. The mass $m$ orbits the central mass $M$ on an elliptical path.\n",
"\n",
"```{note}\n",
"The equation for the total energy is degenerate regarding elliptical or circular orbits. Notice that our expression in Eqn. {eq}`grav_tot_energy` does not depend on eccentricity at all.\n",
"```\n",
"\n",
"The velocity along an elliptical orbit $v_{ell}$ can be derived from Eqn. {eq}`grav_tot_energy` to get\n",
"\n",
"```{math}\n",
":label: elliptical_vel\n",
"v_{ell} = \\sqrt{GM\\left(\\frac{2}{r}-\\frac{1}{a}\\right)},\n",
"```\n",
"\n",
"which is known as the [vis viva equation](https://en.wikipedia.org/wiki/Vis-viva_equation).\n",
"\n",
"If $E>0$, the mass $m$ can escape because its kinetic energy is now larger than the magnitude of the potential energy. The system is **unbound**, and the orbit is described mathematically as a hyperbola. If the kinetic energy exactly equals the magnitude of the potential energy (i.e., $K = |U|$), then $E=0$ and the orbit is a parabola.\n",
"\n",
"Using the condition for a parabolic orbit $E=0$, we can determine the **escape velocity** at any separation, or\n",
"\n",
"```{math}\n",
":label: escape_speed\n",
"v_{esc} = \\sqrt{\\frac{2GM}{r}} = \\sqrt{2}v_c.\n",
"```\n",
"\n",
"The orbit in the two body problem is an ellipse, parabola, or hyperbola, which depends on whether the total energy is negative, zero, or positive, respectively. Geometrically, these curves are known as [conic sections](https://en.wikipedia.org/wiki/Conic_section) and are illustrated in Fig. {numref}`{number}`.\n",
"\n",
"```{figure-md} conic-sections\n",
" \n",
"\n",
"The black boundaries of the colored regions are conic sections. Image credit: Wikipedia:[conic sections](https://en.wikipedia.org/wiki/Conic_section) by user:Magister_Mathematicae.\n",
"```\n",
"\n",
"Equation {eq}`distance` can be generalized to include unbound orbits to get\n",
"\n",
"```{math}\n",
":label: general_distance\n",
"r = \\frac{\\zeta}{1+e\\cos f},\n",
"```\n",
"\n",
"which depends on the **generalized eccentricity** $e$ and a constant $\\zeta$. The true anomaly $f$ and distance $r$ carry the same meaning as in Eqn. {eq}`distance`. The constant $\\zeta$ is defined as:\n",
"\n",
"```{math}\n",
":label: general_ecc\n",
"\\zeta = \n",
"\\begin{cases}\n",
" a\\left(1-e^2\\right), \\qquad & (e<1) \\\\[5pt]\n",
" 2q, \\qquad & (e = 1) \\\\[5pt]\n",
" q\\left(1+e\\right). \\qquad & (e>1) \n",
"\\end{cases}\n",
"```\n",
"\n",
"The **pericentric separation** $q$ is the distance of closest approach. For all orbits the three orientation angles $i$, $\\omega$, and $\\Omega$ carry the same definitions as in the elliptical case.\n",
"\n",
"The energy of an orbit is uniquely specified by its semimajor axis $a$, but the magnitude of the angular momentum $|\\vec{L}|$ depends on both the semimajor axis and eccentricity by\n",
"\n",
"```{math}\n",
":label: ang_momentum\n",
"|\\vec{L}| = mvr = m\\sqrt{GMa(1-e^2)},\n",
"```\n",
"\n",
"which can be derived using Eqns. {eq}`distance` and {eq}`elliptical_vel` at the pericenter ($f=0^\\circ$).\n",
"\n",
"For a given semimajor axis, a circular orbit contains the maximum amount of angular momentum. This occurs because when $r=a$ for an eccentric orbit, the magnitude of the velocity is the same as an equivalent circular orbit (via conservation of energy), but not all of the velocity is directed perpendicular to the line connecting the two bodies."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Connections Between Physics, Astrophysics, and Planetary Science\n",
"A planet is composed of $\\sim 10^{50}$ molecules, which is a number so larger that it is impossible to model planets on a molecule-by-molecule bases. Properties of matter are instead analyzed in a statistical sense to reveal the bulk behavior of the matter in planetary bodies. \n",
"\n",
"The radial structure of planets and stars is determined by a balance of the inward gravitational force and the resistance to collapse provided by a pressure gradient. This balance plays a major role in determining the size and density of a body, whether it will remain bound as a single object, and its internal energy transport.\n",
"\n",
"The Sun is the dominant body in our Solar System, where it provides us with warmth and holds the system together with its gravity. Without it there would be no life on Earth's surface. The properties of stars are key to the habitability of planets orbiting them, where habitability refers to the *potential* for an environment conducive to hosting life as we know it.\n",
"\n",
"The properties of a planetary system depend on the composition of individual bodies. Some elements formed in the early universe just minutes after the big bang, while most others formed in the interiors of stars, through radioactive decay, or through various processes in interstellar space that can affect the balance elements in our Solar System.\n",
"\n",
"## Thermodynamics\n",
"The study of heat and energy transfer is called **thermodynamics**, where transfers can occur between systems and between different states of matter. Systems are seen macroscopically (i.e., analyzing large groups) rather than microscopically (i.e., motions of constituent molecules). \n",
"\n",
"For example, discontinuous phase transitions in a material demonstrate when the **latent heat of transformation** is absorbed or liberated, which can be induced by melting, boiling, sublimation, or condensation. Thermodynamics is important in every branch of science, including atmospheric physics, rock formation, and biology. \n",
"\n",
"### Laws of Thermodynamics\n",
"In classical thermodynamics, **closed systems** are studied, where mass transfer to and from the external environment are not permitted. Energy transfer can take place across the boundary of a closed system. In contrast, an **open system** allows mass and energy to freely flow between the system and its environment.\n",
"\n",
"Closed systems are in equilibrium, where this is known as the [zeroth law of thermodynamics](https://en.wikipedia.org/wiki/Zeroth_law_of_thermodynamics). *If two systems with different temperatures are combined into one closed system, eventually they will reach the same temperature and be in thermodynamic equilibrium.* A mix of ice and water at an atmospheric pressure of 1 bar and a temperature of $0^\\circ{\\rm C}$ is in equilibrium because the relative amounts of ice and water do not change unless energy is added to or removed from the system.\n",
"\n",
"The **thermodynamic state** of a system refers to the system's physical properties (e.g., density, pressure, and temperature) in equilibrium. This state can be fully characterized by a few variables, although for more complex systems additional variables may be needed. In the water/ice system described above, the state is completely defined by the temperature and pressure of the system, where the proportion of the two phases deos not affect the system's thermodynamic state.\n",
"\n",
"The [first law of thermodynamics](https://en.wikipedia.org/wiki/First_law_of_thermodynamics) is that energy is conserved, or the internal energy $U$ added to any work done (i.e., $PdV$) has to equal the heat absorbed $dQ$ by the system from its surroundings. This is written mathematically as:\n",
"\n",
"```{math}\n",
":label: first_law_thermo\n",
"dU = dQ - PdV.\n",
"```\n",
"\n",
"Many types of internal energy exists, including\n",
"\n",
"- gravitational (potential) energy,\n",
"- kinetic energy (motion of atoms or molecules),\n",
"- chemical energy (e.g., in atomic/molecular bonds),\n",
"- electrical energy (moving charges), and\n",
"- radiant energy (photons).\n",
" \n",
"The first law of thermodynamics constrains trade-offs between various kinds of energy.\n",
"\n",
"\n",
"\n",
"\n",
"\n",
"
\n",
"\n",
"The [second law of thermodynamics](https://en.wikipedia.org/wiki/Second_law_of_thermodynamics) states that for any process, the overall change in a system's *disorder* is always positive:\n",
"\n",
"```{math}\n",
":label: second_law_thermo\n",
"\\Delta S > 0,\n",
"```\n",
"\n",
"where a system's disorder is measured using the **entropy** $S$. Isolated system that are not in equilibrium redistribute energy while evolving towards equilibrium and this redistribution leads to an increased disorder.\n",
"\n",
"\n",
"\n",
"\n",
"\n",
"
\n",
"\n",
"For example, two gases in a closed system will spontaneously mix. If we add some dye to water, the dye will spread. The entropy in both cases increases due to the degree of mixing. If a system is open (i.e., in contact with its surroundings), then the entropy of the system plus its environment *must* increase over time. \n",
"\n",
"- The second law of thermodynamics requires that the net entropy of the Universe increases.\n",
"- The second law of thermodynamics is a physical law that is not symmetric to reversal of the time direction. The second law has been related to the difference between moving forwards and backwards in time, or to the principle that cause precedes effect.\n",
"\n",
"The [third law of thermodynamics](https://en.wikipedia.org/wiki/Third_law_of_thermodynamics) states that *all processes virtually cease at absolute zero temperature* (i.e., at $0\\ \\rm K$). The entropy of a system at absolute zero is a well-defined (and usually small) constant. The first, second, and third laws are **empirically** derived from experiments. Their plausibilities can be demonstrated by using statistical and/or quantum mechanical arguments.\n",
"\n",
"\n",
"\n",
"\n",
"\n",
"
\n",
"\n",
"(hydro_sect)=\n",
"### Barometric Law and Hydrostatic Equilibrium\n",
"The large-scale structure of a planetary body or star is governed by a balance between gravity and pressure, where this balance is referred to as [hydrostatic equilibrium](https://en.wikipedia.org/wiki/Hydrostatic_equilibrium). The video below derives the pressure difference across a box with a height $\\Delta z$, volume $V$, and a density $\\rho$. In planetary science and astrophysics, we replace the box with a slab of material (e.g., mantle or stellar gas).\n",
"\n",
"\n",
"\n",
"\n",
"\n",
"
\n",
"\n",
"The $z$-coordinate is taken to be positive with decreasing pressure (i.e., moving outwards). The slab exerts a force because of its weight on the slabs below it, where the force is converted to a pressure by using a unit area $A$ (i.e., $F = P/A$). In general, the net force is the product of the unit area $A$ with the difference between buoyant force and the change in pressure $\\Delta P$, or\n",
"\n",
"```{math}\n",
"F_{\\rm net} &= -A(\\rho(z_{\\rm top}-z_{\\rm bottom}) g + P_{\\rm top}-P_{\\rm bottom}),\\\\\n",
"& = -A(\\rho \\Delta z g + \\Delta P).\n",
"```\n",
"\n",
"For equilibrium, the net force is zero (i.e., $F_{\\rm net}=0$). This allows us to divide out the $-A$ and solve for the increase in pressure across the slab as\n",
"\n",
"```{math}\n",
":label: hydro_eq\n",
"\\Delta P = -g\\rho \\Delta z.\n",
"```\n",
"\n",
"The change in pressure is proportional to the gravitational acceleration $g$. The equation of hydrostatic equilibrium in differential form is\n",
"\n",
"```{math}\n",
":label: diff_hydro_eq\n",
"\\frac{dP}{dz} = -g(z) \\rho(z).\n",
"```\n",
"\n",
"An **equation of state** (EOS) describes the relationship between two or more state variables (e.g., pressure, density, and temperature of a substance). At low to moderate pressures in planetary atmospheres and stars, the pressure is well approximated by the [ideal gas law](https://en.wikipedia.org/wiki/Ideal_gas_law), which is written as\n",
"\n",
"```{math}\n",
":label: ideal_gas_law\n",
"PV &= NkT, \\\\[5pt]\n",
"&= \\frac{\\rho}{\\mu} R T, \\\\[5pt]\n",
"&= \\frac{\\rho}{\\mu m_u} k T.\n",
"```\n",
"\n",
"The ideal gas law relates work done by a gas (i.e., the product of the pressure $P$ and volume $V$) to its internal energy (e.g., $NkT$). The internal energy can be calculated using the particle number density $N$, mean molecular mass $\\mu$, or the [atomic mass unit](https://en.wikipedia.org/wiki/Dalton_(unit)) $m_u$ along with either the gas constant $R$ or Boltzmann constant $k$. The temperature $T$ of the gas can be a known quantity or determined algebraically from other known quantities.\n",
"\n",
"We define the pressure [scale height](https://en.wikipedia.org/wiki/Scale_height) $H(z)$ by\n",
"\n",
"```{math}\n",
":label: scale_height\n",
"H(z) \\equiv \\frac{kT(z)}{g(z)\\mu(z) m_u},\n",
"```\n",
"\n",
"which depends on the local acceleration due to gravity $g(z)$, the temperature $T(z)$ and the molecular mass $\\mu(z) m_u$ at an altitude $z$. If we assume that $T$, $g$, and $\\mu$ are independent of $z$ (i.e., we take a small enough $\\Delta z$ so they are roughly constant), then we can find\n",
"\n",
"```{math}\n",
":label: pressure_diff\n",
"\\frac{dP}{P} = -\\frac{dz}{H}\n",
"```\n",
"\n",
"By integration, we find that\n",
"\n",
"```{math}\n",
":label: barometric_law\n",
"P(z) = P_o e^{-z/H},\n",
"```\n",
"\n",
"which is called the [barometric law](https://en.wikipedia.org/wiki/Barometric_formula) and depends on the pressure at the surface $P_o$. \n",
"\n",
"A constant pressure scale height $H$ describes the distance required for the pressure to decrease by a factor of $e$. Small values of $H$ imply a rapid decrease of atmospheric pressure with altitude. However, the scale height usually varies with altitude, which alters the barometric law into the following form\n",
"\n",
"```{math}\n",
":label: barometric_law_alt\n",
"P(z) = P_o e^{-\\int_0^z dr/H(r)}.\n",
"```\n",
"\n",
"The more general form of hydrostatic equilibrium can be applied to the internal structure of a planet because the force on a parcel within the planet is also determined by a balance between gravity and pressure:\n",
"\n",
"```{math}\n",
":label: gen_hydro_eq\n",
"P(r) = \\int_r^R g(r^\\prime)\\rho(r^\\prime) dr^\\prime,\n",
"```\n",
"\n",
"where Eqn. {eq}`gen_hydro_eq` determines the pressure through the body provided $\\rho(r)$ is known. If the density is constant through a planet's interior, then the pressure at its center $P_c$ is given by:\n",
"\n",
"```{math}\n",
":label: central_press\n",
"P_c = \\frac{3GM^2}{8\\pi R^4}.\n",
"```\n",
"\n",
"Equation {eq}`central_press` is a lower limit to the central pressure because the density usually decreases with distance. This method yields good estimates for relatively small bodies with a nearly uniform density (e.g., the Moon, $P_c \\approx 45\\ {\\rm kbar}$). \n",
"\n",
"Alternatively, the central pressure $P_c$ can be obtained by assuming the body consists of one slab of material, which overestimates the pressure by a factor of two. The actual pressure at the center of a rocky planet usually lies between the single-slab estimate and an estimate with a nearly uniform density. \n",
"\n",
"If the body is highly compressible (i.e., gaseous planets and stars), the body may be centrally condensed. As a result, the density increases sharply towards the center of the planet and the pressure calculated using the single-slab model may still be too low compared with the actual value. \n",
"\n",
"The central pressure of Earth according to the single-slab model agrees quite will with the actual value of $3.6\\ {\\rm Mbar}$. The Earth is differentiated (i.e., not homogeneous), and the increase in density towards the center compensates for our overestimate in gravity. Using the single-slab model, Jupiter's central pressure is underestimated by a factor of $\\sim 4$ because this planet is very dense near its center."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Stellar Properties and Lifetimes\n",
"Planets are intimately related to stars through stellar gravitational interactions and energy transfer through their atmospheres. The luminosity of the Sun is the primary source of energy for the Earth, and solar energy inputs dominate planetary weather. The understanding of sunlight was a 19th and 20th century development, which culminated in plethora of innovations in modern physics. \n",
"\n",
"The solar wind affect and controls planetary magnetospheres, and solar heating is responsible for cometary activity. Past generations of stars produced most of the elements in the periodic table, even those that make up the Earth and other planets in our Solar System. A few basic properties of stars is quite useful for learning about planets. \n",
"\n",
"### Virial Theorem\n",
"The [virial theorem](https://en.wikipedia.org/wiki/Virial_theorem) relates the time-averaged kinetic energy $\\langle E_K \\rangle$ of a self-gravitating system with the respective potential energy $\\langle E_G \\rangle$, or\n",
"\n",
"```{math}\n",
":label: virial_theorem\n",
"\\langle E_G \\rangle = -2 \\langle E_K \\rangle,\n",
"```\n",
"\n",
"where the brackets mark the time-average of the enclosed quantity.\n",
"\n",
"If a particle of mass $m$ is at rest and an infinite distance from a much more massive body of mass $M$, then the particle has neither kinetic nor potential energy. A particle with just enough energy to escape to infinity has no total energy (i.e., $E_G + E_K = 0$). Using Eqn. {eq}`escape_speed`, we see that the kinetic energy needed to escape is half that required for a particle on a circular orbit (i.e., $v_e^2/2 = v_c^2$) a distance $r$ from mass $M$. The gravitational potential energy $E_G$ is the work required to bring the particle from an infinity to a distance $r$ from the more massive body, or\n",
"\n",
"\\begin{align*} E_G &= -\\frac{GMm}{r}, \\\\\n",
"&= -mv_c^2 = -2 \\left(\\frac{1}{2}mv_c^2\\right), \\\\\n",
"& =-2 E_K.\n",
"\\end{align*}\n",
"\n",
"The virial theorem provides a powerful tool for the analysis of various astrophysical problems, where the only sources of energy are kinetic and gravitational potential energy. It is not applicable, if significant amounts of energy resides in other forms (e.g., molecular potential energy) as may be the case for planetary interiors.\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Luminosity\n",
"**Stars** are huge balls of gas that radiate energy from their surface and liberate energy via thermonuclear fusion reactions in their interiors. The internal structure of a star is primarily determined by hydrostatic equilibrium (i.e. a balance between gravity and pressure). Fusion reaction rates are extremely sensitive to temperature, so a very small warming of the interior enables the star to release nuclear energy much more rapidly. A quasi-equilibrium state is maintained because the cooling of the interior causes the star to contract and heat up, where additional heating of the interior increases the internal pressure causing the interior to expand and cool.\n",
"\n",
"During the star's **main sequence** phase, hydrogen in the core gradually fuses into helium to maintain the pressure balance. High-mass stars are much more luminous than low-mass stars because greater pressure and higher temperature are required to balance their larger gravity. Along the main sequence, the stellar luminosity $L_\\star$ is roughly proportional to star's mass $M_\\star$ via a power law:\n",
"\n",
"```{math}\n",
":label: ML_relation\n",
"L_\\star \\approx \\begin{cases} \n",
"0.23M_\\star^{2.3}, \\qquad &(M_\\star < 0.43M_\\odot) \\\\[5pt]\n",
"M_\\star^4, \\qquad &(0.43 \\leq M_\\star \\leq 2 M_\\odot) \\\\[5pt]\n",
"1.4M_\\star^{3.5}. \\qquad &(M_\\star > 2M_\\odot)\n",
"\\end{cases}\n",
"```\n",
"\n",
"Figure {numref}`{number}` shows the relationship between stellar mass and luminosity. As the amount of hydrogen fuel in the core increases (approximately linearly with the star's mass), the stellar lifetime varies inversely with the cube of the star's mass.\n",
"\n",
"```{glue:figure} LRT_fig\n",
":figwidth: 600px\n",
":name: \"LRT-Mass Relations\"\n",
"\n",
"Logarithm of the radius (solid line), effective temperature (dotted line), and luminosity (dashed line) of zero-age main sequence (solar composition) star as functions of the star's mass.\n",
"```"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"tags": [
"hide-cell"
]
},
"outputs": [
{
"data": {
"application/papermill.record/image/png": 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\n",
"application/papermill.record/text/plain": ""
},
"metadata": {
"scrapbook": {
"mime_prefix": "application/papermill.record/",
"name": "LRT_fig"
}
},
"output_type": "display_data"
},
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"import numpy as np\n",
"import matplotlib.pyplot as plt \n",
"from myst_nb import glue\n",
"\n",
"#Mass-Luminosity Relations from https://en.wikipedia.org/wiki/Mass%E2%80%93luminosity_relation\n",
"def Mass_Luminosity(m_star):\n",
" #Calculate the luminosity based on the stellar mass\n",
" #m_star = stellar mass in M_sun\n",
" L_star = np.zeros(len(m_star))\n",
" low_mass = np.where(m_star<0.43)[0]\n",
" inter_mass = np.where(np.logical_and(m_star>=0.43,m_star<=2))\n",
" hi_mass = np.where(m_star>2)[0]\n",
" L_star[low_mass] = 0.23*m_star[low_mass]**2.3 \n",
" L_star[inter_mass] = m_star[inter_mass]**4\n",
" L_star[hi_mass] = 1.4*m_star[hi_mass]**3.5\n",
" return L_star\n",
"#Mass-Radius Relations from Demircan & Kahraman (1991); 1991Ap%26SS.181..313D for ZAMS stars (0.1 M_sun =1.66)[0]\n",
" R_star[low_mass] = 0.89*m_star[low_mass]**0.89\n",
" R_star[hi_mass] = 1.01*m_star[hi_mass]**0.57\n",
" return R_star\n",
"\n",
"def Temp_eff(m_star):\n",
" #Calculate the effective temperature from the Stefan-Boltzmann Law\n",
" #m_star = stellar mass in M_sun\n",
" L_star = Mass_Luminosity(m_star)\n",
" R_star = Mass_Radius(m_star)\n",
" return (L_star/R_star**2)**0.25\n",
"\n",
"mass_rng = np.logspace(-1,1,201)\n",
"lw = 2\n",
"fs = 'medium'\n",
"\n",
"fig = plt.figure(figsize=(4,4),dpi=150)\n",
"ax = fig.add_subplot(111)\n",
"\n",
"L_rng = Mass_Luminosity(mass_rng)\n",
"R_rng = Mass_Radius(mass_rng)\n",
"T_rng = Temp_eff(mass_rng)\n",
"ax.plot(mass_rng,L_rng,'k--',lw=lw,label='$L$')\n",
"ax.plot(mass_rng,R_rng,'r-',lw=lw,label='$R$')\n",
"ax.plot(mass_rng,T_rng,'b:',lw=lw,label='$T_{\\\\rm eff}$')\n",
"\n",
"ax.legend(loc='upper left',fontsize=fs)\n",
"\n",
"ax.set_yscale('log')\n",
"ax.set_xscale('log')\n",
"ax.set_ylim(0.0005,2e4)\n",
"ax.set_xlim(0.1,10)\n",
"ax.set_yticks([0.001,0.01,0.1,1.,10.,100,1000,10000])\n",
"ax.set_xlabel(\"Mass $(M_\\odot)$\",fontsize=fs)\n",
"ax.set_ylabel(\"$L$, $R$, $T_{\\\\rm eff}$ (Solar Units)\")\n",
"\n",
"ax.minorticks_on()\n",
"ax.tick_params(which='major',axis='both', direction='out',length = 6.0, width = 3.0)\n",
"ax.tick_params(which='minor',axis='both', direction='out',length = 3.0, width = 1.0)\n",
"\n",
"glue(\"LRT_fig\", fig, display=False);"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Stars range in mass from $0.08-120\\ M_\\odot$, where $M_\\odot$ represents a solar mass. Smaller objects cannot sustain fusion in their cores to balance gravitational contraction, but more massive bodies have a higher luminosity that would blow away their outer layers. Low-mass stars are much more common than high-mass stars, but high-mass stares can be seen from much farther away (due to their high luminosity). Overall, the majority of stars visible to the naked eye are more massive than the Sun.\n",
"\n",
"Figure {numref}`{number} ` shows that although stellar luminosities vary by many orders of magnitude, they follow similar processes as a class of objects. Stars supported against gravitational collapse by thermal pressure that is maintained by fusion reactions in their interiors, even though the only range in mass by $\\sim 3$ orders of magnitude.\n",
"\n",
"```{glue:figure} HR_Hipparcos_fig\n",
":figwidth: 600px\n",
":name: \"HR Hipparcos\"\n",
"\n",
"Hertzsprung-Russell (H-R) diagram for nearby, single stars using the Hipparcos catalog ([Eduardo Martin Calleja](http://balbuceosastropy.blogspot.com/2014/03/construction-of-hertzsprung-russell.html)). The red points mark stars visible with the naked eye that are within 250 light years of the Solar System. The cyan point marks the position of the Sun within the H-R diagram.\n",
"```\n",
"\n",
"The planets within the Solar System have a broader range of properties. Mercury is a condensed body composed primarily of iron, where Jupiter is a fluid object composed of hydrogen and helium that is almost 4 orders of magnitude more massive than Mercury. Some extrasolar objects are ten times more massive than Jupiter, which extends the mass range for planets to over six orders of magnitude."
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {
"tags": [
"hide-cell"
]
},
"outputs": [
{
"data": {
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idvF+rfWncxOtEEIIIQqFJd8BCCGEEKLgmID3BG+J8APfL0kFIYQQYneSoRBCCCGECFkD3Elucx/4Eq11ZK8FIYQQQuwSMhRCCCGEEBuCDRm/CLgCnAC6gUagFCPpsAiMAW8A/wD8g5YvE0IIIcSuJokFIYQQQgghhBBCpEyGQgghhBBCCCGEECJlklgQQgghhBBCCCFEyiSxIIQQQgghhBBCiJRJYkEIIYQQQgghhBApk8SCEEIIIYQQQgghUiaJBSHEjqCU+ohSSgdvQ0opW75jikYp9e6wOLVS6mP5jkkIsTMopT4W8fny7nzHlCtKqR8Je943lVLyHVcIIXJIPnSFEEVPKVUD/FzYoh/RWrvjrP9qxJfvz6Vx7IztSwghRMp+CRgN/nwa+GgeYxFCiF1HEgtCiJ3gJ4Gm4M93gE/kLxQhxE4TJYH4ar5jEptprZ3Ax8IW/ZRSqi5P4QghxK4jiQUhRFFTSu0F/l3Yov+itdb5ikcIIUTe/AEwHPy5BviP+QtFCCF2F0ksCCGK3X8CSoI/PwU+lcdYhBBC5InW2gv8Qtii71JKteUrHiGE2E0ksSCEKFpKqW7g68IW/YbWOpCncBKitf6c1lqF3T6W75iEEGIH+T1gLfizHfi+/IUihBC7hyQWhBDF7PsAc/BnF8YXSiGEELuU1noV+KOwRf9GKVWZr3iEEGK3kMSCEKIoKaXswKthi/5Oa72Yp3CEEEIUjj8M+7ka+Pp8BSKEELuFJd8BCCFEir4S4wtjyJ/lK5B8Cg4HOQ20A6XAFHBPa30nw8cpAV4CuoBWYAUYAz6ntV5Jc9/NwGGgF6PhmhVYAuaAm1rrF+nsP8YxTcB5YC/QAtiAYa31H8Xd0Ni2LbhtI1APBILxPgXuaK2XUoypDng5GE89sA7MAne11g9T2WfYvi3A0eCtAagAvBgl4+PAC+Ch1tqfznFSiKsSuAS0BeMqwXhvDQL3tdajcTaPtc89wCGM320VRlXTIjADvK21Hs9M9OlRSvUCBzH+pqoAjRHnBEacs3mKqxLjb70d4z3uxnjtHgG3M9EcVynVhfF7b8X4/YwDT7XWN9Pdd9DrwGRw/2Akof9HhvYthBAiGq213OQmN7kV3Q34a4wv4hrwAVVJbPtq2LYa4+Q41TiS2hfw7oj1P7bN+kNh6w6FLX8f8DmMk1od5fYceDWN5/FqcHkNRjO0mRjHcWFM77kniWOZgfcAv45xMh5tv+G3UYzu7tUZeD6lwE9jnMhEHmcpzv7KgX8PPN4mVj/wNvC9icYLvB/jRMgfZ7/DwI8C5Um+P5uBX8VI0mz3Oq8Dn0nmfZPi34wJ+DDwBkZyI15MT4GfAfbG2Z8V+DLgd4GRBJ7nE+A7APs2cXYnsK9Yt+4Y76GvAf4EmE5gHzeBbwDMSby2H4vYx7uT2PYy8PeAJ05M0xifB/Up/u6/IPj3Ee9389Gw9X93u9c1zrF+M2LbmO8huclNbnKTW/o3GQohhCg6Sikb8IVhi27qNK+aFxOl1H8FPg28C1AxVusF/pdS6tNKqbIUj3MAuAP8AMaVy2hswNcCD5VSH0xw198LfBb4KLAvgfU7MJIBd5RSpxM8xhZKqUPALYwkRcKd4pVSX4qR4Pk54MA2q4cqIX4Zo6om3n4rlVJ/B/wdxhXieP8ndwL/GXimlLqQYNzvwThR+26MCojtlAHvBX4qkf2nQim1H+N38KcYJ7LbVU7uA34Y+PE46/wCRqLxI8CeBMLYD/wacDU4XW2ufAL4Y+BfAU0JrH8a+N/APyilYv39pU0pVaKU+p8YiZ4v5p1ZdqJpwvg8eKGU+rIkjqGUUr8E/BPG30cs+4FfV0r9lVKqPNH9x/DPEfe/NM39CSGEiEOGQgghitErGCdBIa/lK5BcU0r9IPAfwhaNAPcxStrbgQtsPjF4H/B3Sqkv1lp7kjhUPfAPGCe0YFxZfhvjSn8FcCzsMYLLPqmU+pDW+m+32XfkCbQHoxJgDFjGqGhoBE4AdWHrdQP/pJQ6o5MfHlEH/C1GeXzomNeDz8caXN4ZuZFS6vuBn48S8xrGCXLoynM9xjCD5kSCUUrVYJz4nIx4yA1cxSjjrsJ4DdrDHm8F/lkp9eVa6/8bZ//7MJ5vacRDwxgl7YvB+1VAD8YJfLwTyrQppd4N/CWbhzCBUXF0G+N34cCokjmA8TuJlTgLF/m7cWA8x0mMYRVWjOElJ4DwJn4nMF7LU1rrhYSfSOoi41wBHmJUA61izGDQARxn8+/tPcDfK6Uua63dmQwoOMTp74AvinjIh/H3MRqMJTRUKaQa+Aul1LdorX8/gUP9KvBdEcs0RuJyMPjzXoy/BwV8EKPiwJv4s9ni8xH33wd8PI39CSGEiCffJRNyk5vc5JbsDfgxNpe4fmOS278asf3n0oglqX2R3lCINYwTTw08A74oyvp1wK+wdYjETyX5PBaC/waC+6uLss0XYQy5CN9uDmje5lg/iHHS9zPAFcASYz0TxhX0WxHHuJrC72Ul+K8To2KhIso2PRH3vzLK6/gguLwkxnH3Az+CcQL/apz4/jRivx7gJ4HKiPUUxpXWoYj1Z4G2OPv/RMT6nwVOxFnfFnytfwN4lIW/2b1h76nw98r/S4xhTBg9F74deAv43Tj7/u/B9+GPA2cAU4z1SjCGYLyIiOOPY6xvwUhmdQffs+Hb/GDYY9FuW97TGImeO8FtD8d5PmXAt7F1uMTPJPA6fyxim3dvs/7PRawfwKjmaIyy7kvAvYj1ncDxbY7xwYhtNEZPnK4o63YBfx7xPk9pKERwf+Hbz2f6fS03uclNbnJ755b3AOQmN7nJLdkb8FcRXzZPJLn9qxHbX93mJCHeLfKE43PbHPvdEet/bJv1h6J8KX8U7Yt/xHbfHbGNFziQxGsSun3XNsdpDMYTvs0fbLNNGzFOzGOsb8MY+53MCVO05+Pebruw7RswqifCt/9zoDTB7S1AQ4zHIk+0fMBXbrO/Voxk0qaTsxjrKowkVGi9J4Atidc7oeeY5N/cG1Hew11JbN8S57FOYiQTYqxfi1EhEYrFzzbj76O8n15N4TXoTnL9Tjb3jFhmm14yJJFYwKjYiEycffc2+6/ASPSEb3MtzvoWjKqH8PV/JYHn/mtR/n5TSSx8NmL7vky/t+UmN7nJTW7GTXosCCGKUeQ49+E093cBoxw3ldvPp3nsZPmBb9DbdIzXWn8cY9x5iAX4ziSP9Zda6/++zXFmgW/EOEEJ+RqlVEucbSa01gmXOGuj/Pub2VwW/Q2Jbh/mp7TWn0tw3f8XY5hAyF3g67XWzkQ21lr7tNZzMR7+gYj7v6y1/ott9jeJMWVe+Ov8IaVUT5TVGzAaBYb8jU6ihD7R55gopdQXYfRTCFkDvkxrnfDfrdZ6Ks5jI1rrQKzHo6y/iFEREGICvi7R7VOltR5Kcv0RjPdhSBVGk8pM+X42DzX58+DnRryY1jAaUK6HLT6nlHolxiZfiTG8I+QeW9//0XwfRnVQuiLfY/szsE8hhBBRSGJBCFGMwsfCr+sUp/crUn+ptb6V4Lo/GnH/m4LTLCYqXsO8DdqYIu4vwxaVkOF544Mn1m+GLboca90YHBjjvLcVfI3+bcTi70vm5DzOvrsxeoSEODGaMm5La30d+FTYIhPwrxPYNJFGgdn00Yj7v6i1fp6XSIKC79nwk85k30+58jcYw2RCMhJnsAHu10Qs/pFEtg0mPH4jYvGrMVaPTNj8rNbal8AxvBhDpdI1FnG/OwP7FEIIEYUkFoQQRUUpVcXmxmaL+YolT/4o0RW11veB/rBF1RgNBhNxP7h9qnG9nMS2G5RSZUqpZqVUl1KqO/zG5t/1QaVUIo39Qv5Za72c4Lon2DyLwpMkKh22E/m6/G0ScQFENsqL9jrPBW8hX62UupLEMTImmKR5d8Ti/5GjYyulVIVSqjXyvRR8P4VX/RzKRUzRKKVMwRlC2qLE2IbRmyIkU3GewxhiFHJda/00ie0TeR8CXAr72QvErcyJ8CmMYULpiPz/Id9JNiGE2LFkVgghRLGJnDoxE2Xb/6K1fncqGyqlXgX+VwZiSNTbKawfnkw4h1GOnI3jhDu33QZhJ51fHVz/MFt/v7GYMErDEz0pv53gerD1qvDnkth2O2cj7r8Zda3YItff8jprrbVS6o95pwt/KcbsB5/EmO7wH4Ml7blwCKOnQciTYPVJximlrBgNKD+EMVXjQTafPMdTu/0qmRGcRvEDwJdjzIKwj8S/j2UqznTfh/0YDVFDw4X2KaWqw5NkSqlmjNk4Qh4mM8xGa+1QSj3EmCUjVY6I++lOYSmEECIGSSwIIYpN5OdWule0iolDaz2e5DbPIu4nesUumauXaK3HlFIujCnztj1O8Ar6fye9k4ZqEk8szCSx39aI+5kY6x0S+bok+zrPK6XmMPooANQopUqi9Kz4GPAlvDNFoBmj9P1rAL9S6g5GE77Xgc9n62Sf7L6WG5RSXw78EsbUmamozmA4MSmlvg34aYymp6nIVJzpvg+1UuopmxMUTWz+e2zYvFVKvXBGSO8zIvL/h6xOqSqEELuZDIUQQhSbyCtepVHX2plWUtgm8sS7LkfHsgavzG6hlPpqjG7t6ZwwQHL/h60msW59xP1MDreJvOKczDCIWNts+Z1qrecxytD/PMr2ZoxpGb8Lo4JhXCn1plLqW5VSmT7xyuZrCYBS6vswenykmlSAzU0Ms0Ip9UvAb5F6UgEy970tF+/Dmoj7yfwNhqTyORQu8v+H9ahrCSGESJskFoQQxWYVY9qwkN1U2qq3XyVj+8jKsZRSXcDvsfnK4QzG1eYPYSQbGjCGRJi01ip0C26XD5l4LUIiT2Cz9jvVWs9qrb8aOAb8HHA/xroKIwnx28B9pdSJDMQUSyZfS5RSF4BfjFg8hFEV8AGM4TV1GCeYke+nf8lkLNvE+WGMmQ7CPQB+DPhijJluagB7eIzBONOd9SZqSBH3s/E+jGx2ak1hn6lsEy7y/4d0ExVCCCFikKEQQoiiorX2KKVmgObgooYYpeA7USpl0JHbJHrFON1jebTWkeObAX6YzX0U/gb4Oq11IlcSq7ZfJSMip4lMtMojEQsR97P+O9Va92O87j+slKrBmF71JYz+FpfY/F3gAPBZpdQ5rfVgCrFFyuZrCfATbL5I8pvAdyYy8wC5ez8B/KeI+z8G/BetdSIn9NmIMxfvw8j7qfSHSPf90hZxfzTN/QkhhIhBKhaEEMVoIOxnxdYvjztVmVKqPclt9kXcT7TXQFLzvSulOninv0K843x52M9rwDcmmFSA3P2eI/sNHM7gviNfl2Rf5zo2j11fSiapprVe0lp/Rmv941rrVzASdP+ezWXt9SQ4BWYCsvZaBofafGHYogESTyrA1v4PWaGU2sfm2Rw+r7X+qUSSCkqpUrYOKciEdN+Hiq2fLbMR9yfY3OPgWDLHCEp0FptYIj8vM5EsE0IIEYUkFoQQxehuxP2DeYkiPy4muf6FiPvX83UcpVQZm5MDn9daJ1SarJSyA6eSjClVb0Tcf1cG930j4n7kDBTbiVw/0d9nVFrrBa31L2CU44ef6H4wOGtHuh6x+er4AaVUS6yVk9TF5lL5v080qaCU2svmGQu2k85QgcgT8L9NYttLZKf/Q7rvwyNsrlh4prVeCl8hOANE+Gd1s1Iq4ekylVJHSH96yPDjBTCGAwkhhMgCSSwIIYpR5MlUNseEF5qvS3RFpdQxNl/xW8aYJi4RR4PbJ+rrI+6/HmWdmoj7yTSM+3rSH2+dqHtsvvp6SCn1Sob2Hfm6fEAplUyp+7/eZn8p0Vq/zeb3RiVbu/qnsl8N/FPYIgX8m3T3G1QTcT+Z99OrSR4rsl9AotNYQm7jTNQNNj+n88HKikQl+j78x4j7357EMdJ6nyilbGyuxHiYw2lWhRBi15HEghCiGEU2XTuflyjy4yuUUqcTXPenIu7/gdY6kMSxfjKRlZRSZ4CvCFvkBf4oyqqRY64TqjRRSlVjjEnPieDJ8K9HLP5lpVTaiQ2t9RDwWtiiMuD/S2Tb4Ov8VWGLAsD/TjemMJFX+yNPplP1axH3fyBYMZCuVN9PXcD3JHmspYj7yQyjSDXOs8DXJnGchGmtXcCfRiyO/LyIKjjs6TsiFsdqrPqbGO/TkO9USm07vCHYQPSjicQTx2k29w/5XJr7E0IIEYckFoQQRUdr/YLN866/OzjmdzcwA3+olIp7NVkp9V3AB8MW+dl6gredr1BKfec2x2nEOLkN///kT7XWU5HrBkujn4UtOqWUeu82+y/DmBKxO9GgM+RX2XwyeQr438GroNtSSlni/I4iZzH4fqXUl22zv2aMZI05bPFfaK0Hoqx7Uin1lUopc+RjcfZ/nM2VP5Na61SmINxCa/054PNhi6qAv1ZK7UkivmjDFl5g9OkI+cB2J63B38mnSL5Z4aOI+3HftxEih259ZLvhIMHEy5+xefaUTPslNg/x+FdKqbgn88G+Fn8CVIQtvqm1jjrDRvD9GZ5ktAKfCb7fYh3jBPD3pP/cvyDi/t+luT8hhBBxSGJBCFGs/iLs53pyN/4+n9YxqgEOAm8qpf6fyBWUUnVKqV/GODEO97Na68dJHCt0lfXjSqlfVkpt6egePP6bbL4CuwD8YJz9/knE/T9TSn1D5Hh+Zfh/gLeA9wUXRzaHyxqt9QLwTWw+8fowcF0p9UGlVNRZlZRS+5RS/xF4jjHdYbR9/xXw52GLLMAnlVI/rpQKP2ELvQ5fgvE6hJd1LwDfGyP8boyT5xdKqZ9TSl1WSkU9SQsmQL4a+AybvxNkemrPbwLmw+4fAW4qpb5HKVUZI7YGpdS3KaXeAn4m8nGttQf4y7BFJRgnre+LXFcpZVZKfRXGMKrTGL/X+cj1YtFaD7O5aewlpdQfKqXep5Q6oJTqjrhZwradYPNQgTrgn5VSW/qYKKVsSqlvA65i/B5dbE6eZIzW+jbw3yIW/5pS6leVUvVRYruE8TzC+zG4gW/b5lDfy+Ymnm0Yv/vfVkp9QCl1JHj7gFLqtzGGabRgzCjy2eSe1Sbhn4/LSMWCEEJklUw3KYQoVr+PMYVeyFcBt/IUS67MYZTo/yxGQ7j/q5QaxugJsI7RAf0iW6/0/Qtbp7vbzk9jlIvvwTgx+A6l1FVgHGNu+OMYzfPCeYGPRKtWCPOLwLfwThPHKoyKh19QSt3AOAGoA06yudz8DzFK9T+S5PNImdb6b5RS3x+MOXTSfQz4K2BVKXUTo7u+xkhuHeOdaVC38+0YiYJQHwsrxu/oPwZf5ymMPgcngI6IbV3AN2itx7c5RhfGjA//HvAopR5i/P6WMCofWjAScpFX7x+TYFl8orTWw0qpD2G8djXBxY3ArwC/qJS6FYzNGXx8P9DLO40Ln8TY9ccwhuGEEjJtwKeDfxe3AQdGr4hzbJ7u8KeBl0muMecvAR8Pu//1bO0tEtIDDIXd/2GMv8PQ966DwFtKqScYvS08GO+d82yuBvhu4EcjlmXSj2C8B94TvK+Cx/yoUuptYAxjtpcjQF/EtgHgO7TWd+IdQGu9EEz2/CPG7xyM1+Fbg7dovMA3sPX1TaiJZrCSKrwvyp8Eh38IIYTIEkksCCGKktb6YfCLb2g2gg+T4Fj1Yqa1/rngl+ZQVUAXW0/ww30G+FDw6m4y5jBmCvgMRnKhBLgSZ/11jJPduB3vtdZLSqkPYJQ6h3d8byHGFX6MpMI3A7+VWOiZo7X+ZaXUAPC/MBIeIZXAu9PY76JS6mWMce5fHPaQfZv9TgFfpbV+M8lDWjGSNSe3We8NjPdLolOAJkxr/fngVfo/xzhRDbGQYp8UrfWLYMXFJ9l88h3v7+LntdY/qpT6XJKH+zWMuP9dCnG+qZT6doyeA+GJvwPBWyQ/8P1a699WSv1ossdLIi5PsCLmtzCqSkIswEtxNl3BSCL+ZYLHuaeUegn4bTaf8EczDHyN1vptpVRk4mE1keNhJJrDhwL9ToLbCSGESJEMhRBCFLNfCvt5n8pc5/6CprX+9xj9EyKnRQz3AvgWrfX7tNaOFI/zCONE9FeIXTbuxhjecChY4p/Ifm8H9/v7GFcmo66GUXb9Ya31N2qtY62XdVrrv8YoS/8xYHCb1X0Yv5ePsnm4Q7T9rmit34fxu3yLzU3uIo0BPwHsSyCp8A/AhzBO4p5vsy4Yr/VrGFeIr2itZxLYJiVa6ycYVRjfhFHyvt0V6EfAfwZ+PM4+PwOcxaiGiLU/H0aS7Au11j+UZNih42it9Ucxkpm/gvE7m8GoIElk+9/FSM59Ls5qLoz3zXmtdeRwpqzQWnu01h8JxvZ/if03CcZwpF8CehNNKoQd55nW+l3Al2IMtXmKkShYx+i98rcY78FDwVlKIPUZNcKHZ1wN258QQogsUUbzayGEKD7B5nTPMMqOAT6htY5VmlyUlFJDvHPldVhr3R3xeA9wBqMEvBTjiva94Ml7Msd5FeOqfMg3B0+EQo9bMUrHuzBKtteAUeCftdYryRwr4rg1wf3uxbjivBB8Dje01mOp7jeblFK9GK95I8aJjwcj7mfAnVRfj2BjwZcwhoDUYZxwzWL8PhOdJjTafusxrrT3YAzZKMNICK1gJB7uaK0T7jeQScHnfAnjOddjJAaWMRI4d7XWk3E2j7a/Zoz3UyfG38Msxvj+q1rruQyGnhalVCfG77oNo4JhBpgA3tBaJ3pVPluxVWIkGdoxhpG4MV7HRxiNGnP2xVEpNco7Q4HmtNaN8dYPbnMGI2kV8lVa609lIz4hhBDvkMSCEKKoKaW+BfifwbtejCtpo3kMKaO2Syxk8DivEiexIIQQuRRMmoY3zPxMsMJnu+3+CPi64N27wKlcJkOEEGK3kqEQQohi93vAw+DPJRiN6oQQQhS3yKkv39puA6VUH/Cvwhb9R0kqCCFEbkhiIYeC04btU0p9nVLqF5VSn1NKrSildPD2uynss1Ip9UNKqatKqTmllFMpNaiU+v3dMt5c7G5aaz+bpzf8dqVUZBd9IYQQRUIpdZLN06lqjNljtvMTvNO08f9qrT+d4dCEEELEILNC5NYH2TzndlqUUqcx5iqP7HzdHbz9a6XUx4HvlYy92Mm01p9WSn0Ko2GdHfgv5HBaQiGEELEppb4TY5ra39iuh4RS6guBP8aYySTkb7TWL7bZ7gxG80cw+p58V+oRCyGESJYkFnJLhf2sMToiT5HcPNrGjpTqBj7NO9O1/Q5GZ/YljDmpfwijGdp3Y8wL/sMpxixEsfge4H7w54BSyi7zlgshREFoxKgm+Aml1F8Dn8f4vA411KwHTgNfCXxBxLYLwHckcIx24CeDPz/QWj9NN2ghhBCJk8RCbg0APwDcBG5prVeVUu8G/jmFff0i7yQVvkdr/fGwx64ppf4MuArsA35QKfWHWut7KUcuRIHTWo8DH8t3HEIIIWIqA742eEvEAvAVwc/3uILTwv51GrEJIYRIg/RYyCGt9T2t9X/TWv9LOtNJKaUOYpR8A7wVkVQIHWsBo1oBjN/zf0j1eEIIIYQQaVjAqNRMxv8BLmitX8tCPEIIITJMKhaK04fDfv7NOOv9AzCM0YPhy5RSpVprZ6IHCQ63SJjWeiiZ9YUQQgix82mtf1Up9efA+4DLwGGgE6jB6IuzhpF8eI4xTOKvpMpSCCGKi5KefvkVMRTi97TWryawzWeB9wTvdmmtR+Ks+zvANwfvXtFav55EbEm9ObTWavu1hBBCCCGEEELsJDIUojgdCf67Fi+pEPQw7OfDWYpHCCGEEEIIIcQuJUMhioxSygY0B+9ul1SIXCdyWsqMClY4uLN5DCGEEEIIIXLIBgS01uZ8ByJEIZPEQvGpDPs5kQaQ4etUxlwrQ2w2my3bxxBCCCGE2O1Cw5mVkpGo2eR2u0GqvIXYliQWIiilvgKoyMCu3tRaD2RgP5FKw372JLB+eAVBWYZj2cRms+FyubJ5CCGEEEKIXW95eZnbt29TXV3NqVOn8h3Ojma323EHswtCiNgksbDVL5OZIQPfDGQjsRA+q4M1gfXDKwgcGY5FCCGEEELEsba2xsLCAh0dHZhMmbnwXVVVxd69e6murs7I/oQQIl2SWCg+yQ5tCK++SGToRLieJNZ9QmKJDiGEEEKIXWNwcJD5+XnKy8upr6+Pud7q6iqlpaVYLNt/PVdK0dnZmckwhRAiLZJY2Oo4mRlHlZXqAK21Wyk1AzQBexLYJLz6IpFmj+HHGkp03WSnphRCCCGE2A26u7upqqqitrY25jorKyvcunWLhoYGjh49msPohBAiMySxEEFrvZLvGBLQD7wHqFRKdW4z5WT4FJMPshuWEEIIsbv5/X7MZmkeL95RWVlJZWX8IlO73U5tbS11dXU5ikoIITJLOpwWp38J+/k9sVZSRpvgLwjeXQduZjMoIYQQYjcbGBjg9ddfZ3l5Od+hpM3v9/Pw4UOmpqbyHcquYLVaOXHiBG1tbfkORQghUiKJheL0ybCf/02c9d4LdAd//luttTPOukIIIYRIg8ViwWw274iKBYfDwczMjCQWhBBCJEQSC0VIa/0Q+Mvg3UtKqe+KXEcpVQd8PHg3APxMbqITQhQCn8/HjRs3eP78eb5DEWLX6Ozs5OWXX6aiIhOzVudXZWUlJ0+e5NChQ/kORSTB4/Hg8/nyHYYQYheSHgs5ppT6ajbP1HAw7Oc+pdSrEZu8rrWOdmbw/cDLQAPwcaXUKeATwDJwEvgPwN7gur+ktb6TdvBCiKLh8/lwOByUlJTkOxQhRJGqqanJdwgiCX6/n2vXrmGxWLh48WK+wxFC7DJKa2nmn0tKqSE2z9SwnW/WWv9ujH2dBT5F/Nkhfh34Lp3lX7RSymWz2WwulyubhxFCJMHj8WCxWDI2b7oQQojCpbXm3r17WK1WqTTJILvdjtvtdmut7fmORYhCJhULRUxrfUMpdRT4KPAhoA8oB6aA14Hf0lr/S5xdCCF2MKvVmvK2Wmtu3LiBUoqzZ89mMCohhNi5XC4Xc3NztLW15Typq5TixIkTOT2mEEKESGIhx7TW3Rne3wrws8GbEEJkTCAQwJhcRgghRCKGh4eZnJzEbDbT2tqa8+OvrKywsLBAZ2enVKsJIXJKEgtCCCG2UEpx/vz5fIchhBBFpb29HYvFQkNDQ16OPzw8zPz8PJWVldTX1+clBiHE7iSJBSGEEFFJtYIQQiSnoqIir7OC7N27l9raWmpra/MWgxBid5IaKSGEELva+vo6Tqcz32EIkbDp6WlevHiBNOAuTKurq3i93rwcu7y8nI6ODhkGIYTIOfnUEUIIsWv5fD5u3rzJnTt38h1KQZAT1eIwPDzM6OgoMhNT4VlbW+PmzZs8fPgw36EIIUROyVAIIYTIo6mpKcrKyqiqqsp3KEXL5/NhNptTGrphNptpampKawaNnWJ+fp7+/n727dtHW1tbvsMRcRw+fBiXy0VpaWm+Q8kJr9fL1NQULS0tlJSU5DucuOx2O/X19dTV1eU7FCGEyClJLAghRJ44HA4eP35MWVmZNEpMkcPh4MaNGzQ2NqY0b7tSioMHD2YhMiGyJ9/j+HNtfHycoaEh/H4/3d3d+Q4nLovFwrFjx/IdhhBC5JwkFoQQIk9KS0vp6emhvLw836EULZPJRElJiVQcZEB9fT2vvPKKNO0UBae1tRW/309LS0u+QxFCCBGDkvGUIhOUUi6bzWaT8Z5CCCGEKHZaa0myCcAY3uJ2u91aa3u+YxGikEnzRiGEEEIIIYIePHjAG2+8gcfjSXrbJ0+ecPfuXQKBQBYiE0KIwiVDIYQQQgghhAhSSqVcrbC8vIzb7SYQCGR0ysdM708IITJNhkKIjJChEEIIIYTYKVIdCuH1egkEAthstozFsra2xq1bt2hra6Ovry9j+xWJkaEQQiRGKhaEEEIIIYQIk2rFQjamwwxVUEjFghCikEnFgsgIqVgQYnfw+XwopTCbzSlt7/F4uHfvHg0NDQU/bZwQonj4fD7u379PdXU1e/fuzXc4YgeRigUhEiOpTyGEKGIjIyNMT0/n5Fh+v5+rV69y69atlPfh8/lYX19ndXU1g5ElbmFhgdu3b7O+vp6X44vkSAM8kSifz8fKygrLy8v5DqVgaK2RC4hCiFyRoRBCiB1hcHAQk8lEV1dXvkPJGY/Hw8DAAFarlebm5qwfTylFWVlZWmOHy8rKuHjxYlbKhROxtLTE8vIyKysrlJeX5yUGkRiXy8X169epr6/n8OHD+Q5HFDi73c6FCxewWOSrbcjNmzfxer1cuHBBhlEIIbJOPn2FEEUvEAgwMjKy6xILVquVI0eO5Owk3WQycfr06bT3k8mmZsnq7u6mvr6e6urqvMUgEhMaUy4niiJRdvv2leoej4dHjx7R1NREa2trDqLKH7PZTCAQSLlfhBBCJEN6LIiMkB4LIt+Wl5cxmUxUVlbmOxQhRAb5/X6Wlpaoq6vbdSdIfr+fQCCQtwqfnWh5eZnbt2/T0NDA0aNH8x2OKALSY0GIxEhiQWSEJBaEEEJkw+DgIMPDw+zbt4/29vZ8h5NT169fx+12c/HixR1ZuTE4OIjD4eDQoUM5LdVfXV2ltLR0R76mIvMksSBEYuQTVQghhBAFq76+nrW1NWpqavIdSs5VVFRgsVh27Pj42dlZnE4nPp8Pq9Was+NKZZsQQmSeVCyIjJCKBSGE2FnW19exWq1Shi+yxu124/P5pJGqKGhSsSBEYqRiQSRMKdUY7+GcBSKEECKr1tfXuX79OjU1NZw8eTLf4Ygdymaz5bWZayFzu92UlJTs2GoVIcTOI4kFkYyZfAcghBAi+2w2G7W1tdTV1eU7FCF2HYfDwfXr16mrq+PYsWP5DkcIIRIiiQUhhBBCbGKxWDhx4kS+wxCiYMzNzVFZWZmTCguLxUJZWRkVFRVZP5YQQmSK9FgQCVNKxX2z2Gw2pMeCEKJQaa0ZGhqirKyM5ubmfIcjhCgSi4uL3L17l/r6+i0VBFprBgcHKSsro6WlJU8RimySHgtCJEYGbgkhhNgVXC4Xw8PDDA0N5TsUUUDW19dZXFzMdxiigFVWVtLc3Bw1ceB2uxkZGcn754rL5SIQCOQ1BiHE7iYVCyJh2zRvHLPZbFapWBBCFLLZ2VnsdntepptzuVw8fPiQ1tZWWltbc358Ed3Vq1dxuVxcunRJGgnuMOvr66ysrNDS0oJS2esxPT8/j9VqzdjnisPhwGQyYbcndoF8bW2NmzdvUl9fz9GjRzMSg3iHVCwIkRjpsSASprWejfXYdsMkhBCiEDQ2xsuPZpfL5WJlZYXS0lJJLBSQPXv24HQ6sVqt+Q5FZNizZ89YWlqitLSUmpqarB2nvr4+Y/vy+/3cuHEDi8XC5cuXE9rGarVSXl6el4SpEEKESMWCyAillMtms9mkYkEIIWJbX1/HbrdjNpvzHYoQO97i4iKLi4t0d3cXzbSNWmuuXr3K0NAQ73nPe3LSD8bv9zMwMEB9fb3MBBOFVCwIkRipWBBCCCFypLy8PN8hCLFr1NbWUltbm+8wkqKUore3F7fbHbdnwsLCAuPj4/T19VFaWprWMZeXlxkfH8flckliQQiRMkksCCGEEEIIUSCamppoaGiIW2UxPz/P/Pw8TU1NaScWamtrOXToEFVVVWntRwixu8lQCJERMhRCiN3lxYsXaK3p6+vLdyhC7Fha66w2HRTFy+/3s7y8TG1trbxHskyGQgiRmOIYcCaEEKKgTExMMDExwW5MTgcCgV35vEVujY6O8vnPf16mwhRRmc1m6urqJKkghCgYklgQQgiRtNOnT3PmzJld96XW6/Xy1ltvcffu3bT3tba2xsLCQgaiEjtRrv62ZmdncTqdOTnWbre4uMibb77J7GzMSba2CM0S8fDhwyxGJoQQ6ZMeC0IIIZK2W5sQKqUwm81YLOn/99nf34/L5eLSpUvYbLYMRCd2ko6ODtrb27OaYFhZWeHBgwfU1NRw8uTJrB2nWDx48ACAI0eOZGX/brcbj8eD2+1OeButNS6Xa9clcYUQxUcSC0IIUQRkrHVsbrebpaUlmpqasv4aWSwWLl68mJF9dXZ24nQ6sVqtGdmf2Hky/X4eHx9nYWGBQ4cOYbFYKC8vp62trehmTsgGrTVLS0sbP2fjs6SlpYW6urqk/uZDnznFMl2mEGL3ksSCEEIUuMXFRe7du0dvby8dHR35DqfgDAwMMD09jVKKpqamfIeTsLa2tnyHIHaZubk5FhcXcblcVFRUYDab2b9/f77DKghKKc6dO7fxc7akkkjMRIWUEEJkm3xSCSFEkZCGgdG1tbVhMpnkqqsoWk6nk9XV1awnxg4fPryRVBBbWa1WBgcHmZ6e5uTJk9jtuZ0EwOv14vV6KSsry+lxhRAiEySxIIQQBa62tpZXXnkFpRRra2sopXZtj4Noqqurqa6uzncYQqTs6dOnLC4uYrVaqampydpxSkpKKCkpydr+k+V2u7FarQU1zMvtduN2u/H5fDk/9v3791ldXeXChQs5T2oIIUS6ZMCWEEIUAaUUgUCAW7ducevWrajr+P1+Hj16xNTUVI6jEzuR1ppAIJDvMHaFUKPGysrKfIeSM4uLi7z11lu8ePEi36FscuDAAS5fvozNZuPevXtMTEzk7Nh1dXXU1tYWVPJHCCESJRULQghRJEwmE21tbTGv7jkcDqanp3G73bS0tOQ4OrHTPHz4kIWFBc6fPy+zVmRZfX099fX1+Q4jp6xWK3a7veDK/pVSlJSUsLKysjEdbK76oXR3dye03tLSEjabjdLS0uwGJIQQSVAyZldkglLKZbPZbC6XK9+hCLGrLS4uUlZWlvUTwdB0aXLCuXM9fvyYhYUFzp49KzNXRLG+vo7VapWrywXM7XazsLBAc3NzSrMqrKysUFpaWlC/Y6fTydtvv015eflGs8lY1tbWcLvduy5plWl2ux232+3WWsv4FCHikIoFIYTYQXLVwPD69esAvPTSSwU1PjoVa2trmEymgrtymm8HDx7MdwgFy+FwcP36dWpqajh58mS+w9kRQj0NMjkDwuDgIFNTUyilUqriqqqqirrc6/WysrJCXV1dzj//QkmORHpx9Pf343K5uHTpkiSBhRBZJ4kFIYQQSQtdASv2pILP5+PmzZuUlJRw+fLlfIcjioTVaqW2tlZmIsmg69evo7Xm0qVLGftcCc0YU1dXh9aa6elpamtr0z7JfvHiBVNTUxw5coTGxsaMxJqopaUlABKpEO3q6sLpdErFkRAiJySxIIQQImmHDh3KdwgZYTabaW1tlS/eIikWi4UTJ07kO4wdpby8HK11RpOVVVVVG1UH09PTPH78mObm5rQ/v+rr63n27BlOpzMTYSalrq6O7u7uTcMblpaWePLkCX19fZuWt7a25jw+IcTuJYkFIURBGh8fB6C9vT3PkYidTCnF/v378x2GELve8ePHs7r/uro62traaG5uTntfdrudyspK5ufn6ezsBGBgYICJiQlOnTqV1emATSbTliaPTqcTp9PJ+vq69FMQQuSNJBaEEAVHa83z588B4s6CIIQQQiSipKQkY0nEyspKjh07timB4Pf7CQQCZLMpeiAQ4Pnz51RWVm6qRmhtbaWmpgar1crjx4+pqalJuqdE6P/dsrIySegLIVIiiQUhRMFRSnHs2LGNn4UQYjeamppicnKSQ4cOYbdLQ/pCElkZsG/fPnp7e1OafSIRLpeLO3fuMDk5SUdHx5ZhDqWlpaytrTE1NYXD4Ug6seDxeBgfH6e0tDRjiQW/38/g4CCNjY1UV1dnZJ9CiMIliQUhREGqq6vLdwhCCJFXS0tLLC8v43Q6JbGQhpGREaampjh+/HhWX8doSYVAIIDH40n7uOvr67hcLtrb2zly5EjUdSoqKjhx4gSlpaVJ799ms3Hy5MmMTq25uLjI2NgYLpdLEgtC7AIqmyVbYvdQSrlsNpstkS7FQgghkjc8PIzVapWGbLuI3+/H6XRSUVGR8Da3bt3C5/Nx7tw5qfgKevToETMzM5w+fZrKyspNj62vr7O2tpaR3gvRPHjwgLm5Oc6cORP39+hwOBgbG6Ozs3MjCeH1erlx4wbV1dUcPnyYlZUVysvLMZvNCR3b6XSitc7bVLpaayYnJ6mtrU0p2VEo7HY7brfbrbWW7J4QcUjFghBC7GDr6+vMzc3R0dGR8JdRUXh8Ph+Dg4OUlJRIYmEXMZvNSSUVYPNYf0ksGA4cOMDevXujTjP5+PFjVldXKSsr25J0iGZgYIDFxUWOHz+e0NX9iooKHA7HtutOT08zMTGB3W7faAiptcbv9+Pz+QA2ZrhI1K1bt/D7/bz00kt5+fxXStHW1pbz4woh8kMSC0KIXWNpaYn79+/T19e3a07OhoaGmJ2dpbS0lKampnyHI1JksVg4duwYFov8ty3iO3v2LLC7+9OEEiuhk2mTyRQ1qQDQ1dXF8vJywjM5rK6usra2hs/nSyix0NXVRVdX17brdXR0YLPZNn1OW61WLl++nNLv0u/309zcjM/nk6SyECIn5BuKEGLX8Pv9m67+7Abd3d1UVFTIFGQ7gPwORSJ2c0JhcHCQ2dnZjc/4CxcubHtS3dDQQENDQ8LHOHr0KD6fL2aiAoxhS9PT00n1dCgpKYl6dT+VZpBra2vcunWLlpYWDh48mPT2QgiRCkksCCF2jfr6eq5cubKrrt6Ul5dndU71SH6/n/7+fqqrq7fMtS6EENm0vr6O0+mktLQUs9mclSSL2Wze9v8Qh8OB0+nMWBLb7/cn9f+WyWTCYrGwuLjIixcv2Lt3765OOAkhckOaN4qMkOaNQggwpkR7++23qays5PTp0/kOp2D5fD78fn/cq55CbMfn8xEIBLBarfkOpSAEAgF8Pl/eXw+tNV6vNyNxvHjxgrGxMU6dOpV0j4WrV6/icrm4dOmSfNakQZo3CpEYqVgQQgiRMXa7nXPnzmV0yrKd6N69e6ytrXHhwgX5wi9SdvfuXdbX17l48WLeT6YLgclkysvr4PV66e/vp66ujq6uLpRSacVx8+ZN/H4/586dw2KxYLFYUhoScfToUTwej3zGCCFyQhILQgghMipfU5sVk6qqKpRS0oxRpKWyshKTyZSx4V07bSaJXFUGeb1eVlZWMJlMCTVq3E6o+SRs3/xxZWWFwcFB9u7du2VWi2RnFBFCiHTIUAiRMKVUY5yHx2w2m1WGQgghhBCF7fHjx8zNzXH27NmN5oLPnj1jamqKM2fO7Jjk4I0bN3A4HDmp6HA6nVit1owkeULfzRNJ8oyMjDAwMMDevXs3pqkUmSVDIYRIjFwqEcmYyXcAQojdxefzcevWLaqqqqS7uSg6brcbl8tFdXV1vkPZRGvNbriwVF1dTUlJSU4qg0pLSzO2r2SqRvbs2UNFRQW1tbWblvv9fgKBgAxLE0LkjCQWhBBC5J3L5WJoaIiOjo5N5buBQAC3243b7c5jdEKk5sGDB6ysrHD+/PmCqgI4dOjQlmEP+/bto6+vb0cMhdBa09/fj9ls5sSJE/kOJ6uUUtTV1W1ZHt7HRfpvCCFyIflOMEIIIUSGzc/PMzU1xdTU1KblVquVS5cucfz48TxFJkTqmpubaWpqKsjmedESCDshqQBGYmF5eZmlpaV8h5ITQ0NDPH78eFMVSnl5+ca0m6KwKaUqlVLvUkr9gFLqE0qpp0qpgFJKB2/dSe7vilLq95VSg0opp1JqTil1VSn1Q0qpyu33sCmuHwpuOxfc12Bw369ITCKS9FgQCVNKxX2z2Gw2pMeCECIVgUCA6elpGhoapHRXCJE2j8eDUmpHfJ74/X76+/uprKxk7969Wx6/evUqbreby5cv74jnW2iy3WNBKXUbOBlnlR6t9VAC+1HArwDfHWe1YeBDWutb2+zrNPApIF430o8D36vjnEzu9JjEZlKxIJLRFOfmyWNcQogiZzKZaG1t3XFfitfW1vD7/fkOIydcLteuea6i8Fmt1qQ+T2ZmZhgbG8tiRPE9f/6ct956K+qwL5/Px9LSEgsLC1G3PXHiBGfOnEno+U5OTjI6Opp2vCKjwkuFloHPAVPRV43rZ3nnZHkA+HfABeCLgd8JLu8CPq2UinlyHqyQ+DTvnMD/TnAfF4L7HAgu/27gZ3ZrTGIrqVgQGaGUctlsNptULAghhGFpaYk7d+7Q1NTE4cOH8x1OVjmdTq5du0Z1dTUnT57MdzhCxBQIBPD5fFv6Drzxxht4vV5eeumlvCQ4Hzx4wPz8POfOnYvaCNLpdGKxWJKKzev1MjExQUtLy8ZwnNdeew2/38/LL78s090mKAcVC98DzAI3gOdaa62U+hzwruAq21YsKKVOALcwLho/Ay5qrRci1vlu4FeDdz+ptf5wjH39OfCh4N3v0Vp/POLxOuAqsA8IAKe01vd2W0xiK0ksiIyQxIIQQmzmdrt5+PAhLS0ttLa25jucrPL5fNy/f5+amhp6enryHU5O+f1+GcdeJJaXl3n06BFut5uzZ89SXl6+8dji4iJer5empqaMHS+yQeZ26/r9/oye7Iemouzs7NwYQrG4uIjf76ehoSFjx9np8jHdZAqJhT8GviZ4931a68/EWO8t4GLw7kGt9ZOIxw8Cj4J339JaX46xny8G/j549xNa66/fTTGJ6GQohBBCiKLn8/kKrgzfZrNx6tSpHZ9UALBYLJw6dWrXJRVGRkZ4/fXXY5aoi8Jy9+5dhoaGsNlsW07ga2trNyUV/H4/t2/f5vnz5ykda3BwkNdee42VlZWE1ldKbcTk8WRmdGlLSwtdXV20tbVtLKutrU05qeBwOHbzDD1KKdWdzC2HgZUCHwjeHQL+Ic7qvxn2c7Qr8eHLfjPK4yH/gNGHAODLgjHspphEFJJYEEIIUdQCgQBvv/02N2/ezHcoO47X68Xr9eY7jIJlNptRSmEyydepYtDd3c2lS5e4ePHitjN1+P1+VldXWV5ejvr41NQUw8PDUR+Dd2bYSHamjfn5ed58802GhoaS2i4aq9VKT08PLpeLN998k7W1tZT35ff7uXHjBrdu7dpedlZgMMlbrpwFQuU3/xyvcSHw2bCf3x3l8fBl/xRrJ8FjhB6vAM7ssphEFDK4SgghdgmXy4XNZiu4KeUWFxeprKxMuQRYKUVpaemOa/yYb1prrl27hlKKy5ejVp4WHZ/Px/LyMnV1dRn5O2hvb6e9vT0DkYlc6OzsTHhdq9XKhQsXYg5zGRgYwOPx0NDQELUCoru7m+7u7qRjLCkpwWq1ZnSK0kePHnHt2jUsFgvnz59PaR8mk4mGhoYtvSlEQTgS9vODeCtqrUeUUmsYJ97Rmv+E9rWmtR7Z5rgPw34+DLy+i2ISUUhiQQghdoHZ2VkePHhAV1dXQZWrz83N0d/fT0tLCwcPHkxpH0opTp8+neHIhFKKqqqqgktEpWNgYICJiQkOHTpEc3NzvsMRBS7eyf2RI0dwu93cvn0bi8XCxYsXY66bjKqqqowl8kZGRhgbG6OzsxOXy8W+fftS3pdSasc3oS1i4TMXbHfiDTAKHAJalVIlWmsvgFLKBoQ+GBPZT/g6kbMn7NiYRGySWBBCiF3AbrdjsVgoKyvLdyibVFZWUl9fL43ECtSxY8fyHULSlpaWmJiYoLe3d8uJYWNjIx6Ph+rq6jxFJ3YKu91OVVUVk5OTWZ9dYWpqCpvNRk1NDT6fb1N11traGkqpTY0oQzweD16vl8rKSr7gC74gqzGKvKoM+3k1gfXD16kEFsJ+Tmc/uyUmEYMkFoQQIke01szPz1NVVZXzclK3243P56PQZm6x2WxbTl5XVlbwer3U19dvLHO73fj9/oJLjIjCMzU1xczMDPX19VuqEmpra6mtrc1TZGKnmJmZ4eHDh+zdu5cTJ05k9Vhut5vHjx9js9moq6tjamqK06dPU1lZSSAQ4NatWyiluHLlypZte3t76erqkmFiO194k8JEOn+Gd+As450T5nT3s1tiEjFItyEhhMiR+fl5+vv7U+4yno5sjNt1Op0MDw/HnI3B5/MxNjaWdPO//v5+7t+/v6kz+u3bt7lx4wY+ny+tmEX+eTwebt68mZHmdNH09vZy5MiRjE4bKHYWp9NJf39/zMaM27HZbNhsNuz27M8+aLPZ6OvrY9++fdjt9k39HEwmE/X19czPz/Ps2bMt2yqlJKmwOzjDfk7kqkX4FwFHFvaz02MSMUjFghBCZEnk/PZVVVU0NzfnZWx3dXV1xhvwjYyMMDk5idVqjTql4vj4OIODg3i93qT6OvT09OB2uzdVdTQ2NuJ2u2M2UtsJFhYWMJlM1NTU5OR4S0tLDA4O0tfXR2VlZMVo9ni9XtbW1rJWtVNSUkJjY2NW9i12hsXFRebm5igtLU1pWEx1dTWXLl3KQmTRdXR0ANDQ0EBX1+Zh43v27OHJkye8+eab2O129uzZk7O4dhkPcCDfQcQQr/w/mooY22ZqPzs9JhGDJBaEECIL5ufnuX//Pr29vRtf9KxWK4cOHcpzZJmzZ88ebDZbzJO45uZmPB4PLS0tUR/XWuN2u7dc9YuWpOjt7U0/4AIWCAS4f/8+SileeeWVnBxzaWmJ5eVlVldXc5pYKC8v58KFC3IlVeRNa2srVqt1RwyLCTV7HBgYoLS0dPsNRKq01noo30HEEN6IMJGpT0LrTIU3JNRau5VSM0ATkEiGKl4zxB0bk4hNEgtCCBFhdnYWm81GVVVVyvswmUyYzeasN/XKp7KysrjTqdnt9rhdyAcGBhgdHeX48ePU1dVlIcLCprUmEAhgNpsxmUz09PTktCKjq6uL2tratN7nqcpFCbkQsSildlTD2JaWlpgJXLEr9If9fCTmWoBSqpN3rsRHm3KxH3gPUKmU6txmesfwaUIi97XTYxJRSI8FIYQI43K5ePDgAQ8fPtx+5Thqa2u5cuVK1KvvwlBWVkZpaWnWG1lOT08zMzOT1WOk4s6dO7z11lsbPSg6Oztpb2/P2fGVUlRXV++o6SSFmJyc5JOf/CRPnz7N6XF9Ph9DQ0M4nc7tV06T3+9nZmaGQCDAysoKDx8+LLjGvCKnbgDrwZ+/QMX/UP/CsJ//Jcrj4cveE2snwWOEphpZB27usphEFJJYEEKIMDabje7u7qR6AojUtLa2cuHCBSoqKrZfOUVaax49esSjR4+ydoxUWa1WrFYrJpP8V7wdr9fLxMREzEahQoSMjY0xNjaWlWSiz+dDax31sZmZGYaGhnj27BmTk5Mx10uWx+Phrbfe4smTJxvLRkZGePjwIePj48zMzDAzM8PCwjsN62dnZ7l9+3ZOkhwi/7TWTuDvgne7gffGWf3fhP38Z1Ee/2SMdSO9N3gsgL8NxrCbYhJRyLcZIcQmWmsWFxd37Rd4pRTd3d0ZabC4sLDArVu3WFtby0BkIhVKKQ4dOpT33haBQAC3271p2ZEjRzh//vyObkiZKSMjIzx9+pSJiYl8hyIK3PHjx/nwhz/MhQsXtvzNpcPlcvHmm2/S39+/5TGtNZWVlXR3d+N2u3ny5AmLi4tJ7V9rzcjICKurq1uW+3y+TbPrNDY20tTURH19Pd3d3Rw+fHjTUIjFxUWWl5dZX19H7Bo/A4SyWR9XSm0ZX6iU+m7gYvDuX2itH0euo7V+CPxl8O4lpdR3RdlPHfDx4N1A8Ni7KiYRncpURlXsbkopl81ms0kpXvGbnp7m0aNHtLe3xx0fL7Y3ODjI8PAwBw4ckCERu9y9e/dYXFzk/Pnz0mAtBQ6Hg7GxMbq6ujI6ZarInGizjPh8vrz1menv72d+fp5z585RVhY5nX3itNY8fvyYQCDA6uoqdXV17N+/f9M6L168YHR0lKNHj2I2m5mfn0+6Z8ri4iJ3796ltraWEydObHrM7/djMpkSHrYUCARYW1vLS/+Unchut+N2u91a66w0h1FK9QEvRyz+D7wzC8W/B+bCHlvTWn8yYn2UUr8IfH/w7gDGSfQdoBr4OuBbgo/NAee11oMx4ukBrgGhRiS/A3wCWAZOBmPbG3zsF7XWPxjnue3YmMRWklgQGSGJhZ3D6XTy7NkzOjo6dmVDvUySL3fZ43K5imoYwcDAAAsLC5w4cWJXzIbgdruxWCxSjVEEFhcXefToEfv27Utrms7h4eGNxEJHRweTk5M8efKEgwcP5qWx4ODgIPPz8xw/fjytPi6BQIA33ngDk8nESy+9FHWd6elphoeHOXz4cMpDu7TWjI6OUlNTs+X/jEAgwMjICPX19ZjN5rQSJSJ5OUgsvAr8ryQ2GdZad0fZjwnjqv13xNl2FPiQ1vrGNjGdBT5F/JkYfh34Lh3nZHKnxyQ2k8SCyAhJLAhRHLTWDA4OUllZmdZJRD6tra1x8+ZNGhoaOHIkbmPnXcPr9WKxWAqiEaPT6eTatWvU1tZy/PjxfIcjthGqUgslBFKltWZlZYWqqiqUUszOzvL48WMOHTpU9DMwOJ1OlFJ5m80kNH2x3+/HbDZvmsY41/x+P8PDwzQ0NOyapHmxJBbC9vcKRo+Al4EWjIaFz4G/AH5da72SYFxVwEeBDwF9QDkwBbwO/JbWOuGmhjs5JvEOSSyIjJDEgohHa83a2hoVFRUFceKzm62vr3P9+nXKy8s5d+5cRvbpcrkoKSnJ2dVpt9vN/fv3aWpqorMzkamod7bV1VVu3bpFS0sLBw4c2H6DLPN6vdy7d4+6ujppglokPB5P1mdnEakLBAKMj4+jlGJ8fJx9+/YlVVE4OzvLixcvOHjwIDU1NWnFMjc3R39/Pw0NDRw9ejStfRWLbCcWhNgpdu4E60KIgjE+Ps7z58/zepVFGMrLyzl8+HDGSmlD1QP19fU5+5Jps9k4e/ZsTo5VDCwWC1arNStXUx0OB0qppPpClJSUcObMmYzHIrJHkgoGl8uF1+vd6BGxnUAgwKNHj6ioqKCrqytrcZlMpo3/O6NVlfj9fu7fv091dXXUZJ7T6cTlcm1qZun3+7l+/TplZWVJVRbV19ezb98+amtrU3gmQoidTBILQoisq6yspKKiIuEvayK7mpqaMrYvq9VakL/b6elpvF5vWqXdxaK0tJRLly5lfL9aa27eNKYBv3LlSsb3X+gcDgf379+nvb19V7yPhNFk1el0cvHixYSahHo8Hubm5nA6nVlNLGzH6/WyvLyMy+Wivb19S6Kos7OTpqamTclHrTWBQIBAIJDUsZRStLe3ZyRuIcTOIokFIUTWVVdXyxXmHcpqtRbk1ennz5/j9Xppbm7eFc0Ss0EpRXNz864dvuTxeHA6nTgcjnyHIjCqA/r7+7HZbCkN+fF6vTidzrh9AVpaWlhfX0+4gsNut3PmzJm8fsZorZmYmKCpqYmpqSlu3brFxYsXt6wXWdFksViykpAUQuxeklgQQgiRdaEeG7ly+PBhvF6vJBXSFDmt3m5SU1PDpUuXZJhAnnk8Hm7fvk1NTQ3Ly8sp/z6ePHnC3Nwcp06dorq6GjCmw7xz5w5VVVXs378/pZ4tufxci+R0OjcSLqOjo/T29iZVTbBbk4ZCiOyQxIIQQoisGhsb4/nz52l3nU+GjP8tDC6Xi7m5Odra2nIyNajf7+fFixfU1dVlZCaCRMrhd5r+/n5MJhOHDx/OdyiA8Tt1u914vV7Onz+f8vuovr6eQCCwqb9MIBDA6XQW5bSo6+vr3Lhxg7q6Oo4dO0ZpaSlHjhyhra0t36ExOTnJ1NQUhw8f3pV/Q0LsVpJYEEIIkVUVFRWUl5dn/Mqe1+tlYmKC5ubmvE0DJ+IbGhpiamoKi8VCS0tL1o+3urrKxMQETqez6Kc4zIdAIMDS0lJOkkCJCvUQSXc61dbWVlpbWzcts1qtXLx4MWuJhcXFRVZWVujs7IwZ+9LSEg8fPqSzs5Pl5WUaGhpobm6Ouc/V1VX6+/tpa2ujsrKS6upqOjs7C2oGlsXFRZaXl3E6nZJYEGIXkcSCEEKIrKqpqcnY1JbhpqamGBwcxOv10tfXl/H9i/R1dHRQUlKSs5P8mpoaDh8+XBDNRKenp1ldXaW3t7doSs5NJhPnz5/PdxhbZHNIUzb3PTAwwOrqKnV1dTHfkx6PB4/Hw/z8PPfv36e7uztuYsHj8eB2uwkEApw+fTpboaflwIEDdHZ25nWYiBAi9ySxIIQQoii1tLTg8/m2XIWMZmRkhLW1NQ4ePFhQV2N3uoqKipyfXGRy1pN0jIyMsL6+TltbW0LTu05MTLC0tMSBAwfyWpovPSUyZ9++faytrcVNdDU1NVFTU8P6+jqjo6PbVl/V19dz+fLlgv49mc1mSSoIsQvJtyshhBAbJiYmeP78OVrrfIeyrZKSEnp6ehIaBjE9Pc3s7CxerzcHkQlhNBA9evRoQkkFMN6jMzMzuFyuLEcmcqWqqiqhngdWq5Xa2tqN2ZOePn267frxjIyMMDk5mXigQgiRAVKxIIQQYsPo6ChOp5OOjo6C7FuwsLDAo0eP2L9/P42NjQlvd+zYMbxer4z3LSKzs7NUVFRQWlqa71BSUl5eTnl5ecLrHz58GJfLldQ2YmdpaGjg6dOn+Hy+lPfh8/kYGBjAYrEkVM0lhBCZIokFIYQQG44ePYrb7S7IpAIY44u9Xi8ejyep7ex2e8E+J7HVysoKDx48oLq6mlOnTmVkn+vr6wwPD9PV1VWQJ+82m00SX7ucxWJJa+aL0D6OHTtWlDNdCCGKmyQWhBBCbEj2Kmssz549Y2lpiZMnT2a0OVpLSwv19fVx9+lyuTCZTGmPQQ4NB0ml8Z7D4eDevXu0tbXR2dmZVhy7UUVFBW1tbRmdNnR2dpaZmZmNWUpEcXO73YyNjdHW1pbTqpbV1VUqKioy0pDT6/UyPz9PU1PTRjIhEwnQ+vr6tPchhBDJksSCSJhSKl7dcXG0vBZC5ITD4WB1dXXjCnEmkwvx9uX1erl27Ro2m40LFy6kfAytNdeuXUMplVKXfJ/Ph9vtxul0phxDMXn06BEej4fjx49n5ITLZDKxf//+DET2jj179lBWViYnXTvE9PQ0o6OjKKXYu3dv1o/n8/l4++23WVhY4NixY3R3d6e9z6GhIcbHxwkEAgn1YhBCiEImiQWRjJl8ByCEKA7Hjh1jYGCAsbExzGZz1DnW/X5/xst1zWYztbW1Gbnqp5RKuSS5qqqKS5cupZ1QWVtbw+Vy5Wy6xlQtLy/j8/kIBAJZL8FeXFxkdHSUvr6+hBsjgvHeCM0YMT09zdOnTzl8+LAkGopUW1sbSqm4UzNm0vLyMsvLyzgcDqqqqjKyz5aWFgKBQMbfg1rropniVAixc0hiQQghRMaZTCb27NkDELWB2Pr6Ojdv3qSlpSWjV6ZNJhPHjh1Lez/z8/MAacWWiengHj58iMPh4Pz580mdRG9nZGSExcVFjhw5gsWS/leBM2fOoLXeSCporVlYWKC2tjbj03vOz8+zsLDAyspKyq+J3+/fuIniZLFYNj5jcqGuro7Tp09TU1OTduLS4/FgsViorKzkwIEDUdeZn59nYGCAAwcOxE1khBo9hv6O3W43169fp76+nkOHDqUVpxBCJEMSC0IIsYs5HA6Gh4fp7OzM+Lhzm81GX19f1MeUUpjN5oyc1KZCa43WOuZJ7/r6Og6HI6NXJ1PR1dXF2tpaxseQLywssLS0tHGCk67Iyozx8XGeP39OV1dX1GqVdPT09FBfX09NTU3K+2hra6O5uVka3OVJIBBgbm6Ourq6vH0GJEspRUtLS9r7cblcXLt2jZqaGo4fPx5zvdXV1Y3PocjPoFC1l9aat99+G5PJxKVLl9KOTQgh0qGKYa5yURiUUnHfLDabTebfFqLIDA8PMzg4SE9PD11dXfkOJ2fu3LnD+vo658+fjzpcQWuN0+nMaJVAIfH5fHg8nqw9v/X1dQYGBujq6sprYkbE5vf78Xq9215993q9mEymjCZhxsfHefbsGXv27KG3tzft/a2trW18jlVUVCS17fLyMlarNWcNIL1eL3fu3KG2tjZm4hWMzyCHw7El4bu4uMi9e/fo7u6ms7OTe/fubanUkqEQmWW323G73W6ttUwtJEQcxZEmFoWiKc5jY0D6db9CiJzq6OjAbrcX/Bj+TCspKcFsNsf88q2U2rFJBTDKprN5pbi8vDwjQ1JE9vT397O0tMT58+djnlR7vV6uXr1KWVkZZ86cydix6+rqaGpq2uh5sb6+zvr6+sb9ZC0sLDA/P09VVVVSiQWXy8Xt27cpLy/n3LlzKR07WSUlJQkdSykVtYrMZDJtJHqUUpw4cSLqtkIIkWuSWBAJ01rPxnpsu2oGIURhMpvNOWt+lm0ej4cHDx7Q1NREe3t73HWPHDmSo6iEKExVVVX4fL6NBFNoFpe9e/duJNVMJhNlZWUZHyZVWlrK4cOHAaNy4m/+5m+Ym5vjq7/6q1MabtDa2srExAQ2my2p7axWKy0tLVRWViZ9zEQFAgGePXtGVVVV1H4zyaqurubKlSsZiEwIITJLEgtCCCF2BJfLtVHWvF1iQYidYnR0FCDpRoY9PT2b+l/Mzs4yNzdHTU3NRmLBbDZntFIhGpPJRGdnJ6WlpSmf4DudTlwuF1NTU3ETE7du3UJrzenTpzdmfTl48GCqoSfE5XIxOTnJ6upqRhILQghRqCSxIIQQYkeoqqri3LlzGZlqshAEAgG8Xm/SV2HF7qG1ZmBgAKVU2jMkhPph1NXVZSi6xCiluHz5clr7qKqq4ujRo9tWVni9XnLdW6ysrIwTJ06k/Ln07Nkz3n77bS5duhS3H4XT6WRgYIA9e/YUTF+TqakpysrKCiYeIUR2SWJBCCHEjpHpku18evDgAQsLC5w7d25H93sI53a76e/vp6mpKadTCRYrpRTHjx/PyJh6s9lc1L1WEok91Nsg1z0Iamtrk1p/ZGQEi8VCW1sbCwsLzM3NsbCwEDexsLCwwOzsLHa7vSBO5B0OB48fP6asrIzz58/nOxwhRA5IYkEIIYQoQJWVlbjd7qKZji8arTUulyvhjvsej4fV1dUdU3WSC8metO4WbrebiYkJ2tvbsVqN3tKxppfNJL/fz8LCAvX19Skdz+fzMTAwsJFYOHv2LPv376e6ujrudq2trVit1oJ5P5SWlqY0S4cQonjJdJMiI5RSLpvNZpPpJoUQQoS8ePGC0dFRjh07Rn19PWCMOQ8EAjGrMJxOJzabLScngZFWV1d58uQJPT09G/Gmw+v14vF4dlQlTbEYGBhgZGQk51PpDg0NMTQ0xN69e+ns7ExqW5fLxa1btygpKUkomSByQ6abFCIxuf9fWwghCoDD4WBgYACv15vvUPLO7XaztLSU7zCKlsPh4N69eywuLuY7lIJTXl5OWVnZpj4Rt2/f5saNG/j9fsCYavDGjRtMT08DxpXOfCQVQrGsra2xsrKSkf319/dz/fp1HA5HRvYnopuenubRo0cb7ymA9vZ2uru7c94wsaGhgcbGRurr61lZWWFwcJBAIJDQtoFAAJ/PR0VFRUaSCl6vd9NrIoQQ2VS89ZVCCJGGsbExJiYmsNvttLW15TucvHr06BFLS0ucOXMmq9Ou7VTLy8ssLCxQXl5eMGXIhaKlpWVLl/7Gxka8Xu9G8sDpdG6czGdq6lOn04lSKukhFS0tLVRUVGSswqC+vh6z2bwrG3COjIwwNjbGiRMnsl6xMTk5ydLSEu3t7Rv9BWw2G93d3Rk7RmiIQllZGY2NjTF/pxUVFRvT2d6/f5/5+XmqqqoSqoApKyvjpZdeykhizefzcfXqVex2+0ZvCSGEyCZJLAiRR48fP2Z1dZXTp09jNpvzHc6u0tnZid1uz9iJTDFraWnBarUmPA5ebNbS0oLNZpOy5QT19fVtut/Q0MC5c+cy9v7TWnPjxg2UUrz88stbHnc4HDx//pzOzk5qamq2PF5RUbEx9eK+ffvS6nHR2dmZdDn8TuHxePB6vfh8vqwf69ChQ6yvr2e1aeHy8jLDw8OMjY1x5MiRhBoS7t27l9ra2qQSjqHvAn6/n/HxcRobG1P62zCZTFRUVEi/EiFEzkhiQYg8Cs29HQgEJLGQY3a7Pe4Xfp/Px+DgII2NjVFPPjLN6XSysLBAW1tbzjuWR7uqvJM4HA6UUllLnCilcj5F306TySvaSimamppi/h2FV5jE+tuenJxkYWGB1tbWbf/+PR4PDx48oKmpifb29jSj3zl6e3vp6uqipKRk23W11vj9/pSTODabLa2qkAcPHrCyssLZs2djxltXV8eRI0eor69P+O+9vLw85aE9MzMzDAwM4HQ6OXDgQNLbm0wmTp06lfR2QgiRKkksCJFHJ06cIBAIFHXXd6fTSUlJSVE/h2iWl5cZHx/H7XbnJLHw4sUL5ubmsNlsRT3lW6HRWnPz5k0Arly5krPjhsZKh7rRi9yKdyKWSIVJc3MzExMTeDyebY/lcrlYXl7GarVKYiGMUiqhpALAkydPmJmZ4cyZM3lpdOn3+7ftg6CUoq2tLamhcy9evGB8fJzTp08nPTtCY2MjTqdz26q6QCDA8PAwdXV1UjUlhMirnXUmIESRMZlMeWtSlgkOh4Pr169TU1PDiRMn8h1ORtXV1XHgwIGkkwoulwulVNJXzzo7OyktLS2KMfo+nw+Hw1EQc6VvRylFc3NzzqtA7t+/z/LyMufPn9+2FHlqagqfz0dHR0eOoovP7/czNTVFQ0ND0fQGWFlZ4dmzZxul5/EkWmES7AS/7XpVVVWcO3dOSs7TYLVaKSkpyVvl3rFjx9BaZ/z/Y6XUxi1ZFouFvXv3blrm9XqZnJzcGL4GsLS0xPDwMKurqxw/fjwjcQshRCoksSCESFlJSQlVVVU5uaKfa0qppLuJh8Z2A7z00ktJfZmsqqoqihN1gGfPnjE9Pc3x48eLYgjA/v37c37MiooKvF5vQidKz549w+/309LSUhCVP9PT0zx79oz19fW8vHapWFtbY3V1lZWVlYwk55qbm6mpqUk4sZLKVXat9bafESsrK8zOztLd3b2jh8vt3bt3y0l0LsU7+ddac+fOHSwWC8eOHUtqv5l+XhMTEwwODuLz+Tb2W1tby759+2L+P6y1ZmZmhtraWqmgEkJkVf6/wQghilZJSYmM4QyjlNro/J3rK+TZFn6lrK6uDo/HE/dkSmvNwMAAFRUVO7pBptY66pXO3t7ehPdx5MiRtMaXZ1pDQwMOhyPn0/Slo62tjcrKyqTLzePJZrXGysoKd+7coauri66urpjrjYyMMDc3R3V1dcENkfJ6vQkPdcg1j8eT0En09PQ0NpuNmpoa3G531N+51hqn01kQiZ2WlhZ8Pt+m4RhKqbhDcGZmZnj06BEtLS0cPHgwF2EKIXapwvgWI4QQO8ShQ4fyHUJWTE5OMjAwsHGlbLtkgdPpZHR0lPLy8h2dWLh+/TqBQIALFy7ETCa5XC76+/tpaWmJOtyh0Ko+rFbrlpkbcmVmZga/359SUqOYpkrVWie0XmhoRyJTFaZLa43D4Uio+mJxcZG7d+/S2dmZk0qDRKo7Qqanp+nv76erq2vT+3hqaoq5uTkOHDhASUkJbrebR48eYbVa6e7u5unTp+zfv39LDwWTycT58+c3Hb+/vx+fz8eJEydQSrG8vMyDBw/Yu3dv1hrhrqysoLWmt7d3owfQdpUsq6urPH36FIvFUlSJQiFEcSrewd1CCFGEFhYWuHr1KvPz8/kOJSnNzc3s2bOHtrY2pqenuXv3btzx52VlZRw9epTDhw/nMMrcs1gs21YaeDyejVL9SH6/H6/XC4Db7WZkZCQn0/OlYmlpKaFmhul48uQJT548we/3Z/U4uTA+Ps7s7GzUx6qrq7ly5UrcagUw/o7a29tzUgE1MjLC9evXmZyc3HZdi8WC1WrNSQ+O4eFhXnvtNZaXlxNa32q1Mjo6Sn9/P06nc2N5aApRh8MBGBUpvb299PX1YbPZ4j4fi8Wy6QR+bW2N9fX1jQSR1+vF4/Fs25NjZWUFt9vN1atXuXv3bkLPJ+TOnTvcuXOHQCDA6Ogoo6OjLC4uxt3G7Xbj9/tpb2+Xxo5CiKyTigUhhMih1dVVhoeHaW5uzvhVSJ/Px+PHj6mrq0uqc3kiQl/CAQYHB1lcXGR9fT3uiUU2SrdDX+QzeaIVCARSbtp2+vTpbdepqqriwoULUV+rW7du4Xa7uXjxIqOjo4yNjaGUYs+ePSnFky2h0v26urqsNog7dOgQfr+/IMrO0+HxeHj27BklJSU0NjZGXafQhktVVFRQXl5OWVnZtutWVlZy+fLlHET1jkRfr9raWt71rnextLS0aajGwYMHWVxc3Jh9x263b/o7S+T5zMzM8OLFi42eBqHPjYaGBi5fvhx3+EWoyqO+vp5AILDtLBSRuru7Nz6rent7qa2tZWxsjOHhYU6cOBE1wdnQ0MDFixeLpgmrEKK4SWJBiB0gmTJRkX/ZanbpcrmYm5vbMgYXjDLg0tLSjFy12rdvH21tbTm/Aub3+3n77bex2+0JndAnYmhoaOOLeTabkJaWlkZdXlFRgdlsxmQy0d7ejslkKsihI2VlZTQ2NiaVDPN6vQwNDdHc3JxwY9JC6yMQ4nQ6sdvtCX/OWq1WDh48WFTN8urr63My5CJZXV1ddHZ2JvV/XE9Pz5ZlJSUlOBwORkdHMZvNdHd3Jx2L2+3eqAKIPJHf7nddVlZGbW0tjY2NHD16NOn/szs7Ozd+Li0txW63c+PGDcxmMwcOHKCsrIybN29is9k2Jf9Sna3E7/ejlCrqmauEELkliQUhitzS0hJ3796lp6dn0xcPUZhCzbcSHe/q8Xi4desWdXV123bor6io4NSpU1tOYh0OB48fP6asrIzz58/H3YfWmqGhISoqKmJeabVYLHkrq91uita5uTkqKioS/jIdOqnP15fn8J4cpaWlee2MH4/FYuHIkSNJbbOwsMD4+Dg+n69oZjyJZn5+nvv377Nnz56kmnJma6z9bhTrJHxxcRGz2Zzw+6u9vR2z2UxLSwuLi4uMjo7S19eXUJUGwJ49e2hqakqpAsBmsyU0LbPf78fj8cRMRoZUV1dz8eLFjaaloWFVmbjI4Pf7uXr1KlarlXPnzqW9PyHE7iCJBSF2CKlYKA7hQwoSEQgENsbvJiLaCX9paSk9PT0JNWVzOp0MDw9vXKEONz8/z9LSEj09PXk5ETebzVy8eDHm44uLi/T390ct1/d4PDx8+JDm5uZNSZ09e/bkddjBzMwMbre74IY+ZEJjYyN+v7/gmlMmy2azUVZWltKUkiJ7fD4f9+7dw2w28/LLLye0TUlJycbf2sLCAgsLCywvLyecWIDszhYC8PjxY2ZnZzl9+vRGwiQ0dCK8SsJisXD06NGN+6HPx0x8F1BKYbfbZQiFECIpKtHOxELEo5Ry2Ww2m8vlyncou5IMhdjZ/H4/JpMpZ7/jmZkZSktLt3TZv337NsvLy5u+8MYSaxrGVMzNzfH8+XMOHjwYd7iCz+fj+fPnNDQ0bCmpX1pa4s6dOzQ2NiZ95T2b3nzzTTwez7bjs4XY7bTWPH78GJvNtlHZMzQ0RElJSdzpFmPx+/0sLy9TW1u78dmaqR4uPp+PW7duUVVVlfQUj2NjY0xPT3P06NGNE/s7d+6wtrbG+fPncTqd+Hw+6uvrWV1dxefzUVtbCxgNOFdXVzl06NDGZ6/D4cBqtRbMdLbFyG6343a73Vrr1MaVCLFLyKeMEDuAJBUKm8/nw+fzpTzWNdeN7JqamgC4f/8+SqmNq2L79+9nbW0tobLjBw8esLS0xPnz59M+YXY6nbhcLrZLXFoslphf4mtqajhz5sy25cW5dujQIbxeryQVRNatrq5uTFGY6mdRPvl8PmZmZrBarRuJhVT6JISYzeYt1TTXrl0D2DK9ZLICgQBut3vbz6xoOjo6tkxLa7PZ8Hg8mEwm7t69i8/n48qVK9y7dw+fz8dLL72ExWJhZmaG9fV1PB4Pdrsdp9PJ9evXqa6u5uTJk9se2+l04vf7qaioSDpuIYSQxILY0fx+P6OjozQ2NkoZq8ibu3fvsr6+zsWLF4vmBFJrzcrKyqYv1+Xl5Qn/HYV6F2Qi6bVnzx4aGxs3ToZSrdCJrMBIhNPp5OnTp+zZsycrJf2hK41id9Ba8+jRI6xWK319fTk99vT0NFNTU1RVVWV81phcKCkp4ezZsxlLtGqtmZubo7q6euNz2WKxbPl8CU0tmUxTVavVyqVLlzI2ZCzUi8Xv92/0lSgpKaGrqwuPx7NRjXDs2DG8Xi92u53Z2VlsNhs1NTUJN6a9ffs2Pp+Py5cvS4WDECJp8qkhdrS5uTmGhoZwOBwcPnw43+GIXaq6uhqz2VxUU+gppTY1evR6vUxMTNDa2ppQciS8KWEmhJIKs7OzPHjwgIMHD+akOd7KygqLi4uUlZUVfa+ARAQCAZ4/f05NTc1G5YrIHL/fz9zcHE6nk66urk3TIWZbV1cXlZWVMZuyFoNEE5taa/r7+zGbzVv+719fX+fRo0eUlZUxMzNDc3PzxufVmTNntuzr8ePHrK2tUVJSktRnQLIn5qHGi/G2U0rR1ta28XkYrbLBZrOxurrKgwcPqKqqSmoGndbWVjweT1H9XyWEKBwyh4zY0RoaGti7d29a5ZJCpKuvr4+TJ08W3Ze1kpKSjROfiYkJBgcHGRsby3NUmRn68/DhQ65du4bf74+7XnNzMydPnsz6bA2plk1n2vr6OhMTE4yPj6e9r8HBQd58802cTmcGItsZLBYLPT09KKV4/vx5To9dUlJCc3Nzxq6iz8/P88YbbzA3N5eR/WWS1prl5WWWlpa2POZwOFhbW0MpRXNz87YJytDQkbt37zIxMZGVeAOBAG+//TbXr1/ftNzr9TI5OUkgEACMWXHOnTvHsWPHNtbRWvPkyRNevHixsay8vJz29vakm8L29PRw4MABGV4phEiJVCyIHc1sNssUjEJkQGtrK4FAIOFpMrOlsbGRd73rXZuWLS4uMjk5SV9fX8JDTdxuNx6Ph0AgsG3CJ9Ey4nRcv34drTUvv/xyXr/UV1ZWcvTo0YwMHfN4PPh8vm2TN7tNc3Mzy8vLRV05AMbvN5kZa3LJZDLF7JPQ2NjIuXPnKCsrS+hvraGhAaUUT548ydosCUopKisrt1QrDA8PMzY2RiAQoLGxkRs3buByuTh37tzG0K5AIMD09DQWi2VjxiGTycS+ffuyEqsQQsQis0KIjJBZIYQQqbh37x5a64Tmd4/l8ePHTE1Ncfjw4YTL9wOBAFrrgqkiefz4MVrrjA8hySetdUKJG1G8vF5vTodzFKK1tTWmp6fp6urKWF8Cp9OJxWLB7XZvNNxcWVnhs5/9LG63m/e+972bkrzr6+uYTKaCa067U8isEEIkRioWhBBC5M36+vrG1JSpXqnv7e2lvr5+yxST8WSqHDxTwmezCI3nzvYc8m63m6mpKdra2rJycqiUkqTCNnw+H+Pj4zQ3N+d9pobZ2VkeP37MkSNHEu4lUKxJBZ/Px8DAAA6Hg6qqqrSGOo2OjjI9PU1FRUVSDR5jcbvdXLt2jfLycs6ePcuBAwdwOp288cYb+P1+vuiLvmhL5Zg0pxZCFILC+mYlhBCioISumGWrnP3cuXNpT+1WUlJCY2PjjhgX7Ha7uXnzJnfv3s36scbGxhgcHGRqairrx9qNZmdnGRgYIF5l6PT0NIODg4yOjkZ9PJfDSAYGBrh58ya3b9/O2THzZXl5mYmJCe7evbsx1CBVPT099PX1YbPZeOutt9L+e7JYLNTU1GxK7ni9XpaWlggEAglN9yuEEPkgFQtCCCFiGh4eZmJiYqMbeaYV45Rmy8vLlJSUUFZWtuUxp9OJ2+1OuC/DnTt3cDqdnD9/fmMKuVxNj9ve3o7JZMrJ7BrZMjAwgFKKnp6efIeyxdDQ0MY0hbF+n01NTXi93qhXukdGRhgcHOTYsWM5mZHkxIkTWK3WpBv+FaO6ujoOHTrE0aNHsdlsmyqYkv0bttvtdHR0MDc3l1YT1tnZWWZmZti3b9+WoWFVVVV8zdd8DcCm4Q7Ly8sMDw/T29srVQtCiLwrvm90Im+UUvE6TRX/pUIhxBahk89khhnkyvz8PA8ePGDfvn05ayrpdru5ffs2paWlXLhwYcvj/f39rK+vc+HChYTGO0dezTaZTAlPjau15uHDh9hsNvr6+hJ7AhgnTnNzc7S1tbFnz56Ukztra2tMTk7S1dWVcNPMTNJab8xS0t3dXXAVKwcPHsTpdMY94SspKYk5a5HFYsFkMuVsOIndbufUqVM5OVa+hWaEiObtt9/m+fPnfPCDH0xqytWGhgYuX7686W9hfX0ds9m8McxFa83g4CBVVVVbPlNnZmaYnZ2ltbV1UyLJ7/dz48YNysrKNs0GAcZn4MjICAMDA1y8eJGGhgaGhoZoamqSygYhRM5JYkEkYybfAYidYXFxkYqKiqIdnxvP6uoqwEbH7mJXXl6e1ElrLoWaA6ZTxpwsq9VKW1tb1GoFgLa2NtbW1rDZbHi9XiwWS9wT3lOnTqXcX8Lv9zM/P4/Vak3qdzQ8PMzU1BRzc3MsLy8n1fQy3MTEBBMTE1RUVORlthClFKdOnUIpVXBJBTA+A9L5HGhra8tKlZCIr6ysDKvVisPhSHrb8KSC1+vlxo0b2Gw2Ll68CBiJhpGRESoqKrYkFvbv378lqQDG55zP52NlZYX+/n66u7upqKgAjIRaqE+Hx+NhYWGBsbExvF6vJBaEEDkns0KIhCml4r5ZbDZbQczDLgrb/Pw89+/fp6mpKeErs8VCa81rr70GwJUrVwryZGenCQQCBdeIEWBlZYXbt2/T2trK/v37s3Ycp9OJyWRKqtHj2toaMzMz2Gw2BgYGkmrWF87j8TA3N0dLS0vM30EmO+bPz88zODjI/v375aQpQ7TWPHr0CIvFktX3abFYWVlhcnKSmpoampqa0voM11rz+PFjbDbbpuaQ09PTlJeXbyQHEhEIBBgZGWFoaIienh66uro2Peb3+ykpKWF4eJinT59y6dKlpPYv4pNZIYRITOF9GxNC7GiVlZXU19cX/Rzu0Sil2LNnD3v27JGkQo4UYlIBjDJ2q9Wa9U7/paWlSc8eUVFRwd69e2lvb+fKlSspj98PVW+A0Rl/fX19yzpjY2OMjo4yNzeX0jHCra6usra2tnGchw8f0t/fn/Z+C5XP52N2djZm80eHw8Fbb70Vs/FjIrTWzM/PZ+T3sxOMj48zNDTEzZs3GR4e3liutcbpdCa0j0AggNfrRSlFb28vDodj0+vb3Nyc9Em/yWSis7OTvr6+TVUsQ0NDvPbaaxt/E0tLS5SUlMT8/2dxcZGRkZG4DUWFECJVMhRCCJFTVqt1yzjRVIS+GBXaCXwhNpHbLbxeb8EMrykrK+PSpUublj158oSFhQXOnDkTsyeBx+PJS7+CdCwsLPDixQuWl5c5evTopsdCZdupDLWI1NXVRUNDw8ZJWahLfqFWraRrcHCQ8fFxDh48GLXBptfrxePxxDzhXVhY4MGDB+zfvz9mPwGTycTZs2eL+vULnSz39fWl3cCwp6eHkpISRkdHN1VgDg4OMjIywtGjR7ftN9Pf38/S0hLnz59nfX2dubm5pPvUrK6uYrVaNyUNFxcXefToEffu3WPPnj0cPnwYs9mMyWTa+P0dOXIEt9sd83V48eIFa2tr1NXVSUWDECLjJLEgkhHvm+EYUFzfhkVRu3HjBn6/nwsXLhRcckHk3szMDA8fPqSvr4+Ojo6U9hEqN66vr89Kjwyv14vP54vZE2J0dJQXL15w6NChmCeC+eD1ehkZGaG1tTVqb4na2lq6u7upr6/f8lioY34mKKU2nQydPXsWKNyqlXQ1NTXh8Xhizk5QXV3NpUuXYibT/H4/fr8fn88X9ziJNBlNhcfjYWpqitbW1qwm/BYXF1lcXGRlZSXtxILdbqevr4/Ozk6Wl5c3kpXl5eUJVweVlpbicrkwm83U19dz/PhxysvLmZ6epq6ubtvXwu1289nPfha73c773ve+jWV37txhcnKS6upqFhYW8Hq9GxVyIRaLJe6Qo3379rG2trYlqTA3N0dlZWXS1U9CCBFOEgsiYVrr2ViPbdd/QYhMM5lMUs4pNoS+UKdzArO4uMjQ0BCrq6sZqaqJdOTIEQKBQMwu/zabDavVitfrxe12F8yX/JmZGUZHRwkEAuzbt2/L42azOebMBqlYX1/H7/dv20eh2Co7klVdXU11dXXcdeK9Bo2Njbz88st5m9J1fHyc4eFhtNabegLEo7Xm1q1bmM1mTp48mdA23d3d1NbWxkzA3Lt3D7PZzJEjRxKM/J3qgNbWVg4cOEBzc3PCyb7Iv5G6ujomJiZ4+vQpHR0d2zZaLSkpYWVlhdXVVcbGxmhra6OkpITm5mZ6e3tpa2tjZWUlpYR6tPfU4uIi/f391NfXJ/2553K5WF5eTrsfhRBiZ5DEghCiKJ05cybfIYgcmZub4/nz5xw8eDDmyUNdXR0vv/xy0vvWWuPxeLDZbNTW1tLb20ttbW2aEUenlIo7dWBTUxPV1dVcvXqViYkJzp8/n9Jx3G43DocjY8+jubmZQCCQkeEMibh79y5er5eXXnopbyfF6VpaWuL27dv09fVtuqKca/l8/VpbWwkEAlGHccQS+ntMpgrFZDJteq+Hz7Kyvr7O5z//eaqrqzl8+HDCJ7+h5o2Zes/X1dXR0tKSUHLCZDLx/ve/n8ePH/P8+XPGx8c3hhBaLBY8Hg+vvfYaDQ0NXLlyJe3YKisraWlpSWlK4efPnzM3N4fFYolasSSE2F2K839sIYQQWTE7O4vD4Uj4CmMuOJ1OXC5XVmadCY2dPn78OHV1dVk9CRwZGWFxcZEjR47EPOErKSmhsbExrZLuR48esbS0xOnTpzMye4LFYsnpyXFHRwdutztuEqbQ3b17l/v37xfUkJZcs9vt9Pb2JrWNyWTi/PnzKV/99vl8XLt2jfLyck6cOIHFYuHEiRM0NjZu7HN2dpaFhQX6+vriVg/FmrUokWlkI9ntdg4ePJjw+g0NDfT19fH2229vJD59Ph8Wi4X5+XmWlpY2PiNevHjB5OQkp0+fjjkNbjwWiyWp2MK1tbVhtVq3rawRQuwOklgQQmTM8PAwHo8narm0KA4vXrzA5XLR3Nyc8IwGfr+fpaUl6urqMl4Ou76+TkdHB42NjVmZYaG0tBS73Z6RsvrQzAgHDhyI+josLCywvLyMy+ViZWWFurq6Lc/JZDKlPQ1rS0sLVqs1pZOMXAq/shyus7MzD9EkLtS3IN5QlY6ODkpLS2UKxxSkm1AKvaccDgd2u33LVf3x8XGWlpZoaWlJ+oR4aWmJa9eu4fV6uXTpUsozqoRbX1/n/v377Nmzh/b29o3lJpOJ6upqWltb6erqYmZmBqfTSXd3N5cvX6a1tRUw3o+BQGBjaODMzMxGr5ZYFV6ZUldXl5HXQAixM0hiQQiRMePj43i9Xnp6eoq2hHm3a29vZ3l5OamT+OHhYUZGRti3b9+mL8bpmp2d5cGDB3R2drJ3796UrhRup7W1deMLejqePn3KtWvXaG9vp6enJ+pJ59GjR/F4PKytrfH06VOamprSTiJE09LSklT5eT5MT0/z+PFjDh8+XBRTzzocDsbHx+ns7OTx48cbXf9jNT7s7e1N+mq9SE7oCn44i8XCxYsXWVlZ4dq1azQ3N3Po0KFN6xw4cID19fWUrrKXlJTg9Xo3ppBM5KTa5/Px4sUL6uvrow438Hq9uFyuLbN7NDU1YbfbqaiowGQyMTExwcTEBPX19Rw4cGBjvf3799PX17cxfMTlcuF2u/F4PJv253K58Pl8MhuEECJr5Ju/ECJjTp48id/vl6RCERsfH98YdpBocqG+vp719fWM9yYoLS2lvLyciooKVlZWuH37Nq2trdteBfb7/czPz1NfX5+zcvrl5WVaWlo4fvz4lqSC1pqZmRmqq6spKyvDarXS0dGR1Pjt5eVltNZZvwKZDUNDQzidTg4ePLiRFCq2xquTk5OMj49jt9uprKzE5/MVzNSmu9Hq6iq3bt2K+nmglMJms1FZWRl1KFBpaWnKM2GUl5fz/ve/n4WFhYQTE6urq0xOTuJ2u6MmFmpqarh8+XLU91N4/L29vczPzzM0NLRlP+E9KTo7O2lubt7yOXTv3j2cTicXL14smMawQoidRRXbf+6iMCmlXDabzZaNMdBCiNyZmZnB4XBktMt/JjgcDu7evUtbW9u2/R+Gh4cZHBykp6cnZ70ivF4vgUAg6hf2hYUF7t27l1LX9ZDPf/7zaK155ZVXiq77+tWrV3G73Vy6dGnTkJNYQyFicbvdeL3evFxx9Xq9zMzM0NLSktFkVSAQ4MWLFxvNMbPVOHSncTgc3Llzh7a2trQ/qx48eIDZbE65z0AiZmdnqaysZG5ubqOqz+fzcf36dSoqKhL6XNBaMzw8TGVl5UajxKmpKaampjh06FDMZMGzZ89wuVxUVlbidDo5cODAjp2iNVvsdjtut9uttc78eDwhdhC5rCiEEGJDrjr/J6usrIxLly4ltG5DQwNra2spdTkPWVlZYWRkhL1798btVRA6OY539bqqqoq2tra04unp6Un6RLxQnDx5Ep/Pt6WPRbLP5c6dO7hcri0JinRMTExsNPKbmZmJeqUXjBL4TA7zCXE6nYyPj/PkyRMOHjxYlImjeGZmZnj69CmHDh3K6KwBZWVlXL58Oe39BAIBFhYWsn6iHRruMzw8jM/n22iGqrXG7/cDRtPVtbU1Tp06FbXqTym1kUSZnJxkcHAQi8WCw+HA6XTGTCwsLCzgdrs5dOiQVBMKIbJKPmGEEEJsEfrCW4xfRMvLy5Oasz6a2dlZ5ubmqK2tjZlYmJmZ4dGjRxw8eDBu93+LxZJ2E798TlmYrkw13WxubsbhcGR0CMLs7CyLi4uYzWamp6fxeDz09fVlbP/bKS8v59ixY7S3t2O323dUUgGM/gKhW6SFhQWmp6fp7e1NKlHk9/vx+/0ZSS6lOwtFLBMTE3g8ni3VFMePH9/UGyI8WRoaghZeSXzjxg0CgQDnzp3bFKPL5cLj8dDb20tZWRl2u51PfOITVFVV8aVf+qWbjnnq1CkCgUBRfpYLIYqLfMqIHWtycpKlpSX2799fkNOWLS0tYbPZUh7rKTJvbW2NQCCQkSn6it3Tp0+ZmprizJkzu7LZV3d3N9XV1TI3ewHJ9PCcyclJ9uzZQ09PD6Wlpdhstow08kxWfX39jn2ftbW10dTUFPWkdnp6munpaRoaGjYasyZSMdXf38/y8jLnz5/PSNIqdKU/kxVBg4ODeL1e2tvbNyXCKisrN60XfrwTJ07g9/t58eIFVquVvXv3orWO2o+kp6eH9vb2jeSK0+lkcXERr9e7Zd1MVfekw+fzcefOHWpqanKauBNC5JYkFsSONTk5ycrKCp2dnWnNCZ8NTqeTO3fuUF5ezrlz5/IdTsGZmZnBZDJtKh33eDwEAoGsTDkYcufOHfx+Py+//HJBJqOyweVyMT4+vnHFNMRms2G1WnfN6xDJbDZvO3ShqamJxsbGHXeVudi4XC4GBgZob29PuKHe8vIyT548obq6mlOnTgGwd+/epI6rtebZs2eUlZXR0dGRdNy7Rawr5b29vTQ0NFBbW8vrr7+O2WxOKLFQXl6O1+vN6GeT1+vl2rVrVFVVpdwHJdyxY8eSbvBpMpkIBALMzMxQUlLC3r17OXfuXMyER3jCoLS0lI985CObjhcIBPD7/ZSUlDAyMkJFRUXepob0+XwZrzYSQhQeSSyIHevw4cO4XK6CSyoAG1fGduOV4O0EAgEePnyIyWTilVde2Vh+48YN/H4/L730UtbGw3Z0dOD3+7N+Mh0IBAqmedbU1BSjo6OYzeZNV4S7u7tz3sBxYWGB1dVVOjs7i+ZkvVjiLASh2TFqa2szehV1amqK8fFxSkpKEk4sVFZW0tnZmVazRI/Hw8TEBKWlpUWRWEjkc2dgYID5+XlOnDiR9SvdVqt1o/fA4cOHE/7cTeaK9/z8PBUVFRtVCWNjY2itN4YWeb1eHj9+TE1NDUqpmH/PLpcLk8mU8GsSr+otXmWExWLhzJkzm35PgUAAp9O57feFyO86Dx8+ZGFhgSNHjjAwMEBZWRnnz59PKP75+XkqKysz9h6w2+1cvHhRhmMIscPJX7jYsex2e1avbqfDZDJtmodavCP02kR+Aa6vr8fn8yV8Iufz+Xjw4AE1NTUJzwyQixPpmZkZHj58yMGDB2lpacn68bbT3t6O2WwuiFgGBwdZXV2lrq5uS8mwiM7v96OUKphEVTyhnhQtLS0pdeCfmJjA6XSyd+/ejc8Bv9/PyMgIHo+Hnp6ehPdlMpmSrlCIZLPZOHnyZEGUmm/n4cOHzM/Pc+7cubj/L66vr+NwOKI228ymTDSNHR8fx+/309nZCRjDDe/fv09dXR3Hjx8H4MWLF4CRRFZK4XA4mJ+fB4x+BysrKzx9+pSenp6Nq+uBQIDr169jNpvTbhj59OlTpqenOXPmTMzeLeEJAr/fv7HN8ePHWVtbw2QybSSyZmZmGB0dpbS0FI/Hg9frpa2tDafTyfT0NOXl5VRWVnLgwIG4TWjDzc/Pc//+fZqamjh8+HBazzdcMfydCCHSI4kFIUTBiTbOOdlEjNfrZWlpiUAgkLMpBxMRuiqW6Ing1NQUQNZO/EtKSgqmMeC+fftYW1vbcUmFtbU11tbWMv479Pv9XL16FZvNxtmzZzO672yora2lpaUl5T4GIyMjuFwuOjo6Nq5Am0wm6urqYo7jz7aampqcHzMVZrMZk8m0bWL2yJEjOU8qZMrAwACBQGAjWVpRUUFzc/OmIU3Hjx/fVDEQGgpTVlaGUoqJiQmmp6epqanZSHYopSgvL2d8fJzFxcW0qlxCx1VKbfRPiPy/QGvN6uoqFouFGzduoLWmqqoKu93O/fv3cbvdWK1WmpqaWF5eZnV1lYmJCXw+HyaTiddee42VlRXOnz/PK6+8QklJSVJ/c5WVlTQ1NRXsDEFCiMKlojWFESJZSimXzWazuVyufIcixIb19XWsVmvOxnW6XC68Xm/SJ8YLCws8e/aM/fv3b/rSqrXm85//PMCOm4ZuN7l16xYrKyucOXMmo0mTQCDArVu3sNvtHD16NGP7zYT5+XkePnzI/v37486YkYy1tTU8Hk/exomL+LxeL2tra2mdeKdjeXkZv9+f9PsjfAYct9vN4uIizc3Nmz5vp6enefToEW1tbZtmeHE6nczPz1NTU0NpaWlCwzlCiY2bN2/idru5cOHCpu3GxsZ4/vw5bW1tzM/P09jYuDH8Y3Fxkfv37xMIBDh9+jQVFRU4HI6N/TocDt54442NXkEtLS0sLy9TXV0t/3+kwW6343a73VrrwiyDFaJASMWCEGLHynV/jXv37uF0Orl48WLUOcX9fj+jo6M0NDRsGi8bmofc4XBs+lKulOLw4cNxx/4mKlQW3NvbS1tb27bra62Tbj4Wjdfrxev1JlyGuxN1dXWxvLyc8Z4qJpOpYCsV/H4/KysrvPnmm5w5c2ajPD0d+epJk4+eKE+fPkVrXVRD5p4+fcrs7CwnTpzIS3IhVn+NWJUBIQ8ePGBhYWFjlololUWhipjIYwwODjI8PMzq6iqBQIBXXnll28/X0Gd5SUnJxlAmr9fL3Nwczc3NVFVV4Xa78fl8G9NR+v1+TCbTRjVD6P8Qk8m06e9CKcVXfuVXbhxjfHycZ8+e0dTUhNlspqurq2CHiO5mSqlK4DRwNng7A/QBof/4e7TWQ0ns7wrw7cAVoAVYB54DnwJ+Q2u9mkRcHwU+FIynHJgCXgN+W2v9+WKOSWSeJBbEjrG0tFTQfRXEztfS0hK38/XCwgJDQ0Osr69z5MiRjeUdHR3U1dVFPfkONTdLVyAQIBAIRJ1PPponT54wPT3N6dOn07rKfv/+fVZXVzl//vyunVp1J08nGEtTUxOXLl3i/v37+P3+nB7b4XBw//59Ojo6aG9vT2tf+eqJMjMzg9aa/fv3F82V5sbGRrTWBdcw+dq1a2ituXDhQtTXMjQDTrzkkVIq6t/wnj17MJvNTExMMDMzw8rKSkKJW2Cj7wMYCYrR0VH8fj8dHR2UlpYyMzPDwYMHCQQCvP3225SWltLW1kZ5eTkdHR1b4p2amqK/vx+lFGfPnqW6upqqqipqampwu90sLy9vbLudoaEhrFZrws9FpO3zwMl0d6KMN/ivAN8d8ZAdqAcuAN+hlPqQ1vrWNvs6jXHSHzmWtDt4+9dKqY8D36vjlL8XYkwieySxIHaE9fV17ty5Q2VlJWfOnMl3OGKX2u6qbH19PXv37o36BTXbV/Tr6uqSmkbTbrdjs9nSHrdeX1+PxWIpyDHbDocDu91eFI0Pk+V2uxkZGaG9vT2p99b6+jpKqYy8H+vq6rhy5UrOX1+Px4PT6WR9fT3tfYX6oeT6OYT+HyuWpAIQd1x+6Dt+Lp/PzMwMVVVVWCyWuDMx7Nu3j3379qV0jFBjxAMHDmx8noQsLS1RVlYW97PP5/NhsVhobm7G5/Nt9IM4evQogUBgowFjSUkJVquVlpYWFhYWWFpaoq2tbdNzKi8v35hBYmJigurqaiorKzl58uRGRUQifRO8Xi9DQ0OUlJRIYiF3wt+cy8Bt4CDGlf1k/CzvnMAPAD8X3FcN8DXAt2CclH9aKXVeaz0cNRiluoFPA6E3zO8AfwIsAaeAHwL2Bo/lBH64yGISWSI9FkRG5LvHQiAQ4OnTp1RVVcl/hEIkIPSFNlFLS0s8efKEvr6+HXH1fWlpiTt37qQ8Q8F21tfXsdvtWZ+6NJbR0VFevHhBZ2dnwrMfBAIBXn/9dUwmEy+//HKWI8yuUIO7Yjox36lCV9ytVuu2if+FhQW8Xm/afTkWFha4d+8e9fX1HDt2LK19pWJlZYVbt25tmpEC3hmS1tHRQXV1Nffu3Ys6te/g4CAPHjzg+fPnnD59emPq5UAgwB/8wR/gdrt59dVXN3pDhKrkQlO61tTURB2Ol6iFhQUsFkvcaTN3k2z3WFBKfQ8wC9wAnmuttVLqc8C7gqtsOxRCKXUCuAWYgGfARa31QsQ63w38avDuJ7XWH46xrz/HGGoA8D1a649HPF4HXAX2AQHglNb6XjHEJLJr512mEbuSyWTi4MGDklTIohcvXvDWW28hDTqzb2VlBY/Hk7X9z87O8vrrrzM6OprwNuF9IBKltWZxcZFYCeyxsTHeeOMNVlcTGlqZUXa7nYqKiqx8cV5cXOT/z95/xkaSp2me4GOutdZO0unUOshQZIjMrKqeyq7u6WtRM903XYMRu7g5nNoBbm8O2Pt4wB2wh8PdHmYW+2EH2BlMA9vdN4vp65lq9Laoqs7sFKEjGNTa6e50rbW7mZvdB6b9i04XdKeOTPsBgYwMujvNTfzN3ud93+d9+fIldnZ2LvQ59Xod5XK55/dtb29jb28P/f39DRM/YrFYx30tEokuNLXhNiGXyz9oUeH169d4+fJl22vnQ6Pbqo/19XVsbGyApumWPz86OsKzZ8/OrEbR6XRwOp1wu93Y29vDl19+ea5r6byoVCpYrdamCoFyuYz19XW8ePECtVoNUqm0qXWuWq3iz//8z7G8vAyTydRQCVepVMifWCyGFy9ekM8CQCZIXERUAI6rjXQ6HWKxGL7++mtkMpkLfZ5AZziO+5ccx/0hx3E7Fyjh/7/gl3Hdf3E6gP/m9/wrHAffAPD3KYpqMnGhKGoCvwzgvz4dwH/zOSn8sgpBBOC/+oC2SeAKEVohBAQEuoKfkc2y7E1vyreafD6PN2/ewGg04s6dO1fyOyQSSUOWqxtcLhcMBkNPJfLBYBB7e3sYGhpq2SZC0zQYhjnT96FeryOdTsNkMl1aSbpCobgy40OlUgmdTtfWTK5b1tbWkE6ncf/+/Z761lmWhVgshsvlIse4VCphfX0darUaDx48aPvek47354XjOFQqle+sp8ZlUK/Xv1WiwuLiYlevHRsbA03TbdemcrlMpu90QiKREOPLeDyOer3ecO/a39+HSCRqqhS4LCQSCdxuN6LRKMxmM/k+TqcTv/IrvwKapmGz2cAwDOLxOGw2G3mNRCLBwsICpFIpWaMYhsHe3h6sVit+9KMfoVwuw263IxKJYG9vDxKJBIuLiw3eOJchmlYqFVSr1SsVuj8gqG/K8bumF8PFi0BRlBLAb3zzvz4Af9nh5f89gKVv/v67AP5vp37+u6de246/BHCI4zaG/wVFUUqO44h6dxu3SeDqEYQFAYELkM1mEYlE4PV6b2UP+WUyMTGB0dHRG5kV/11CqVTCYrFc6Ug9o9HYc6l7LBbrSVRYX1/H0dERDAYDDAZDy9d4vV709/efeU75/X4cHh5iZGSkK+Oxm0ahUODu3bsX/hy9Xg+GYXpeWyYmJjA+Pt6QsVcqlfB4PNcyWeHw8BA+nw+Tk5MtS9pDoRD29vYwOzvb9tz4NsL3+dfrdWQyGZhMprZVFbz48yFXXZwHm82GbDaLg4MDeDyeJiFxeHgYAwMDPV0T4+PjGBkZIW1JLMsiEAgQYSEej0Or1V668TNv6GgymRpMePnRkcBxdVMmk0GlUiHbJxaLyTQInlwuB5/PR9ocHA4HpFIp7t27B6VSSbZdq9WSMcvn4bQXxcDAAOx2+4UrIL4lyAAc9Pie67qA7+N4OgIA/OKMqoefnfj799AcxH/vxN9/3u5DvmnX+DmA/wyABseTLL645dskcMUIEYKAwAUIh8OIRCIwGo1dmSKdpFKpkMzxhwBFUR/Mtn7ISCQSzMzM3PRmNFAsFrG+vg6NRtN1lp9lWSiVSty5c6fjQ24355TZbEaxWOxphJ3P50O1Wv2gXPVP4/F44PGcNr/ujtPfmaIouFyua7mG1Wo1lEpl24qFer1O/lwF/FQIt9t9a4SoYrGIN2/ekHa9QCCA8fHxtm0nN33OlkolyOXyG/EI8fl8SKfTMBgMTdc8RVHnCppPfo9yuQyVSgWPx4NMJoO1tTWYTCaYzWbUajV4vd4LfwfgWAQxm83EkLEVk5OTqFarUKvVePnyJRiGweLiYpOgYjKZwLIsYrEYKpUKGIbB4eEhFAoFJiYmIJFIUK1W4XA4YDKZ8PLlSzidzgYR4yxisRg2NjYwMTHRIAgKosIHwfSJv691eiHHcX6Kogo4DrynOnxWgeM4/xm/d/3E36fQGMTfxm0SuGKEKEFA4AIMDQ3BaDT2PBKwWq3ixYsX0Gg0l5LZFPh2UiwWUSqVLm3k5HlRqVQYGBjoaezkzMxMRyf2k3AcR0q/q9VqU1Zdp9P1LLaEw2HUajUMDw9fSzBdrVZRr9evfLrHealUKnjx4gW0Wi0WFhau9HdZrdaO52x/fz9cLteVBa1ra2tYX1+/VdUQHMeR1gaz2YxSqQSZTIb379+TcbO3Bd540Gq1NozFvS6Gh4eRzWav7PjFYjEUi0VUKhWYTCY4nU6YzWZsb2+jVquhr6+vpzaxdsjl8rYmlFtbWyiXy5ibmyNtTlKpFBRFtV0zp6enUS6XYbVaUa/X8bd/+7fI5/OQSCQYHh7GT3/6U2QyGfzGbxxXn3McB5Zlsbe3B51Od6Yh5k2LWQIX4qQCfVbgDQABAJMAnBRFSTmOowGAoig5AP5E6eZzTr7mtAp+G7dJ4IoRhIUPFIqi/imAf9Ply7Mcxxmubmu+u8hksnO5V/Nuy70EagKd8fl8EIvFDWZ1HwLhcBgqlaplP/7m5iby+Tzu379/LSXsmUwGwWAQw8PDDdlmiqK6nixwkm4fVHd2dhAOhyEWi8EwDB48eNCTp0Ar5ufniWP6dfDu3TtUKhU8fvy456CEZVkkk0mYTKYrC7YlEgnUavWNrjnJZBJSqRQ6ne5KM+EMw2BgYADDw8MdX1er1bC3twen00mC2HA4DIqi4HD0OuWtMxqNBh999BG5JgwGA6LRKFKpFJRK5aUJCxzHYW9vD1qt9tyTFeRyOfEI4TgOm5ubUKvVZ47TvSw0Gs2Vrnf9/f1QKpXIZrN49+4d5ufnIZFIIJfLwTBMw4SFq/IKyWazqFarYBgG+XweBoMBExMTHdsxTu//733ve/D5fPD5fKT9QSaTQS6X4+nTp6AoCsViEUdHR8jlcmeeD1arFR9//LEgMHyYnFzYu3FDPvkaLYDUib9f5HNu+zYJXDGCsCAgcAOIxWLMz8/f9GbcCDRNY2dnB3a7/dLGFrIsi8PDQ4hEop6FhYODA0SjUczPz5OHOpZlO2aOLotSqYStrS2oVCo8fPiw6ef9/f3I5XLXlgVPJBJIJBIwm83XarzHO6NbLBZUq9VLKb3tdfuXl5fBMAzu3r17ruNutVpRLpchkUhIdrpbo8lQKITd3V14PJ5LK8M+jUQiOXPU32VTr9dBURREIhFqtRpWVlYgk8nw+PHjK/299+7dA8dxZ4pKmUwG0WgUFEXBYDCA4zhsb28DAOx2e9vzIB6PQyqVwmAwgGVZvHz5EjKZ7MxKkNOfZ7fbIZPJmkz2OI4DTdPnKvkvl8sIBoPQaDQXEhb4SrparYZYLAalUnltwsJVI5FI4HA4EI1GUSqVyOjd06Kbz+fD4eEhpqamWrY6dluRBRz7jshkMtL6cvfuXbAsi0gkgv39fVAUBY7jMDc31yAyHR0dIZFIwG63NwmDJpMJer0eL1++hFQqxW/8xm80nTdqtRozMzNd30MEUeGD5eQNrxunzeqJv6vwyyD+op9z27dJ4IoRhIVvB/85gJcdfn41jawCAucgl8shFosBwKUJCyKRCHfu3DnXxIBKpYJSqYRCoQCFQgGapvHixQuo1eorF39UKhWGhoagVCrh9/vBsiwGBgbI97DZbD17d1yEwcFBGI3Gay/L9nq9Fw6oGYYBRVHnzoTz2cNegoWTnKzoWFlZQTabxYMHD7oSSXhzt0692B8aDMPg+fPnUCgUuHfvHmQyGQYHB6+8X5umaWxtbcFisZAgLh6Pg2GYJj8DnU6HqakpUq1AURSmpqY6ioq1Wg1ra2tEIEkkEsjn8z35f5yk1fv4Cp75+fmeJ4uoVCrMzs5emhGhTCbD3bt3L6U14CbY29sDy7IQiUQwGAwN95yZmRnU63Xk83liqlkqlVCv15FIJMgUnFYi5fb2NqLRKO7fv3+miEnTNA4ODiCVSsk5yIteJpMJmUwGCoUC6XS64fqIx+P4y7/8S6hUKgSDQZhMpiZTR7FYjKWlJfL/rcSok+tKoVDA/v4+BgcHr2TUrsCNcXLyQTeK5MmF+OQM6cv6nNu6TQJXjCAsfDs44Dhu9aY3QkCgG8xmM2ZmZs58qEmljsXqboPc8/bjTkxMoFAoYG1tDQ8fPoRUKoVYLL62B+mBgQEcHh7i5z//OVQqFdRq9Y15KkgkEvLgTdM0isXirepTbwfLsnj+/DkZuXYe7t+/31WVQT6fh1wuP9OQUiwWdy10qVSqG+llvwyq1Sr8fj/cbndDVpQ32TsZKLUa7RcMBpFIJDA9PX0p11y5XEYymQQAEsRtbW2BYRhYrVYS0AWDQezu7mJiYqLhWJ517clkMgwNDUEul6NSqZARnpfplaNUKiGXy8+9Py5LsOX5UFv2OI7D0dERisUiFAoFcrlcw74Ri8XI5/NYWVmByWQCTdPI5/NQKpUol8vo6+sjlWSZTAZarbatcJnNZqHValte81KpFLOzsy0raDQaDebm5tp+B4/HA5fLhc3NTVSr1ZavKZVKyGQycDqdLQWxkxVU6XQaqVQKOp1OEBZ6pwZg/KY3og29lv+f7DXKt/n7RT7ntm6TwBUjCAsCAgJXgs/nQygUwvz8fFMZ5lmZWY7jsLKyAgBX3vNJURSsVivS6TSkUikkEklDBug6MJlMmJychFarvfSg4LxsbW0hkUhgfn7+xsWFfD6Pw8NDDA0NtSzppSgKKpXqQoFpNyJAqVTC69evodPpOgaSk5OT596OD41YLIajoyOIRKIGTwOxWIzZ2dkzK0hSqRTW1taIu/1F0el0WFhYaDhPJiYmSLk7j0KhgFwuP1cFBd8SwHEcPB4PVCrVpa5R/f39XbV00TSNvb092Gy2a6syCgQCKBQKGB8fP1eF2HVCURRpbcrn8y0FEr5lxGKxEIFSpVLhzp070Ov18Pv9CIfDKJVKcLvdGBsbAwCMjY1hdHQUFEUhHA5ja2sLAwMDbb1ozrOuW61WfP/73ycVFKcrI8LhMJLJJGq1GnK5HBQKBTkP6vU6aJrG/v4+AoEAtFotFhcXiQB43gqb7zgcx3G+m96INpw0LOymZ4l/TYQ3SQQAjuOqFEXFANgAdNNX2smg8TZuk8AVIwgLAm2hKGqwl5df1XYIfJjQNA2aps81Uo6iKIyMjFyLzwFwnEltlU29LrRaLZaWlrC2toYXL17g/v37HfvD0+k0VldXMTo6eukmczx85vaiJoqXAe/9wJcmn4aiqCufdAAc955bLJauytNzuRyKxWLbcYLXCcMwiEQisNls555v3w6XywWRSNTUssO3FCkUCjx8+BCpVArr6+sYHR2F3W5HvV7HysoK5HI5zGYzqTK4DE4fn1ZCpsViuXDrCUVRV+aJ0Q25XA6RSAT1ev3ahIVIJIJisQiv13tp7RZXCW8CWa/XW26vRCJpEAKtVisYhiFi6tHREfL5PEwmE9nHHMchk8mgXC7D6XRCq9VCr9e3FWBpmkYikYDNZuu5VYsf87y0tNQk5MRiMaTTaQwPDyOdTiMajZJtfPPmDdLpNMRiMbLZLIxGI/E7uS3itcClcrJquWP5G0VRA/hlVr/VGMhVAD8AoKUoauCM8Y4nR0Oe/qzbuE0CV4wgLAh04uCmN6BbehmpJHA9jI6Owuv1ntuV3+12X/IW3X5omiZ9/p1gGAb1eh0Mw1zZttjt9ltzLfGjLq86eOL3f7ueabFY3PXYy+3tbRQKBWi12muZ6NGJSCSC3d1dVCqVnubad4NYLG55rYrFYhgMBrIvGYYBwzCg6eNEFE3TyGaz0Ol0ePTo0ZVOibguqtUqwuEwdDrdtQT6JpMJ09PT11rSPjs7i3w+/0GICjyJRAKrq6twuVyk4qAdDx48APBLE8O5uTnU6/WGfbyzs4PPP/8cTqcTKpUKBoOho7Dp9/sRCARQr9fR19d3ru/A30c5jkMsFoNer8fk5CTK5TL0ej0ODw+RSCSIn4RarYZYLMbg4CDUavWVe5sI3DivABQBqAF8n6Ioimv/IPErJ/7+WYuff4bjIB7f/PfftvoQ6vgi+f43/1sE8PoD2CaBK0YQFr4d/N8pinIBcOK4BywM4DmA/5HjuP/5RrfsmiiXyzg6OkI2m701wZAArm3U301RKBSwuroKj8fTc2Y6Eokgm81idHSUZKLu3LkDlmXPDLJomsadO3eurZy1Vqvh1atXZPycXC7H6Ojotfxu4DhIlcvlJPPGw2cOM5kMAoEA5ufnLxRkvX//HoVCAUtLSxd+EB8aGkI+n78VFR82mw2VSgUul6vta/L5PGKxGDwez6VctyKRqKF3nC/X5z9boVBgcXEREonkW7FOlEolfP755wiHw5iZmbkWYYFv47pOUqkUtre3MTY21vF8uk0olUoYDIau1svT52Kr61cul2NgYAB9fX1nrjcsyxKPh8swZ00mk9jY2IDVasX09DSpQOInvvD3kqmpqYb38feqer2OmZmZnk1BBW43HMeVKYr6MwC/B2AQwKcA/qLNy//XJ/7+71v8/H8C8H898dp/2+ZzPv3mdwHATzmOO2myeCu3SeDqud0NcgLd8hjHF5Icx8YmYwD+EYA/pyjqbyiK+tanftVqNWZnZ5tupgKNpNNprK+vo1brZmLPt4vztGScRa1WI1MleuXo6AjhcBjl8vF9LxQK4c2bN2cem2w2i+3tbRwcXG9BEcuyoGkaqVTqUsvWu+X9+/dYXl4mGW/guMd4eXkZwWCQGJRdBJPJBIPBcCmBrslkgsfjaWrlYVn22q8/mUyGkZGRjiPnAoEAAoEAMU29Ck7vV4VCQf6tVCpd+PjRNI3Xr1/j2bNn+Prrr5HPX51vFz89gIc3Pp2YmLhW0e264X0pPpQM+ObmJl6/fo2xsTFYrVaEw+ELn+MejweffvoppqamSPVYOwqFAlKpFORyeU9VHhzHYXd3Fy9fvkShUCD/bjAY4HK5mkQdpVLZcToFf+//xS9+Ab+/c9v56uoqlpeXL3w9Clw7/zUA/qD9K4qimtRNiqL+CwC8idSfcBy3efo1HMetA/j/ffO/jyiK+j+0+BwTgH/1zf+y3/zuD2WbBK6QDz9N8N3mEMCfAniG47aFKgA7gI8B/DMAFgCfAPiMoqhHHMfFb2pDr4NvU98gTdOIRqNwOByXms2LRqOIxWKwWCzXOsbwNNVqFWtra7DZbOcuDe2FXC6Ht2/fwu12X1opeDQahUKhwKNHj87Vtz41NYVyuUwyYrlcDvl8HtVqteMDok6ng8fjadvPm8vloFQqz2VkmEwm8fz5c1itVty7d49kv2QyGZ48eQKKolCpVG7EtG1wcBC1Wq3he+n1ehiNRng8Huh0ugtv13X0y/OjKB8+fHirysm9Xi/0ev2Fs6qFQgHxeBwej+fM47G+vo50Oo2hoSFsbW2hr6/vQtcnwzAoFAooFApQq9UNItRlsrq6imfPnuHhw4ekKkMmk+HBgwdIp9NYXl5GX18f7Hb7jbbBlMtl+Hw+9Pf3X9p2mM3mppGHt5mTE1qq1Sq2trYgl8sv9B18Ph/S6TRGR0fx5s0b6PV63Llzp+l1tVoN4XAYfX19Las76vU6Xr16BbVa3dRiFQqF8POf/xwKhQJut5scP4lE0rKdo1Kp4NmzZxgZGWl5T3W73bh79y4sFsuZ1TT5fB4sy5579K5A71AUNQLg6al/Pmmg9Pcpikqc+P8Cx3H/08kXcxz3lqKo/wbAfwlgFMBLiqL+awDvAOgB/D6Ox9MDQALA/6nDJv2X32yPBceCwAKAPwSQBTAP4L8CwDuV/jccx71r9SG3cZsErhZBWLhCKIr6bTSOPTkvX3Ect3/q3/4EwL/jOI5t8fr/maKo/xeO1b2nAIYB/L9xXMUg8AEQDAZxeHiIer0Oj8dz9hu6ZHh4GGaz+ULBA99H7HK5zm0EV61WkcvlIJfLr0VYEIlEEIvFlybSVCoVbGxsQKFQnHuCxOkM09jYGAYGBjpmlYHOhnGFQgFv3ryB0Whs+aB7FplMBn6/H5VKBXNzcw1ZSf4B86aC4ZN9/PwIudHRUdI+UqlUztx3vVCpVBCJROB2uy919KharUaxWES5XL5VwoJSqbwUX5O/+Zu/we7uLn7rt37rTKGGrzKRy+VQq9UXDn6VSiVpr2BZ9tKNKnmKxSJYliXXb71eR61Wg1KpJNfJxsYGgsEgFhcXL+04F4vFniZQJJNJRKNRyOXyG/f5uClGRkaIWFUqleD1ei+8LzKZDHK5HDiOIyOCW5FOpxEOh+FwOJrWJo7jiKdLKwEsl8tBKpVifHy8qza7n/3sZ/j3//7f43d+53fIPTWfz0MsFkOlUkEkEmF+fh5jY2NnrpMPHjzoavSuwKXyFMC/6fDz/+ep/z/EcXvAaf7PABQA/nc4DrL/+xavCQD4McdxbcseOY47oCjq1wD8BxxPYvjP8UsB4CT/3Te/sxO3cZsErghBWLha/j9oHHtyXv4zAA3CAsdx2U5v4DguSVHU7wDYAWAA8A8pivoXHMdFL2F7BK4Yh8OBer1+6X4RUqn0wj25R0dH8Pv9oCjq3KKHTqfDw4cPr62cVqPR4OnT08mA86NQKOD1ei81kBWJRBf+PIVCAbPZ3DYjRdN00yz3k3i9Xvz4xz++9WZfR0dHKJVKGBgYgEKhwN7eHo6OjjA7O3tplUvBYBDBYBASiYQ8qDMMg3K5DK1WC47j8PLlS4hEIty/f7/rzx0ZGUE2m8Xy8jIWFxc7Vqd8iAwNDaFWq3UlXk5PT5Os6GV5ElyHWHP37l3Mzs6S63V1dRWZTAYPHjyAwWDAxx9/DL/fj3w+f2niRiwWw/r6eseRhqdxuVyQSqXfqmq+8+L3+/H5559jenr6wmL9zMwMaJqGUqnseO3zVYGtvB34yiV+AtC7d++g1+vh9XrBMAxEIhFqtRqq1WpXQtLy8jJ8Ph9yuRyA47XqzZs3SCaTmJqawvj4OBnLexbfBs+T7yrfJBv/9xRF/TGOvQie4rjyoQhgF8dJyf+O47hcF5/1iqKoGQD/WwA/BjCCYyPGCIAvAPxrjuNaGS3e+m0SuDqE1eNbDMdxCYqi/gjA/wbH4yC/D+CPeviIXuqCtwBcTXqoBel0GkdHRxgZGblVWb/LQqlUXrp7ezdks1kcHBxgZGSkbVbH7XaDoqgLj9G7zKD8JrjMSpLLQiKRYHZ2tu3Pd3d3EY1GMTMz0zLwazU28Crx+/3w+XxkZny3zMzMoFarkWufn7xwmUF6X18fJBJJg7i3tbWFeDyO+fl5YmR5nj5kq9UKuVx+ZRn1m2Rqaqonr5sPsdRaKpU2teSwLEv+7SKia7lcxu7uLtxud4PYwmfGtVpt158lEom+FWbGDMNgZWUFoVAIHo+n68ksJ4nH46hUKpcSNLczHI3H49DpdESUpSiqaf+zLItSqUSuf4lEgnq9jmw2S9aS3d1dHB4ewufzgWEYLC4uthR6q9UqarUatFotfu3Xfg0URZFrTywWw+l0IpVKIRqNwuv1nlssrtfryGQyMJlMH+T1+iHAcdy/RXtDwvN83ucAPr+Ez8kB+H988+dbt00Cl48gLFwtc7gcg8zeneF+yck5sj3VnHMc5+v2tRRFXavLTzweRyKRgNVq/VYKCzdFOp0mLvvthAW5XH6js9tvO7wZ423MRNtsNrAse63j6Tpx3sBcpVI1CFMOhwMOh6PDO3pHoVBgcHCw4d9MJhNomibl6A8fPuz4GZVKBaurq3A6nQ1tBgMDAz1tC8dxyOVy0Gq1N1qevLe3h3w+j9nZ2Vs9HjIYDIJhmKbjd1UMDg52/bvS6TTEYnHbazCXyyGZTEIulzcICxqNhoxC/K5RrVaRSqUQj8fPLXxOTU0R3wueQqGA5eVlDAwMoL+//1yfWyqVsLa2BrVajVgsBqvVirGxMaTTaVit1qZAfHd3F6FQCLOzsxgfHwdwLFQ9fPiQCFMWiwXpdBoOhwM7OzsIBoMYHh5u+t0rKytkis3CwgLm5+fJ76MoCmNjY+jv7wfDMBeqQDs4OEAwGOy6LUNAQOC7iyAsXCHdlPVcA99KW9+hoaGOJd8CreHNzdoZ/w0MDMBgMAijqM4Jx3F49eoVAODp06e3LrtjNpsvpSz66OiItB6cFFDy+TwODg4wNDTUVR+zx+PBwMDAleyntbU1VCoVLCwsXFow7nQ6Gx6sz9ruarWKQqGAXC7X0r+gW3O0cDiM7e3tngLYVtTrdVSr1XNXC2UyGRSLRTAMc2nCAk3TCAQCLfvQz4vP50O9XidVJ7cFhmHw/v17iMXitq1ZNpsNUqn01oh/7eCnxPh8PlKBcxmjVfls/snzS61WY2lpCU+ePDm330mrqQn1eh0Mw5ApLfV6vefzulKpoFgsQq1Ww+FwwGq14uDgAKFQCBMTE3A4HERApSgKMpkMWq226Vw/uW0WiwUWiwWpVAqVSgWBQAAymaxJ/LDb7VAqlSgWi5BKpS23/fR3LpVKpFKiWywWC8rlctvnBgEBAQGe23PHFbgqTtZFH93YVlwy/Ggvgd7Y29tDOBzG9PR0S68FkUh05sNDoVCA3+/H4OAgpFIp3r9/D5PJ9MFUMXAch0wmA71ef+nZX4qiYLPZQFHUpQfLDMMgnU7DYrHcuGBRKBRQKpUaJlhkMhns7OygWCzCaDR2bZDW7XehaRp7e3uw2WxdCYr89t3kyDS9Xo+FhYWW25DNZvHu3TsMDg6eWTav0+mg1+svLPhtbGwgkUjg3r17PZXU89y5c+fC2c/TxGIx+P1+MAyDoaGhSxEC5ubmUK/Xb5WoABzftzweT8fg+DL9Jq6St2/fIhwOQ6lUwufzQS6XY3Jy8kKtF4VCAa9evYLJZCLTNnguQ7Q4jV6vx5MnTyCRSODz+XB4eIi5uTkYjUbkcjmIRKIz1zGTyUQmvPD3E769IZfLYXd3FyzLkraqQCCAqamppoB/ZWUFIpEI09PT5N9++MMf4u7du/D7/djb24PJZIJarW66B6+srJCJKj/96U8BAD/60Y/ItvCUSiW8fPkSBoOBmPvGYjFsbW1hamqq7TOVwWAQRAUBAYGuuF13XYFLhaIoM4B/8M3/cgD+5ua2RuA2YDabUa1WzxVU8MTjccRiMWg0GlgsFhQKhUt1zb9qjo6OsLu7C6/XeyU+CXx5a69UKhVS/toq2D44OMDR0RHJgt0ko6Oj8Hg8DW1Im5ubKJVKV1Yum8vlEIlEwDBMV4HX3bt3wXHcpWTWq9UqNjc34XQ6ey7F3t/fRzabxYMHD84dHGk0GiwsLJzrvScxGAyo1WrnFgba9ZZfBLvdjnq9jnw+jy+//BILCwsXztaffn8kEgFN0+cud79Mrqs9ox28yHVRcVKhUJBxwRzHIRwON2XhE4kEisVi11VJcrkcer2+ZRDLMAyi0SjsdvuFz8FSqQSWZcl0I/68FovFEIvFqNfrePv2bcvKkkAggGKxSMwQgUa/oKOjIyKy7O/vE4FLIpFArVZDqVQ2tW+m02n89Kc/RX9/P6ampsjnymQyOJ1OKBQKvH//HolEAmq1mtyDtVotzGYzjEYjTCYTWJaF3+8HADx79gwikQiPHj1q+Dx+/+ZyOTKVol6vo16vX2ifCggICACCsPBBQlHUIAArx3EvO7zGjONxk4Zv/un/y3Fc+Mo3TuBWw5dYXoSBgQGo1WpYLBaIRCIsLS3duszgSTiOQygUgsFggFqthl6vh9FovHUZmL29PcTjcUilUlgsFuRyOYTDYXi9XshkMlitVtRqtVux3SKRqOnheGRkBOVy+VJGFrbCZDJhamqq66z9ZXoAFItFpNNpyGSynoUFvrT9ZDB/eHiIXC5HsqXXRV9fX0/jXTOZDJRK5bmEiHA4DI1Gc6aIKZFIMDAwAL/fj0wmcyXeDbu7u2AYBk6ns+v9HQqFEIvFMDU1detNNmOxGCiK6mriz6tXr8CyLB4+fHghceFkZh1Ay+t+f38fpVIJVqu1qzYXqVTaVkALBoPw+XygafpC4kytVsNnn32GWCwGi8WCRCKBR48ekWuDZVns7+9DqVS2rL4Ih8Mol8vEDDGRSKBcLqO/vx/VahU7OzuQy+WwWCwYGhqCx+NpOKdbicKBQAAKhQIGgwHFYrGpSoIXJCORCAYGBpruwXz1QalUwo9//GMolUr4/f6mViuJRIL5+XkAwFdffYVarYbHjx/DZrN1fV2k02ns7u5idHS06V5Ur9eRSqVgNpuFUZUCAt9Rbm80INCJQQC/oCjqDYCfAngLIAygCsAO4BMA/ysA/FOGD8D/8dq3UuBbiVgsbgiubvNYQuCXJfpGoxF37tyBVqslD2K3CbfbDZlMRh7WwuEwwuEw9Ho9HA4H8b5gWfZmN7QNvQhWhUIBcrm8p0oXvs3kJjCZTFhYWOhYcVCtVrG/vw+Xy9Ugfrjd7qagK5FIoFAogKbpWyvKFQoFMgKv12qJfD6Pra0taLVa3Lt3r6v3DAwMwOl0IpvNEnPMbmFZFolEAkajseU5NT093XNrRCqVQiaTQblcvtXCAsdxWF9fB0VR+OSTT858/VW0abVjYmICpVLpUrwz7HY7arXahadcSCQSFAoFiMVi4jfAeyQAIO0LlUoFo6OjTe+fnZ0FTdPkvse/ljeSHh8fb7gnniWU8e1t3//+9xGLxbC2tobFxUUAx8IMy7IYGRnB5OQkVldX8dOf/hSzs7NN4grDMPiDP/gDiMVi/JN/8k8wMjJC2i2CwSDy+TzGx8dJwO/1elGtVjue2608YIrFIvlzWlgIBALw+XwYGhrq2aBWQEDg28HtfKIR6Ja73/zpxGcA/rFQrSDwXUWv18Pj8bScJX6bMBgM0Ol0RDjwer3Q6/UNwfTa2hrS6TQePHjwwU5D4fuoeaGnUChgZWUF/f39PWXTr5uzKiXS6TSi0ShEItGZr+WDE/7Bny/N7taX4jKgaRpisbhtZpHP2J6nQkaj0cDj8fTc0rC3t4dIJIKpqameRKRoNIqtrS243e6WweB5rv2JiQlUKpWujwnLskilUjCZTOfK1vLtBHq9nvTNm83mM7PzFEVhYmKia7FgdnYW5XL5WsQFnU53obaWcDiMXC6H0dFRKJVKjI2NXXibRCIRfvjDHyKTyRC/gpPCx+7uLlKpFDQaDQKBAHQ6HQKBAKxWK2llOOmPwJ8n/HrcSxtYtVrFX//1X6Ner+N3f/d34fP5Grbl/fv3CAQC+P3f/30AxxOH8vl82+9lsVggFouxsbGBdDqN+/fvQ61Wk/3o9Xq73k7ej+X0vaavrw9Go7GlyGo2m1EoFAT/KwGB7zCCsPBh8hrATwAsArgHwAXADEANIA8gAOA5gD/kOO4XN7WR7eA4DvF4vG12SeDmoGkaiUQCNpvt1o6Ty+VyYFm264BHJBJ9MMaSy8vLKBaLWFxchEwmayqblclkkEqlN1ZmyrIsXrx4Ablcfu6ef7lcDqPRSB4+GYZBtVpFtVpt+zs3Njag1WqvJQtWrVbx6tUrmM1mTExMdP0+u90OkUjUVRArk8kaMoVv374FwzB4+vTppVx3xWIR79+/R19fX4OvAO96Xy6X8fLlS5hMJszMzLT8DLFYjMnJyXP9foqiznXN2e12sCzbs0ml0WiE3W4/dza7VWZWIpH0JPQEg0Hs7++fe3JHJpPB9vY2jEYjBgcH8fbtW3g8nq4+qxfPlY2NDWQyma4NPGOxGMRi8Y0Ei6FQCPl8Hv39/Zc2MQRoNCM83T6i1+uJCaXBYEAikYDP50O5XG64HngB2GAwwO/3IxQKweVy9bQdMpkMYrEY8XgcR0dHTSMlp6enSfWDzWbDkydPoNFoWlbeiEQi/L2/9/cAHLdaMQxD1pi+vj48e/YMX3zxBR4/ftx2X/LfiWEYiESituJTu8otrVbbdj0REBD4biAICx8gHMflAfzhN38+OCKRSMfsksDNEQgEiEP7bTA6a8X79+9Rr9cvLQi7TSgUCtA0DYqiUCqVEI1G0d/fTx4kLyNjdxH4sWnnnbTAcRwqlUpDK4rBYMDjx4/bioy1Wo30MV9XeS3HcWBZFtVqFYFAAG63u8nFnadQKGB3dxeDg4Mky55MJpHP5+HxeLrKDLtcLlJB0A0syyIYDMJsNrd8yOdH6J0Ua/x+P/b39zE7OwutVgu5XN72O90URqPxXNUFCoXi3CLI5uYm4vE47t+/f+b+8Pv9iEajmJ2dbaoYMpvNyOVy5w7A9Xo9BgYGYDKZiO/EVQTzdrsdUqm0q2Nfr9exvr5OTAzT6TQMBsO1CZtTU1OoVCodRQWapjsmKILBIOLxOKanpzuW/fOeIKefSeRyObxeb5MA8erVK9Trddy/fx/7+/sQi8VdCQulUgkMw0Cn04GiKHz/+9/Hl19+iXA4TEZV9vf3Q6vVYnR0FPV6HcFgECaTqSsxPZfLwWq1wuPxwOfzIZVKYXBwECzLkqoqXvSjaRrlchlqtRoUReH58+fEjNnj8bQdiSogICDQDkFYELh2LppdErg67HY7aJruygTspvB4POeaN/4hcDI44keDKhSKK5mywJPP56FQKCAWi3F0dERGmrVCLBZjaWnp3GXUfr8fBwcHGB0dbfAd6PTAr1AocPfu3Wvrc5fL5Xj8+DFEIhH8fj+CwSBEIhGGhoZavj6bzSKTyZCgCzjujS4Wi6R8+iy6ye7XajVEIhE4nU5kMhns7+8jn883megBx0Hq48ePGzKbJ13vZTIZ6ePulVwuh2QyiYGBAdJr3s35EI/HkcvlMDQ0dOEy/EgkglqtdilCE5+Z7WabisUiSqUSaJpGrVYD8MsJFGq1+kLZ2tPn2JMnT67Ev8bpdHa9nojFYoyNjUEsFiMYDGJvb+/Kpum04nTbQbVaRTqdht1uB0VRZGSr2+3GyMhIy89Ip9PIZrMd/QR4TxClUgm9Xg+73U4ELrFYDI/Hg1wuR1pdgOM1i2EYSCQSzM7Odn0/evfuHWiaJsat1WoVbrcbQ0NDSKVSiMVikMvlpJokn88jGAyiXC5jfn6+oX1qa2sLIyMj5LUMw+Dt27eQSqVYWlpCLpcj6/tv//ZvIxaLwWq1IpFIYHl5GaFQCJlMBvfv38fS0hKkUikUCgUkEskH22onICBwswjCgsC1c5HsksDVolarzz0u8bq4rZUUl83AwAAZ6XZVFAoFvH79GkajEW63G3t7e8hmsx0DpIsEhTqdDlqttudxp+cdj1qr1SCVSnveZj4j63K5IBKJGkTQWq2GTCYDq9UKiqLgcrmgUqkayvfHx8dRKpWgVCrh8/lgNpsvNOIVALa2thAIBAAcG0J6vd6OGe3TWVyXy9VzqTZwHMQfHh5iamoKWq0Wfr8fiUQCDMPg6OgI/f39TSXcrTg8PEShUIDdbr+wl8Te3h5omobT6bxwO93Y2FjXlUDj4+MYGhqCTCbD3/7t3wIAPvroI1AUhWKxCJ/PB4/HcyleGecdTXrZ8OdMPp8/d0XJeQgEAigUCg2Gg/v7+8THhG/XOz1x5TSTk5OoVqtN+5PjOCwvL0MqlWJqagoejwc0TSMUCoFl2abvubKyApqm8ejRI+TzebKWURTVdWVJJpNBLpeDy+UiQgQ/sUStVkOr1WJrawuZTAbAccUIP9Y3mUyiWCxid3cXBoMBm5ubeP/+PYrFIu7evQuVSkWqJvx+PxndelIkcDqd4DgOKysr2NzcJNUrfPXE/fv3ARyvcVch3FcqFSwvL8Nut9/42FUBAYGrQRAWBAQErpRva3XBVaNUKi89M1gsFhsc98vlMjH9MhqN8Hg8Z053aNWP3i1Go7HrKQG9EI/HodFoGrJ5+Xwem5ubHbOZZyGRSJoMJff29hCNRjE9PU3EhdNBCG9al0wm4fP5kM/nMTs7e74v9w3RaBS5XA52u51kUa+DUqmEcrlMMvRer5cYjaZSqa5738fHx/H27VtEo1ESePOBXKlUQjKZJAHSSWiaRiwWg8PhIOvI2NgYotHota8rIpGIBLF8tQR/LSSTScTjcajV6rbCwofgYQMci0AikahBxL3uaTqRSATFYrHBcJAPyPnrTaPR4PHjxx0/RyKRtPQkYFmWlP3zniAcx5HpO6fxer2o1Wo4OjrC1tYWCoUCBgcHO1b3+f1+BAIBTExMIJVKoVqtQqFQkHUDOPZR4CsfOI6DQqEg19rh4SH8fj+Gh4cxMjICjuOQTCaxt7cHv98PsViM/f19HBwc4Cc/+QnEYjFGR0dRqVTw/PlzOByOptYOiqIwNjaG0dFROJ1OFIvFBoPNarWK58+fQ6vVnttHpx0Mw6BSqaBcLl/q5woICNweBGFBQEDgyvD5fDg8PMTc3Nytn8pwHhiGQSAQgM1muzUZxnbEYjGsr69jYGCAlFxvbGyAZVkStJ1Vkl+v1/HixQtUq1U4nU4MDw9feFxiLBYDTdNQq9XnmkCQzWaxtrYGg8GA+fl50DSNV69egWVZyOXySy/pdTgcKJVKXX2u0WjE8PDwpZz7w8PDGBoa6qo8nmEY+Hw+WK3Wno0QT5LL5UhPNp+VVavV5FzvpZ2C31/xeJxUOITDYRwcHKBer0MqlbYcpcoHZyzLkkA3nU4jkUggEomcqwqjFel0GhRFdXUOZrPZpjaXvr4+KJVKUirfCv671Ov1c01AyefzyGQy6Ovru7KpDizLwufzgaKoG60Om52dRa1Wa7jO9Hp9T+czy7Jt/SDEYjEWFxcb9mOnkbb8eZbL5VAsFqHVas+sVKBpGgzDIBKJIB6Pw+12N90LT/6doig8fPiQ/D8/ZcFkMoGiKCiVSvT19cHv90OtVsPtdiMUCkEulyMcDoOiKLjdbqTTaVSrVVQqFQDHIk0qlcL4+DjEYjFpQ/P5fPD5fBgbGyPfTywWdxTHeMrlMtbX1+F2u7s2D9VoNHj06JFg2i0g8C1GEBYEBK6Iw8NDsCz7wUwkuAri8TjW1tYuLbi6bSQSCRweHqJarfY0QeAmUKlU0Gg0DSX5vDlYt9lTvhc9mUwCOH7wPavC4Sw2NjaIm/78/HzL8yQWi2FrawszMzNNP9doNHC5XCSgk0gksFgsUCgUbX0RLoJKpUKhUMDGxkZDENAKkUgEpVKJaDQKlUp1IdO7XtaRdDqNYDCIarXaUyBWr9cRiURgtVohk8nItI7zmnWeRCqV4v79+w3nmsPhQL1eh9PphEwma7l/nE4nWJZtCPhcLhcoimo491iWRTKZhMlk6rkagGVZvH//HhRF4eOPP+74Wpqm8e7dO8hkMjx69Ij8u0gkapm9Pjw8hEQiQSgUIu0b571m9vf3kU6nodFoGq4DfnLBxMTEmQEhTdN4+/YtDAYD+vr6mgxiRSIR7ty5c2nCxclRjL2gUCguJAqGQiFsb2+TyqJarUYETJ6TAW4ymYREIiHXSzAYxMHBAebm5qBWq8n+0el0Z1Yf1et1sl95A1eDwQCbzUauMYfD0XIfnxRq9Xo95ubmcHR0hO3tbYyPjyOfz8PhcGB6eho7Ozuo1WoYGRmB3+9HrVYjYuL09DS5J0UiEWQyGdRqNVgsFiJq6fV60tJx8vd3U1XGj77M5XI9TSW5Lq8cAQGBm0EQFgQErgi/3w+WZeHxeG5sPOBNY7VaMT09feuz+eeFf2C9aHDdDRzHoVwun3vsmkajIT201WoVEomkZ1NIkUiEpaUlVKtVZDKZC7nWMwwDjuMwMTEBs9kMjuPanid+vx+vX7+GyWRqEhZ4gzkeiqIwNTV17u3iSSQS2N/fx8TEBCkVrtVqePXqFQqFAmlFKJfL8Pl86O/vbxnUHR4eIp/Pw2azXdhn4TQcx2F3dxcymayhNcJisWBsbKxhX9XrdeRyORgMhrZBYzgcxu7uLsrlMkZGRmC1WvHo0aNLMxE8fe7KZLIzBROVSkXKufn9b7fbm0q8Q6EQdnd3GypyuoUfSdvNOi2RSOByubquHDk4OIBYLIZEIoFUKr2Qhw3fhnJaLMrn8ygUCigWi2cKCyzLolKpoFKpIBAIIBwOQyaTEe+Tbqs2uuHo6Ag7OzsNGfHrQiQSkT8AiB/B4uJik2BRq9WwsrICmUyGx48fo1ar4dmzZ8jlcrBYLIhGoz19h0gkgp2dHRSLRXKe8lUCOzs7ZISnzWZDMBgkBqg6na4h8C6Xy1AoFJBKpdjZ2SHrb7lchsFggFgsRq1Wg1wux+joKPF/USgU+Oijj4jAZrFYkEql8Ad/8AdwOp34F//iXwA4/xQWADCZTHjw4MGtmywjICBwswjCgoDAFTE/Pw+O476zogIADA4Ooq+v78Ll8rcVsVh8bSMQDw4O4Pf7SQbuvFQqFbx48QI6nQ7z8/Pn+gy5XH7mVJdarYZardY20Hnz5g1qtRoePXpEPuvw8BDhcBgGgwFer5cEb319fZidnW2bGUun04hEIhgeHr5QRqxer+Pw8BAKhQIHBwekH5gXFvgxlAMDA8R8LJlMIhqNQi6Xt/yuExMTKBQKHUWF8/qQ1Ot1hEIhMh6OhzeVPMnBwQEODw8xOTnZNkCyWq0ol8sNgtNVTCY4L7lcDq9evcLg4GCTYaTJZILVaj33tdHtdUxRVNsxyel0GqurqxgdHYXD4YBEIsHc3BzEYjEJ2nlomobP54Pdbm/oce8E791xGr7XvxvTSLlcjkePHkEsFqNarUKpVKJer+PNmzcYHBy8VFM9hUJxJe1IPLVaDaVSqaUQ4nA4GtYLq9UKhULRsD7s7OyApmlMTk5icHAQW1tbWF5extTUFNxuN8bHx2Gz2ZBMJlEul8lUCL4aqN2EE6vVing83vJcdLvdkEgkMBgM8Pl8ZBtUKhXsdjsmJyfBsiwSiQTW19fR39+PwcFBzM7OQqVSIZPJIBaLQaVSweFwkLVzb28P5XIZNE2TKoJEIgG9Xo94PE7EiMsUeL6tCQMBAYHz8+182hcQuAVcZnayXq+jVquR7ECxWCRl1rcZPjt2GS7pneA4Di9fvoRIJCJZ+dPQNA2JRNLwIFgqlZBKpYj7/2VD0zSSySRsNtuFP1+j0UCtVp/7mPNmhn19fcSB/OTP8vk8nE4nKIoCTdM4OjqCw+E4d1CwsrKCfD6Pe/fuYXNzE3q9vqGyQKPRoFqtNhyPdDqNN2/ewGazQaVSkWDvdJBwmmg0img0CrVafSGhJ5PJwO/3I5PJQK/XY2hoqEFAOTmKksflckEqlZKqi0QiAYPBQMqseU8ChmFQq9WasvaJRAKrq6sYGRkhJcoMwxAX/k5IJBLi/N4Ovr/bYDAgEAhArVa3DS74zOdthTeUa3UuqFSqlqM3r5N6vY56vQ6GYci/tfNcSKVSODo6AsMwZwoL1WoV29vbsNvtLT0AKIrqaY3lz02lUomBgQEy5UCv16NYLEIqlV5KybrZbCbtIizL4t27d1AoFJdSUQQAm5ubSKVSuHv3LnQ6HfGvaCWOtDI7TSQSoGmaiIWhUAiVSgVSqbShzeXp06f48ssvEQgE8PTpUwQCATLutJVfAF85cHh42CR68D4RoVAIe3t7UCgUmJubQzKZhN1uR71ex/Pnz8EwDGlfE4vFZHtWV1eRTCaJqWo4HAbDMPjiiy8glUrx/e9/n1RJBgIBZDIZTE5Ooq+vDz/84Q+7EjCr1eqtEhQFBAQ+HARhQUDgA2B9fR2pVAr37t2DUqnE69evIRaL8eTJk2vbhmQyiVQqhaGhoa6zq/v7+wgGgxfOsncDx3Fte8H5eecul6shcDo4OEA8HodcLr+S7Ts8PEQwGES9XielsOfFZrP1PHqSz2jbbDaUy2UUi0WUy+WmHtrd3V1ks1mo1Wro9XpEo1H4fD4wDHPuiQo2mw1yuRxisRjlcrnpAbxVcOH1eslIxV4ya0NDQ2AYBnt7ewC6zz6fxmQyYXR0FFKpFOVyuaXB3ulznx9HGQqFEAwGUSwW4XQ6mzw31tbWkMlk8ODBgwZxQSwWkz88u7u7iEQimJmZObPN5mRQyh8ziUQCnU4Hk8mEeDyOZDIJp9OJqamprjwX6vU6jo6OYLPZbs08+3w+D7/fj3v37jWJM9lsFqurqxgaGuq5vecysVgsePr0aVcVWlarFSzLdjR75CkWi0gmk6R8nocfjXgeI8iTaLVa3L17l0wT0Gg0ZI1gWRarq6tQq9VdjRVtB8uyKJVKqNfrF9rWk/CCrUwmQ6FQgM/nA8uykMlkUCqVWFtbI1VRfr8f/f39pF1EqVTi7t27YFmWXHunzRxPMjg4CJqmiQg7ODjYtKaxLItoNAq9Xg+TydT22PItTPF4HD/60Y9gMBiIgMmyLKRSKTQaDebm5preOz4+jr6+PhgMBmxtbSESiYCiKFIhU6lUGlqBMpkMpFIpEokENjY2sLi42PH+fXh4iIODg2u5ZwsICHz7EIQFAYEPAJ1Oh1qtRgzO+PnTnSiVStjY2EB/f3/PAWkr+OyHzWbr2hCON4a66pLJ027ap5FIJJDJZE1ZmIGBgTOd3C+C3W4HTdMX8iK4CJFIBHt7e6hUKhgdHW0YyXiSwcFBZLNZ6HQ6bG9vI5PJoL+//0JiSH9/P3GVX1hYQCQSOTMTptfrcefOHZKle/fuHUQiUcMDdq1Wg0gkagjeZDIZ+vr6UCgUzuVBQdM0MVQ773fe3t5GNpuFx+NpqHLgnekNBgMJek5iNBrx0UcfgeM4vHnzhri20zTdc9VTMBhEPp+HXC4nwc3ExARKpRL0en3XXiDRaBT7+/uoVCoNVSY89Xod7969g0ajwejoKN6+fQu5XI6ZmZmWn1etViGVSiESiRCPxwGg56AlHo/j6OgIer2+6RgzDAOapsmYvpuk27YvkUjUtQhiMpkwPz/fUJVA0zT+03/6T9BoNPj93//9S6m4kkqlMJlMDWIVwzDIZDKoVqtnCgs0TZMJHxsbG9DpdETkk0gkWFxcvNB28pUA/LhGvpJpfX0dsViMTE3Z2NiATCYjfiH8aMlqtYpUKkUmyJxeizoF3Py6EI/HIZPJWq4zkUgE29vbcLlcLUUBHt5PQafTNVU0iEQiPHjwoO17edF3fn4eQ0ND0Ov1KBQKGBoaIiaT/LOC2WxGMBjE8vIyKpUK3r9/f+YYSb59pVQq4csvv8Tw8HBP5owCAgLfbQRhQUDgA8Dj8TSUcnZjAFYqlZDP55HNZi9FWOAdqXtxmT9Plv28dHIxV6vVDaWtPLxh2Xnh+6QdDkfLz9FqtZicnDz355+HcDgMrVYLjUYDm82GSqUCp9OJo6MjqFSqlg/EJ0288vk8qtUq+vv7IZPJwDAMxGLxhVzik8kkjo6OIJVK4Xa7Ua/X22bC+UCEbys4PDyEw+GAzWYDwzB4/vw55HJ5k5BkMBiwtLR0ru0LBoNkigt/nfXaxlKv1yESiTA9PU1Ev0KhgDdv3sDlcmFkZKRlOfZJKpUKxGIxLBbLuQxB5+fnwbJsg4mfVCrteeSk1WpFNpslYx756guO45DNZqFQKFAqlUBRFDiOQ6VSaTkqEjg+n968eQOr1YrJyUmsra2Boih88sknPW0TRVEoFostgz+z2YwnT55caIwdx3GgKAqZTAbJZBKDg4Pn8r24Kk4HoPzISq1We2ltXGKxmEw8yGazUKlUkMlkePjw4Zn7gmVZ/OxnP8P+/j6+//3vI5FIoFqtNlQPXXTM4N7eHqLRKKampmCz2RCLxaBUKmE0GlGtVmG32yGXy1GtVqFQKDAyMoJYLIZIJAKxWIzx8XEcHh72ZFjIcRz29/ehVqvhcDhgtVrbnmsWiwWFQqFBMDrpn7K/vw+JRIKBgQGMj48jl8sBON53/MSds0gkEmSc7scffwyKovDFF19gcHAQc3Nz+OM//mNotVr8+Mc/xuzsLBQKBY6OjjA8PAyRSHRmy4zdbofdbkc8Hr81Yp2AgMCHgyAsCAh8S7FYLLh///65pwicRqlU3jpPB7714apmup8F3yddr9dvxbjJXC6Hra0t6HQ63L17l2QgNzc3kUwmodfrzxyROD8/j3q9DplMRoJCp9PZMnPdLW63G2KxGA6HA8vLyyiVSlhaWurYx01RFKanp0FRFAqFAmw2GyiKIn3HLMvi1atXkEqlHTNw3cCPNDyZmfP7/QgEAmAYpqtS85GREZTL5YaMNR8sdBP4URSFxcXF832Bb+CDhm7NANshlUrh9XqRTCYbBINQKISdnR0MDg5iaWkJIpGIfMd2gSef3dVoNKAoChMTE22vV/53tdpfGo0GTqcTCoWCVIGc3ubz8u7dO5RKJTx8+BB+vx+pVApGo/HKKpl6hS+dVygUpApIoVDghz/84ZUY42azWbx9+xYWiwUzMzNdtcMkk0nI5XIiavLCJMuyKJfLl1K1xnvAGAwGRKNR/Mmf/AmGhobw6aefNgTzJ8UMjuMQDAaxsLAAuVxOAmyeYrEIuVzedj9Wq1UEAgEolUrIZDJoNJqW61YwGEQ2myXnd6FQAMMwWF5ehsfjQX9/PwKBADH83d7eRjqdhkQiwfb2NqRSKRwOB4rFIsbGxtpeI1NTU0in08Qg8u3btzg6OoLX64VMJoNer28Qm4aGhmC1WmEwGMi50w2dBBQBAQGBdgjCgoDAt5irNk28aX7xi1+gXq/j7/ydv3Mj4oLVakW9Xr8VAUi5XIZGo4HH42nIUEciEeRyOdhstq4eLE/2+4vF4o5GbtVqFYlEAk6ns2PwLJVK0d/fD5ZlUa/XodfrSfl6p4DD6XRCp9NBLBajXq9jf38fhUKBiBx8lcBFUSgUTWXefBtLt5UDraoR1Go1Pvroo6634zZlyBUKBZ48edJwXfEGfyfNKfme+Xb+JnK5vKG0u1NZ9cuXL8FxXMted37iw5s3b1Aul7G4uHhpQTUvjlAUhZGREWSzWZLVTqfTpMXlKtaYRCIBhULRca1mGAahUAgymazhGm53XfLmkefdPyqVCmazmVQCnGXkl8vlsLa2BqPRiO9///sNP9vc3EQkEsH8/PyFx1gaDAbyGSzLknafTuTzeSgUCigUCjAMg6+//hoajQYLCwsoFot4+fIl6vV624oihUKB2dlZlMtlvH//HmazmVR18H4mABCLxZDL5eD1ehEKhfDu3TsYDAaEw2FUKhX09fVhfn6erFf9/f1QKBRIJBJkrGQoFEKpVILH42kQc6rVKmq1GrRaLVZXV/H+/XtEIhE4nU709fVBpVJhamoKGo0Gv/M7v4NoNEqux5WVFWxsbODp06c9CQvAxStMBAQEvnsIwoKAgMC5qdVqWF5ehtls7nl2/Hl5+/YtGIbB/fv3sbe3B5ZlGwy4uiWdTiMYDGJkZKRjJUa9XkcymYTZbG5p3HfSZLBUKqFWq13aHPhuyOVyCIfDCIfDGB8fh9frbfj58PAwKa3vNTBSqVR4/Phx25/7fD6Ew+Gu+8VfvHiBZ8+e4ZNPPsHy8jJomsbjx487BkASiQTPnz+HVquFyWSCVCqFWCwmM92vCo1G07IKJZVKQaFQXFol0G3m9PnSqj9bLBZjaWnpXEH36X0plUrbChQ8UqkUDMM0/D6WZUHT9Lmd7O/cuUP+frJdiGVZ/Omf/inK5TJ+8pOf9NxSchblchmrq6tQqVQdK4mkUinm5+e7FgpevXqFer2OR48etRXeeINOq9XatP5JpVLMzs5iZWUFu7u7TYajp1Gr1XA6nS1bDHQ6HYrFYldVD+VyueuqOKfTid/8zd888zocHh6Gy+WCSqVCKpXCixcvoFarMTk5CZlMBoPBgIODAxwcHMDpdLYUa8xmMxnjyAuN+/v7CAQCuHPnDgwGA6anp8nUF4qiEAwGEQ6HYbVaIZfL8fr1aygUioZzTa1WY3d3F1arFbOzs8hmszg4OGi6BlZXV5FIJKBUKlGtVpFMJon3wfDwMKRSKYrFItLpNP76r/8amUwGP/zhDzE4OIhKpYJkMolwOEyEBY7jsLW1BYVCcanjRQUEBAQEYUFAQODcMAyDUqnU9qGRYRhks1mYTKamwINlWezt7cFgMPRk5MYwDBiGAcdx+NGPftS1qJDP5/H+/Xt4PB709fUhkUggmUy2fLA+STAYxMHBAbxe75k98isrKyiXy3j06NG1jOuiaRpv375FuVyG0Wgk3yORSCAWi2F0dBQymexC7t6xWAw+nw+Tk5PI5XJIpVKYnJyERCIhLQ7dZvX5klyz2QyGYVCtVs88dhKJBFqtFjqdrslr5LqrVIrFIjFAOz1Z47vMeapGSqUS3r9/D41GQ0bE3r1798z38dnik2xtbSEWi+Hu3buXOuaXoih4vV5UKpULt5e0gm9t6KZNoBdRQ6PRNIkvp4nFYtjf30e5XG7r2aPValGtVs8UNHj/gla4XK6uJrxEo1FsbGx0tc7ydLPf+PYp4HgtcTqdEIvFyGazsNvtmJ+fh9frBU3TbStA+BG0U1NTkEgkxBNBIpGQ9Usul5M1f2hoCL/5m79JjEqHhoawu7uLYrGIYrGIra0t7O/vI5vNQiQSkfM+n88jk8ng6OioYRoP7y9TLBah1+vxgx/8AE6ns2Gfv3//Hvl8Hvv7+8RvAgCWlpYwPj7ecI+rVCqIRqOQy+XweDyIRqMwGo3CiEkBAYELIwgLAjcKTdPY3t6GzWYTRht9gKhUKjx69Kjtg+f+/j5CoRAmJycbnPKBY2O7o6MjFAqFno79/fv3wXEcRCJRT6WdvCBB0zSA44c9vtz3NBzHIRAIQKfTwWKxoFgsdhU8u91ulEqlS5kB3w38g7JCoWjoK45Go4jH43A4HBdu0ygWi2RmeiKRQDqdRqVSgUajgUaj6Wkc5fDwcM8j68RicUOWPJPJYGtrCyMjIx2nbXAch2g0CoPBcOGRiTRNg2EYKJVKuFyuKwkyz2JjYwMcx7Uc03mdXNaarVAo4HK5ehICaJpGIpGAzWZrEKTUajWUSuWll26fx2Sy18+/yAjHdrSbznESq9WKSqXStC6fRC6XQ6VSXWmLDsdx2NnZIddXt5VAm5ubyOVyuHv3bsP9JxwOI5lMYmJioum+pNPp8Hu/93vIZrPgOA7hcBhOp/NM0SaZTCKbzaJWq0EikWBlZQUvX77EwsICOX9jsRhisRhYlkV/fz+GhoYgkUiwv7+PfD5P2oF8Ph/ev3+PbDZLDFDfvXuHBw8ewGKxYHt7GzRNY29vD16vl9zn+vv7kU6nEYlEMDw83HDfqlarUKlUsFqtxGvhpJBgNBrBsiyy2SyWl5dRq9UwNjYGm82GeDyOzc1N2Gy2G19bBAQEPnwEYUHgRikUCojH4+A4ThAWPlA6BdFWqxW1Wq3lg5tOp8P09HTPPhDdumefxmg04smTJ+RhUywWtw26+cwPb4LY7QMXb/IXiUSgVCovvXT6NBRFtTRVHB0dvRRRATgeRWm326FSqWA0GomocJ3UajXEYjHY7XZsbGwgGAzC5XJ1FBYSiUTbB+ZKpQIAXQsO79+/R6FQwNLS0oVMLC9CMpkE8MvpBafJZDJYWVnB0NDQhcaEnkU+n2+5ZnMcRwS/bhCJRD3vy8PDQwSDQTIRgWdgYKBBWOuWUqmERCKBvr6+S5us0C0cxxFD1ZvoZZdIJE1tU6eJRqPIZDIYGBi4smu+VqshFApBqVT2ZF5arVZRrVabppHEYjGk02mUy+WWotX6+joxViwUClAoFGdOiZiZmSFtDsDxulGtVlEul8lr/H4//H4/EUf4CgC1Wo3+/n5IJBJks1lUq1XMz8+Doijo9Xr82Z/9GZLJJDKZDJRKJUQiET777DNUKhX8+q//esM1ks1mEY1GiQcGD28EOTAw0Pa7rKysYH19HSzLQi6XQyQSQaFQQCwWw+VydRSYBAQEBLpFEBYEbhSj0Yi5ublvvcngZVGtVrG+vg673d5VeelNc3KMYSuuW0zqtkdZq9ViZGTkXGXV5XIZm5ubkMvlGBwchMViuZbAgaZp8nukUmnHoLsVHMchHo9Dr9c3lMSeLCWWSqU3EgQFAgEEAgHUajXUajVYLJaO1SqpVApbW1tQqVRN10k+n8fLly8hk8mazAnbYTQaIZFIzmWGd3LcHHAcSO3s7MBut/c0UpLPeHaaqMCbY14lJpOp5Zr9+vVr0DSNxcXFKwvSHQ4H6vV6w367iFGhz+dDLBaDXC6/9sAqHo/js88+Q39/P/EKqVQqkMlkHfdfuVwmgeFVMzk5SUxhrwq5XI75+fmeq7xmZ2fBsmzDcec4jmxzp7Wbb0lIJBJYX1/HkydPOv6u0+uey+WCwWBAMplEpVJBoVCAWq3G0tISAoEA8djx+Xwol8tgGAZSqRTBYBDxeBzT09OwWq149eoVGTHLcRx0Oh1mZ2dhtVpJRcbW1hZpeejr64NcLm8a4ex0OlGtVpFOpyESiaDT6ZrWCbVajcHBQTgcDlQqFezu7kIul8Nqtd6YWCogIPDtQxAWBG6c2+Cofx4SicS1V1pUKhVks1nIZLIPQli4Kk4aOF5Fnz1FUV2NGGyFUqnE0NAQstkstra2UCwWe2oXOA9HR0fY2dmBx+OBSCSCz+fD2NhYW0NFjuOQSCRgMplI0BuNRvGXf/mXGBkZ6WjY2A6O4zr6XUQiERQKBQwPD3d9zPgsPO9+7na7YTKZmoJIvkSZD7b4h/mhoaEGI81KpYI3b94gmUxidna26+3o1ZiUpmns7u5CpVLh8PAQTqcTo6OjAH6Z8acoqidh4az+Z5PJhKdPn6JcLmN/fx8DAwNkP2UyGVQqlY4TGXqh1ZrN955fJRqNBg6HgxxnjuPw4sULAMCjR49Qr9cRjUZht9u7EhoGBgagVCp7Og6XhUKhQLFYRDabBXB8Xrx+/bpjSTo/BtJut2NycvLKt/Gkb8BVch6zW5FI1CCubG1tIR6P4969ex0rxVQqFXQ6HaRSKXQ6HVwuF3w+H9RqdVf38kQigXw+j1gsht3dXXg8HtRqNZRKJWg0GpTLZUQiEVgsFoyPjzcYUg4PD8NkMpHzbWhoiPx8e3sbFEXB6XRCLpdDr9djY2MDyWQSo6OjEIlEkEgkUCqVeP36NUZGRmAymcAwDAKBACKRCA4PDyGXyzE9PY3+/n6IxWKyxo2MjJD7UDwev7QRoL2QSqUQjUYxMjIiTJwQEPiWIggLAgLnZG1tDRzH4ZNPPrlQcJtKpRAIBDA6Onpmf6ler8eDBw8u3DP+oXPSwPGqDfxomkYkEoHD4QBFUQ0lse0YGBhAtVqFz+e7tGCuE1KpFBKJhJS6nlVpEQqFsLOzg/7+ftLjfZYb/2nevXsHjuOI/8Hy8jIKhQIWFxdRr9cRCATQ19dHHqoDgQCKxSLcbnfXzu98Fl4mk5FS91KphNXVVYyMjBD/i1evXsFqtZKAzO12w2w2N10nvJGl1+ttKJ2vVqsQiUSX9rCby+UQjUah0WggFosbglyz2Yy5ubmWxyifz+Pw8BAikQhms7nnLLpYLEYgEEA0GoVarSbv39zcRKVSuRS/iXbMz89fyefW63Wk02mYTCYUi0W8ffsWRqMRd+7cAUVRJJvOO/H7fD4wDNOVASDvE3JeyuUydnd30dfXd2Y5/Wl0Oh0+/fRTcjxkMhk0Gk3Ha1cul0Or1bZ9zebmJvL5PO7evUsEvkKhgGg0Co/Hc2njOXkqlcqtuhd1s4aFw2FwHEcMdkulEl68eEE8CvgKgnZrAX/ff/z4MVZXV2EwGGAymVAqlWC32yGTyYiwwY/HpGkaGxsbsFqtROytVqs4PDzE8PAwtFotwuEwqTLb29tDOp1GsVhsuteUSiWUSiXkcjnEYjHQNI1nz57B7XbD5XIhGo3ixYsX+PM//3M8fPgQ9+/fh8/nQy6Xw/T0NMRiMRndelWUy2VsbGzA5XI13P8ikQhisRisVuuNiHkCAgJXjyAsCHQNRVGd7kTXa89+CxgfH7+UwDadTiOdTiOXy3VlXHXdWYarhJ8x3mtAd9LAsRv4fXueB+ujoyP4fD7U63VkMhlks9m249d+8YtfIJlM4rd/+7chl8vbOqXz8L3qp0tbe8Vms8Fms2F3dxccx2FkZKTjeclnzU4+XDocDvzoRz/q2heC7y/mrwG+XJiiKEQiEezu7iKbzRLH/6mpKVQqla5FBX47nz592lAFUalUyB8AJIt3+nNbBTy1Wq3pobper+PFixeQyWQ99XifhGVZcBxHttNsNmNmZgY6na5liXe7Kq14PI5QKIRsNov+/v5zlecPDg5Cq9U2fMeRkRGUy+VbFQR2y+HhIfx+P0ZGRuBwOGCxWBr239zcHPm73W5HrVa78PXULdlsFslksqlPv1KpdNU6c7LqTC6Xk2ulHQqFouM0knK5jEql0lA5FAwGEYlEoFarL1XkDAQC2Nvba2nMexOMj49jbGzszPvxvXv3wHEc5HI5EYmnpqagUChA0zRevHgBpVJJWo9a/R6O45DJZDAyMgKr1Qq1Wk0MXVvti1KphFQqRSoSgObqw5Ni0eDgIPR6Pal8ev78Oe7duweZTAan0wmDwYBarYbPPvsMr169gsPhwO7uLv7iL/4CZrO5wUcBOPZnKRQKoGm6YS3lOA6vX7+GRCI5lzBYLpdRLpeb1rNyuYxcLtd0zvH7q9c2PQEBgQ8HQVgQ6IXYTW/AbeKyHtK8Xi/MZvO5ykE/ZAqFAl6/fk2yj73Qi4EjXz5ssVi6cks/jcPhAMMwpASboqiOY8my2WzXBofr6+ukneYyKi9OtlzQNI3Xr1/DYDBgYmKi4XVKpRIzMzNYXl4GwzC4e/cuKIrqKSB7+PAhgF/2/E9PT5Of9fX1YXV1FZlMBsViEWq1mvzpldOtFU6nE0ajkQTJcrmcbMtZ7OzsIJlMYm5ujjwMi0Qi6PV6MAyDt2/fYmBgACaTCevr66St5Sxev36NWq2GpaUlsr3nych5PB5otVqwLNu1O/5plEplUxvPTWYHfT4fOI470yiwHRaLBaVSibTAdLqGlUrltfaL8xnqk1NCqtUqXrx4AbVa3VYE4KfT9CKydaJQKGB1dRV9fX2YnZ1tEDQGBweh0WguXWxRKBTX1irRLafXUL/fD7FY3GBmyl9XrYQRlmVhMBigVCpJi4FKpcLBwQEKhQKcTicmJydxcHAAq9XadUm/Xq+HzWYj1yE/dUitViOdTuM//sf/iKmpKbJ+8xVaIpEI1WoVqVQKsdjx49fu7i6mpqbg9/sRCASQSCQgk8kwOzuLfD6PpaUl0pLEX3Nzc3OgabpJWOQ4DjRNN7QwpVIprK2tYWxs7EzBaH19nUy8OLm2m0wm3L9/v2kNu+joYwEBgduPICwIXCn1eh3Ly8vQaDSCQdA3ZDIZrK+vY2RkBDabDSKR6MZFhVAohFwuh7GxsWtzR1coFDCbzVfusaFUKmEymWA2m89VYaJQKDAyMgKO4+BwODq6z//u7/5uT1MTJiYmetqm0/PUO8GyLGiaJuM1W1GpVFCv1ztuQzweh8/nw8TERENWrdMIOolEgsXFReTz+Y4BMsdxiEQiANDWD6IV5828u1yupkCQoijMzc0hGo1iY2MD6XQa+XwePp8PFoulK2FBoVAQ0albarUa9vb2YDabkc/n4XQ6STl2LBbruTWFh+M4HB4eQqfTXfm1FYlE4PP5MD093bI8PxqNYm1tDVqtFoODg+cSz3Q6XUcxIZ1OIxaLYWho6Nr7timKatrHEokEOp2uY0vDysoKcrkcHj58eCniQq1WQ7lcxrt37zA6OtpQKaVQKM7tF9MK3kul23L6fD6PRCKBgYGBc4+t5DgOGxsbkMlkbf1q+LYMfsLCwMAADg4OiGB6+txQKBSQyWQNIrFIJCIVMLxngUKhQKlUQjKZhEajQT6fRyAQQC6X61qwKxaLiMViKBaLsNlsYBgGqVSKjLHlxejl5WXU63UyqWRqagrT09OIxWLY2NhApVLB9vY21Go1VCoV7t27h9nZWTIBSKfTwWw2IxAI4OjoCA6Hg/hJtLo2RCJRU5VWvV5HvV4npqidcLvdyGazLc9hwZBbQOC7iSAsCFwpLMuiWCye+yH52wjvbF+tVrt+T7lcRrFYPPNBJhwOg2XZnsfNhUIhFAoFDAwMQCqV4vDwEA6HAxqNBsvLywDQc1XBWUgkEszOzl7qZ7ZCJpNhbm4O2WwWn3/+OQYHB7vqvwaOH7JCoRCsViv8fj/C4TAWFhYaAtOTqFSqnjLNvZYQn56n3gm5XI7Hjx93FIoePHhwZktJPp9HsVg802n9NK0Cj0qlgqOjI/T19YFhGLx58wZ+vx99fX0wm80IhUJwOBxXVrJvNpvbluHa7XYolUpSHiyTydqWB9dqNSQSCVLFcp7zOJ1OIxqNEhGBZVmMjo6iUqlgfX0dCoWCTAvo9XOXl5eJ0eVVcnh4iFevXsFutzedG7VaDRsbG8T1/6q8UEKhEOLxOCwWy60osRaLxWeWlfNC8mUJISaTCQ8fPsTr16+RyWTavi4cDiOdThPhYXNzEwaDgdwvGIZpMkU8zfv375HP57G4uNhx+yuVCtLpNBKJBJLJJLRa7bkrZ/hgWyqVEpE3mUzCYDBAIpEQUdDr9SKVSiGbzcJisWB2dhaBQABffvllQ5US8Mv1iWEYvHjxAjqdrqGyix+VbLVayfQJ3i9lcnKyq8CZF2zVajVGR0dJVl8qleLBgwcQi8VgGAYSiQQcx+H58+eoVCrY39+HRCLB1NQUKIqC0WgkI3+VSiWsVisGBwcbfpfP58Nf/uVfAjgejymXy/H+/XuoVKqOLXmnj7XVasVHH32EdDqNUqnU8X7mcDiuxUNIQEDgw0EQFgSuFKlUisXFxZ4yFYlEApFIBGNjYz2PoPoQsNlsMBgMPX23ra0tZDIZLCwsdOyB39nZAcuycDqdPVUezMzMoFKpQKVSIRwOk1nxY2NjKBaLAHApfhI3TS8tFMDxTPS9vT2USiUolUrI5fK2Af117B+dTodardbx3Dm5HWddd92cI16vF3a7vWMbQ61WQywWg8PhaLl/UqkUFAoFIpEIAoFAwzjMkZERDA8PIxaLwefzgaZpMkEBOM4cptNpjI2NnTvjCRxXCpXL5Y6VETqdjggtpVIJhUKhZam3z+dDKBQCgI7TWXijtVYBlc1mI6M84/E4+RyFQoHBwUHyQM8blfJiC8Mw2N7ehslkavlQzxu6Xce0HZvNhrGxMSK0lctlYiQqk8kwPDwMuVzeVojrxOkxne3g+7ZPfl+/3w+fz4c7d+507RlyHbAsC4Zhzt0W0gm1Wn3mqM9oNEqy+RRFIR6Po1qtwu12g6ZpPH/+HCqVCnfv3m37GfzxPWut29vbQzwex+DgIDE4TKVSUKvVLa8plmURi8VgsVia1hCJRIL79+83TLDZ3NyE2+3G6OgoFAoFFAoFVCoVLBYLCoUCOe7lchmFQqGtCMKyLKrVKqrVKuLxODFOFYvFGBgYQKlUItM6eOGBF4Sz2Sx2dnYwMjICnU6HtbU1qFQqDA8Pg2VZvHjxAlKpFPfu3WsS+/ksP7+WcxwHi8UCjuMaWur4ygp+CggvinMch2Aw2NCOYzKZsLu7i3q9DrvdjkQi0bJirV6vIxwOw2q1tjwW5XIZq6ur0Gq1HT09BAQEBE4jCAsCvdCpSTMIoGW006s4EIvFkEgk4HQ6yc1zfHz80vpRbwO97hO32w2VSnVmlmRmZgYsy/bczsA/mAHHwQLLsrBYLKAoqqmXHjgO0tbW1jA0NNRTCftF4Ktezhu86/V6fPTRRz2932KxoFwuk8C6XRuE3+/HwcEB7ty5c6VtLblcDuVyuW3FQqVSwcuXL2G1Wpt8Fc5LoVBAKBTC4OBg235qv9+PYDAIAKTsenNzE5lMBpOTk3j//j3UajXu3LkDqVQKh8MBqVSKp0+fkuPB953TNE2ykaVSCeFwGNlsFn19fT1VTJxma2sL5XKZ9FDzJJNJHB0dYXR0FCzLolKpYHJyEkdHR22zdbwIcFYGdmNjA/l8Hvfv34dGowFN06jValCr1aREm59l39/fT953MhvJZ4iXlpaIi30sFiPngd1ubzgudru9bdVSNBpFIpHA+Ph4y/OHpmkEAgE4nc6u1luv1wu32w2ZTIZyuYwXL15Ar9eTjP3J73Qan8+HYrGIycnJpvWqVCrh1atXsNlsUKlUKJVKGB8fb7p2a7Uadnd3YbfbG37GcdytrJJbXV1FOp2+tBaI05zldzA8PIxAIAClUgmxWIy7d++S94hEIigUijO3q90oTOD43r29vY3JyUn09fVBJpOhr68PEokE2WwW79+/b+upEwqFsLu72zCp5iQnr0WDwdBgPqvX6xuqe/j1+P79+3C73Q3Xgs/nA8uypMVJJpPh0aNH4DgOX375JUQiET7++GPyepFIhHq9jkKhgHw+37AG5fN58u8qlQrpdJpUdlUqlZ6E7Hw+j+XlZVitVgwMDGBrawt/+qd/it/5nd+BTCYDy7LY398nxqDlchmfffYZxsfH8Wu/9mswmUz4p//0n+Kv/uqvsLe3h8PDQ7As23IsKW+uWy6XG0Tck/va7XbfKlFOQEDgw0AQFgS6huO4eLufURR1aU9xo6OjpGdwe3sbmUwGhULhWyMsJJNJrK6uYmxsrOugvNt+1svIUp42u2oVgJwMAq+L169fg2EYPHz4sGvhhM/e8w+GL168wOjoaFMZaTukUimsVmvTuVev10FRFNmO66rkmJmZaTnuslqtErGq16qMs4hEIgiHw9BqtQ3ZeYZhcHBwAIvFQv79pEEcTdMIhUIYGBiA2+2GRqOBTCZrCDZPbqdEIoHNZsPLly+RyWSg1+sRDocxMjJCJh1chJGREVJ5cpJkMolUKkV8FUqlEhYXFzu2qXTrGdPf349sNkuO19raGjKZDB4+fEj+TaVSNZxLp9Hr9aAoilyHOp0Od+7cQTqdxv7+PqrVakNwYDQa244+jEajSKVS6Ovrg1qtbphzz//c7/eDZdmmXvajoyP4/X7Mzs42CJz8eSeVSqHX65uEtXA4DL/fj+npaWg0GjAMQ0bllctl0DTdFBCLRCJSdh4Oh1GpVOD1eptel8vlSJb5pMjj8XhIVj4SiWBrawszMzNX2irh9/tBUVRHMUWj0XTVxnRV8OP+9Ho93G53QyWJWCw+cyrFWfDVNQzDwGw2NwSm/PjTdvcovtKgm/YwhULR0ncjHo9DKpWiVquBYZgGU0LgeJ388ssvkclk8Hu/93vknsq3IgwMDDRVZvHmhisrK6hUKlhcXEQ2m4XZbEZfXx/0ej00Gg0oiiLtDa9evUKtVsPjx4+7TiKk02moVCrY7XZMTU2hWq2CpmkEg0HI5XIkEgk8e/YMmUwGdrsdY2NjkEqlpHXLbDZjcHAQv/3bv40//MM/xGeffUaO9enjarVaUS6X21ZbiUSiloKDgICAwFkIwoLAraNWq6FQKMBgMGB4eBh2u/1bqZzfxoxat1gsFjx9+vRaH5D53t9ug+ZqtYqXL19CLpeT7O7a2hrkcnnXwkIsFsP6+npDFi2fz+Orr76CwWAgxlf9/f3o6+u7coGhlQkXP/XC5XJhbGwMT548ufB2pFIprK6uYnR0FB6PBxqNpumBP5vN4ujoCNVqFTMzM02B6NDQEGKxGILBYNdTG9RqNcbHx1EqlZDP56HX62E2my9FVDztr1Cv1+H3+4loZzQawbIsCoVCk8dDvV6Hz+eD1Wrtqqy/Xq/j8PAQFoulQWwxmUwQiUQNwUanDDCAltlbo9FIgvteepwnJiZQLBYhk8nw1VdfwWw2Y3p6GizL4t27dxCJRBgaGmoZ3PHl4u3ExHYj60qlEsrlMqrVKjQaDXZ3dxGJRDA6Ogq9Xt8kFvAj9oaHh+FwOEiZfqtsvMViwdzcXEvRib8G+FGgV7nechxHjAI7CQtDQ0NdmYFeFXwg2Yszf7lcxuHhIQYGBs70j3G5XLDZbC3vC7w3QTsUCgUxs11ZWYFYLD7z2jgJv77zFQgnR27yyOVyLCwsIB6PNwkIBwcHRDg7/R5+Ck1/fz92d3cRjUYxPT0Nq9XacO7x69Tk5GRTyxo/frFdew9/bBwOB+LxOCYnJ6FSqfDs2TMsLy+jXC5DIpHAbrfDZrNhaGgIu7u7+Pzzz2E0GjEwMIBMJoPx8XH81m/9FrRaLVZXV2G1WkHTdMN946QJZqVSAcdx35rEjYCAwM0iCAsCtw6fz4d4PE5Mir5tooLZbMbHH3/8wfsVtHp4TKfTqNfrVzLe7u7du9jc3MTa2hqmp6fP3H8nM/fBYBButxtLS0tdGzcCx4GuVquFSCTCzs4OyuUyvvrqK+J3cfr33QRSqRRKpZI8GF7GdrAsC5ZlUa/Xyez005hMJkxMTLS9PnmRoNcRk06nE1999VXPGb9eSafTODw8RLFYJNnPdkF6Op1GIBBAuVzuamRpOp2G3+9HqVRqeP3AwEDHqSK9IJVKuw5S+e85MTEBo9FIgp6T/d3lcpmMuWuF1+tFf39/z4aDQ0NDcLlcRKzhDfMsFktLsaBUKiGRSJApLCfP7VacVaXlcrmIyWY0GkUul8Pw8PClTr+hKOrSzW2vAt5EsBdisRgikQjx/jiLi4rNHMchm832fHz4aqhkMolwOAy9Xg+WZUFRVEOFzdTUFEKhEMLhMIaGhkBRFFiWhVwuJz46pz/3pOdEKpUCx3Edn0tOVwzF43Gsra3B6XRifHwc+XwesVgMHo+H7C+pVAqPx4NYLIb/8B/+A5xOJ370ox/B5XLB7/fD6XTC6/USk2W73Y7R0VFoNBoYDAbs7Oxgc3MTTqcTVqsVLpeLtHOFQiF4PJ4msWN1dRVffPEFJiYm8PHHH1/bRCgBAYFvL4KwIHDr8Hg8UKvV5y7rZxgGm5ubsFgst9ax+EMTFVZWVlAoFPDgwYOOD45ra2tgGObKqhnS6TQYhunKKFEmk+HJkyfIZDIoFoswGo1klFi38G79kUiETPGwWCxQKpVXNrngLOLxOCiKIuKNSqVqGhnWDfwM81aBu8ViwUcffdTRPI+iqDOvr/OOuZuYmCBZ7vMKC+FwGLVara2QZDKZMDIy0tU6YzabMTo62rbFADg2neWN8Ewm05mvPy+lUqnt+DgePiPLZ5ij0SjK5TIxU5TJZA096WKxGIuLix2vKYqiehIV+FYplUqFzc1NlMtlPHz4sONkDgDEo6FXQaoTfMAUDAaRTCbhcDh6bq2p1WqIx+NwOBwtr4ubHhkMHLdjyGSynu97/AQHh8PRdA709fVBLpdfiVjcCpFIhIcPH7Y9F0ulEmQyWcv7i1wuRyaTwfb2NoaGhkDTNEQiET766CPymmg0in/5L/8lrFYrPvnkE4yMjGBvbw+VSgVLS0sNx5ZlWWxtbTX465hMpp6fTTQaDbLZLGKxGGw2GyKRCKLRKDQaDeRyOTGANBqNWFlZQb1ex/j4OGQyGaampuDxeJBMJmE0GvH27VtsbGxgbGwMjx49AnBcPUZRFIrFIt6+fQuTyYR3797h8PAQd+7cgcPhQCAQwN7eHqampmCz2XBwcICDgwNSFSaICgICApeBICwI3Do0Gs2FZiAXi0UkEgmwLHtrhYUPDb6c+CxGRkZA0/SVtUjcu3fvzPGIpzEYDJiZmTnXOcWP+bTZbNDr9eTBOxaLXfuDGJ9RXltbA0VR+OSTT8jPeA+Ss1z0Txp77uzsdByfeZEJDBfFZDJha2sLOzs7mJmZOVdQs7+/D5qm4XK52s5w71b4oCjqzBGu29vbZDydTCbreeRrN/DmnBqNpq1bez6fx9raWoOj+507d9q2E/Bc9jW7srJCxhLyLUzdCqpXFaR7PB4Eg0EcHBz0JDJms1n82Z/9GcRiMR4/ftyx3eGmoGka+/v7xBy1F/b39xGLxSAWixtad4DjdaDd5yWTSUSjUYyMjLQVAFmWRTabhcFgaHn8GYZBJpOB2WwmP8/lchCJRCSA5wVe/vw3mUwtj5/D4UC9XifeB5VKhaxjtVoN+/v72N3dRaVSgVarRaFQwLNnz1Aul1u2svHTblQqVVMlTz6fRzQahUqlQi6Xw+joKMLhMMLhMGZnZxuEZ6VSiXK5jGfPnmFwcBBzc3PQ6XSwWq0Ih8MoFouk/ZNlWajVathsNvzFX/wFCoUCxsfHkU6nIRKJyFqdTqdJy5Jer8fExAT+9E//FEdHR/j000/h9XqhVqvx8OFDyOVyIijya+HR0RF0Oh1+7dd+7cY8PwQEBL59CKuJwLcOPuN1Vj/od5FqtUoeSHqpmrhz505XVQJXLeScN3t93myb1WrFgwcPiMEez3ULVnwp7cDAAMbHxxtEjXQ6jeXlZdjt9o49zKlUCisrKxgaGkJ/fz8UCkXH8ZlXTS6XA8MwbbN/RqMRpVKpbeY6Ho9Dq9W2rRyZmZkh3hrdZtrr9Tpp/+iViYmJtqNAOY5DKBSCwWAg36dSqWB7exsul6vh/KxUKkgkEojH45iYmGhoA5BKpTAajR2z7Wq1usnRnQ8sTlMulxEKhdDf39/1dz5r3CmPyWSCRCKBVCq99jaBarWKra0tOByOhkCZNy3k91+3rVscx8FsNkMulzcF3gCImHqTlWhSqRTT09NdneuJRAI+nw/j4+PQarVwu93k3OqFWCxGsvDt9mEgEMDBwQFGRkZaCnk+n49MfnI6nWBZFqurqw3TGdbX13F4eAiz2QyVStVWeJJIJA0VSizLIhwOo1qtIpvNIhKJoFKp4O/+3b+Lp0+fkrGKGo0G9+/fbzp+vNjicDga7n8Mw2BrawuJRAJSqRRisRgulwuFQgHFYhG1Wq1pXZqamgLDMNDr9VAoFER45K9VXvgeGxsDRVHw+Xx49+4d9vb2kMlk8ODBAwwODsLj8aBYLDb5ZNhsNszNzWFhYQETExP44z/+4wYDS5vN1nDuLiwsgOO4rtd/juMa1mOO47C6ugq5XN6Vka2AgMB3A0FYEPhWchvKUm8j+/v7iEajEIlELR+QO9HrQzPLsi0fsNrBm1P12sPd6vde5mSEXkuyc7kcALSsAqjVatjZ2YHdbu9J7FAoFKhWq9jd3cWTJ08atkmpVEKv17cNCnK5HHEtPzl9oJd+f5qm8fr1axiNRoyPj7d8DcMwZJyc1+tt+1n1eh17e3vY3t6GRqPBkydPWh7z0w/C/HsrlQpomsba2lrb0XXAcRDp9/uxubmJe/fudVX6zo92XFxcPHN032k6lUenUins7OzAbDYTc7h8Po9UKgWFQkHOBYZh8Pnnn2NrawuTk5NNUyzEYvGZmfZeHN1DoRACgUDTtI52RKNRrK6uQiKRYHZ2tuN37tYgtRdyuRwUCsWZwkaxWEQqlYJUKm04h6RSaYND/lmtW4lEApVKBX19ffj0009brinZbBbv3r2D2+1uMjC9bro1ZeTHJJZKJWi12nN5LwDHFWo2m61ja4vBYIDRaGzrSWC1WlGpVMg9mz9/xWIxCoUCkskkGVfJG4R2undVKhUUi0UYDAYEAgH4fD4UCgWYzWbodDrcv38f+XyeZPD5KUOtjq3f7ycjHSUSCfGaWV1dxZs3byCXy/HgwQPY7XbodDpoNBoMDg62vOfNzc1hdna2aSzq3t4eqeoolUoYGBhAvV6HQqHARx99BIPBgHA4jEKhgJ2dHWSzWUxPTxOvB51OB5lMhng8jlqtBq/XC71ej/7+/gbhIBQKIRQKYXp6GhzHEZGjWq12tdYdHh7C5/NhYmKCVIZkMpkr88AREBD4MBGEBQGB7xAulwtisfhKer9Ps729jUgkgoWFhTMNOGmaxsuXL6FQKLqeINCKer2O58+fQy6Xty0Vvyyq1SoZicfDcRzevXsHAPjoo4+aHlZTqRRisViDR0I3yOVyDA0N4ejoCMVisUFYUCgUTUaS5XIZ2WwWHMdha2sLAwMDGBoaapjP3i2pVAp7e3vI5/NNIkswGMT+/j7m5uYgl8uRz+fPbBEpFosIhULErOy0qMAwDBKJBKxWa1M7xvb2NqLRKGZnZ+F0OmE2m8FxHA4PD2EwGCCXy0n1htFohMFgIA/p3aDRaFq6yZ+HbDYLtVoNiUQCg8GAgYGBhgDMarVifn6+QfAQi8WoVCrQ6XRNr++GSCQClmXbjpE7DV+p0O3YW6lUCpqmkc/nEQqFLmW8bbcUCgW8efMGBoOh5fSJk5hMJiwsLJwpCp7VurWzs4NqtQqr1doUfPFjRHkxtFch6iYZHByEzWaDWq0m0xDm5uZ6vi9IpdIzz1G9Xt+xYkWv1zfdH/hs/traGuLxOKanp/H3//7fRyaTIetmuVxGJpNp8oXY3NxEJpOBVCpFpVKB3W6H2+3G6uoqtra28ObNG1AUhR/84AcIhUKQyWR48OABeX8wGMTR0RG0Wi3MZjPGxsag0WgattFgMMBkMiESiWBzc5ME2hRFdVxrCoUC4vE4PB4PxGIxarUagsEgaXOoVquo1WrY3t5GPp8no7drtRqy2Sz0ej2USiX+9m//FrFYDBaLBcViEXfv3sXBwQGKxSJGR0cRjUaJqMKyLB49eoRcLodCoUCqecrlMhQKBTKZDGZnZ+F2u1EqlSCRSFqKBRqNBmq1mlxTEomEjNcUEBAQ4BGEBQGBc8Cbyn1oJoytHuKuCv5BpJuMBi92XHTkFUVRXVU9sCyLdDoNk8nU8RhWKhVQFIVoNAqn00k+t1ar4fnz51Cr1Q0CBkVRpArg9OdWq1Xs7OxAIpG0zQ5WKhXUarWGaodyuYwXL16QeeTdeEXs7e0hkUjA6/VCp9OdeczT6TSy2Sw8Hk/TdqfTaRSLRUxNTTUFrCdH+SmVSiwuLp6573U6HWZmZqBWq1seb7/fD7/fD5qmm7LoBoMB5XIZarWaBDSZTAY+nw8GgwEjIyOoVqs4ODjA+/fv4Xa7m2a4d+Kis9tZlkUoFAJFUdjZ2YHNZsPU1BTEYnHLCQ6nK6soisKnn36KeDzeUhwol8sQiURtg9jt7W2wLAu73d7VA3+3lQo8JpMJP/rRjxCLxc4cu1mtViGRSC4t8FAoFDCbzV2LGd2sc2e1NE1MTKBSqbQUFd6+fQuLxYKZmRk8fvy4q226LVAURQJE3gjxNgaIg4OD0Gg0xFzwZEXG7u4ukskkmYrDfx+XywWlUgmKopDL5TA+Pk4mqIRCIeItYDQakUwmUSqVQNM0ETxLpRIxNZyYmMCnn34KnU5H1kWaplGpVKBSqVAqlZDJZCCXy/HixQuIRKKORrp+v5+0cPFi1fz8PEQiEfb29sBxHAKBAFQqFVQqFYrFIkZGRsjv1+v18Hg82NzchFgshtlshlgsBsuy2N7eJtOK3r9/j729PeRyOQQCAfzgBz/A2NgYGRnKT4yIRCIIhUKYn58HTdN49eoV5HJ5y+9gsViaxPCbMjAWEBC4vVBXOdtZ4LsDRVEVuVwur1QqN70pVw7f097X13fjpa9XAcuyiMViMJlMH3SZY71ex/r6OgwGQ1PwdHBwgMPDw7Z9v8Avg4d6xbb8ggABAABJREFUvQ6xWIzBwUFS3l2v17GysgKlUkl6YnlYlsX6+jq0Wm1Dvy9N0yTj2q6d4MWLFyiVSnj06BEJZmiaxvLyMoxGI4aHh7v67plMBvF4HF6vt6se2q+++grRaBQ/+MEPmgIylmWRy+XathedNQc9Foshn8+T0W6dYBgG6XQayWQSHo+n5WfyLQRutxsSiQQ0TePzzz/HwMAARkdHSZDwJ3/yJ7DZbPj000/PFDsKhQJ8Ph8xPDsv0WgUGxsbMBqNZGoG72tis9lQLBbh9XrPZfzJMAy++uorSKVS4gZ/mmQyCZZlW5bEl8tlADhTvCuXy2dmXs+CF8N6ncTCX2uXSS6Xg1arvVQRuFarYXNzEzabrUmcOGmQynPan+asa+oqYRgGfr8fNpvtQibJN00mk0EikQBN06SK6azqiUKhAOC4AkwqlRLvGl6IC4VCGB0dhUqlQqFQgNPpbFo/+fdwHEcETq/Xi3fv3oFhGPT19ZHxpqcpFotIp9OQSqVEeOf5+uuvUS6Xsbm5iXQ6jbt372J2dhZ9fX2gaRqJRAI2mw3Pnj3Dq1evMDs7S8bHyuVy/PN//s/x/Plz/MZv/Abx2uC9I1qJbHx1Xzqdxvj4OIaHh7G+vg6FQtH1fea7xDftiFWO4wQ1RUCgA0LFgoBAj8hksjNnq3dDsViEVCq9dcF7NBrF1tYWXC7XtZgyMQyDV69eQavVYnp6+tI+t1qtIhaLoVarNQkLZrMZhUKhqfSXN7oSiUSQyWQNY09PlouLxWKMjY3h1atX4DgOExMT5Gf8g26pVGoQFqRS6ZljIZ1OJzkvTr6vl6w7cJwJ7yVo4TgO1WoVNE03/UwkEnX8rHfv3qFWq+Hx48ctRYzDw0MUi0U4HI4zg/bV1VVks1k8ePCg5fVF0zT+9b/+18jn8/jH//gfw+v1olwuQywWk8BZKpXCYDDgN3/zN7s2bkwkEkgkEtDpdOcSFlZWVlCr1TA7O4v+/n7YbDbS4vDu3TtkMhliVnnyZ/V6HaFQCFar9cxAXiwWw2KxdFwv2gVWHMfh1atXoCgKT58+bft+lmXx6tUriEQiPHny5Kyv3RaJRAK1Wt02cKVpGizLNlQC5HI5vH37Fn19fZcW2BwdHWFnZwder7ft2NHzIJPJWgom1WoVL1++JJNogOPedn66CX98fD4f/H4/MSy8ThKJBPx+P2q1WsO69aHBr3GRSKTJiwQ4No08PSGDPx+DwSDZ//x15/V6YTQaYbFYsLu7i0gkArPZ3LCmBQIBZLNZjI2NETPParWKn//858RHYnt7GxRFNR3X9fV1pFIpTE5OYmVlpWFqC3BskMwwDHK5HGKxGFZXV2Gz2aBSqfD27VtotVpotVr4fD7s7++Tiou+vj4sLCxgbGwMz58/x+bmJqxWK+x2OwYHB7GysoJoNIpPP/20qe3q7t272N/fh81mA0VRmJycRD6fB8dxSCQSCIfDGB8f/6DafAQEBG4WQVgQEOgRtVp9ZoB4FpVKBa9evYJarW4ZNKbTaezt7WF0dPTaWhd4zGYznE7ntU0+4I2kGIbp+vXA2WaSYrEYDMO0zBzpdDpioneSV69eoV6vY3FxEUqlsqH39jQikQgSiaQpmKYoivTb9kovZem9ZmJLpRKkUmnLQHt0dBSBQABbW1uk3JWm6a6CcrPZTPwmWjE5OUnaF86CNzHrVGWh0+kgkUiIgZtOp8PCwkLTFJiTQTY/EWN0dLRli8HAwACUSmXPngY8+XyejLY7HRRPT0+jVqsBOBYTTz7cx2Ix7O3toVQqta1i4aEoClNTU+faPo7jYDKZzjye+Xwefr8fHMfB4/GQah6GYUBRFA4ODmA0Gpv20+lr8rQYxrerDA8PQ6vV4vXr16BpGo8fPybnjUgkgkgkutSKBT4Y0+l0yGQyWF1dxfDwcNfBvM/nQ6lUwsTERMM6wjBMy3OUN0dt9x1qtRpEIhGMRiNyuVzLdhJ+LbyqMnOr1QqGYc59rn8IMAyDvb09SCSSlvexWq0GmqaJaWM0GiXVaG/fvm15L6rX6/irv/orlEol/MN/+A8hl8uJIeK7d+8glUrxj/7RPwJFUQ2CdTgchlQqBUVRiEQisNvt6Ovrg06ng9/vx+HhYYPXyscffwylUolAIIDPP/8ctVoNKysryGazqNfr0Gq1GBoagtvtRjAYRC6XA0VRmJiYwD/7Z/8McrkcWq0W5XIZGxsb2N3dBQBsbW2RagoehULRsKb4/X74fD6Mjo6SyrBCoSAICwICAl0jCAsCHxydDIY+FGQyGcxmc1un+kKhQP5ct7Agk8nODHIuE6lUisePH5OM+VnBz+vXr8EwDHHzbgdFUdDpdD1Vlkil0rYO4adRKBQte6v5DH83UwjOSzgcxrt376DRaBqCs3bw8981Gk2TqSXHcbBarZienibBEl/uOzw8fKbYcZYvgUajgUajaTKdbIdOp2s70lAqleInP/kJxGJxw8PuyWuk1eg/PvBt1/rHsiz29/ext7eHpaWltudVvV7H5uYm9Hp9UwtNu/ecFHNOf3+LxYJyuUzm0V8GNE3j3bt3MJlMRORYXl5GsVg8UxCtVCowmUzIZrNIJBLo6+uDz+eDz+eDx+NBMBgkDvs89XodL168gEwmw/T0dMuAOJPJkKoN/rqIRCIol8ski6zRaPDRRx+d+f0qlUrL35HL5ZDL5eB2u8mx1+l05HxPJpNgGKZlVU47YrEYyuUyRkZGyPmYyWSwvLyM/v7+Jt+MSCQCiqIaqiNcLhecTic4jsNXX30FiUSCpaWltkaJJ49Vp4DuLL+NdojF4rbtX7eNer0OhmE6fsdcLkemXBweHsJoNMLhcJB2gNXVVbAsi9HRUSiVSnAcR0buSqVSKBQKFH+ziOex5xDdFeHNP3pDvBVOXtMikQgLCwuo1Wrk2Pl8PhwdHYHjODLC+e3bt3j27Bl+8pOfgGVZbG1tQSqVYmlpCbFYDJFIhJznBwcHYFmWVMoBgDKnhPxHcoxgBIm/m4D4iRi/+qu/ir29PZhMJuzv7xPDXt4Us1KpIJfLweVy4Xvf+x44jkMqlQIALC4ukolC+/v7TaMzT2IwGKDX66HVaiEWi2Gz2WAymVCv13F0dASLxSKM8RYQEOiIICwIfFDUajW8fPkSSqXyQtMDbhqRSERKZVvR19cHo9F4JT2wqVQKGxsbGBsb63o82WWRy+WwsrKCwcFB4vwNHD9A8se1U5UAADI2kX8w2t7eRjAYxPDwcMMDfa1Ww71793oSoE5PVwCOq0e2t7cxOjoKqVSKQqEAg8EAiqJQq9Xw/v17DA4Okod1iURypecmTdPEI8LlciGZTJ45OpRvDzgtUlUqFXz99dfgOA5Pnz5FLpfD69evYbfbW7bp7O7uIpFIYGFhoaeAJhgMYnd3t6OnBXBsllcqlTqe9ycfbDmOw87ODkQiEYaHh1EsFvHq1SuUy2V4vV5ks1n09fXB7Xbjo48+ahn8873GBwcHmJiY6CgqVatVxONxVKvVhu9hsVhINroXeFO5k9+nUChcSJRiGAblchmlUon8m0KhaKjeoWkamUwGOp0O8XgcDocDEokEdrsd3/ve9xoy5rwwYjaboVKpmraNz9LzXhpTU1NN56PH4wHLsuRY8SMGC4VCT2vc4eEhDg4OMDk52STG7O7uEuGilRhrNpvbjpVsB1+efvI64CfBtFpXePPV0xnvk0LHWb/fYDA0TZs5DcMwePnyZUe/jcsgEAgglUphamqqo+Bb9pXx3Pu89Q/FgEQrgbxfDu0DLez/0A7jD7qbPsFn6hcXF9tWcIyMjMDtdoNlWUSjUVSrVTgcDlitVnAch7W1Nezv7yOZTGJwcBBff/01dDodJiYm0N/fD4lEAhF1fF2oVWp873vfg9FobBqVnMvlYLfb4XQ6EYlEYDQaMTs7S8wjBwYGSJWATCbDn//5n+PJkycYHx+HTCYjo2J5EbhUKsHhcGBgYKCtMDw+Po7x+eP3T05OgmVZJJNJZLNZYo7KV6BIJBIy0vbRo0eQSqXw+XwwmUyk1UoqlSIWi2F9fZ2MjTyJwWDAwsIC/H4/9vf34fV6YTKZkEgksL+/j2KxiMnJya6OnYCAwHcTQVgQ+KCQSCQwm80XMlj7EKAo6sqMtXhzO748+zrhM1Cnf7dYLIZer+8qG3Iy485xHCKRCNbW1iAWi4mwUKlU8Pr167atJicJhUKIx+OYnJxsGSyUSiWUy2WUy2UcHBwgl8uhWq1Co9FgZmYG9Xq9pyxot1SrVSSTySYjMH4k2cLCAhm5eBb1eh2FQqEp8F1fX8fr169htVoRCoXAsizy+Tz6+vpa9tjzv/tkhq0b+DFlZ53TvBt6t4RCIfzsZz+DWq0mwTE/857vseYD7HZBP0VRUCqVWFhYaPL4KBaLODg4gMfjgVarhUqlwt27d5tElcvyIuFnxV+k916pVGJpaYkEpvy4xImJCdKysr+/j3A4TJztOY4jlSmnK3w0Gg1pG2p1fHgn/Hg8juXlZSSTSXAch/39fUxNTUGv15PqIeD4mvV6vTCbzS29OxKJBLRaLdnH1WoV4XAYbrcbKpUKCoWiZZA5NDTU0F5w0i+FpxtRoVqtIp/Pw2KxQC6XNx1rrVbb1n9idHQUXq+3ZRBOUVRbI8tKpULO3W78Jbrx27gMUqkU0ul0114lLakDTIYBk2FQXCki8j9EYP4tM6b+xymIVZ0rrbRaLViW7XjcRCIReR64c+dOw/lJURQePHgAp9NJTBN588q1tTXMzs7iV37lV5CVZ1FDDSKxCPPz81hfX8fz589x9+5dFItF7O/vo1qtEjHZ5/NBo9Fgbm4O9+/fR61Wg1wux/7+Pj766CPk83ns7e3BarViaWmJbI9Go0E4HMb29jZ+9rOf4d69e1haWmq7LopEIjLuNxAI4NGjR3j8+DE4jsMf/dEfIR6P49d//dextbUFt9uNvr4+OJ1O5HI5HB0dIRqNIpFIwOFwYHh4GBRFIR6PNwjzrTCZTHj37h0ODg7gdrthsVgwODjYNhHx9ntvkf0sC7lHjke+qxO6BAQEbj+CsCDwQXFWpv+iBINBsCxLRgZ+G+E4DiKRqG1Z+FViNBrx5MmTlr4EUqm05QNkJ6d7/sFxbGys4YGyXatJsVjEzs4OBgYGiCljMplEOp1GpVJp+aDudrthMpmIYeezZ8/IaEaDwYCnT5+SjBNvkgfgzMqLkzAMg1gsBpvNRvaBz+dDOBxuMgLTaDR48OAB5HJ519lX/kHydHBdrVaxsLAAj8cDp9MJmUzW0i1+ZWUFxWIR9+7dQ6VS6TkzbzQayf7gOA6hUIj0vl8EjUYDk8mESqWCw8NDTE9Pk8oLfoTeWcGXSCTC3bt3W/4slUohkUhAo9GQc6mXbT48PEQqlcLs7GxXx0qn00Gr1UKj0TT18ScSCQBoGvnWipPfeWtrC6lUCkajEel0Gh6Phxxnl8tF3OZbwXEc3r17R0qnRSJR23YFq9UKg8GAaDRKzECr1Sr5ucViwccff0zOnVaiQiqVwurqKhnjCByvyYFAAGKxGP39/W2Dm5OGpRzH4cWLFwDQENh1w/b2NpLJJO7cudO2XaEd/DrWiUKhQEwqefNRfpzs/Pw8eR2fbZfJZE3C1UX8Nnphenoa1Wq1JyFfe1+L8X9zopWuDtRiNaT/Ko2j//YIbJlF8k+T2Pynm7D+t1aYTKa210a3Jp6Hh4fI5XJktOtJZDIZqQrK5XKYnJwEwzDY39+HRqPB119/DQnb+Pv51i2ZTIZUKoVarYa+vj7I5XI4HA7kcjn4/X5QFEXWRH7ii9FoRCgUglKpRD6fRyKRwKtXr7CxsQGDwYCBgQFiUhsOh/Hy5UvMzc3BbDaD4zjI+mX4Hvc9JJNJrKys4M/+3Z8hEolAJpPB4XDAYrEgnU6D4zjI5XJ8/fXX+OKLL/Crv/qrePToERiGwRdffIG1tTU8ffoU1WqVTJPxeDywWq345JNPOu5PjUYDj8eDXC6Her0OuVxOPCgEBAQEOiEICwICJ9jf3wfHcejr6zvXSLgPAblcTjJ/N0Grh0iaphGPx6FQKOD1eht+tra2BpZlG4KSk7Sa0NFOgMrn88hkMtBqtURY4M0F25Wfn3QcN5lMcLlcMBqN5GH/9IPseQSbYDAIn88HmqZJ1YXL5QJFUS0rEnqt2OF9LE7z4MEDcBzXEAy1yp7V63Xy5+3bt5DJZD0HbDz5fB47OzvQ6XRtA/p2nO4NzuVyMBqNKBQKDfvkooIFj8PhgEwm6xjMRyIRJJNJTExMNJ0LvK9ArVbrSlgwmUwwmUzY29tDMBjEnTt3SLC8trYG4NjcrRdjUF4w0mq1qFQq2N/fh1gsxuPHjyGTyTpO/OD9AnhDUrFYjGq12rYNZnh4GIVCgUx2OP26Tmvq0dERDg8PodPpGoQ0t9sNsVjck5ksRVGQyWTnMlB1Op2QSqVX5pHCcRw4jiMVFVKplPiKrK+vY2xsDNlsFn/zN3/TsB60gmVZ0DTddVtSpVKBXC7ver+0Mqc9C5FaBM1M8xpi+qEJ1t+14u3Tt+BqHOL/Po74p3H0f78fw8PDqFQqWFlZgdPpbGqX4jgOwWAQOp2uZZtLIpFAoVAATdMd/WZyuRwCgQBomsa9e/dgs9mwvr4OCo37Y2BggCQXToquPNPT0ygWi8jn86BpGisrK2AYBnNzc/jqq6+wt7eHXC6HaDSKWCyG169fY39/n5gu/oN/8A+QSCSwvb2NWCyGUqmE/f19Mgb0/v370Ol0EIlEUCqV6O/vh8VigcViwd7eHg4ODrC3tweVSgWDwQCbzYalpSXs7u6iUCiQ9eOzzz7D3NwcDAYDEolEU6vg27dvYTKZWvrkzM7ONlSLsCyLTCYDg8HwrX02EhAQuDiCsCAgcIK5uTmS0edpZ3R0GzlrYgKfRXz06NG1fCeWZZuc8Fshk8lw//79lg+xY2NjTbPhs9ksWJbtOqNI0zR2dnZgt9uxsLDQsD0SiaTt9vEmhgMDAyTrNT8/3/ac4CsoesVut6NWqzVkjnlH+6uk26DB6/UiFArh5cuXALrLmreCpmmo1Wp4vd6GACEcDiMSiWBqaqptkPTmzRtUq1U8fPiQBA92ux3VahUul6tnU7F6vY6DgwNYrVbo9XqUSiWwLEuEFY7j8PLlS4hEoo7mil988QWCwWDL+e/T09OgaZoIU62MJVshk8magrrx8fFzrUVWq5Vk+d1uN46OjlCpVLoubT+ZqYxEIvj666+JV0Y+n0coFILX64VMJoPRaCTXZK+mgnx71tTUVIPYoVAozpUt7VW0Ao7N9AqFAqanp68seNJqtWTkZyAQgMViwcLCAt6/f49YLAa3201aebxeb5PZ6kk2NjaQSCRw7969M9uMEokEVldXG9ayq4Bjm4XVer2OTCYD030TbP/Ahui/iwIA1Btq2P6Xx2terVYjwfpp+NaC0yMaeWZnZ0HT9Jliudvtxscff4xUKgWn00mOxdfir8l2tpr4cbrqSSwWk+qceDwOs9mM/f19fPbZZxCJRBgfH4dOp8Pbt2/x6NEjuFwuPH/+HBRFgWVZMAyDsbExFAoFcByHN2/eIJ/Pk0pClmUhlUqRTqcRjUZhsViIaapKpSLVELVaDW63G0NDQ7Db7VAqlXj37h2y2Sz0ej0GBgaQSqXwve99DxqNBltbWygWi3C5XDAYDKhWq6hUKi33lUgkQjgcRj6fx9jYGAKBAA4ODroy9BUQEPjuIggLAgInOJ29W1tbQyaTwYMHDz6IKRT8uMT5+XnEYrH/P3v/HR9Zdp93wt9bOUekQs4ZnRvdPd09wyE5zKRk0iJtUbZFWfLaa8tpvWs5vGtrHXYle2159X7kV7aStZYlmZapQFIUyeGknpmO6IicgUKqnHPVff+ouaergAIa6OkZcmQ8/MyH3Y3CrVv3nnvq/J7z/J6H5ubmqkXS0tISOzs7qFQqUcTW6kV+VlhcXGRjY4ORkZEnGkUaDIaaRVOtncoHDx5QKpWq2hAOwvLyMl6vF1mW9/TRHwSj0VjTG+Cg4u5pCBuj0fjM+vShLCn3+Xz09PQ8fW90Baanp9nc3BS+EpWRjclkkmKxiEajIZ/P75tikslkePnll0kkEnzyk5+sUhWEw2Gi0Sjb29uoVCpaW1v3XMfdpp1QXvD39vY+1WcKh8N4vV4ymQx2u527d+9SLBa5fPmyGFNGo/GJz8X58+epq6urOb4ryYF4PM7ExAQej2ffey3LMrOzs+h0uj19/M8q/rXSNPWoUDwHDAYDsViMP/qjP0Kj0VSpDIrFIisrK9hsNuFUf5hklr6+Pjo6Or6v0XbBYJBkMnkkFcBhkEqlMBgMYiypVCpmZ2dZWlqis7OToaEhBgYGSKVSwpX/05/+NFqtlomJCdrb22vGpJrNZhEj+yQYDAaMRuN77uqfzqT3/JsSq9jb24v1vFUQC/asvarF6OLFi1Xfsxlvhs1/v0n4O2FUCyoSiQRv2N8g1ZSi8c82cuJnTqDSq9DpdPt+P5eyJby/6MX3Oz5Sc2W/FWOHEe2f0aL+n9UEcgHRspOIJ8T1rnzeSqUSkiTh8/kIBALU1dWxtbVFQ0MDfr9fJEMUCgXOd54n///mCf1xiDHvGJv/ZBNDl4FP/ZlP4TvrI7WaYv6T88wzT8c/6UD9E2pmZmaor68nFotx/0/uU3qh/J3s/kk3Fz53ga2tLdLpNFqttuxzE81xMXWRla+tEJ+Mkw/nuZa5hsqswthqZLxznMRHE2Aot6EZjUahgvF6vVy9epXzuvOUXiwRJMjWr2/h+XEP0bejbPziBtFrUXI7OWSTDANg/wd2XB8up8VUrpGmf3yanf+0I/6eXc3yqvTqnnsw8OsDeH78sQpJLsrs/OcdfP/VR+J+gnwgj6SW0NZp0TXosI5bcX7UifszblTaY3XEMY7xQcIxsXCMYxyA76dSIZ1Oc/fuXRobG5/Ya6rIlJWF69raGpubm6JIU9Dc3Ixara7a6b916xayLHPhwoVn/nkdDgfxePyJ0v1CocCNGzcwGo2H2mns7u6mUCgcilSIRCJsbm6i1+ufGI24G4qfQTabxev14vF4qt5TlmV8Ph9Op5Pt7W18Ph9jY2Pf99zvzc1NAoEA9fX1zySvvquri6amJlpbW/fs5t2/f1/sxOfzeS5duoRer8fv9wsjSMUVXYn7UzLZlXSNgYEB2tvbmZ2dJR6P74nr9Pl85aKk4t92dnbY2NhgaGhIFK6bm5ukUilhVHYQ3G43/f394lnweDwkk0mSySQ2mw1JkmqmhOxGR0fHvnJ1WZYF6aL4PRw0Nra3t5mbm6O+vr7mrrJiimixWJ5pROVh4XQ6RQpBNBqlsbERm81GQ0MDXq8Xu91ONpsVcnOl4D1Mr7wkSTWvTalUYnl5Gbvd/tRKmcPixIkTIt6wWCzy8OFD7Hb7nvYsKKu/bt++jdvtZnBwcN9jRiIR7t27R1NTk3hdPp/H6/WSTCbF7m+lUaRKpaKvr49QKMT9+/dZXl7mxRdfrCp2w+Ewa2trNVtOasFisTwxbvRZoNa5KEklDoeDqCYq/l3SVD+jlYoD77/zsvj3F5Gz1QqIYqCIPqAn8ijCrd+6xegfjmIerP39kt3Icv+l+6SmU1X/nnyUJPkoifc/esn+bBZVSYUKFSqVigcPHhAMBnnuueeIx+NotVoWFhbE3BMKhUQsscvlEsR8Y2Mj8nWZ+RfnKSUfm9uWMiUKwQLZ21k0JzVofurx/JlMJMn6szidTjQaDbIsV82vzZ5mRq6M4PP52NnZwWAw8Hu/93s4/lcHdr8dzTv/A5CRKUaLFKNFdJM6nH/sJPeVHB3/sAO3202xWBTEend3NxvXN6quyco/W2Hln65ApS9vDrgBsz88S+fPdnLif69tPnoU5AI5Hn7yIfHb1coUGZnsWpbsWpb47Tibv7TJheULGDsPHxd9jGMc4/uPY2LhGMc4AMPDw9+3VghFMvmkxIFwOCwiDxWZaDqdFvFxlbDb7UL2fevWLVpaWsSC5lkjk8lQLBY5ffr0E6+fYnp22IL8KLuuShFW6aIeDAZZWlqiv79/3x32SqyurgqipnLn0OfzMT09TVNTE8ViUTiIp9Npenp6DnXso+CwY7Gvr4+GhoY9pEI6nSYcDoukCVmWWVtbw2azMTc3h0ajqSk1PqiIbW1tFa7o6XRaXOOVlRVWV1e5efMmV69epaWlhc997nPE43GRIKCkH6jVaiwWCz09PcTj8SqFSCqVYmpqCpPJxMDAAGazGY1GI/wLKj0w1tfXSafTtLa2HiiLTiQSLCws0NHRgdFoJBAIsL29TTKZJBgMcvHixWfiQTI5OUkoFGJ8fByTyXRgNKCSea/X6/clNDKZDOvr65hMpu8LsVAJu93Ohz/8YVQqFYFAgD/8wz/EYrHwoz/6o/T392OxWAT58G6QTCZZX18nGo0+c2IhmUxWmaBW7nwrBNhBc2OlV8J+MBgMe4xKtVotnZ2dDAwMHNjC4HK5OHv2LPPz83veZ7dXQywWY2lpiZ6enve8heogVBrZKnGioVAIo9GIRqMh+TApXmvsrl00rvzzFVb+PysA6Nv0tPz1FkwjJvTNerI7WTb/+ybh3wyTnk9z/6P36fluD44uR9X3RzFTZOIjE2Rny2oE1ZiK8IfCtF9uZ+K1CVyTLpxvOtH/cz1SSaJAuQWioaEBo9GIWq1mYWFBkAgqlYqOjg4sFgvd3d1i3DQ0NNDS0sLKd1dY/dIq5ECWZHgJGv98I84uJ5G5CIU/KhD8oyD1v1lPkvI1SCQSZOLlVgSj0ciXvvQlNu5ssPR/LAFl49WX/8XLXLp0iYaGBmZnZ1GpVGgkDVF3lEBfgOEfGmb4Q8OotCpWbq4QvBak9PslVCkV+l/Vs9m1Sfc/6kaj0TA4OEhzczOZTEaYwQJs/9o20TeiGE8Z8V30kWxIcnLsJP5v+5H/i4yclFn5pys4PuzAccUhfq/7X3TT9vfamP3KLPHbcXTNOk78yV7yQd/6+L4s/M0FQSo4PuKg6S80YegyoLapKUaLpGZSRF6LEPx68HAD7hjHOMYPFI6JhWN84OD3+9HpdM+8aNsP3y/Vgtls5vLly3uk2LIs8+DBA7RaLcPDw2LRU7nTYTQaaWhoYG1tjcbGxj2LV4WwyOVyB/bwPi2SyaTox9dqtTV3zRXFgSRJqNVqxsfHn/l5QFmOvjt7W9mZVqTHT0JLSwsqlWpPYeN0OmlqahL9uplMhmvXrjE1NUUulzuSweHW1hZbW1sMDw/XLGq9Xi8PHz6kp6dnXyn9/fv3kWUZm82G1+vFZDJV3fvl5WV8Pp9YEMdiMZaXl7FYLKJQOSr2S1AZHBwkFosxNTXF+vo6mUyG1tZWbDabiL/cbbJY6eyvwGg00tHRIczGGhoa6OrqYnt7G4fDgdvtZnNzk0gkwsDAAKVS6YmkQCwWIxKJYLfbcTqdIkbT6XRiNpurZNXZbJbFxUVaWlqONOeUSiUCgQDFYnHPM1wsFllfX6e+vl6oeVQqFf39/ahUKgwGA8VikcXFRVwulxh3RqOR0dHR75vx6m5UJjx0dXVhsVhQq9WieFEUUu8GVquVoaGhZxq/m8/nheLA5XLVjIE0GAyMj49XtRn4/X6sVisGg4FQKER3d3fNFoXdx6k1x9ZScZRKpT3PRWtrK83NzahUKiYnJwmHw1y+fBmXy8XVq1fFPYhEIuK/7yexoGBmZobp6WnGx8cZHh4utxvswM5/LkvnJZ2E9LxUFREKEH07yso/WQGg6S830f/v+6vk8Fas1H2yjuhPRLn/kfvkNnJM/71pnP/CycmTJ8Xr1n9uXZAKth+yMfI7IxRLRQwGA4nmBMVikeHIMFNfmHq8Sy+V1XAGgwGz2Ux/fz9Go1Gomh48eEAoFMJms7G8vCzm0Tt37rDxlQ3sufL8YPmnFtSfUeOL+XAPuum51EPwM0HMp8ys/bM1cY56vR6Dw8Dy8jJtbW14vV7eevMtPJTbBhSiVlG8nDlzhra2Nnz/m48bmzeIRqO0nm7FfrH8vvUt9bycfRmf3cfp/3Sa+lQ98n+Ukf+hjMvlorW1Fa/XS09PD8Z2I+usl6/5G1EafrSBod8cIp1No9fry/4OdTt4XvCw9WNbIMPGv9uoIhb0LXr0LXpU5vL9kbRSTeNOBaVsCf/v+QFw/5Cb0a+N7llfOV5w0Pw/NVNIFI7bII5xjA8gjomFY3ygkM1mmZycxGAwPLUr/bNEMBhkc3OTvr6+92SxX2tRXiqViMfjgkiw2+17IuDW1ta4ffs2kiQxNDS0R6prs9mqesl3H//d+i3Mzc0JGbzdbkeWZVHIqVTlXtk7d+7Q2Nh4oIxYQSaTQZblQ/VqHwZtbW243e5DpSsou4KKvF7py+/p6UGn01Wdv8lkErnplc72h0E0GiUWi5FOp2uOJUVdUCgUaG5urllopVIpZFnetwhT2hKURAybzUZvb6+IOTwKiabEEO63u261Wrlw4YIwWLx27RoXLlxgcHCwyuSvEvl8nomJCRwOBwMD5cg6SZLo6uoSRmNKLJtKpcJkMpFIJPjmN79JLBbjR3/0Rw/lReDxeDCZTKKgUbLaaylm/H4/9+7dI5fLVcUB1kIlYZBOl3vNGxoa9vR/r6ys8PWvf53h4WFeeukl8e9KkVosFrl9+zZra2v09fVVEVrvdTvAURGLxTAYDHzyk58U/6YoohwOR1Wx9yQoRnK7x7+ieigUCkxPT+NyuZ7aK2JlZYWVlRWGhoZwOp3iWaiFyvkmHA4zOTmJy+VibGyMubk5oDyWKp+bbDYrWl+grGqKxWJ0d3c/cV5dXV1ldXVVKHmgfC01Gg06nY6bN28SjUYZHBykrq6u6nhtbW1YrdYDUz6eBIVwa2tre9eE+tbWFn6/H2TQJXQkv51k4h9NUIwVAWj++83MR+YxThurWjRW/8UqlMDQbdhDKlTCfslO019tYvPfbsJ3wP3v3ExPT2MwGOho7WDjl8pSf9kqc+I/nUBjeLzc7e/vZ3p6muhIlKYfb2L717aB8rhLJBIEAgEaGxtJpVJVJE1TUxMajQaHw8HQ0JD4DtauaLFvlIv7zMkMqXMpPjT4IZaWllhZWeE73/kOoVCIj37po2h+V0NhrgCUx1coFWJiYgKtVsvo6GgVeamouL773e8SDof5iZ/4CdRqNYH+APaHdnZ2dshms6yurtLR0YHP5yOZTNI62krL/95C7mdyFFeLJB8kidWXEzH0ej1Op5O8Ky+IBW2DloH/OICkloQHR11dHVeuXEGj0ZD4hQTx23Eir0aefkAA+WAeOVcmr7Xj2gPHmMZyXJ4c4xgfRBw/ucf4QEHJU35WBea7RSAQIBgM0tTU9L7tIiq7+wctUg0GA42Njbhcrn0d1WslAmxubjI3N3cos8WD0NHRIXqilbzv1dVVuru7aW9vr9lvnsvl9igvoLywfuutt9Dr9Vy+fJlIJEKxWHxX5ydJ0qEjGzc2NlhYWBBu2Ovr6+RyOTo6OmqapsXj8afqB+/r66O1tXVfUqCtrY3Pf/7zB3pWjI+Piz7dWj4DJpOJbDbL2toa3d3dSJIkWhni8fiRYhoVsqdWe0Y8Hmd5eZmuri5GR0dFBFt/fz/pdJpcLicW0Pl8XqQzxONxYXS3G3q9vqpIvXLlCpIkkcvlsFgswmDtMJAkaU8Btl8bjkJgVI5LRTWk0+mq1DCBQICVlRXS6TQDAwN0d3eLwnVmZoZgMMjIyAhLS0vo9fp9i+NsNks6ncblcgmCBcrX3O/3H6gEiMVibG9v09XVVTU+lQSHzs5OAoEAq6urjI2NHbi7nc/nWVtbE+0qSoyjgkQiIYigStJFiWs8auzn7du3kWVZ3NvdSKfTBINBSqVSzWuXTqfJZDIHpsXodDq0Wi1Go5HBwUEWFxcJhUIHEgxQJso8Hg9utxtJkoQJbOV5ZjIZbt68ic1mE9djfX2deDxOU1PTE1UXdrtdkHxQHge3bt3CbDZz7tw5Pvaxj+17rpIkHTolZz8sLy8TDoexWq1HO1aF0Cn6WpRXpVdRoWKAARbe+Z8CbbOW/BfzlL5colPfWWUmWUgUCP9JGID6P1t/4I61LMvsNL1jHJiD9e+ukxsst2TpFnXkfeUWQtWLKu7N3+P06dPimbHZbEJFl30pC79WPowkSfT19Yk0I6/XS6FQEORxQ0ODMD12uVyCPLTOWglTPu/b9bcJfTfE4OAgW1tbTE5O0tbWhsFgYHFpkc4vdhL852WZfyAYQK/V09HRgdPpRJIkBgcHWeOxqsFut9PR0YFGo+HmzZtCUdHa2orP52NycpJipIhuVId6S0231I1dtrPp36SO8nfQ27/5NokrCVZXV0VChHK+APU/Uo/atHc+UeY867iV+O04+UCeQrSAxv50pYPWrUXSS8hZmfDvhSn8zcIxgXCMY/wpw/fliZbK38RngavAEOACHIAK+F9kWb77/TivY3ww8DTRY+8Venp6qK+vf+Ki9FnjSQkVlQugSiSTSXw+nyjud0Npq3i3u1UulwuXy8XMzAzb29u0trbidDpFMWc0lnepFHIkn88L88Zz585VHWtiYgKfz8epU6eEHLhYLHL16tV3LbM+DKxWK0ajUZhfjY2NkcvlkCSJqakp3G43DQ0N5HI5dDody8vLSJKEy+USvbqHgeIzcBAqowP3O4aCWvdwfn6eV155hba2Ntra2kThOT09TTgc5uzZs4eWUSuxmsr7xONxMpkM9fX1hMNhQqGQMGHs6uri1KlTdHZ28uDBA9LpNBcuXMDv91MoFNjc3GRzcxMo7wBXFtP7QXlfnU7Hpz71KXw+H1arlQcPHtDQ0PDMUhQaGxs5c+ZM1fOkqIZ2E0t1dXV0dXVRX1+PSqUSbSLFYpF0Oo0syyLq8UMf+tC+ah2TycTp06cxGAxVhMfq6ipbW1toNJp9FTEbGxvs7Oxgt9ur/A22t7fZ2trCarWK1o8n+bf4/X5hxBgIBFCpVDz33HPi5zqdDqPRuGdMarXap4p7rK+v35cgUqLyTp48ue9zMjk5SSKREJ4WtdDc3CyUIX6/H5/PJ4z4DoJGo6kal7WIQ41Gg9lsrnqGBgcHWVhYECqJg+YDZd5UoNVqcblc4vM2Nze/q1SPJ6G7u5tIJHJk1cOTfCYq4fyUk/QX09jt9j3PaGIigVwosxTrP7/O+s+vH/q44cUwXc930dXVxZ3/447492XDMt5veTEajSKiuLW1lbGxMR49ekS4LoyklZDzMslkksnJSQYGBtDpdPT396PX61ldXSWXy9HV1UWhUFYbzM3NEQqFGBkZYe3Vx0TA+R87T0AT4Nq1a8IX5KMf/Sj5fJ65uTkKvQXxWp1WR3d3N4FAgMXFRebm5rAmrfRSTroJhUJ4V7zodDrC4TBvvvmmIFL70n10/1Y3LW+3oIqpmGUWQLRRmHg8/pfuLvHhv/phmpqaao4f8/DBJLvW/XieK8SenlhQ6VU0/cUmtv7jFtmJLNc7rlP3Z+pwftiJ7ZINY9cPxobRMY5xjKfH+0osSJKkAf4a8LeBzt0/psx716TJJUn6ZUDRjK7Ksvzie3OWxzjG4aHRaJ6aVEgkEiKvPhaL4XA4mJubQ61WH8pF/WmwtrbGzs7OvuZvTU1Nz6wggzIJZDab9+ywJpNJ7ty5Q1NTE/39/UQiEdRqdc2itqmpiYaGBuEr0NfXJ1Iw3g/Y7XbcbjcrKysYDAY2NzfJZDIMDg7i8/nI5/Mkk0nW1tYYGxvj1KlTRKNRbt++TX19vdjZzOfzIsd8c3MTj8fzzNMjdnZ2kGV533tYX1/PuXPn6OzsrCqKlUL4KEqg3dd/cnKSTCbDxYsXhfJCKVA8Hg8f/ehHSafTtLS0CH+LpaUlHA4Hg4ODGI1GNjc30Wg0h1JPRKNRlpeX6e7uxmazYbPZiEajhEIhVCrVMxvHarV6j4/EbtVQKBQin8/T2NhYMyFicnKSWCzGuXPnMJvNOByOJ977Wn4Ora2taLXaA9Uw3d3dOByOPcSiYjzX2Ngo4mafVBA2NjZSLBapq6sTBVUlFLPMZxFpChxIKCUSCVKpFBaLZd/3a2lpEa0Zm5ubbG9vMzIyIsbU7oK5rq5uj/y8EtFolGw2W5OkrYVa5qdms5lSqUQ4HCaTyRxaKQVlondsbAwo9/dHo1FOnz59KL+JbDZ75PnFarUKr5hsNrvvdclms4LA6+joQKV+rCyQ+2Xq/lVdmbzWqAmvhok9jJH8rSSpRyl8v+LDseyg4Vt7r2nOlzvS+VaimCxy48YN2trasEt2ApTNCYOlIHV1dXg8Hr7xjW+Qz+f50pe+JDwUPB4Ps+5ZcttlxZyklrh7964g/65fv869e/cYGBjA5XLx9ttvs7GxwfPPP4/b7cZqtaJOqilSbvGwtFmQczIrKysMDAwwPj6O0WgUKraF7AJRyskYbrebQCAgIqCLxSLBYFAQC263m4GPDPDaa6+hUqlwu91lUuyX4NEvPQJAxZPbFrVFLcFgkEuXLrG8vMza2hodhcfzlMpUfYx0Os2jR48eE1kVP5aLh/fhqfU93fsLvRRTRXz/xUchVGD7V7fZ/tVyK4quWYfr4y6avtKE46rj0O9zjGMc4wcH7xuxIElSN/C7wBnKJAI8FtAdZnv0d4CfeufPHZIkXZBl+cazPctjHOP9QSaT4c6dO5jNZpxOJ+vr6/T19bG9vY1KpaoiFkKhEMCRCIxkMsnGxsaeXPiOjg7MZvP71qdtMBhEnFolJElCpVKhVqtJp9M8fPhQ5ILvRm9vb9Xfn1QwrqysoNPpqkzVgsEgFovlSAvtYrHIysoKdXV1uFwuEUPo8/lQq9XY7XZOnDiB2WwmFAphMBjQ6XTC3C0QCIhCRpZlvvrVryJJEmfOnOHWrVucO3fuUP4SCra3t1lZWWFkZKQmAaPI8+fn53nppZdqRmvW1dXtuffxeJz6+vonmtDth7m5OSKRCIAgSxTFRiVmZmZIpVKMj4/T2tpKqVSiu7sbp9MpPo9Go+HWrVsiSeEgrK+v89prr+H1evnMZz4DlIvxM2fOvC+tUpWqoampKQqFAm63u2aLUTAYZGVlhXPnziHLcs1Wj1AoxNzcHAMDA0KGrsSZ2u12YShXK4ayEnq9vqaaQafTVf37/Pw80WiU8+fP71vsqtVq8fyaTCbW19erdrTtdjvRaPRIxfLT4tSpU5RKJWRZ5s6dO9TX1+8hfCq9TSo9S3w+H5ubm3tavCRJoq6uDp/PRzqd3kMKTU1NiQL73ZCAIyMjZLPZA69TOp0mkUjsq0iSJIm1tTVyuRwXLlw4kFxYX19ncXGRwcFBmpqaKJVK+Hw+XC7XE9VuAI8ePSKRSHDhwoWaz1I+nyeVSpFIJPb8TGfTEbQF8bR6sNfZy2Z+n4bbH7qN9Hck5OsykZcjrPzTFbr/efVYVtQKAC0/08LO8A5Go5Genh402hrLVRnWvetYLVYCUgB9Sk8ul8NkfLxbr9FoMJlMaLVaxsbGiEajghBUkogU01q9Xk80G+XevXv09vaiVqsplUpCleNyuTCbzRgMBmHcC+XWCqW1QDFrHRwcZGxsjJ2dHba3tzl9+jQ2mw1PkwcvXgBU6rI6UCFHX375ZdFeAdDb18tOtqw+CgaDbG1tkf7DNIlfKl93fbuembEZrqeu03KmhZMXT2J1WZmZmSG9lObs/10mufr7+8UcG4vFSCTK5pUKtre2aZKbhFIom82STCZr3t/dCIVCJBPJPf/u8/mYmpqir6+vSiWhNqkZ/s/DdPyjDvz/1U/k9Qjxm3GKiSK5zRzbv77N9q9vU/8j9Qz9v0Oo9McGjsc4xgcJ7wuxIElSJ3ANaOSxMkGimmA4kFyQZfkVSZJmAGUl/iXgmFg4xvuOUqnE1taWkLo/DXQ6ndjtsFqtxONxnE4nZ8+erfJOkGWZhw8f4vV66ejo4Ny5c4fyctja2mJzcxOz2Vz1pW4ymfZ18X8/YTKZuHLlClD+jM3NzUSjUcLh8BN+82Dk8/k9xEIkEuHhw4f7ur/vh0gkwvr6OqlUirGxMVEoVx5D+Tel9zqZLC+w9Hr9Him40j6h+Egctd1E6R/PZrM1iQVJkhgYGCCVSj1R4q5AMdF0Op17TPaWlpbwer2cOXPmwCImHA6ztLREQ0MDra2t4nPFYjGSyaQo9Lq7u0kkEkiSxLVr16ivr9+zQ20ymejs7DzUjmxfXx+RSGQP0XTUvv6ngSzLImJzYmKCVCrF8PAwhUKBdDq95/7YbDZyuRyvv/46VquV8+fP7ylUlfubTqcFsRAKhZienhY760fF7OwsarV6DzkH5XYprVZ7qPlkcnKSmZkZXC5X1fxUi6h6r6BWq1Gr1SQSCRKJxIGFfigUIpvNMjY2hsPhEPdlv3G1uLhINpulqamp6rg9PT2k0+l3rSyqjLHcD3Nzc4TDYU6fPl1TKTA2NobNZmNnZ+eJChGlhSabzTI3N4fBYGBpaYnm5uZ9E2UqkcvlCIfDNUkyKJsKXrx4sebPdTod3QPde5KAssUs6n+shr8EhWCB9X+1jucrHow9j79DdfWPr1EhVSBgDfDgwQOuuq9y8eJFksmkGG8KWdI72ItWq6VFbhHPZKYxI47T6ehkObTM6uoqnZ2d2O12MUetrKzw8p+8TE+oBwlJxB7D48STkZERLBYLvb29SJLEiy++yPz8POvr69jtdoxGI1rX4/txruccxi4j+XwejUbDwkLZX0I57ubkZtV16e/vR6vV8sorr5RbK/pHxM9KpRKrq6v4fD6CwSAajYbS9bLKSLJKRP5lhPXFdYprRc5/5Dxnz54lmUzy5ptvYk08noNaWlroGukCYHR0lEKhQOrtlPh5OBymUCiIc3Q4HFy4cAG9Xi/IvP0QCoVqqpkUA9P9xpB5yIz5n5SJNrkoE78bJ/iHQTb/f5vk/Xn8X/Vj6DLQ83PvjXrzGMc4xnuD95xYkCRJC3wDaOKxQmEd+DfAt4E1IEGV/c+++G/AP37nzx97tmd6jGMcDoFAgPn5eRoaGhgeHn6qY6hUqqpCYT81giRJQr1wlDjA9vb2I2XdKzLjw0p+nyUUw6rOzs533d6g1Wqx2WxV/dWK/PuoBZDL5aK/vx+Hw0E2m8Xn8x1omjczM0MoFKK+vh6bzVal1JAkiT/35/4cUF5wGY3GmvcmFouRyWRq3ofOzk48Ho9QQ5jN5ipia3V1lUAgwMc+9jERV6gYOe4Hg8EgdjG9Xi8tLS1sb2/z8OFDQqEQN27cYGdnh89+9rP7FqBnzpxhaGiIaDRaVeTfuXMHv9/Ppz/9aaGSqaurqzJ93A1Jkg7toaLRaDhx4sShiIR0Oi0i3ZSiP5fLUSgU9u3Fh8eRkW63u+q+r6yssLq6KhbpNpuNlpYWbt26RTqd5uLFi1XFaG9vL9FolFSqvJiPxWK4XK6qY7a0tOwhK+12O83NzU9lVKoUXpIk1SQWWlpaDt2vL0kSTU1NnD9//lA73u8lLBYLFy5cOPA8/H4/kUgEl8uFzWajrq4Ou90ujCh333MlDnE3gfCs50NF7VQrfrelpQWj0XggqdbR0VGz1WY3FC+WqampcvHd23ukpBplXigWi/uSGNPT06RSqapEB4BkKrnnfWKxGPl8Hnuznbp/XMfi31lEzsks/cMlhn9nmJWVFYxGI+7T7rLsvgTx78Q597+eIxQKodPpmJmZIRqNCh+Yra0t5ufnaW1txe12Mzk5SW9vL01NTWRbs+K9ezI9NF9uRqvV8p3vfAeXy8WLL76ISqXCarVi8pqQ8mWiQZIkLl26hM1mE6ocxfeiUChw/fp18e/JZJJcLofRaMQ8+liJ8tovv8aFv39B+CYoiUKlUolisUj4egV5Lj++3vl8ns7OTj564aNMMVU+HyReeOEFrly5wr1799DpdCR/JYmExJx5jt/+1d/m/PnzXL58Gb1ej8PhwG63l8/50eM1RSQcoVAoUCwWefjwIZlMhq5kl/j5yuoKngVPlRGt0WhElmWuX79OceOxumE3urq6iFgjJKhWNyhxqIeBpJawnbNhO2ej6cebuDVyi1KmhO+/+I6JhWMc4wOG90Ox8D9RNmhUVpF/CHxZlmWhnTrCzt2fUCYWJGBIkiSXLMuhZ3iuxzjGE+FyuWhra3uqRWexWDxyn21ra6uQjh82BnJ3K0AtlEolJicnsVgsBAIBkskkZrP5mcqaFfO3wcHBAws42BsxB4id98P0cMuyLHZWK4tTjUZTtWA6LCRJEtdwbm6Ozc1N1Gr1vtdV6V3f3t4mEAhU7d5D9edrbW2teYzp6Wmx462YjSmLe0mSMBgMxGIxHj16hN1ur4p6VCSuivndxMQEuVyOixcv7kuGKMX5m2++yaNHj3jppZeYm5tjamqKRCJBJpNhdnaWoaEhQYRFIhE0Go0ogLRaLVqtFrVaLZQ3UCZatra2+PCHP1w1pgwGw76u/wrm5+dJp9OMjo7uO+YXFhbY2tpidHT0iaRRKBTC5/Oh1+sFsXD//n1SqRSXLl3at0jd2NhgcXGRjo4OuroeL8SVa6PT6Th//rxIxmhqaiKZTO4Zr3a7ncuXL6PVagmHwzx8+JDGxsY949JgMDA/P49OpxNO8P39/RSLRfL5/JG8DFQqFWfPnj2SMqZUKlEqlfaQUU9LoFbC6/WK1q+DoLQutLa27jtun6Sy6Onpwel0ijF44cIFfD4f6+vrlEqlPW1C+3kJPEsUi0WmpqZQq9U1C65npf4oFArk83mMRqNoNVIIv8OOhbGxMQqFwoHXWZKkmserpe6wWCy0tLTgcDhw/zU36/96ndxGDv9X/YT/tzBLkSXS6TSf+MQncHzIQeR7EVLTKXTXdfzIj/wIZrOZzc3NchFvNgvFkM1mo6mpiXQ6TaFQIJfLEQgEsJ62lt26whD5wwj8eViLrIm0lY2NDZqamlCpVHQ86iDPOwovuTwnKuqtUqnE9PQ0FouFWCzGzZs3GR4e5sMf/jCdnZ3i+jg/5mT5Hy0DkPrvKe59/B6PHj3i7bff5tSpU5w+fZpbt25RyBVQ/54a6R2B7vT0NCyXSWNFCVepdpJU5TlFiZXM5XLYC3YkJFQ5FbIsEwgEKJVKnD9/nnA4TKlU4sqlK/h/zi+OE41G8fv95PN5FhYWKJVKNOkek8ASEtFotOZ91ul05NQ5CuxVJUBZSaSzlOdPOXt4/4X9YOw2YuwzknyYJOd/es+NYxzjGN8fvB/NS3+Hx6TCfeCLlaTCEXEPqHSbevernWMc44hQovwO655fienpaW7dukUsFjvy7x6WVDgs8vk8oVCIYDBIZ2cn7e3tLC0t8Yu/+IvMz88/8feLxSJLS0visyhmaZWIRCJCEn8UKDvat27d4ubNm4dSapRKJRHFNjY2RiAQOFSPqPK7B7UPtLS00NbWduDOcWNjI6Ojo5w5c4aTJ08+VbJGV1dX1YL13r17vPrqq2Qyj6W9ZrMZj8ezZ7d5eHgYg8HAwsKCKIj3W/zvRrFYFAqHM2fO8EM/9EP8pb/0l/jxH/9xvvCFLwgyJZ/Pc//+fR48eLDnGI8ePeL+/ftks+XdwnPnztHf38/9+/fx+XzidYVCgcnJSZECUYlEIsHOzg7hcFjEiu4HJWXkMESYx+NheHi4arfX5XKRy+XE+daCkvhRed8zmQyTk5MsLS0JQ85crrwAbm9vZ2hoqOazqtfrUalUwryxlkqpWCyyubnJxsZG1b9PTExw48aNmpLjg2AymQ7drlUoFPja177G17/+dfF5noSNjQ3eeOMN4bGxH5LJJAsLC0IWfhDW1tZYXl6uGjNHhUajob6+HqfTidPpJJfL4XQ66enpec9bwRKJBLIss7Gxweuvvy6ujVqtpr+//1CJJ/shk8kQCAQOfM2jR4/44z/+Y27duiXSQ3K5HG+++SZTU1OHeh8ljlNBNpvdM/ZOnjzJpUuX9pA/tcgIlUpFX19f2SRWr6LjH73zHMqw+S83RdTixsYGnf+0UzTGzv3UHKUH5XaAiYkJ8vk8KpWKW7du8fWvf510Oo0moqHwhwUuX76MRqPh0aNHRJNROn66/B6FUAH1v1PT1NjEF77wBQYGBlhcXGRycpK3/+3b5P7o8ViPJ+JV562koSj+FBcuXKC9vZ1Hjx4J/wVZlrGds2EdL68H3AtuIr8dQZZlOjs7uXLlCnV1dWU/oV9OI608no+j0SgPHz7kj/7oj4Cyj8i1a9f2XL+FhQWMRmM5Tril/F3YGe/kr37yr3LmzBkcDgfLy8v8/u//Pv/+l/49Cz+9gGb9MTnocDpIJBJsb28zPj5eJnCcDvHz/v5+0YZVCUmSOHv2LE2eg32NdC1lYiHny5GP7P89ml5KE/ruwXuB6aU0qdmysquyTeYYxzjGBwPvqWJBkqR+QNnmkYF/KMvyU1OQsiwnJUnaABSNcQ9l74ZjvA+QJOkgPe67yyf8HwROp5N8Pn+ovuanxfr6OsFgkJGRkT07nIlEAr/fT1tbG3q9nvPnz4s+yPr6eiYmJsTu6JMQDodZW1sT/eVzc3N73Ph7enpoamo6kITZ2trCbDYLSbssy9y4cUNIVZXd4IOwsLAgjBGVhe6dO3dEPF6hUECn0+1Lzjx69IhIJML4+DgajYaJiQksFovYqTWbzYdO6ng3WfK7VTBer5fNzU0uXLggxoxaraapqWlPwagsdLe2tkQyxPDw8KEIqbGxsbKb+jv9x8r92m28qdVqaW1trbnD39raSiqVEj87f/487e3tTE9PV6UPKMVRsVjco/6YnZ0lHo9z4sQJYZ7Z1dVVs51jv0jVWlBSECpht9vRarWipaEWTCbTnt16v9+P3+/H4/Gg0WjY3t5mZmaGnp4ecb0qd413w2AwcOrUqZrvp9FoOH369J7PazAYkGX5XZOLsViMcDhc7gvXaqvGaiqVIplMolarxfsUCgW8Xi+NjY01P0uxWBQqh4NgNpvp7e0VKpepqSlyuVxNAk6Zm56m/SMajbK0tERPTw82m00kKly/fp1cLofb7UaW5feMXFDGQmdnJypVeUe58to8rUGqAiXi8NSpU/tGQjqdTgqFArFYjFQqJeZVxd/lqMjlcty4cQOTybQnCvhJKJVKLC0tYbVaq1q/PH/Zw9rPrZFdzRL4WoDmv9yMzWajvr4eU4eJrn/ZxfI/WKYQKXD3hbuUni+R6kuh+aSGeC6O6o4K6x9bSf1KiuuT17FdtOH5yx6RvFBXV4flZyz4/6uf1EyK7DezpJZSSP+zhOe8h+RSko3f3cD4XSPFuiKqjApVTEUhXyZPlO8cvV7P2bNn0Wg03L9/n3w+z+rqKhqNhp2dHd544w26u7u5cOECLf+6hZmPzEAenL/qxPFRB5/4C5+g2dRM7I9jSP9WwvqaFfWYmuLDMmHqcDpo7Wrl1VdfJZvNUiwWef311/kIH6m6jr29vbz22mv8n//n/8nlc5fxrHhQ59W4/pkLw2cMuC67yCaztD1qo/lrzVg3rGjOaChMlD+P3W5nam6Kra0tPvvZz6JSqYjFH29uuFwupCZJqE2y2SwLCws0Nzcf6vvM8YKjnOxQgtm/PEvr325F16QTq0Jdow6NVUNmLcODlx5g6DZQ97k6rONWDB0GVEYV+UCe2NsxNn5pAzlXJk9afvq9i1Y9xjGO8d7gvW6FqHQvSwDfeQbHDPOYWHj6FfwxngZPv4V0DOBofc1PC2W3N5vN7iEW1tfXq+ImTSYT169fR5ZlLl68yJkzZxgdHT1UH7XL5aKjo4PNzU3W1tYYGRnZUyQo5MB+SCQSzM7OYrFYqhatilGbUhgcBFmW2dzc3ONHUV9fz+zsbLlHtFikvr5+X0m3yWQSxojpdHrPTvbGxgYLCwucOHHiXREHUL4/8/Pz9Pb2PjHp48SJE7S1tYk2Er/fz8bGhlBm7C5Qh4aGuHPnDqVSifHx8ZrtJ8VikenpaWw2myiwlJ3dw2A/gmX3uF5fXycWizE4OEg2mxWLdYvFwpkzZ2qSax0dHcRiMZxOJ1NTU7z22mt0d3fziU98ouZ7ZrNZVldXaWlpOZRyIRAI4Pf76evrw+Vy0dnZKdIODvLPWFlZIR6P09fXx2//9m8TDof58Ic/jN1uFykPlZ/n4cOH7OzsMDQ0dKieeAWyLLO8vIxer69KDEmn02SzWUqlErlcjtu3b9PY2Fgz+eMgLC0tEQwGSaVSOByOKkm+zWbjc5/7HCaTSRAbPp+PlZUVcrlcTdO/9vZ2WlpaDuWNUtn+E4/HyefzlEqlPb+rGHhWYmZmhkQiwenTp8XrK1NblFaGaDRKNBpla2uLyclJWltbaWtrw+l0kkwm8fv9JBKJIxMLxWKR27dvYzKZDpyTzGYzFosFi8UiCFxFGTM3N0djY+NTESYKPB4POp3uiT4MHo+HdDotSAW9Xs/ly5ef6j01Gg2ZTGZf5cva2hr+KX/Nn6XTabxer/C5UaDSqej4xx3M/dScUC3wzx+3UXT8TAe6Rh0Lf2uBYryI6hUVTa80sfMfdthhB4DOisTylJTia1/7GhsbG1VtWye+fYL7L90nPZtGPaMm8DcDIobSjJmcLcfA7wyw+mOrlGIl9AY9q6urrK6ucurUKfGZlfNaW1ujoaGBnp4e/H4/y8vLon3Fa/TCPwX5n8lIGQnpOxJb39liiy1xnvn+PLG/FMP298r3RWvW0tvbK76/XnnllZrtTiqViqmpKRYXFzGNmLCetWK5Y0Gb0GL/HTvF3ymSJImJ8nyfPZVl5JdHmDw/CSAiYzUajZibmn3NoiXD4XTgGXzsixGJRPD7/Wg0mkN9L9T/SD3r/3qd5IMkgf8eIPDfq1U1A78+gOfHHx8/s5TB+wve/Q+ogva/307LXz0mFo5xjA8a3mtiQdkikoEVWZb317UeHpVarYObto9xjPcRinz/WbcsHBWKEVmtQkvJsq9c3BoMhqpdtcOas6lUKhobG1lbW2NmZobe3t6aO8ilUol4PF6zj9lsNtPV1VW1UJYkifPnzx/qHJTXnz17lnw+z507dzAajQwPDzMwMCB2jWOx2IGLccXc7tq1a5RKJS5evFi1wFOuT62WjFKpRDAY3GPGtx9SqRSpVAqv10s0GqWzs3NfRUZnZ2dVkbW2tkYkEsFqtda81larlZaWFpxOJ8VisSoaUIHSh5zL5Whra2NjYwObzfZUaQqV6Qi74fP5iMfjhEIhsbBVxuR+71XZZ97d3c3s7OyBhIHf7xfeF4dRlGxtbREMBmlqamJ7e5vV1VXq6+sJh8NIkrSv94XiQZLL5RgbGyOZTIrCX3FQr4RCjCwsLOB2uw+VcgHlAiAWi4lnsFQqsbGxQTwex2aziV1wWZYPbBPZDz09PWLXvlYBs3usNDQ0kMvlDjSBPcyYVxzylXF+9uxZZFk+tFlrKpUinU5XERG7U1ugrHZQxtb29rZoIVLaD+Lx+IE+FaVSifX1dVwuVxUhqlzvJ7WiWK1Wzp07Ry6XY3JykmKxKOIqA4EAkiS9K2JBMWV8Eg6TQgHl6zo/Py8IkFrI5XLodDrx2fP5PFtbW3g8HrRaLaFQiHgsvuf38vk8Op1O+KTsVp41/XgTa//XGpnFDLwJndlq817PVzzU/Zk6pv7VFOFvhyktlZDi5d9XO9RYB63YLtrQXdUxUZjA6/WysbFBJBLh/Pnz2Gw2DG0Gzk6cZfXfrLL868totjWoVWr07XrMHzOj/fNaUtYUKpWKEnvn+EePHhGNRhkfH2d8fJz+/n7C4TCtra2srq7S29sr0n+6uroI/tkgdy13Sf5qkuaNZgxxAxqLBtOACcvnLDzsekh4IoyN8hjtOdHDzs4O8Xicmzdvotfr6Wp97OWiwOfz4Xa7y6klRj0bP7lBw9kGjK8ZUa+oURfUYAfjqJHp1mkyz2UwLj0mgtZW18iFc0SjUZqbm5FlmWw2i4FqcrdUKnH79m1sNhujo6OH9h5RG9ScfuM06//3OqFvhkjNpyjGi9WNy4DjqoMzN88Q+V6EyOsRMssZcjs5CtECarMaY7cR+/N2PD/pwTJ2uDnzTwskSbJS3ow9985/Z4FeHquBu2RZXjnC8a4CPwVcpWyenwQWgP8O/HtZlvc+tPuf118DPv/O+ZiBbeAN4FdkWX79/T6nY/xgQzqsy/xTHVySfgb4l5SJhVuyLF/c53UlHvswvCTL8vcOOOY0MPDO6/+2LMu/+GzP+hj7QZKkAweLXq+v6gX/Hw23bt2iUChw4cKF7zu5AOUFks/nw+l0otPp8Pl8xGIxuru7n+n5RaNRbt26xdzcHGNjY3uMyRYXF5mamhIO+s3Nzc88975UKnHt2jWmp6c5derUnkLvsFhaWqJYLNbcCd7PPHNtbY2lpSW6urqqdqdzuRxra2s0NzfvUQ6kUilhkDg8PIzT6Sz34KbTmM1m8bsej0dcK1mWCYVClEqlQxUXv/qrv0o2m+Unf/In9xQZiUQCjUZDOBxmdna2yghyenqaRCLB0NAQ8Xgcj8ezbzvK8nI5xm1sbGyP072i+pBluSp28rAolUq8+eabqFSqfXdbi8UiOzs71NfXs7Ozg0aj2RM/ubW1xdLSEqOjoxgMBuLxOHV1dbz88stMTk5y+vRptra2aG1t5bnnnqv5Prlcjnw+j9lsFuaYldfjzp075HK5qmc/EAgQi8Xo7OxkZ2cHh8NRc9f3wYMHpNNpzp07Rz6fF2SYRqMhEAjw+uuvE41Gee6550SBfBQj12eFQqGAJElHTm5RIk0bGhqqzCrz+Tw+n4/GxkY0Go1QCNUiqWqZSsqyzNbWFg6Ho6YyZzeZcRgEg8F9o2mXlpYwGo2HHseJRILV1VWhkDGZTFgsliMZcL7XUFo3WltbayaHKNjY2MBgMOB2u1lZWWFlZUWQnoppYuU9kGWZt956S0TgPnz4kLa2tkO3k1UeRyEy4vE4xWIRk8mEx+MRZJ2iWLNYLKytrbG5ucnAwACZTIa2tjbm5uYIBAKiHUoprOvq6vjWt77F7OwsL730Eu3t7RiNRtRqtZjv1tfXiUQiDA8Po1arKRaL4ns+HA4TCoV46aWXaG5uZmNjg7feegu9Xs/a2hrRaJQXXniBixcvsrOzg9Pp5A/+4A+QvyXT/JvllpieP+jh9fjrvPzyy8RiMcbHx7ly5QqLi4tcunRJKAzcbjehUIg33ngDu91Od3c3DodD+DOMj4/zV/7KX8FoNPIbv/EbWCwWWltbBbmrtD3FYjHOnj0LlNUkdrtdqLeg/F3+n/7Tf8LlcvFjP/ZjR7pXf9phMBjIZrNZWZbfkz5WSZLuAqcOeMmhiAWpPOH9O+CnD3jZKvB5WZYnnnCsM5SL/oNkd78I/C35gGLyWZ7TMX7w8V4rFir1UHvzlY4ISZI0PG6D2H38YxzjXeEwvfwHQVn0vptjHAXxeJxUKrXvbqLP52N6ehqPx8PAwABra2skEomqYvVZwG63c+LECRoaGmr2/cZiMba3t3E4HBSLxX3j794NJEnCZrNx/vx5URAUCgUePHiAw+Ggu7ubUCiE1Wo9cGHf3d2978/2K+TcbjfxeHxPYe33+/F6vciyvIeoMJlMDAwMEAwGheu42Wxme3ubkydPCkVD5e9WRhxCudiNRqPU1dXVHHPNzc2kUqma/gQWi4Xp6Wm2t7dxu91V0nClJeQ73/kOa2trXLp0iXQ6zdjYGA6Hg//23/4bFouFT33qUxiNRgwGQ83d0cpd06dRQ0QiEcLhsEhjmJqaIpvNcvLkSSKRCKlUitbWVpqbmykUCiwsLAj/iUoopEChUECv14vC9erVqyKCz2Kx1Cxoa30WlUolyAUFKpVqz/hQ1BehUIjZ2VncbvceGX2hUCCdTguvglu3blURKU6nk+HhYeLxeNVzHovFiMVitLW1vS/zTalU4ubNm6hUKi5erLk/sC80Gg0Gg2EPqeL1elldXWV5eVmQavtJ9mtd38rUllp4mgJeMXjcLf/O5XKsrq6STCb58Ic//MSEGyg/YwMDA9TV1ZVNC78PZHM8Hsfn84mEkd1oamrCYDAIdYaSMuBwOKquX2Wbk8fjoVQqCYJFo9HsObYyH0OZKFLufyKRQK1WH2goWiwWyeVypNNpHj58KIjwQCAgfEwUJYher0eSJHF+o6OjYq7f3t4Wigoot4mVSiVee+017Ha7SHYoFAqiJUpBOp0mFouJVppwOIzVakWSJGRZRqfT0dDQQCaTEeRxJBLh7bffprOzk/7+flpbW3G5XLz22mvicxiNRvS3yvOMrJUp9hapW68TXiMf+9jHUKvVfPe73xXf7S+//DJ1dXXodDoGBwc5ffq0SAZSVGeNjY3CrNfv97O1tcVHP/pRzpw5w/Xr13G5XDQ1NbG1tcXIyAhWq5XZ2Vm+853vsLm5yac+9Sn0ej1ms5nx8fGacajHeM9ROZFHgbvAIOWd/aPg53hcwC8BP//OsRzAl4CfoEwU/LEkSeOyLK/WPBlJ6gT+mMfK818DfheIAKeB/w3ofue90sDff6/P6RgfDLzXxIJiES8BXZIk2WRZProd/mOcp7r9YfFdHOsYR8dBTmle4PsbcP4uEIlEuH//Pl1dXU9t7FUZ/fd+YGZmhmQyKYrS3VBixpRCa2hoSOyIPwmFQoG5uTlSqZRYuByE3UZ68/Pz+P1+zp49S1dXFyqViq6uLuLx+BN322VZ5vbt26jVaiEzfRIkSdrjN5DP54nH4yICcnp6msbGxmcSnVcJs9lMU1MTCwsLDAwMiNYLjUZDV1fXnkJXgdVqxWQyEY/HsVqt6PV6kskkRqNRLMorr5Xi8K8UwIuLi+zs7DAyMlLzmn7yk5888LztdjupVIr+/v4qf4CTJ09SKpW4f/++2NVKp9Nih3h7e1uMocrx9ax20SORCMvLy5RKJREnB+Ud4FwuhyzLzM3NkclkcLvdYnd/ZGSkZvHU0dFBc3PznkJTp9MxPDyM3+8XDu67oRiSVhJhy8vLrK2tcfr0aXGfDnr27XY7ra2tNaME7927Rzab5cKFC2i1Wurq6qqME1OpVJXXgoLFxUXi8TgOh+OpSJujQpIkcZ2PCiWSc/fYcLvdbG5uotPpiEQihEKhI/lRvBdQqVR4PB7u37+PzWYTpJ5Op6OtrY3Z2VnhtXIYaDSaJ86d7yXW19fZ2toiFosxPDxckzyrJIP9fj9TU1M0NTXVHHdQJgoOImAVVJJoFy5coFAoiB39g8ipyclJwuEwPT09wnBSad1RxvrDhw+JRqNVpralUomJiQmMRiODg4NotVqKxSLLy8tIkoRWq2VnZ4disUhLSwuSJOF2u9HpdHuIjvn5ecLhMHq9XqTYKAS9cu6Kp49yTXt7e7nSeQXzgBm9Xi/mqY2NDdbW1srfvd8wc2K6PHZip2NsRbeYn5/H6XTy5S9/mWAwyK//+q+zubnJ4OAgRqMRq9WK2Vw+5qlTpzh58mQ5dtJu5/r163R0dCDLMn/yJ39CU1MTuVyOnZ0dvF4vn/zkJ+no6MDr9aLRaJiZmeGb3/wmP/zDPyyiSDOZDFqtVqjLjkocHuOZ4dcAP3AbWJBlWZYk6VWOQCxIknQS+F/e+es8cFGW5coYjm9LknQP+H8or+f/NfAj+xzu/+bxmv9v7lKH35Qk6avAdaAP+HuSJP2WLMt74qKe8Tkd4wOA95pYeJtyl5X0zn8/DPzmuzjeX6v4c4LyA3iM9wmyLNd2aOLJbRIfFLxfaoNnAaVQr7V7pvQEVy4OzWbzoZUKyWQSr9fL+vo6hULhyItjZYe4VCrhcDjE4vWwRZASffhuYDQauXDhAtlsltdff53JyUk+9rGPEY/HWVxcpKurq2YPqUJGHEXVEQqFmJycZGNjg8uXL3Pt2jW8Xi9Xr149cCd8t0Glx+OhWCyysLAgWlgUNDY2Vt0HpeA+bB/sbthsNjweT03DTZVKxdmzZ4Vstr+/H6/Xy+LiIh/5yEf2FBYbGxvMz88zOjpas4B+EnK5HIlEApfLJQz4FKm1ItM9e/as6LEfGBggnU5XFQQHEVYH7V5HIhGmp6dRqVRV5FSpVGJ7extJkujs7GRlZUXsPB9lnlCr1fsqdGw2G2q1WpxfZavA7Owsfr+/ZgJAb28v6+vrJBKJPc9ULBbD5/Nhs9lwuVyCDAiHw3i9Xnp7ew8dQalAkqSnJk6VVo5Pf/rTVcREMBgkn8/T0tKCx+MRY/5JKJVKLC8v43Q6n2h++jQoFoskk8k9RIiinHmWu7mKUqVyfKbTaQKBwIFmoodFV1cXqVRKJPg8yezT4XDQ0NDwTMmQbDbLrVu3cDqdNDY2PjERyW63i++c1tZWCoUCb775JlqtFrvdjs/n4+7du7S2tlaNp1KpRCaTEe06DQ0NXLt2jfn5ebq7u+np6aGhoQFJkmhvbyeRSAhPnYaGBiwWC7FYDJVKhcvlYnFxkUwmg9PpxO12s7y8jN/v58qVK7z++uusr6/zmc98BqvVSiQSQa/X0/FfOpDzMrbP2HBddGFSmciH8wQng3QudOJcKo9v2SJz4hdPkLakhYfK5OSkUKF1dHRgs9l4++238Xg8WK1W6urqaGtr4/79+6ysrIikFmUN4PF42NzcpFgs0tvbi8Ph4Pbt22i1WsLhsPCGicfjJBIJGhsbuXTpEiaTCZVKxZ07dygWi1y+fBmVSkU+n2d+fp6GhoanmtOPcTTIsvz/PIPD/ANAmbh+elcBr7zPL0qS9KPAReDPSpI0IMvybOVrJEkapOypAPB2rZZzWZZDkiT9NPCtd97zZ4Affa/O6RgfHLynxIIsy0FJkm4BSsPzP5Qk6b/KsnzkRnxJkl4A/jyPvRi+I8vywRlXxzjGIeFwOHj++ec/UMRCpdHdbihZ8ENDQ09cJM7OziLLchUJYbfbOXv2LMPDw0+1I6rITp9mYSxJ0r4eCZOTkxQKBU6cOMH29jbFYnFfwz3lWPfu3SMUCgm569TUFOFwGGBP3F2xWGRiYgK1Ws2VK1cOfc7d3d1EIhHS6TRqtZq2tjbUavWhCqVsNsvs7Cwej4f6+nqSySRbW1uk0+kD4xSVJIenIWAqY/Fq7dTvhiRJYoHd1ta2pzBVyIhaioVEIkE6nd638H/48CFzc3O43W5OnjxJe3u72ImPRqNcu3aN7u5uWlpaKJVKRCKRI6VYKNjY2CCZTNLX11d1zzs6OlhYWCCZTO75TEpSSSQSwev1CiO+EydOHOm5kGUZv99fNpSrKKxqJS0ocLvdFAqFmsSh3W5nenqaQCCAy+WqOubGxgZzc3MUi0WGhoYEWREMBgkGg9TV1R2KWHi3rWEKgsEggUCAQCBQpd5RCkin0ymuy2FIslgsxvr6ulBsHMUE8jBQdtR3f/ZaBFEgEKBQKOyrSnoS7t+/TzKZ5MKFC4JEXF1dFTL+pz2uAqPRyIkTJ1hfXxek5eTkJHa7vaY6RFHxvBdQqVT7qiAq0dHRUXVuarUaj8dDNBoVvhVK8a3RaIhGo0JteOnSJXHfJElCp9MJg1kl5tnpdOLz+VhcXCQYDAri48KFC9y9e1f4QrhcLtGOYDKZePDgAVqtlrNnz/L222+zsbHBiRMn6Ovr4969e5jNZlSoSEwkSEwk2GQTAC1aTvOYlNM2amn+9WYcfQ7e+uZbqNVquru7WVtbw2Qy8aUvfYnGxkbu379PLpdje3tbjG+3283Ozg4+n49QKCQMQevq6vj0pz/NH/3RH3H37l0uXLiALMusrKxgt9upr68X0dAulwu32y0+pwK3202xWBRzuNJGo/hRVKJYLLK9vU19ff2hTELD4TArKyv09fUd2sj2BxTSOy0Ch8ZRDBffDSRJMgKfeeevK8C3D3j5f6BcxENZHfDPd/38R3a9dj98m7I3QgfwWUmSjLIsC4P9Z3xOx/iA4L1WLEBZ3vJblAmBPuDXJEn6saOQApIkXQS+Spn1kt451r96D871GB8gFAoFbt++jdVqZWRk5F0f770mFbxer1gkvddQZPOVBUQkEiGZTO6JBVSk4AMDA1XXoNbOXDweZ2dnh46OjgN3gWuZvCUSCebn5+no6HjiTuN+90Ix8JJlmfn5eUqlElardd9YS6UX/ty5cwwODrK9vc3W1haJRIKZmRnsdrvYiYTyIralpQWNRkOhUECtVh9qXKjVas6dO0epVEKWZUZGRjh58uQTfw/K1yUUCqHVaqmvrxeO3LsVE/F4nK2tLTo7O8VirlgscvPmTYxGY9VuezqdJhKJ0NTUJM4/Eonw6NEjuru7sVqtWCyWfaNAZVkmGAzidDpRqVSk02ksFsu+UXuKV4Hyu4uLiyK7XokKPH/+fNVnKpVKrK2tsb29jV6vL2fPWyxIkiQKTMW0T0lAmJubw+/3c+LEiSPvVm9sbJBKpWhvb68qxHU6Hc8991zN4lR5ndFopKenB4PBwOTkJGaz+UjJJeFwmKmpqZo+C/uhss2kFnp7e8lkMnt2gF0uF729vRQKhSoyp6urC5fLdShCJhwO8+DBA3p6eg4k7g6Dj3/84/h8vj3FSSQSQaPREIlEsNvth94VdTgcDA4OYrPZuHXrlkhxOez8XSqV8Hq9uFyufYscpfDs6ekhk8nQ0NBQk0iamZmhUCjgdrufytPBbDbvIUba2trQ6XTPbJdYp9MJ08R0Ok04HKZQKBzYdqLsovf397/r9ibFN6Py/qRSKTY2Nmhvbz9Q0QXl74KmpiY2NzeZm5vj1KlTmEwmcf6yLAuvksrrqKhs5ubmKJVKfPOb38Rut9Pc3Mzm5iZOp5Pu7m5isZhom2ttbeXBgwfcv38fj8cj4m/X19cZHR0llUrx4MEDvvSlL7G1tcXAwABarVYY3Lr/tZvEdxJEXomQXc+SC+QoZUvk9DmkbonBrwxyp+kOgVyAD2s+zOLiIrdu3RLRzZlMhosXL/L222+Tz+d58cUXmZ2dpa6ujr6+PhYWFmhpaeGLX/wiyWSS3//93ycSiXDt2jV+53d+h6tXr9Lb28v169c5ffo0i4uLxGIx/sbf+Bskk0lsNptQgewer5UkA5TnkbGxsZrfEdvb28zPz5NKpQ4VeRsOh4lGo09MZ/oAQAcsH/F33q/dqnOUExsAXjnITBF4ueLPH2JvEf+hij/va6b/TrvG94CvABbKSRbX3qNzOsYHBO85sSDL8m9LkvT3eOx2+iWgTZKkvyPL8oGtDJIkeSj35vx1QPn2kYFvyLJ84z065WN8QHDYCLD3G7XcyhV5e7FYxGAwCAn0e4VasWTT09NEo1HsdnvVl7uyK3uYhbnX62VnZ6dcNN6+TfFnfxbVxYtIv/AL8IQFaDweJxqNEolEnlrCfO7cORHpOTo6SrFY5P79+0DZjG/3ZzAajaJolCSJhoaGcsyWwcCtW7e4f/++2JFS0NvbSzqd5q233sLtdj+RtJJlme3tbVG03rp1C6Bq9+wguN1uTp8+XVV01yoqtra22NzcxGq11iSngsEgkUiErq4uFhcXCQQC6HQ6QRApz0qhUBCxeLWgJGzs7Oxw5swZVCoVq6urDA8PH6igUKBk15vNZhobG2lvb6/ZshOJRFhZWRHFdq3CzOVyceXKFfGs1NfXUyqVDr04DYfDhMNhNBoNsizv2d1XUGunXJZlbt68iSRJDA0NsbS0RGtrKz09PTXfP5PJiIX/7uLdZrPR3Nz8TCXFtY6Vz+eZmZlBq9XuSbhQq9WoVCpWVlbo6Oh438wELRZLzeuVy+XIZDJPtSuv/I5er2djY4PV1dVDKW+g3La0tLSEz+fj7NmzNZ9RJfVjc3OTR48eYbPZ+MQnPrHncwwODpLNZrlz5w46ne7QnjAKdhdzUCYbDuNhcBgoRbfybBmNRs6fP/9EEkQhXzs6Oo7cNlMLu6/x9va2SJpoa2ur+lk8Hufu3bu0t7fT2dlJPB4nmUzidrtFq8PIyAiFQoH19XVsNhu5XI7p6ek9pOHW1hb19fWYzWZisRipVAqtVsvly5eJRqOEQiHa2tpwOBzo9XoaGxsJBAJCLRAMBjl58iStra00NDSwvLyMTqejs7MTjUbD1tYWUB5TyWSSqDXKhZ+9AD8LExMT3HrzFq2trSwvL/Piiy+ia9bx1b/7VZLJJI2NjbjdblpaWmhqamJkZIRMJsPy8jK3b98W86fZbMZgMHD9+nXC4TCnTp3iypUrOBwOhoeHWVxcZHFxkY2NDW7cuMFXvvIV1tbWuHPnDp2dnWSzWe7du8fFixf5C3/hL1AsFvdVGeRyOTY3N2lubq767tgNvV4vInAPA6Wl7Wnb9o5xKFQuVCYPeqEsy2uSJCUokwG1JErKsRKyLK894X2nKv48TDWx8CzP6RgfELwfigUoy1reApRK5zJwQ5KkBeDWO/+mKBG+LEnSn6XMfJ3lsT+D/M7/rwB/6X0672P8AEOr1T6xeCsWi2xsbFBXV3coJ+9ngVAoJKTdyu6kWq1mdHSU6elpXnvtNTQaDadOnXrXu4GHgc/nw2QykcvliMfjewiNJ/W8VqKrqwubzVYu8H7yJ1Fvb8OtW/DpT8PHP37g73o8Hkwm07675PshEAiIPtjKnlqFnEgkEkD14lWWZRYWFrBYLFVFuFarpbu7m+bmZuHGX6voVavVh86C39jY4Hvf+x56vV5Eyu0+n4Pg9XoxmUxPNMbr7OzEYrFUtbao1WqxW3v37l2REtHW1obBYKjqzXe73Vy5cuWJ75PNZkmlUqL/2+fzsbm5WdX/X4lcLsfDhw+pr6+nvb0dk8nE6Ogoer2e6elpDAaDUE54vV7sdjtWqxWn04nZbCYUCgkDsVqoHK+7TUIrEQqFmJqaoq+vT1yj1dVVwuEwyWSS9fV1YWC6u1ja2NhAq9XuObZWqxUGcmq1WrS51EI0GhVkzm5iQaPR7Nv2kE6nMRgMhx4v4XAYv99Pd3f3nnup0WhoaWnZM26TySQGg0FcD4fDcaBywel07tsalsvlmJ2dpbGx8VBE035IJBIYjcZ3pRQ7efIk0WiUtbU1Ojo6DnUsl8uF1WrF5/PtS0i0tLTgcrnIZDIUi0W0Wm3NnfW6ujpKpRLr6+tP/RkOQiKRYGtri46OjkPNRbuhFJwnT54Uc8FhvgdHR0fJZrPCtPVZf3e2tbWh1+trkkrKpmapVBa1Tk1NEQqFcDgcZLNZgsEgjY2NbG9vMzc3h8/nY2FhAY/HUzVXlEol7ty5w/r6Op/61Kfo6upibm4Oq9VKd3c3Pp+PiYkJdnZ20Gq1uN1uLly4wOrqKo2NjcKA8dVXXyUQCPDCCy/Q3t7O4uIi0WhUGMza7XZhfGgymchms8RiMTY2Nnj06BHhcJiTJ08Kw1nlv3A4zJUrV/j0pz+NzWbD6XSSTCbF91IymRQpGg0NDbjdbh4+fMh3v/tdNjY2+KEf+iHcbje5XI4rV67g8XhIJpPcvHmTpqYmjEYjLpeLuro61tbWsFgsGAwGCoVCzXhgKH8XXb9+ndHRUVpbW3nttddob28XXjsKEokEVquVfD5/qPutUqlqJkYd45miUoL0JDIAYB0YAjySJGllWc4DSJKkB5RFxmGOU/ma3TKoZ3JOx/hg4X0hFmRZXpIk6TPAH1J2OFVIgj6gsmlRAn684s/iEO/8fRX4jCzL4ff6nI/xwcCTdt0CgQBLS0skk8lyYXT9OqXPfx70elTf+Aa8B/2kVquVYrG4h82vq6ujv7+fxcVFstnsUzmsHxWJRIKpqSksFgsdHR3Y7faqAu6gPmpF0m4ymUSsm8FgEK0UpfZ22N5G1miQdrVX7Ien2bGYmpqiVCpVOeZXorKVQUEmk2FjY0OYWu2GwWDghRdeEH3au6HT6bh48SLJZJKJiQnq6+v3LSitVit9fX3YbDYaGhqq3q9YLNZUpigGew0NDSwsLGAymRgfH+fRo0fE43HOnz+/Z3zodLqa8XrK/evv7yeRSIhrbDQayefzVe9/mDFnNBq5ePEiOp2OmzdvsrGxIbLfoVzYvvzyy5w8eZK+vj5hvFhZ+NTV1ZFOp9nZ2eHRo0c4nU76+vr4/d//fUZGRvjyl78sXNm3t7fx+/1YrVaxi/00vh6KGqNysdvX10csFkOn0zE2NoZer99DKigmZRqNpqpQliRJLKh9Ph8tLS175OPFYhG/3099fb0gvo4yxv1+P5OTk7S3tx9ql1qWZd566y2RiLG7OKgV5RqJRLh37x6NjY309PQQjUYPtcjfb15IJpMEg0FkWaa+vv6piIFgMEixWGR4ePjIBXOpVCIWi2G326vSYA57HiqVir6+PgqFglAunDt3rmpuUZJpJEl6oteKSqXiwoULVe8/Pz9PMpnkxIkT70oZsrm5yebm5h6CdD9EIhF2dnbo7u5Gq9WKKFhlzi8Wi2xtbVFXV3cgoWwwGMRYU2J8d2N6epp0Os2pU6f2/YzpdJrp6WlyuZyIOYQyYadWq/F6vXueKZvNJtRnhUJBzCGXL1/GYrGIiFwl7tFut9PW1kZXV1fVd5tKpUKr1ZJIJIQyQq/XC+J3cXFRKDrW19eF2kuj0dDU1MSpU6fIZrNMTEzg8/kEgZ1IJITXw9zcHFevXkWlUhEKhVhYWOD+/fuUSiUSiQTNzc3CM+Lb3/42c3NzfPzjH6dQKIh2F+X7dGVlhZWVFerq6kTbnkJs1tfX4/F4RGvDzZs3aW9vZ3NzU5igPvfcc9y5c4epqSmhclC8KK5cuYLX6xXqIeX8FPJ8Z2eHbDYriL58Pk8mk8Hr9VIsFjl16lTV90h7ezs2mw2bzVazHesY3xdU7tjED/H6ytdYgVDFn9/Ncd6LczrGBwjvl2IBWZZvvxM78huAkoMm7/r/ql955/8VxcIfA39RluXge3mex/jThbq6Ojo6OkRbQOkXfgHVO/JF/sN/gF/4hWf+nooqIBbbm6y629n/WaBYLOL1emloaNhTNJnNZtrb27FarXtaI/L5PLdu3cJqte7p+04mk2LhZzQaaxa0qm98A37rt5DOnYPR0Wf6mSoxMDBw5ChDnU6HJEn77rQVi0VhZFcLSsRYqVRicXGR6elpRkdHyefznD59umqRZbfbuXTp0p5jBINBHj58KLLXK7GxscHOzo6ItKtsmVF8Gg6C4oGQz+fJ5XJ0dHTsSf2YmJggl8vx3HPPPZFQ2L04VArP4eFhBgYG0Ov1xGIx7t69y9LSEqurq4IssFgsjI+Pk06nmZycJBgM0tDQgM/no729nUAgIJIeTCaTiHNdWFggl8thNBpZX1+nq6uLyclJotHoHj+Gg6BEdAYCARoaGqpUQJXXRCnCZVkWO25QLnKGhoYOvEbLy8uk02mxE6jA6/WyvLxMJpOhs7OzqtBXIusGBweZmpoSPduVMBgMmEymQ39WRdmhONcfBkrrldIC9W57nG02G0NDQ0xPT3P//n1OnTpFOp3m0aNHNDc37/FwqYVoNEo6nRa70kfBysoKa2trDAwM4PF4noqstNlsXLhwgdu3bwsiKhaLCUNTv99PPp8/tKJsN6kRjUZJpVKigHxadHR0CJXSfuajldja2mJnZwen0ymehcrP4Pf7WVhYIJFIPNFIMZvNsr29ve8cquyuHzQ3K6oCgNbW1iq12tLSErlcDo/Hs+caSZJELpdjZWUFp9PJ8PAwHo9HJFxks1nMZvO+aSsKjEajIKKg3Eo1Pz+Pw+EQEbClUom7d++KJCCFENLr9aTTaTo6OsR4VwxdLRYLW1tbBINBYfAI5edTpVIJT5ZAIIDNZkOSJM6cOYNGo6Gzs5NoNMrGxkbV2FXatRYWFnj48CG9vb3Mz88zMzNDKpWioaGBt956C6fTSX19PZubm+TzebLZLJIkYTAY+NEf/VF+/ud/nvn5eYxGIxaLBa1Wi9frpaWlhfHxcVpaWsjn89y4cQOLxcLZs2dZXFwkkUjgdrsZHR2lp6cHk8nEn/tzfw6dTreHHFfmn0ePHhEMBjl79uwH3TvhTwMqF3+5Q7w+W/FnE4+L+Hd7nPfinI7xAcL7RiyAiCv8tCRJ54G/C3wccBzwKynKhh4/L8vym+/9GR7jTxvUanXVjrbq6lX43d9FliSky5ef+fvlcjlyuRx9fX37LvxzuRxra2s0NzdXLdqUXTKNRnOkaDefzyeKm909u5IkVe2EFgoF4vG4kEHXKmCVXdS2tjZOnjy5/8K4rg7+1t869HkeBrIsc//+fbRarfA2OCwRk0qlUKlUQu4J5cVxLaytrbG6ulqz6Fd+LxwO43Q6uXDhAhsbGzx48IBgMIjdbt/XsErxWujq6hLy+VoFqxJ1uVuFceLECdLpNDdu3KC+vr5mDzaUdzLn5+cJBALC5b9y12lkZETIZJ/k5aGYovX19e0pCpUd/Fgsxne/+12CwSBnzpzhYx/7WNVzpdVqeeWVV0SRr9PpKJVKmEwmPvWpT5FOpzGZTJw/fx6Hw0EoFGJjYwNJkujr6xMeGEajkVAodOgdsK2tLWZnZ2lrayMQCOxLDsTjcSRJwmKxsLy8zNraGoODg0KKrYyxdDrNgwcPaG5urhoXw8PDooUiGo1iMBjQ6/XU19eLRf9uKJLndDrN6uoqWq12D7FgtVoZHx9/4udUyCaj0ci5c+fQ6/WH3qE3GAxP7P0vlUrcvn0bvV5/oOlosVjkxo0bqFQqTCaTmBuy2ayQbh8GXV1d1NfXH7ktCsptGrFY7KlULbtx9uxZcrkcyWSSVColClfFbV+j0QjyQ9kpf5LZIMCpU6dEL3vlvHRU6PV6QeruZz5aie7ublwuVxWJnM1mWV1dFR4fbW1tNDY2CiNUZTzthlIE70cUnT59mlKpdCAhp0RCGo3GPeqakZER8vk8Op1OEKSVBFsgEBD9/levXgUQhfTi4iJbW1vCC0CZJxVDWLfbjdVqpaenR3hMpNNpXn75Za5fv47dbueFF15gbGwMv99PMpkkn8/z9ttv09zczPPPP4/RaBQkzJkzZ2hra6sy/Gxvb0ej0fDCCy+IRByXy8Xc3ByLi4uEQiE++9nPirYIKHtyKDGY8XiceDyOwWBgenqatbU1PB4PTqeT6elpVldXsdlsnDhxQhD9W1tbyLLMRz/6Uba2ttja2uLkyZP09/fzyU9+Er1eL8w/z507h8FgEK0i6XSaq1evViVMKM/QyMgIW1tbbG9v09TUJNYlB0X4Qpmgy2az74o8O8YzQ7riz4e5IZUPfeo9OM6zPtYxPiB4X4kFBbIs3wL+vFReGY1R7qlxUyYZUkCAsvPqzeMem2M8U/z1vw7nzyPp9XBI1/6jYHl5ma2tLQYHB/c1vfL5fHi9XoCqHRdFlnlU1NfXk81mn9jvnEgkePjwIdlslpGREerr63nuuedqGh4qiQH79WFns9kDF9ihUIhIJEJnZ+ehlQa5XJnQVhZRR4HST6tIl/V6PRcuXNh30VtXV0cqlcLtdrO0tMT29janT58W90xx/dfr9Wg0Gtrb22ltbWVxcfFAN/WpqSni8TjNzc04nU6xIN4Ng8FQpQKRZZlIJILD4UCSJGRZPlC14HQ6qauro7e3F51ORzKZJBAIMD8/j9vtZnh4uIr8UNQpdrt9jxmlwWDAYDBUjddUKsXi4iLt7e2ifUYplDo6Ovb4BayurpLNZoUaIZ1Oi509eNzXreSuT0xMkM/nuXr1qniN0quuUqlIpVKHKjoVRYLD4aC5ublmsS3LMnfv3gXg+eefx263EwwG2dra2tPjrUiAd0dPWq1WrFYrqVSKu3fvYrVaOXv2LCaTaV/viZGREUqlEtFoFJfL9a5an+7evSsc4+PxODMzM8Idv/Lc19fXqwqDw0KZe570rEqSJPwGTpw4If7d4XBw4cKFPXNCsVgkm83uOR9Jkva9v09KY3maqNFCocDq6ir19fWo1Wp2dnZEYTgzM0M4HObs2bOMj49jNBppaWlhenqahYUF1tfXcTqdhEIh3G43iUQCp9N54I6/RqMRyTK3b98WfkC7sbKyItr0nnTtR0dHyeVyBxIUigFhJZQCXSGZXS4XZrOZQqFwoDrKYrFw+QDyXfEc2Q+VMbq1lGGVu/WPHj1iZ2eH8+fP43a7yWazbG1tUSgUqtp2tFotWq2W+/fv4/f7yWazuFwuQSwosYbxeJyxsTFMJhMrKyt8/etfZ3R0FKfTiUajIZVKcePGDdHS43K58Pl8WCwWhoeHSaVSbG9v09XVxebmJsvLy5hMJkE2K5+/VCqJtpdiscj09DTxeByz2Ux9fT35fJ7m5ma0Wi07OzvcvXuXoaEhhoeHicfjogXr/v37wsj24sWLdHZ2MjU1RTqdxuFwEA6HMRgMDA4OisSft99+WyR3pFIpbt0qG0UODAzgdrtRq9Vcv35dqOyef/55QZYqnk+V98Jut9PY2ChaOX0+H/X19QfOW+3t7WLOV1AqlQTB/acQOaA22//9x0EtCbVQKTGJ7/Pnd3OcZ32sY3xA8H0hFhS8Ez3y4J3/jnGM9weH2CF8Wih9sAfJlJXXVBIBmUxGqAQOIyWuhLKzpCAejxOLxfYUWjMzM/h8PrF4gNp9yRaLZd/EACjLvxcWFhgcHKSxsVEkFVTuICpZ4263+1BSZUWaaTQaGR8fP1J0HJSlmUrRoOCgBbgSUVosFgmFQmKRDWVSRDGbUtpMFI+F/XwWZFkmEAjg8/mq3jcUCrGyskJ/f7+Qz5pMJux2O4lEgnQ6TX19Pevr6ywtLQkFxZUrVw68BopBYuV1sFqtFAqFfYtrJbpxN1wuFxcvXqz6t0gkQjAYRJIkbt68iUaj4aMf/SiBQGBP4ZLJZDCbzQwMDNDV1UUwGGR1dZXbt2/XTJIwmUwibm5oaEgQC1tbW6Jn+rCy2v36vyshSRKtra3iurhcLhoaGggGg9y5c4fm5mbxTNpsNuEvIcsymUymaoGs1+spFovMzs4Kd/r9CDZlF9PpdDIwMFBzTgiHw2xtbeFyuapIjlQqhUajETuBigJEkYjn83kRwanA7/eztrZGoVDY1yiyFhT5/OnTp2s+M6VSieXlZRwOB263e9/rXauQmJ2dxefzcebMmUMpDBTSyePxHOkzQJk8uHfvHlardY/SJxwOs76+TiaTEW7+RqNRFL2KWkYpopQCc2VlBZ/PhyRJIu1jenp6j2ldLpdje3sbj8dT1eevVqupr6/fd0fX7/eTSqXI5/NPVEIosYfDw8MHts7IsozP58PpdKLT6YRxal1dHSsrK6yvrzMwMMDw8PCRW8yOgng8TigUQqfTPXHn2263c/fuXR49esQLL7xAOp0mGAyyubmJ2WwWc4iirHE6nbhcLk6ePFl1bKfTSU9Pj3jW1tfXiUajJJNJIpGI8BtIJpNotVoR9RkKhdjZ2eErX/kK3d3d3L17l8nJSUZHR4VB5M7ODq2trfzYj/0YWq2WEydOYDabRbLQ6OgoVqsVjUbD0NAQMzMzfPOb36ShoQGn00l7ezsLCwt897vf5eLFiywtLeFwOBgYGBBRwhsbGywuLpJMJkU049mzZ3n06BEqlUoo4pqbm/nIRz4iFB+Li4vodDouXLhAa2srKpVKFPjKe585c2bPd0MwGMTr9dLf34/RaBSkyerqKsvLy2Sz2UOnrShYWFhgc3OTkydPHpkA/ABAlmV55ft9Evug0hyxfd9X7X3NduUGrizLWUmSfEADUHvBU42DDBqfyTkd44OF7yuxcIxj/GmDYmh0ENRq9Z7e3UwmI3Y6dn/5VxbPh8HCwgLRaBSLxVJV1Le3t4vs7nfjxK4Ygul0OrHrouzgKujr6yMejx+6/1mtVmOxWDCZTFUL842NDWRZ3rfXuTLH/kk9w7UwPz9PPB4Xi/ViscjDhw9RqVRcvXpVyEiTyWRVsaLEninFwPLyMt/73vdQq9XCkyCRSHDt2jVkWRYkz+zsrFBDzMzMEI1G0ev1YtdduV5HvT8qlYq6ujrGx8eFIWc+n+fevXs4HA76+vpqqlMU7FaYeDwe9Ho9arVaRK+Fw2F6e3v33NO7d+8K8zCNRkNraytarZbp6emaRIaSrBAOh6sUOm63WxArtc4zlUrt2fleWFjYQ6zVQmU7kCRJnDt3jnA4zNzcHJFIpMoYT7mnyuJ6aGhIkCnKeYVCITY3N/F4PE801VOpVHt29RTMzMxw+/ZtQTzodDpyuRy3bt0SrSNAlQdKb2+vMJmrRGNjI8Vikfr6euHBYbPZqorazc1N/H4/w8PD4jlT7r3id7EbiURCFGiVPhWHGaM2m410On2o9gEojw2tVnugtLpUKrG0tITT6ayS15dKJdLpNCqVSvSvKwSV2+0W7WmK94pSrLa0tNQkc81mMyMjI7hcLiERt1qtPPfcc3vmYq/Xy9paeQ1dea+VqNL90NPTg0ajQa/Xi2Jyv/GkxC4qRN5+2NnZYWZmBo/Hw8DAAGq1WqijXC4XyWRSPMOVn0MhrpTz3g9K68CTUjjq6uo4derUoUjC7u5uCoWCGNMOh4PnnntOqAgUKMqaeDzO0tISwWCQz372s2J8qVSqKvJX8SH423/7b6PX67Hb7RiNRmZnZ4lEIkQiEWKxGG+//XZVClBjYyMrKyvs7OywurpKMpmkvb1dqCDu3r3L4uIi+Xyeuro6bDYbDoejyoNFp9NhsVjo6uoik8kIBdj6+jqBQIBMJiMIbUWZoNFouHbtmiDxurq6yOfzBINBstksy8vL4jvX7XYzNDREfX09d+/eZXV1lfb2dsLhsDAEVnwtrl27xvb2NidPnqS5uZmBgQE2NzeZmZkRflCVz35dXR2bm5tPFQttsVgwm82HfuaP8czwqOLPB2ZkS5LUzmN1QK0YyEfAhwGrJEntT4icrHRA332sZ3lOx/iA4JhYOMYxfgDgcDgYHx/fs2MoyzI3b94E2LOr7Pf7icfjdHV1VS3wurq6iEQiewiOg6L6lIXW2NgYkUiExsbGfWWudXV1QtqqFP27FyAWi0Us8JVoR2XhU2tRrFKpavpKLCwsAOXFv9IeUHleyk7uYZDL5VheXqapqUksrJVIOeXviieHssCtq6sjmUxW7SZXOsYrUmGTyURXVxfNzc0MDg4iSZIwCFR2o2VZxuPxiB1ixdjQ7/eL95qenhaLVwWpVEq8R62/K59No9FgNpvFuSsLVmWxXCqV2NzcpKGhYc84260wURIbAD7/+c/j8/nELu9uNDY2Ci+HUqlEKBSivr4et9vN+vq6SE2oxNDQEHa7nUKhIOTFBoOB4X1SWtbW1lhaWhKGffA4SrZUKgliIZvNksvl2NjYwGAw7Es4GI1GjEYjNptNfKZiscjm5ib19fXi+vj9/qrWkXQ6jVqt5tSpU/T29j513OL29jaJRIK+vj7MZjNut1vcJ41Gg9vt3rd4VOIvc7mc+B1ZltnZ2cHtdmMwGAgEAjx69IiGhoaqaxoMBgmHw6TTaUEsDAwM0NraSiqVqho/UC5So9EoAwMDZDIZAoEABoOBW7duEQwGGRoa2tNaU4nd5oG1sLy8jNFoFC0czz33HF6vl6WlpZpJGbFYDK/XK8zmFChJLvF4nAcPHuBwOERihEqloqWlhUgkwuLiIr29vYdutyoUCkSjUUKhEFartebvKYV7rfjE/aCYuzY3N2Oz2QTJZTQaa6Z29PT00NLSIp77yclJYrEY586dqyJjlfmm1rk4nU6hxKqE1+vlV3/1V+np6RH+L6P7GPIuLS2RTqdpbGysmg+UQlnZ2dfr9UeKGNytUKllNBqPx4UHUSaT2df4dGpqiu9+97v09fXR3d0tyJ4HDx4IIimVSpFOp7l9+zbNzc388A//MC0tLSJRqLOzk97eXjEX6HQ6VCoVr776qjBpVJJWXnnlFb797W/zkY98hOeff16oFpT555d/+ZfZ2dnhE5/4BENDQ/j9fk6ePMnW1hZf/epX2dnZYXx8nPb2dpaWlggEAmKOKpVKnDhxgmw2S19fnyBC/+AP/kAQ4E6nk5mZGX73d38Xq9VKqVQiEomQSqWoq6sTZqTKM9vU1CR8mcbHx/fMY8lkUrSjHNXLpLm5uabZ8zHec9wGkoAZeFGSJEnev5/yIxV/fq3Gz1+jTCzwzv//Rq2DvNPO/uI7f00Cd97DczrGBwTHxMIxjvEDglp90UpPc62dIaU/t7GxsWpx5XA4jpwZvbOzI1IKdnZ2KBQKYjG2uroKUNNbIJ1Os7GxQTqd3kMuKAZboVAIi8XCzs4ORqPx0A74UDYznJ6eZnJyUrisX7x4Uey0HcXkUpGdy7IsiIRisUgsFqu6vpU7jlqtdo/zuFJ0b21tiaJ590K+WCySSCSqzCEVQuCNN94gk8nwiU98goaGBlGUT09Ps7m5ycDAAIlEAovFgtFo5M6d8nf1lStXBNEkSRIvvPACUHagv3fvHslkUrSxmEwm9Ho9ly5dEoWQz+djaWmJTCZDd3e3kOrDwQoTo9EoItNqQSn+vF4vc3NzIvLQ7Xazurq6RwodCATEDt13vvMdkskkX/jCFw5Ut5jNZkwmU9Uzoih/5ubmWFtbo729nQcPHhCLxURryJOUDJWFy87ODouLi6TTafr7+4U8/Xvf+x75fB6Px8MLL7zAiRMnRJqDgtXVVfL5vBgr4XCYRCKxb+vM+vo6yWSS5uZm4VUwOzuLLMsMDg7uW9QpmJycJBQKcf78eUwmEz6fj/v379Pa2srY2Bg2m61mAs3Q0BDpdLrK30Cj0RCNRsXYqDTl9Hq9xONxzp49y+zsLCqVirNnz4rWmsN4wiikh81m2zPHKcaCBoOBuro64YOwtrZGNpslk8nQ0NBAXV2dIBYdDgdDQ0M1PRq0Wi0Oh4OOjg4cDgdTU1Po9Xp6enqAMimhmOZZrVYRvSlJklCN7SbBWlpaBNmyn1LDYDAcKi60EkajEavVKsZ9MBgkGo2KlqbJyUncbjetra3MzMwQCASqWtRKpRLFYnGPR4JOpztQvTU9PU0gEKC/v59AIEBPTw8PHz5kcnISs9n8REXb0NDQnhahZDLJ7du3SaVSGI1GtFrtviodKLdaLS8vC5XM2NgYkiSJ39/v/WdmZnj06BEf/ehH+dznPofFYkGWZeGXUigUmJqa4mtf+xorKyu0trbS2dnJyy+/zPPPP4/ZbMZiseD3+9na2hJzeX9/P9lsVpA1GxsborVhcHCQb33rWywsLNDV1UVjYyOtra0MDQ0Rj8dxuVy4XC5aWlpwuVxivo1EIiJVKZVKkUwmkSQJtVot5ufXXnuN7e1tDAYDAwMDbG9vC6XE1NSUiPI9ceIEw8PD/NzP/RwPHz4UXk6FQoGPf/zjXL16la2tLbq7u0UcZjwex2az4XQ6GR0dpbW1lZMnT2I0GsW8L0lSTeLAZrNRV1f3xBaWY/zgQJbltCRJ3wC+CHQCHwP+ZJ+X/5WKP3+1xs//G/CzFa/9jX2O87F33gvg67IsV5o1PutzOsYHBMfEwjGO8QOOyhaDSgwNDYldxqMil8sxNzdHY2Mj9fX16PV6XC4XdXV1qNVqsYMhyzKrq6vIskx7ezuxWEyYWul0OjQazb67Ru3t7Wxvb+Pz+XC5XAwNDe0b77gflB7NSCSC2Ww+0NTtSWhoaECW5aq+z9u3b7O4uEhDQ8ORWim6urpEIVpr8RWNRvF6vbhcLtrb24W5pNfrFb37Cipl32azmXA4LMzMPvWpT9HY2IgkSeJz7+zsVEmYFTM9Jbe9cke1cidTMfl0OBy8/fbb2O12UdQ+ixjCjY0NMpkMTU1NuFwuTCYTdXV1rK2tsbW1hcfjwev1Mj09jVarFbnyh2mXcbvde1zl4bF8W6vVEolEaGhowGQy0dbWVvXZD4P6+noymQyNjY3CyV8x7Nza2hJ9ywqBpmTKx2IxNjc3MRqNdHZ2otFoRPuMYpS3G8PDw2LHVYHf70eWZQYGBp44xs1ms/ALgLICIhQKCUJCp9PVlOBrNJqaBXl9fb3Yha5EJRHR19cnpOUvvvjiE9shfD4fiUQCh8PBzMwMTqdzT+KEXq9ndHQUvV5f5YMwNjZGOBxmaWmJnZ0dLBaL2CW+cOHCgUkxKpWKcDgszjWZTLKxscHIyAhtbW04HA6sViurq6usrKzQ29srCKpQKLSnN1ylUhGJRNjZ2amaG6GsZrh16xYWi2VPZC+UpfixWIz+/v497RMmk6lqbnc6ndjtdmFeGg6HAar8QSoxOjqKLMt7jru+vi58RWpBp9Oh1WoJBoMEAgEhqf+Lf/EvcvHixao5WjF3rJxTarX7abVaLBYLzc3NGAyGJ7YHRSIRotEokUgEKLf3KHGfSvGuJJ/4fD5isRiFQoH19XWam5upr68Xz9X09LSYE5WUGFmWRXvLgwcP2Nra4sKFC5w/f55SqcTc3Bz3799ndHSUn/qpn2JxcZGXX34Zi8VCS0uLaBeAMpnh9Xrp6emhp6eHoaEhoRBYXV1Fo9Fgt9t5/vnncTqdrK6uCuPPra0t2traeOGFF0R8aXd3t/DuaWlpoa6uThicrq6ucvLkSRKJBNvb27zxxhusrKyg0+kwm81MTEwwOTkp2s9GRkbw+XzcuHGD69evYzab+dKXvsTrr79OMplkeHiYzc1N9Ho9W1tb2O121tbW0Gg04nmoNU8aDIYnkpvH+IHE/wX8CCABvyhJ0kVZlqsiGyVJ+mlAkb9+TZblmd0HkWV5SpKk3wd+GLgkSdLfkGX5/7vrOC7gF9/5a+md937PzukYHxw8NbEgSdLzz/JEngayLL/+/T6HYxxjN4rFIisrK9TV1T1VxvphsV8xWCqVnugenkgkRKRafX29ICnq6+urCmVJkkQxIEmSiKRyOBw0Njai0+n2NXPT6XR0d3cjyzKNjY1oNBphSFXLL0Jx79dqtQwPD4vFrLJLt7vvOp/PI8vygf3Ysizj9Xqx2WzY7fY98uDx8XHq6+sPvds4OzsrcruHhobENU4mk1UFpOIaryzAVSoVsVgMtVpNT08PnZ2dIkmht7cXlUqF2+0mGo3i8Xjw+/2USiWSyeQeiXBbW1vV9TOZTHvaZGpBq9WKnl29Xo/BYCCbzTIxMUFdXV3Nvv2jYGxsjHw+XzXmtVotS0tLYuf+zp072Gw2BgcHWVxcFL3Uu+9hIBAgm80eaGSqtEKYzWZisRizs7OMjo7uUVY8evSIaDTKmTNnMBqNQhLc0NCwh6BRxsHU1BQ+n4/h4WFGR0dFa5FynoVCAa/XSywWw2q1EggEhOEjlBUgu8dEJBIhHo/T2toq0iwqoYxzSZLELuZ+yqPu7m66u7uFB0l9fT0jIyOHjmbdDaPRWDPaVNkVhzKZkUgkeO211zh16tS+ChZlB3lxcZFisSgiDncrmhTjQKWQNZvNwgehUCiQTqfp6ekhmUyyvb2NLMuYTKZDEYtKMXzy5En8fr/Y4d3Z2aGvrw9JknA6nUKxAGUJt16vr0m8eDweJEmqeT/2M0WFMrGQSCRob28XJFIikcBoNO5pqagkGcxmc1UM5MDAAP39/VWfvZJsrPzcS0tLNYmFeDzO3bt3SSaT9PX10dnZSWNjI263G0mSaqp7bt26RbFYrFKJ1YJOp9uXAK8Fxe9HSThZXV0VbR6FQoHr16/T3NxMf38/6+vrxONxSqUS9fX1nDp1CoPBQDKZRK/XC/Lb7XYTDAbx+/1oNBqKxSK3bt2iq6sLo9HIrVu3aG9vZ2Zmhu3tbUZHRzl79iybm5t8/etfF8ak8Xi8am7weDyMjIxgsViIx+MsLy+jVqvZ2NjA7/fT1taGWq1mfn6eTCZDKpVicnKScDhMKpVieXmZs2fPYjab2dzcpKurS8zFX/nKV9je3mZpaYmZmRlisRinTp3ixRdfZHl5mX/zb/4NkUiEcDjM1772Ne7du8e5c+coFovCj2RnZ0c8G1arlTfffJNr164J0viVV14hnU5jt9vp7e2tagl84YUXjpTAFAqFCAaDdHd3Hzm56RgHQ5KkXuDKrn+uXLD8WUmSAhV/T8iy/N8qXyzL8l1Jkv4t8HeBPuCWJEn/F3APsAN/HviJd14eAP6XA07p775zPnWUCYHTwG8DUeAU8DOAsnD6t7Is36t1kGd8Tsf4AODdKBZeBfbPQ3vvIXOsuDjGe4xIJEIikdh396eWc3wkEmF9fZ1UKlVzF+sw2M9l/DCYmpoiGAxy7ty5mrulSvGjSKbhYNPJykKxu7sbh8NxqN7yxcVFAoEAY2Njwol9dnaW9vb2moV8NpvljTfeYGNjgy984QtcuHAB2EsoKLh9+zbFYrGmmZqCWCzG4uIiNpuNM2fO7Pl5Lbn4wsICmUymqr9WQS6XI5vNCrJEcSkPhUIMDw/T2toq/BcqF9qKUsJkMmGxWEgkEty4cYPm5mZaWlowm82EQiHy+TyJRILx8XEWFhbwer1YrVa2t7dxOp20tbVRLBYP9JWIRCLMzMzQ29tLsVgUC04FWq2W8XeSUdLpNPl8nunpaba2tkQbhc/nE2aO+13/W7duIcsy58+fF4Z4u+FwOOjv72dxcZEHDx6g1Wrp7+8X/fSFQqHm8aemplhaWuKll16ipaWFbDbL9va2iG6DciuEYhLmdrvJZDJ7iLZkMsm9e/dIJBJ0d3djNBpZXV3F6/VSLBb3JS7a29sxGo2i6FKKYMVY0el0curUKSFrVkz1lEJPaUcqFossLS0hyzKTk5OYTCYhWd6t3lHGWiaTYWZmBoPBsC9hVCwWWV1dZWZmhvX1dS5cuCD8BPZDpSfDYTE7O0s8HhdJJt3d3UxNTbGxsbEvsRAMBpmbmxO+I7XmlnQ6zbe+9S3a29s5deoUm5ubqNVqNBoNyWSSUCjExsYGOp2OgYEB2traDqXMikajoshVFBUWiwWfz8fExAQtLS14PB6hDqhUUCjeMYpC5eTJk+K52a+9TKPRHGiKqiROKPc2Eolw7949GhsbDzR1hMdtOouLi2QymX39RyohSRInTpyoeT5KlGosFiORSKDRaPaMwVQqRTQaFUkSSgqKcjzFFFQxGlR+x2AwHCldQokrVpQ3SlLR+Pg4qVSKYDAo7vfQ0JAwnCyVSjx48IBIJIJarcblcjE/P8/MzAwNDQ10dXVhsVgIBAJ0d3cTj8dpampiYmKCtrY2bty4wde+9jUcDgdf/OIX6ezs5Jvf/CbBYJCWlhbUajUqlaqKZOnu7iYajXL//n1WV1d58cUXsdlsnDhxgqtXr2I0GgmHw3z9618Xz61OpxMqH6Xwf/TokfDEUObKcDiM1+vF7XZz7949dDqdIA5MJhNNTU1sbW2xtbVFMBgkmUxy+vRpotEoc3Nz5PN5NjY2OH36NHV1dczPz/Pqq6+i0Wjo6upieHgYvV5PKBSitbUVj8dDMplkc3OTUqkknu1Hjx6JFo+D4PV6CYVC1NXV/WlMfPh+4wrw6wf8/F/t+vsq5ZaF3fhfAQPwP1Mu/P9DjdesA5+XZXl5vzeTZXlZkqRPAv+dcjrET/CYAKjEL73zngfhmZzTMT4YeBaF+dPbyx/jGD/gUDKqHQ5HTXXA4uIiXq+XEydOiB05l8tFf3//oXwOfD4fqVRqj8P2xsaGaEHYbwG/HxTZsFarJZfLMTExISLvlGMvLCzQ2dlZU15+EJT4ssNAMfBSiAklknK/66LX67l8+TKrq6tsbW3x9ttv7xvTB2XCo3LRWws2m42enp5DG1AVi0WWl5eZmZkR/hUKibKzs0M+n0eSJEHO+Hw+EQFmNpuRZZlcLsfMzAwWi0Vcc0mSRDGv1WrZ2NigUCjQ3d0tFtDNzc1CVgtllUMoFKJYLBKNRoGyz4XSGlELMzMz+P1+isUifr+fzc3NAyMZjUYjzz33HCsrKwQCAdRqNel0mtdee41AIMBLL720x2OiEvl8XvQ37y4sFOPID33oQ9y7d498Pk9TU5Mw9trvnihtIgaDgVAoRHNzMzdu3CAcDle5vheLRVHQnzhxgmQyKQoEBWazmatXr1IoFMS4bWxsJBAICEd0pd9Zr9eTTqcxGAxVaiCFEGtubqajo0P0+iv3yefzMTIyUjPzPRKJsLGxwc7ODmazGbvdTjKZZGdnZ9+2IIPBQE9Pz4E58KFQiLW1NWw2Gx0dHXvM+BQoHiIKIWIwGLh8+fKhM+Y7OjqIRqOYzWYCgQDhcJgzZ86QyWR46623GBwc3PN8Op1OEUMbiURqtgopBoySJOHxeJifnxfFTnt7O319fbS2tuL1evF6vYfyUslkMty9e1ekrlQ+IyaTif7+fnp7e59YEJVKJRKJBG+++SY9PT309fUd+PqD5p/19XXu3buH2WxmcHAQo9GI3W7HZrOxvr6O2+2uSchVwu/3k8vlKBQKhyKZ9/t8LpeLD33oQwD77jbPz88TDocxGAyCPKtseVESJ1paWoSR4L1792hqajp0K1ml+e2VK1f2zC8mk0nMlcrfS6WSIMUUQ0ONRiOUH36/X/gidHd3k06n8Xq9GAwGXC4Xn/vc55icnOSb3/wmW1tbuN1umpub+d73vsf9+/cZGxvDYrHw6NEj+vr6RCtTZ2cn8Xic9fV1pqamcLlcaDQaJiYmaGhoEM+R8sxubW2RSCR48cUX8fl81NXVcenSJVwul1BCVJLVStSoJEkiJvo3f/M3kSSJQqHAmTNnGBwcpFAoEAgEOHXqFCqVimw2Czz2AKqrq6NQKPDKK68QjUb57Gc/y6VLl4DyMzw2NsbQ0BA2m43bt2+TSCRwuVzcv39feEUcZk7o6+sjFosdkwo/wJBluQT8dUmSfpeyb8EVysqHJLAAfA34JVmWY4c41m1JkkaBvwZ8HuilbMS4DVwD/qMsy080WnyW53SMH3y8W2LhaUiFWiqHWsc57OuOcYxDIRwOMzMzQ19f36F7/fv6+oSRngJFUqokHCiFiQJJkg7tiry8vEw6naapqalqweHxeCiVSkdyGVfQ2dlZ5ZKfz+fJ5XLi5w6HQ+SAv1eIRqPE43F6e3vFotRisdRUDShQYgDPnDnDm2++ycTEBLlcjueffx5JklhaWqJQKIjWgMPu4O1noJfNZgkEAng8HlEUq9Vqzp49i8/n49atW8TjcUZGRhgcHGRzcxOtVovX60WlUnH58mXRn9zQ0CB2N8fGxrhz5w4TExNV8vLKoqBWxJ3T6axasOXzeVwuFyqVivPnz4uFdWVrRKFQ4Gtf+xpWq5WPf/zjLC+Xyf5Lly5x48YNgsEgg4OD5HI5Hjx4gMvl2qMW0Wg0os/80aNHQvobiUQOHMfnz59ndnaWubk5VCrVnrH69ttvEwgE+MxnPlNVKDwJSoE5PDzMwMAA6XSaTCYjVCIK1Gq18AcpFAqsrKygVqv3XNfdxJzSv14sFoUU22az0dbWxuTkJB0dHcLAsFAoYLfb8Xg8NDU1CfKrspj8xje+QSaT4cqVK7S3t1cpfFwuF4ODg4yNjSHLMnV1dcLM9CDsN2YVuN1uent7cblcGAyGfYvb5eVlvF4vHo9HFDFK8kA8Hufhw4d0dnbue58rE2DC4TCRSESYGeZyuap5RYGSrOL3+0UBtBsNDQ185jOfEYRtOp2mra2NXC6HLMtYrVZaWlr2JXRrQSE9a73+KMqxvr4+PB4P9+/f30MU7WfwuB96e3sJh8PiOHq9ntOnT+P3+4VR4MjICIFAgMnJSQYGBvY8R6dPn6ZYLB5ZuVYLilR/eXmZ4eHhPa167e3tVTHF4XCYBw8e0NPTQ2trKw6Ho6pdTq/XY7FYjpQcoLTfHdYrZ2lpieXlZQYHB2lpaRH38t69e/h8PqEK0Gq1ov1mZWWFb33rW1itVr74xS/idrv55je/yc7ODmNjY3zqU5+iVCqxuLgIwNWrV/nWt75FY2Mj4+PjLC4usrKywubmJgaDAavVyrlz5xgfH2d5eZlf+7Vfw+Fw8KUvfUkkB9lsNkZGRtBoNKhUKvx+P9PT04yMjDA2Nsby8jKyLJNMJkVyQywW44033qBYLAp/ivn5efL5PGazmRdffJGxsTHu3r3L66+/Ljwv6urqyGQytLW1UV9fz1tvvYXf76ehoQGLxUI0GmViYkIYK7/00kuMjo5SKBQYHR3FYDDQ0NBANpulvr4em812qHhIJanisEgkEmLOeDcR1/8jQJbl32B/k8SnOd7rwLtuF3+n2P+5d/77gTinY/xg490QCz/75JdUQQL+ItBR8fcC5bzSB0CQx7EkbuAE5dxTDY9JhmXgN9/FOR/jf2BkMhnhNH5Y1JLAKrvVSnzgk4yqDsLQ0BDZbHaP5F7ZAXm30Ov1e1oFLBaLMIhSejUPgpJKcJQeWsXYTvE2OApUKhXj4+NC8aAsSJSCs6enB7VaTTQapVQq1dw9WV9fx2AwHFgArK6usrm5iUqlEvdQlmUR/xcMBtFoNCKuLJlMksvlcDqdohVBq9XuuU9Go5EzZ84c6nMr/cFms1mca7FYZH5+HpPJJCIN97tHhUIBn89HMpkEEAXfm2++KXLWt7e3WV5e5u7du1y4cKFmG4picBePxzGbzYcibaCsspAkqSZJpTxru3fTlc9st9tr3jtFkqy0Peh0Ok6cOIHJZKqS8iuqDLVaTW9vL2NjY4fq+1ValwYHB6mvryeXy2G328UzqBTDsizzB3/wB0iSxOc//3lxz3cvkBsbG/H7/SIirvK+S5IkCkVZlikUCrhcLmKxGKFQSMSQlkqlI/UsK8aSCmRZxufzAWUyQHne3W43qVSKtrY2ent7iUQi4l4phON+xf9u9PT0oNVqmZ2dpa+vr6Y3hgKDwcBzzz2372eSJKkqfaLyGVpeXmZiYoLR0dEjxXmqVKqau+bpdJq1tXIMe3Nzc1VbUC6Xo1QqYTAYxH1QqVTodDoRJVuJ/Qwe94PH4+HTn/70nuvgcrno6OgQBWIikRBKmN3YXfCVSiW2traoq6s7VDFYKpVENPHNmzfJZDIEg8GaHkCV5GY4HGZiYqLq+9JgMFTFixqNxqqkisNi931Kp9M1k4UKhQKzs7MsLS3hdrurSGCDwcD6+jr5fJ6Pf/zjeDweNjc3BQH48OFDVCoVGo2GfD5Pd3c39fX1jI+PMzQ0xMrKCqFQiDNnzlAsFrl//z4ul4uxsTFOnz7N5OQkv/d7v0d9fT3nzp2jrq4Oi8WCXq9Hp9MRCoV49dVXaW9vp6GhgWQySSqVQq1WMzU1JVJOZmZmuHbtGplMhpaWFm7evMmJEycoFossLCwQCoWEiaXL5RKKFofDQV1dHaVSCa1Wy5UrVzh//jydnZ2cO3eOX/mVX2F2dlbEg/r9fl588UXm5ubY3NwUkZpms5nr169z584dvvzlL9Pb28vCwgIPHjzAYDBw7tw5QRbkcrl9U6ieBouLi4TDYcxm87HK4RjH+B8ET00syLJ8aGJBkiQb5fiQDsqEQhD4F8B/lmU5cMDv1QF/AfgHlA1EOik7h35RluX40577Mf7HhMfjweVyHWoxdhBsNhtXr15FkiRCoRCbm5v09fXVPG6hUCAej+/7pVprpycUChGNRuno6Dhy36pGo9mziK21uK/V66tIyVtbW6vet1AoiEWvsuCIRqNMTU3R3d1d0zCup6dHEAu1kE6nmZiYoKmpqSaBotfrqwoPgDNnzlQ5lD948IBSqcTVq1fF+cqyzP3795mcnBQLyf2gFMWV7SCKb8MLL7zA0NAQDodDLL51Oh23bt0iGo0yOjpaVQwWCgVhzpdKpbh06dKB9y6VSmEymUin06ysrGAymcS5KmZ1DoejZt+83+9HkiRUKhUOh4Mvf/nLYjE4MDDAnTt3SKfTQpljNpuF38d+O7dzc3NEo1Hhf3BYWK3WqkJNkezW19dz6dIlsTunoFQqMT09/f9n77+jI8vv9D74cysXKgGFAgo5h0ZuNLobnXsChxxyZjmMIrnkSjJty16d9etXK6/1rs+RLFvHe6S1LFuyZPu8ljbo3WNS1HLJHabh5Jmemc5AN1IjhyoUKqNyDvf9A3N/RDXQPT2JEc85OBw2ULdu3VS/7/N9vs/D7du3GRoaOpSs0uv1B1QGh+2TWq2moaFBFLePqsBpb28XxQdQUShVVVXh8/lob28XSQVqtVqolJqbmw9cr5/85CeRZZnFxcVDC0MF+yMil5aWxLF58cUXSSQSfO1rX0Or1SLLMmtra+h0OlpbWx9pkR+JRHjrrbeIRqNcvnyZ7u5uCoUCRqOR0dFRCoUCW1tb4ppXjtf58+cPdMIVdUttbW3FPah4WhSLxQd6Y+zHBzUCNRqNGAyGD/Sc9nq9xONxent7xf23s7PDvXv3yOfzZDIZisUi3d3d1NTUcPv2bVKpFI899hhra2sigSKRSHDixIkDRo7Nzc0PNHh8EMrlMoFAoIIgVFQdANeuXSOXy3H27Fk0Gg27u7vodDrW19dpb28/UPz7/X4xone/sev+91RMWr1eLysrKyQSCVKpFDU1NWKE62FjHolEQhhgHjZ7r6RKdHd3fyjTV9jzVEkkEpw6darCS8Pr9VIul3E6nUSjUeLxOAaDAYPBwLFjx0RqS11dnSBiYe+7/vz587z88sssLCzQ1NTE0tISNTU1BINBvve97/H222+Tz+fZ3d1FrVZjsVjQ6XSoVCpmZmaIRCLU1dURCATI5/O4XC4MBgOXL19GpVIxNzfH0NAQXV1dGAwG3nnnHRHzqtVqhYGrz+dDq9XicDgIh8O8+OKLQjkiSRJ/+Id/SCwWw+fzUVtby927d0WUblVVFW+++SZvvPEGOp2OCxcusLOzI6I0r127xne+8x0GBwdF0oyiSqiqqmJ+fl6o1BTj03Q6zcLCAn19fXR0dBCLxbDb7WJN0NLS8tDxt/eDjo4ObDbbx2pifYQjHOGXCx+7+aEkSWrgeeDiu//0BnsGHZH3eu27pMP/KknSn7NnIHKJvRzUv5Yk6RPvzu0c4QiPjA9LKihQFudKp7K+vv7Q7trq6qpwoH7U8YvNzU3i8Ti1tbWPLDHNZrNcv34dm832UBM3JWnAYDBgs9mEGqNQKIjFXS6Xo7GxkR/96Ed0d3eL+XxJkkgmkwSDQZEocL/6Q5FqKouJbDZLMBgUHQvluClu88Vi8ZE+H3BgFrmzs5NSqVRRwCsz5TU1NYeao0WjUebm5uju7qaxsfHAwlqtViPLMgaD4UBx29fXh0ajwe12i3OtZM3H43GmpqZYW1ujvb2dnp6eB15rHo+HlZUVMX4wMDBQIS+1Wq2MjIwcalaXy+VEXnxtbS16vR6HwyEWgtXV1VitVgwGA08++SSSJPHaa6+J87S4uChIkVKpRCQSoaGhgdbWVqxW66FeCftRLpf56U9/SlVVFZcvXwZgenqaXC7H6dOncbvdbG1tkc/naWtrq1D75HI5bt68icvlwmQyVRzfQCCA1+tlcHDwkSTf0WhUeBWo1epHTvVQ8KBz09raSjKZFOMFX/7yl4X7vkIkNjY2VlyLGo2GQCDAxsaG8Dw4rOhWfByU/U0mk1RVVZFOp8lkMkLuns/nhfz79OnT9Pf3V7xfLpdjenqa+vp6Ghsb8Xg8NDY20tXVxerqKul0GtiTimcyGc6ePcu9e/d49dVXOXXqVEUn/rBj7Xa7uXHjBhMTEwfIPWVGfH5+nmKx+L79Xx4FDQ0Nwsw0l8s98nMzHA7zgx/8QKRQpNNpAoEA7e3t4ri+9dZbLC0tceHCBaEkUD6vz+fDYrHgdDopFAqHHpsHxZ4+DC6XC7fbTalUOrRAdzqdwo9kY2MDl8uFxWIhkUhgsVgOFGW1tbXChPJBuHfvHqFQiImJCWpra8VIVzabxWq1inn+h0FJ8njQKIpyrdXX13/obnRtbS1qtVo8B4vFIhqNhrW1NVZXVzl79ixtbW24XC4ikQhdXV3s7OwwPDx8IMJUwf7Y2aWlJVZWVujo6KC/v5/Z2VlWV1cZHx8nFAqxu7tLW1sbX/ziFzlx4gQbGxs8+eSTPP7446yvr1Mul3nrrbcIBoMMDg5y/fp1vF4vjz32GFtbW8KoeGhoiOrqauEHMzY2RmNjI6+++qqIrIW9Z8HCwgJqtZpyuUxrayt9fX1sbGywsLBQcVymp6fZ2dmhpqaG559/njNnzoio2WKxiMvlEjHRV65cIZvNcuzYMT772c+KGNpYLMbQ0BCZTIb29naam5sZHh5mcHBQnDsltvhhaVLvF0ekwhGO8JuHn0eqwt9jjxCQgQXgaVmWH017+S5kWd6VJOlTwC32xiMuv7vd/+Uj3tcjHOF9obu7G4fD8cBuqcPhoFAovK8OV19fH4lE4n3NrSr59O/1mtXVVbEg22+INjs7K6T/LpeLWCyG1+tFq9VWSF3dbjd+v5+BgQHOnj17oEC7desWuVxOyKA3NzeZnp5Gr9dz5swZMcttMpk4f/78h4qs2r9In5mZQZIkRkZGOHnyJCqVSkj7g8EgtbW1wuRO6bgCTE1Nce3aNc6cOcPx48crPCDS6bToUnd0dKDVaunv7xe+CfF4XBglSpLE2toa5XKZqqqqQzvXykiAolRYWVmhtrYWs9mMVqtlY2MDt9vNiRMnqK2tpVAo4Pf78fv9SJJEb28vCwsLpNNpjh07RqlUIhAIkMvlaG1tRafTic5hV1cXOp0Oj8dDPp9Ho9GI91K8K8xmM36/n5deeomhoSFOnTolUk72Ly4zmQw+n4+WlhYxpmE0GgWxoKhZZFmumNu9H4rKYnBwkK6uropr9caNG6yurlJTU0NbW9t7nvulpSXS6bRwi/8o4PV6KZVKFWTT/m2PjIxw584d3n77bSYnJyv2f2Fhgd3dXY4fP/7ATv7+7e4vUL/85S8LUkExfFO243a7icViFZ3cUqlEPp8nm83i9XrZ3t5Gp9Nx/PhxEokE4XCYUqlEdXW1IDIUEuJRvF8kSaKnp+eBZI0kSQ8doQgEAmg0Gux2O6lU6pEjIvdjZmaG6elpjh07xqVLlx54TFdXVymXy/T19VEul2lvb6e1tZWqqirW19cJhUI0NDTQ1tZGoVBgY2ODfD4vnn2KWkWWZex2+/sigB8VTqeTYrFYsd1CoUAoFMLpdFaQN3a7XSSY5PP5CmJud3dXdNXfy1DSbDaTTqdFsbh/9KBUKjExMfGe942SqHEYpqencblcdHZ2fiBSwefzoVKpBEHr8XjE83F2dpaZmRkmJydpbGzkrbfeYmFhgdOnT4uOvMvl4ubNm+TzeTo7O7l+/TqxWIynnnpK+JPs7u7S3NzMiRMnWF1dpaenh+rqatra2tDpdDidTkZHR1GpVPyrf/WvRLRmLpcTcYq3b9+mra2NRCIhvFbS6TQnTpwgHo+L31mtVkGoh0IhXC4X7e3tlMtlOjo6qK+vF2lDZrO5wmR2enpaGDPu7u4Ce989169fFzGaKpWKQCBAR0eHUCVeu3ZNjHWFw2GhKIxEIiQSCQKBAHV1dSIN5OrVqzgcDiYnJ6mtrcVut4tUjlwu9779p45whCMc4TB8rMSCJEkqKjNJ//77JRUUyLKckyTpvwF+wt44xX8jSdK/kB+mPT3CET5mKAXbg7Df/OxRsd+R/v3sx/6ieGdnh9XVVYaHh1Gr1UJaXF1dTSqVOtANr62tRaPRCCf2rq4uWltbDyw+Ozo6MJvNokNyPzY2NsQoACDmPEulkijEZFkmGAxis9k+kizsUCjE9va2WIQrhbvb7RYFjVJw19bWcuHCBfH/lYx7u91+YJGskBCFQuFAB7NcLrO9vS3M+RYWFjCbzRw7dkzkrO+HLMvcuHEDSZI4c+YM3d3d7OzssLu7y+rqKmazWby38kjb2NgQ5IhGoyEUClEqlXA4HPT394tovnw+L7rIbrdbkAOAWDwrBabD4WB5eZlsNiuKrZmZGRKJBAMDAwSDQba2tmhpacHv99PT00MsFmNnZwe9Xi8iyfZ30JURFUmShPv9YdDpdJw7d+7Q3/X09LCzs3NoFzUejxOPx4UBmDJqoVKpmJ2d5cqVK7S3tz8SIfEwrK6uUiqVaGxsPPS6tFqt2O12Njc3WV5eriDcHA4HkUjkkf0K9kMpmre2ttjY2KCrq4uWlhYuX76M2+0W0ngFVVVVnDt3ThQQPT09YlRk/4jO/uKzUCgwNjZWEaMHe8+JUqlUYRbZ2dkpIj4PG2eyWCycO3fuUPl7sVhkYWEBjUZDd3c3S0tLwqPk/UAh8urr6w8lFZaXl8nlckSjUWRZpqenh7q6Op566inRFe7r6xPjb7DXkX3sscd44oknxPk1mUycPn0aWZaZnp4mGAx+5IXV/nQYBUrkablcrjAbfVCsZTgcZnZ2lvr6+kfyP2lvb69Qk0SjUXZ2doRsf3R09IGvTafT+Hw+0e1X4Ha7SSQStLe34/F4WF5ePqBoeRQokZHpdJrnnnsOSZIE+VIqlfD7/aLjHwqFaGpqoqmpiVAoJIyJU6mUIAF9Ph93795Fp9Oxvb0trmWTycTW1hZTU1OMjIwgSZLwbBkaGqK1tVX4kVy8eJHt7W1qamqYnZ1lbW2Nzs5OVlZWRLzsF77wBTY2Ntja2mJychKVSkUymeTUqVN4vV5ee+01dnd30Wq1NDY2YjAYSCQS+Hw+vvrVr/Lqq68yOztLS0sLXV1dDA8Pk8vlBIGv1WqFt084HGZra4tcLsdXv/pVyuUy+XyeSCRCJBLhzp07XL16Fb1ez8WLF/F6vWSzWUEor6ysMD09TSKRoKurC5vNJnw9PB4PLS0tqNVqlpaW8Hq9NDY2ks1myWQy7/t8HuEIRzjCfnzcioVJQBnAjgEvfcjtvQREgWqgnj2/hasfcptHOMKvBBRjsUeB0kFOpVKsra1htVo5ceLEA0c29i9ClYW4kgc+NTWFyWRibGwMo9H4UMf6/v5+8vm82E+LxUJXVxdbW1uiyA+HwywsLFBXV1cx3w6IedRHlRvLssz8/Dx6vb4iUtFoNDIyMiLy1ZXiRJZlEokEBoMBo9HIJz7xCQYGBlCr1QcW9BaLhfPnzxMMBnn77bfp7+8X8uNCoUAwGBSGgmazGZPJJCTNh2G/e39PT4+Q1O/u7lIulwmHw4yMjAh1i9PppFwuc+rUKfL5PCsrK8KwUul8mUwmQRJVVVVRW1sr1ACLi4vk83lGRka4evUq+Xyec+fOVcxlnzp1ikKhQCQSIRwOYzQakWVZSI5ra2txOByk02ny+bww3btfqfKgjnS5XCYSiVBTU/PQa7enpwev18vq6uoBv5LV1VVR4BqNRm7cuIHRaOTxxx9nZ2cHjUbD9evXqampERLycDhMa2vr+yKuhoeHD5iZRiIRJEmiuroalUrFyMgINpvtAPHX39+PyWQ61G/kMNxvtqiQPslkEpPJxNtvv43FYuH48eOHFuWKTDybzXLmzBlR5B/WPc7n87z55ptUVVUdOHd37txhZ2eHL3/5y4JElCQJnU7HtWvXkCSJS5cuVWyvVCqRzWYPVWFpNBp6e3tFp9xkMr1vkhQOT03Zj0gkQj6fZ2xsDLVaLa6t/deYWq0+cJ0+aMwmnU5z69Yt6urq6OzsRKfTEQqFWFtbo62t7aH78kHQ0NBAPp9nY2ODSCTC8PDwQ//eYrHgcDgOPLvL5TI7OzvY7faHxlYGAgECgQB2u/2hHiqhUIibN2+i0+kwGAw0NTVRLBa5efMmW1tbOBwOMb4VjUYPpILkcjlBhKbT6UMVMiqVCr1eTzqdZnd3VyScKM9ZhVAqFApUVVUJr6Hd3V2qqqpwuVy0tLSIsRxlvKOtrQ2Px8O3vvUt2tvbcbvdTE1NUVdXR0NDA7Ozs2QyGTo6OlhZWaGvr4/Ozk7S6TR2u50zZ87Q0NDA/Pw8Xq9XjHmEQiFCoRDhcJhAIMDW1hapVAq73U4mk2F8fFz8//r6eq5fv065XOapp57CZrNx8+ZNbt26RSAQEOSG8lwsFovkcjkRAfvP/tk/46233qK1tZXW1lZhsKrEe2azWaqqqpibm2NpaQm1Wk2xWKSjo4NkMilGts6ePcsbb7xBuVzGbDaL0b7XX3+dbDbLpz/9aRobG7FYLCL6U1FFvZ91xhGOcIQj3I+Pm1hQnMJkYPPDqgtkWS5LkrQJHN+3/SNi4QiUSiWWlpaw2Wwf+SLwlwGLi4sEg8EKB+eHQZnBVQppm80m5uofNbYsm80yOzvLysoKw8PDwtU+Go3icDgOLSYP83fY3d0lEokQi8Woqqoin88Lh+/9KBQK/OhHP8JsNnP69GlUKtWhM9xKVKCyD0pn9v7PdRg54fP5uHr1KplMhscee4zm5mba2tpYXV3l1q1bHD9+XMztNzY2otFo0Gq14n8V6PV6sTCDvdEDJV/dYrGQz+eZmpqira1NGObtJxZUKlVFPKXb7WZtbU2Yq8HB+dTTp0/z4osv4vV6RSqGxWIRi8DOzs6KDmIsFhOu911dXeRyuQOkh7IIDYfD1NbWsrm5ST6fJ5FI0NjYSCAQEOMe29vbwhhMq9WSy+WEH0UqlUKv1x/oYm9vb7O+vk5nZ+dD5/ETiYQwm3O73RXmYV1dXcTjcSwWizBDVWTTp0+fRqvVEolEWFtb4/jx42xtbREKhYSyRkEwGCSVStHe3n7otascd8WDRJIkZmZm8Pl8HD9+nL6+PiRJOvRzaLXaQ7u3hUKB3d3dAwofv9/Pm2++STKZ5MKFC/T19Qm1x1tvvcX6+vp7RnQeO3bswNjKYUilUjgcDjEasR9NTU0UCgWSyeSBNIv7j1O5XGZjY0OM3yjJCPvNHFdWVrBaraIA3k/2fZRQnPwf9tmXlpYIBAIcP378UBXAfijFmdVq5dq1azidTtxuNwsLC2i12kf6TpmdnUWSpPckCWCPtO3r6+P69etCEaUY7R1GJOl0ugPbVZ7Fq6urOByOh76vosZ6LzXGzs4OarUap9NZQZIpz5BkMsndu3dxOByHPsNXVlYIhUJC4VVdXX0o4TEyMkIwGKxQwygKrLW1NQKBAAaDgc9+9rPAnuLCYrHgdrvx+Xx4PB7++q//mt7eXr7whS9gs9no6uri+eefJx6PC3+NYrHI0NAQwWCQO3fuCAJJIdr9fj/T09O43W5CoRD9/f2kUim0Wq04rn/jb/wNlpeXMZlMGI1G3G43yWSSkydP0tTUJJSACglttVqZnZ3ltddeo7m5mVgsRk1NDWfPnmVmZoZgMMgLL7xAIpGgtbVVpHRcvHiRYrGI0WiktraWJ598kra2Nux2Oy+99BIvvPACqVRKjDicPn2aUCiETqdjc3OTVCpFa2sr5XKZlpYWnn32WWZnZ3n22WdJp9NClVAoFMSoWlNTkzB9NBgMJJNJpqamaGpq+sgMHI9whCP8ZuHjJhb2r+w/vOb54Hben4vSEX5tkcvlCAQCZDKZXztiIRQKEYvFUKlUBwoiRabe1dV1oGhQCk5FOnvjxg0CgQCf+MQnHsmgSa/X09HRQV9fH06nU/gI+Hw+BgcHHzkKrqOjg+rqauFGvry8XCFRVlAoFJidncVkMgkTwcOKuLm5OUqlEhcvXhSxhArW1tbQarUPlF7bbDbq6upEIaxAMdDL5/Osrq5WRFA6HA4uXLhQsZ1MJsPs7CwWi0VEoDU3NyPLMteuXcPj8bC9vY3H4+GLX/wisiwTCoUqzl8oFCKRSNDR0UFrays1NTWk02k2NzcPSNZhL8/d6/VSW1uL3+9nc3OT9vb2Qwtaj8eDLMuio/uwLqVKpRILTcWnQ3GEb2hoQJIklpaW2NzcRKvVMjs7K0YkAMbGxrh6dY/fvXDhAsFgUERF2u12sbCORqPYbLZDi/r9ngn3E2cWiwWDwcDc3ByZTIbR0VGhrFhYWMBkMlFfXy+KRyV+7f7ra319nUwmg9PpfCA5d39aSmdnJ7u7u/h8vge638diMZaXl+nq6hJkljIHvrq6ysLCAhcvXqxIwHC5XPj9flHUK1Dm2k+dOkVTU5NY8EciEXZ2dmhraxOE1HsVywpqamo4c+bMoWago6Ojwrn9ftx/DcbjcdxuN8VikdraWnEMZ2dnicfjDA8P4/V6SSaTFQXnzZs3kWWZU6dOVZx7xSj2/YwelMtl3nnnHfR6/XvGHNbU1JDL5R6JiLXZbFy+fJlyuczc3Bxms5nh4eEDIwX3IxaLYTAY0Ol0YoxnfX0di8Xy0EQa2Cukz5w5g0qlIp1OE41GUalUjzQ24vV6Rexne3v7eyq8tFrte+4P7I2PNDU1VZwTjUbD2bNnxXMgn8+L86s8e5U5fmWMyG63k8/nH6iiUNKZrl27RmNjI52dnfh8Pvr7+6mpqUGv11eMj2i1WqampmhsbKS/vx+tVsv09DQ9PT3k83l6e3upra3l85//PJlMhv7+fra3t8nlchw/fpzXX3+dWCyGVqvl+PHj4pgrz2Sn00kulyMYDDI5OUm5XGZ9fR2n00lNTQ3V1dViVEoxpVWIv7fffpvZ2VnOnTtHOp3G4XDQ2dlJIBAgFouxurrK1772NeLxODqdjvHxcWZmZgTJ6ff7MRqNlEoljEYjTqcTm82GSqXi2rVrWCwWYrEY8XicXC7HlStXxGijw+HgiSee4NVXXyUUCtHc3Izf72d2dpYTJ04wPDzMwsKCMPzs6OhAkiSRnqRSqRgfHxejbMrPw5Re6+vrhMNhxsbGxPjK+/GQOsIRjvDrjY+bWFBWTBLQIUmSRpblR7eBvw+SJGnZi5xUlA+pD7d7R/h1QVVVFePj4x+po/EvGrlcjtnZWTY2Nqivr+fSpUsHijLF3K+mpubQ4rFUKrGwsIDNZsPj8eD3+x+pywkHs+ZhT8Iry/IjFzXxeByfzycWNNXV1Q8cx9BqtQwODmI2mxkfH9/7rF4v5W9+EwoFVP/u38G7iQvFYvHA4qdYLLK9vY1Go3ng4ryqqoqLFy8e+HdFBq/Vajl27BhTU1PcvXtXdNbsdrsgCsbHx1GpVCIBQ4EiIVVkp42NjaIoUaSmSrLA4uIi6XQajUZDfX29kIzPz8+L4leRCytS8lQqRbFYZGxsjGg0Kgz6DkMikSCbzSLLMplMRow5GI1GqqqqxBjH/cVmXV2dGFuwWq0iWnF2dhaDwUA6ncblclFfX4/VahXxkW+//TaSJFEul8W11d7ejtlsZmRkhKmpKVE4dHZ2Vkhtw+GwICmampoO+BTMz8+ztbVFJBKhubmZiYkJ1Gq1SADRaDQVc+fKeIji7aEsegcGBoTZ2YNgMBiwWq2i0G5ra6Ouro5SqfTASD2FEEkmk6LAu3LlCjMzM3R0dNDY2CiKunK5LArzsbExyuVyRcGnUqmYmJgglUpx8+ZNLBYLHR0dvPrqqyI+cv8iXvEYeJCBnlIsKQVfOp0mHo+LZ4VKpcJsNj+SuWJ1dTXHjh3DarVWFIwKWVRdXS1In0fBwsICmUyGM2fOPPR55PP5hO9MIpHg7t276PV6xsbGDh07CofDZLPZhyYnrK2tsbOzw8TEhPgsCtHY3d3N3Nwcvb29B7wR9iOVSjE9PY3NZmN8fJzTp0+L8xaLxeju7qZcLnP8+PEDzyplVG1lZYVkMile/7AIz8XFRRKJBOPj48LAT6/Xf6REuhLluLi4iEqlEmNTyv263z9l/7Pn3r177O7uMjExwcDAAOVy+ZGuqVQqRTabJZvN4vf7sVqtnDlzpuI9YU89l0qlyGQyNDU1EQwG+a//6/8arVZLLBYjEAjQ0NBAZ2cnxWKRe/fuCcPSjY0N1tbWUKvVaLVaLly4wPXr15mbm6OhoYFQKMSnPvUpQqEQNTU17OzsiNGh3t5eWlpaqKurI5lMEo1GcbvdaLVarly5QqFQIBqNUldXJ2KazWYzdXV1RCIRkskkgUCA73znO8IDaW5ujmQyySc+8QmOHTvG9vY2r7zyCvPz80xPT+P1eunp6UGtVjM/Py9UeX/4h3/I2toazz//PLB3DSuGucPDw4KsVEaqlpaW2NraQq/Xi1SI9vZ2tre3MZlMYtRpaGgIlUpFLBZjbm5OjOk97Jyl02mKxSJ3794VI3aPqoQ8whGO8OuNj5tY8Oz7bzPwW8D3PsT2fgtQVlUysP0htnWEXzP8usUa5fN5kskkdXV1dHR0EI/HD3zGzs5OqqurD3Sj8vk8oVAIi8VCOBymWCxy5syZQ83Y3g8eZC72IOzs7ODz+bBarZjNZlZWVmhvbz+0ENJqtXzpS19Co9H8bM7zn/0zVC+8AID8P/wPSH/yJ6LT29LSUrF41Wg0hy7i70c2m8XtdtPS0iKKIJVKJRayNpsNl8tFKpWivr6epaUlmpqaBJlQLpcxmUycPXtWvH5ra4vNzU1GR0cZHx8XXaj9x1opnnZ3d8nn87S2tlJdXS2K+2w2i91uF14Cq6urbG9vMzQ0hN1ux+/3i79TJOnHjh079Fj29fXR1taG3+9nZ2eHZDJJOp2mpaWFwcFBrl27hs/n47d+67cOEFIajYbJycm9Yy7LIu9emeNVCqmXX34Zn8+HLMvCHV2lUtHa2lqxMA2Hw6ysrJBKpZAkiVgsJuJH6+vrqaqqEuTK2toabre7omDy+/3Mzc0xPDwsFtywN0N/+vTpBxYw169fZ2lpiU9/+tO0t7ezsLDAjRs3eOaZZwRhcj8MBkOFCSrwwEI5nU7j8Xhoa2vj1KlTFcV2Q0MDsViMixcvVign5ubmiEajnDhxQihFDvMgMBqNNDQ0YLPZ0Ov1tLS0YDabDxBmMzMzZLNZLl68eOh+bm1tsbOzg0qloqmpiZWVFSKRCJlMRsRdut3uR1YgHUZe7k+POCwd50HjEO3t7aTT6YdGAMfjcRYXF4V03WQyCQm6TqejXN5LnN5fhCrGjrW1tQcIC6VrrZCCh01nKve4Mm7zIBgMBurq6sTzUJH+NzQ0UCwW2drawm63H0qCzs/PE41G0Wg0FAoFkSbzMGQyGbLZrCCjHkWBAHvPG5VK9cjP7XK5TDAYRJIk+vr6DviOHAaHwyH+Lp/Pc+PGDaqrqw+MZ6yurpLP5xkYGECj0Qjy1GQyCdNbJbVmcnKSeDxOMpmkpaWF48ePY7PZuHfvHoFAQDw3dnZ2yGQyJBIJjEYjmUwGr9fLvXv3uHz5siATL126JBQsXV1dTE1N8Rd/8RciqvXy5cuUSiVu3rwprh9FkaHX6ykUCuIe/Hf/7t8Jn49EIsFv//Zv43A4BDHU2toqiN94PM7W1hatra10dXURDAapqamhqamJpaUlpqen2draoru7G7VaTUtLCx6Ph7Nnz/L4449z69YtgsEg29vbwlsH9lJmksmkIIEbGxsF+ZhMJnnxxRexWCwMDw9TVVXF0tISBoNBjNBNTExUEECKUXEul2N7e/vQqFPYS1JRRp8UIvhBpOsRjnCE3zx83E+DN4Eie+MLEvAvJEl6RZblhwcoHwJJkqrZi5eU391W6d3tH+EIhyKRSByQ5f4qwWKxMDk5iU6nY25ujo2NDSYmJio6lorRlTI/rywSXC4XLpcLq9XK8PAwNptNuFVDZarB+zVXU8YZBgYG3lOCa7VaxSIlHo8Ti8WIRqMPjOe02+2Uy2WuXLmyZxy3T4accjgwyTK5XK5CLbC/sHwUcikQCIgYRpPJhMvlYnx8XBxXRS5rNpuF2VlDQwNWq5Wuri5RxOyPu1Sr1SJOMZPJcO/ePYxGoyjQt7a2RDeov79fSIH348aNG6ysrPD000+Lz6L4Uvj9fnw+n4gV7e/vF8aUh0GlUiHLMltbW8CerH1ubk4YoinFjxK7+SDs7u4yNTVFMpmkp6eHQqFAV1cXVVVV3Lhxg3g8zhe/+EVGR0e5d+8ekUikYoENe9LZdDrNmTNnmJ+fFzF7ijma0WhkfHycYDCISqVifX29Yq5d+V8lcq21tVV8buV9yuVyhboD9jw2lDg12It1W15e5uzZsxXEgs/nw2QyvW85r9frxePxYDAYKq6FdDpNQ0MDAwMDB15jMpnI5XLEYjG2trbIZDJCbbG0tES5XGZgYACVSoXdbhcqEyVl5X60t7dz9epV7t69Kzq9SrEgSRLNzc2o1WpRhLa2tgqT0XA4jCRJaDSaj60w2L8v9+Nh4zkKzGYztbW1JJNJMpkMm5ub3Llzh3K5TGtrK7du3aJUKnHmzBnxHv39/eRyuQOkQi6XY3p6WtyXPT09h+6Xw+Hg0qVL4hpLpVKoVKoK4sbv97O8vCxIv/3o6OgQagin04lGo+HGjRtotVoRc5lOp8nlcpw8eVJ00t8LY2Nj78sjB/YUa7OzsyL54FGgUqk4efIkkiThcrnY2NhgZGTkgc9s2FMaeb1epqamhKLrMDIiFAqRz+fJ5/P4/X7sdrvYrkJ86HQ6Ic1fXV0llUqJYre/v18ooZTvnsbGRqGY8Xq9JBIJEc17/fp1zp49y+c//3ksFgubm5vU1NQQiUS4deuW8HXp6ekR5op2u12QDUoaj2LYWC6XcTgcwpOhq6uLQCAgVFWXL1/G6XSyubnJ+vo60WiUlpYWQSCrVCq+9rWvYbfbkSSJu3fvYjQaxfeeYqD4wgsvCCPjpaUlJElibGyMfD5PPB4nFArR19eHy+Xij/7oj5AkidraWmpqanA6ndy9e5dCoYAkSbS0tLC2tiYSrJqbm+nq6jpANLlcLgwGAzU1NUxPTwvy4bDrQ3nuKtuORCIPvT6OcIQj/ObgYyUWZFkOSZL0AvAse4RAO/CmJEnPybK89ajbkSSpA/j+u6/n3W29IMty6KPd4yP8MkORdb9XZ0fB8vIyiUQCs9n8sc0A7u7usrOzc8DJ/qOCspitr69HrVYf2pVUoshqampEwdnY2Ijf72d3d/eAiZ2y3+vr68RiMUZGRg5s82FQCtL3KkoBkskkGo2GeDxONpuls7OT7e1tDAYDTqeT5eXlA2Mcipw0Eong/9rXcDqdvPrTn3KvtZUT164hyzKnT59mamqKUqn00K61AiVVwel00tTUxPz8PC+88AJDQ0NUVVVVdC41Gg0nT55kcXGRUChUIf89rJCPxWL4/X5GR0cFsdHZ2Vlxnfp8PlZXVzEYDHR0dODxeGhubq64ZnQ6HTqdDq1WK/ZnbGxMdPYUqbTf76dcLtPf3y8IopaWFlwuF6FQiOHhYXQ6HSaTiYGBAZFc4fP5MBgMlEolVCoVg4ODFQXxYVAM/xYXFykWi4JMSqVSjI2NYbfbuXz5MrDXQfvTP/1TisUizz33nNhGbW0tarWaYDBIoVAgnU7jdDoPyMzr6uo4c+YMV65cqTgfihGcJEnk83nRaXa73SIiTq1Ws7Ozw8jIiNg/rVbLM888IxQdX/jCF3jssccqzmcymWRxcRGz2fyeM/v3o62tDYPBQENDQ0WXdX5+nlQqxeTk5IH7tbu7W0jky+VyBTEXDAYFGTQ1NYXL5UKWZbq7u/nEJz5x6L2vVqsrIuLy+TzXrl3DZDIxMTGByWSqIFGUQq5YLNLQ0IDZbH6o/P69kM/nmZ6eFs7++1EsFrl+/TpGo/GACuRRoVKpMJlMIoJPluWKQlyr1R64Jx9U4CgdVuU4PuiZ4XK58Pl8jI6OotVquX37Nmq1mvPnz1d8tlKpRKlUwuPxkEql6O3tRZIkMpkMer1ekL2K+kHZz2KxSCaTwWg0PnQEJJ1Oc+fOHZqamujo6KhQVT0qlEjb9zKUvD8JIBwO43K5RBzjg943m82K54/yvDMYDBWxsul0mu3tbdra2hgfH6dcLovvn8bGxgMpQ6OjoywsLIjkho2NDTKZjIiKjMVibG5uiu9ERUWXTCa5ffs2AE888QR37txha2uLYrFIW1sb3d3d3Lx5k0KhQCwWE0qfwcFBEokEL774ImazmWeffZaenh70ej0+n4/bt28TDoeFKknxGFpfX+fy5csi8nJhYQG3282dO3fweDxCZZhIJISfw9raGgCf/OQn0Wg0XL16FavVyle+8hWuX79OS0sLPT09XLlyBa/XK3x79Hq9MNFVojaDwSDxeJx8Po9Op8Pr9bKwsMDx48cxmUzIsozNZuNLX/oS165dE4TA6urqgRQkl8vFzMwMer2eiYkJkXihbPtBUDyeFLXdLwoKEXWEIxzhF4+fh37p7wOfAPTsEQKjwIIkSf8H8OeyLM896IWSJI0Afwv4XcDAz9QKOeD3P+b9PsJ9kCTpYdrLj/2pvr6+jtvtZnh4+JEMvzo7O4nH4x8o7uxREQwGRQf2UaWpCgqFQkVU2sPQ2Nj4QOWF0uFZXV2lWCwyMTGBwWCgu7ubRCJxaGfQbrfT2dn5gRYDOp0OjUZzYMGxtraGSqWq8GXo7u5GpVLxV3/1V9y7d48nnngCu91ONpslnU7j9/vJ5XI0NDTg8/nQ6/XYbDb8fr9wZK//2tco1dXRVSyi1+sfKM0tl8vcvHkTrVZ7oJBJJBJC3utwOGhvb2dzc5Pe3l66uroOLEqy2SyhUIhisXhghlmZqzUajWLuW/lRFmv3G76NjY0RDofRaDT4fD5cLtcBD4uTJ08yMDCAzWZjZ2eH5eVlsdDUaDT09/cjyzLvvPMOoVCIeDxOMBikrq4Oh8NBLBYT6QrKudnv7D45OSmk16urq9TX1z90hhz2CtfHHnsMh8MhZo4lSWJubg6LxUI0GuWNN97g3LlzJBIJsQh/9tlnhXu54lNgsVi4ePEi6XT6gUaISjzp/hESpfhWYkHVajWRSISVlRVcLpcwWVSk0LB3X25tbREOh4X65H6ne9hTELS3tx8YD5JlmY2NDYxG4wPvu/2qiv3Gqs3NzSSTyQrSSJnHb2pqoqurS5iHlkolFhcXaWpq4uTJkxQKBa5duyYi4CwWi5CyHwa9Xk9fX5+Yhb916xbLy8ucOHFCkC+lUklE9ilQjv0rr7yCRqPhwoULDxz5OEwZpKBUKpHL5Q74Yih/r9Vq31eHfb/vwNDQEHq9nra2NkwmEwaDgdXVVYaHh8X9rSgAHgWKtP+9sLm5yerqKl1dXTgcDqE62I/m5mYaGhpQq9XcuHGDdDotiCYlBlH53lGpVEJNsrW1hUajobm5+T0JnXK5LOIG9yOfz7O+vk5zc/N7Eua5XA673f7Q76ZMJiOiNhXSLZfLifSAhx0zn8/H9vY2arX6UIUO7CVFXL9+nfPnz4t4Ya1WK7xkDvvc4XBYfJe43W4sFgsXLlxgdXWVb3/726JDvz+ueHZ2loWFBYxGI36/H7PZTG9vLzU1NSKm0Wq1cuvWLe7du0cul+Pxxx9nZGREjACsr69TU1PDpz71KWRZZmZmRnTkT58+LQxazWYzS0tLdHR0iCSk1tZWNjY2CAaD7O7uUldXR1VVFY2Njeh0Ora2toSx58rKiiChNBoNU1NTOJ1OxsfHmZ6eFlGcp0+f5h/+w38ozse1a9doaGhgcXGRZDLJ7/zO73Djxg3C4TCRSIREIsHm5ibNzc1YrVb0ej2pVIrf+Z3fQaVSsbCwINJ7lHEdt9vN3NwcXq+XCxcuUCwW0Wg0ZDIZ4vE4DoeDYrHI3Nwc1dXVFaaudrudgYGBDzVe+WGRzWbF9fte32dHOMKvIiRJ0gG2fT969jwGU8CuLMu7v8DdO4CPnViQZXlFkqT/AvhT9opPGTCyRwz8viRJEWAWCAFpoApwsBclqQwPK6+TgDLwX8qyvPpx7/sRDiDwi3xzs9ksFpiPgv0yy48L3d3d1NXVve/3yefzXL9+XWTVfxhYLBYuX77M8vKy+ILf3Nxka2uLY8eOiYUMIKIZH5S48CjIZrMUi0UhMYe9xaDH4xHFkOJ4HQ6HWVxcFF3npqYmRkZGWFlZ4ebNm7S0tCDLMuvr67hcLtGxX1xcpL6+noGBASRJ4qmnngL2ZtQVpcRhHeYHzU0rLu+KomBwcJDBwUFKpRLJZPLAAt1sNotIOyU20mQyEYvF2NjY4NatW4yMjIjISqvV+tBFvl6vp76+HkmSRPzk/YRPPp8X+6dkoh82964UVX6/XyykDAYDg4OD5PN5USAqxbHFYsFut6NWq9FoNGSzWaqrqx/ZZE/xrtiP9vZ2ZFnm+vXrbG9vi/jNrq4uent72d7eZmNjg1wuJ8YdSqWSkBnvL9QKhQKwV2zk83kaGhoq7iflGkkmkxWy6d7eXsbGxsSYz/4iRa1W4/V6MZvN1NTUoNFoDi0s95M7yoJa2SeXyyU+F/zMpFEp0pLJpFARjY+Pk06nuXv3Lq2trdTV1eHxeMQIUE1NTcXc/vT0NNevX0ev11NbWyuM8gwGA6Ojo7S1tSHLMhaLRbjkH4b7Z+0tFgtDQ0OsrKyIkRKXy8XFixcPnEOtVksqted/HA6HD1WvyLLMjRs3yOVynDt37kCBrdfrGR4ePtTnQ/HAeBQoBHAkEhERjE1NTTQ0NKDRaHA6nZTLZZqamoS56MeF6upqWlpaxGe9v1hRuqMKuTk8PEw+n6/4Xrq/0JIkiVKpxObmJmq1+kDKzGEwm82cP3/+wDH3er289NJLdHZ28uyzz4p/z+fzqFQqotGoUPF0d3fT3t7+UHJHkiQikQjr6+tiVKa7u5t8Ps/c3JzwtjgMzc3N4vw87HPY7faKbWg0mgpvjv1QqVTC6HZ1dRVZlnE4HGg0GkHOGgyGAwqZ9vZ2UqmU6NybTCaRcLG4uIjH4xH7MTAwgNFoFOcxn89TXV3N/Pw8y8vLHD9+HJfLxe7uLvX19aysrPBnf/Zn/K26OuxVVWy2tvLOO+8QiUSE4iGRSJDJZOjp6SEcDjMzM8Po6Cif/exnaWpq4s0332RkZIS+vj4CgQB+v5/u7m6SySS5XI5EIoHL5eLf//t/TywWE+N6//Sf/lMcDgd/9Ed/xMLCAh0dHZjNZgqFApFIhHA4LPwXlAjQ5eVlDAYDWq2WmZkZTp06xeLiIu+88w7Dw8MMDQ3hdrt57bXX2N7eRpZlGhoa6O/vx2g00tPTQ319vWjgKCqPw/Cwc//zxIdMsz/CEX4pIElSI/AYe0145afpPV6TBDaBeeCdd3+m5V/QTfFzcVyRZfn/J0lSHvi3gImfkQQAduDSIS9Tfi/v+/s08J/Lsvytj3ePj/DLiMM6jr9oaDSaD0ReKDO7jzrWsR9KVvb+YkOlUlVIvHO5nIheNJvN+Hw+gAfOFb8ftLS04HA4KhbSSmyVJEnMz8/j9XqJx+Po9XrMZrPIGrdarYTDYZaXl5mamgIQRUNPT4+Qaipz9EoihoJkMkmpVDpU+qhSqYSnwX4kEgmmpqYqFkoKVlZWhOzZbrdz+/ZtisUip0+fxmq1EggEhDeEz+cjFApRVVVFR0cHu7u7LCwsMDg4eGjHRpZlwuEw1dXVaDQaxsbGmJqaYn19XRQrm5ubyLKMVqvlpZdeIpvN8vWvfx2r1crg4KCY4+/r60OtVjM3Nye6Z/fHAarVauGpcOzYMZHgYDKZ2NzcJJfLcebMGZaXl8nn82If8vk8Ozs7whBvP7a2tpAkqcI0MJvNiq7YxMQEd+/eZX19nWAwyHPPPUd9fT11dXVkMhlhzjg4OEgul+NP/uRPaGxs5Etf+pLYnhJHeO7cORYWFojH45w8eVJ0fNPpNGtra1RVVXH69GnS6bQwQ1P+Jh6P4/f76ejoQKvVYjQaRQyf2WzmpZdeor29/QCxkMvlWFlZEZ28yclJGhoa0Ol0QgqvYHFxkXg8Tk9PD/F4HK/Xi9FoFLLvZDIpjNEikQipVEp0BicmJrhw4QLJZFIca0UF0t/fXyEHP+w5t7OzQy6XEyTI0tISoVCIkydPVjwHRkZGCIVCvPHGG+RyOZ544gksFsuhzxmLxcLnPvc5wuHwgY72fsPBUCjE8vIyNpuNsbGxir9bX19ne3ubgYGBBz6bPR4Pm5ubjIyMVNwn9+7dI5lMClPJ1tZWOjo6mJiYqChWs9ksPp+P5uZmzGaz6KIq93+5XGZlZQWHw/Geni+PgoGBAdrb2w/1awmFQszPz9Pb2yuM/aqqqh7pOa5WqxkZGXlPI8T9OEzV43Q6aWtrw2aziedgLpfjjTfeYG5ujsbGRiYnJ4US670UI0pc5q1btzCbzXzxi18kFosRiUTec/8Uw8q5uTk6OjoOJZgU5cf76Wor3y1OpxO3243P56O1tZXJyUnUajWhUAi/309bWxvhcFik3Dz++OO88847LC4uMjw8TGdnJzMzMzz//PM0NzczNDREf3+/SEJQIkmnp6dFekp1dTXPP/+8iBKORqM0NjYydO0awz/+MQDZkRGuVlWRSCQIBAK0tLTgdDpF/KVKpRIjYO+8847w1Dlx4gTd3d0sLS1x48YN3G43DQ0NaLVafD4f//pf/2sRK9ve3k4ul+NHP/oRjY2NbG9vE4lEUKvVPP7449y5c4f5+XlxPyjPQJfLhVarxWq1Cu8Jo9EoxhDL5TLf//73aWpqora2FofDgdlspr6+ntbWVpLJ5IHxSaPRyOnTpx9ZfRSNRkXCyMcNg8HA+fPnj0YhjvArC0mSWoBvAF9hj0io+PUjbMLCXjN++N1tAAQkSfpL4DuyLF/5qPb1UfBzs3KVZfk/SJJ0Dfg3wGf2/+pBL3n3f5WD+hPg92RZ3viYdvEIvyEolUrCaO8wlMtlEonEx5oyoczxv19EIhHm5+epra2lrq6OaDQqsrb3I5/PEwgEMJlM1NXVCRMmj8fD1tYWo6OjosO+sbFBuVx+oFP+YThswbA/1i+RSAgZenNzc0W3qra2lgsXLtDf3y86g0out/J7WZa5cuUKLpeLhoYGoa44deoUsiwfOHezs7NIknToLLEsy8zNzVUURdlslp2dHUwmEzabTRQGsixTLpdZWlrCYrHQ3NyM0WjEZDKJWd/JyUnGxsb4y7/8S1wuV0XU4X54vd6KcYZyuUw+n6+QjbtcLmCv6xmJRMhms4I4UrYRj8eFYkKv16PX6w+9dmVZJhQKif/W6/W0t7eLaMqqqiphqlZfXy+u752dHdbW1rhz5w7d3d3Cc8Pn8/Hqq6/S3t5Oa2sr0WiUpaUlbDYb4XBYmJ6ZTCY8Hg+ZTIaWlhbR+d5PdNXX1xONRtFqtYTDYf7iL/6C8+fPo9PpRNdfUXNUVVVhNBoJBAJYrVYKhQI9PT2CRFCKCr1eTzKZFF3NUqmEzWajvr5eLO7r6+tJp9O0trYKtc5+LC4uMjs7y9LSEtXV1Zw/f55wOCxUHvuhHINoNEowGESv11cU0/sl8PF4nFQqhdlsFh4ctbW1rK+vk0gkmJiY4Otf/7o4HtevX6e7u5tQKIRarWZ0tHJtsbm5ST6fp6WlBa1WS6lUOhB3qsDhcPDbv/3bJBIJOjs70ev1B+T0Cg7rNmcyGW7evEltbS2Dg4MigvOworGmpkb42DwI+XxeeBLsx9zcHLu7u3R2dmKz2aiurkatVlfcT7Is4/F4cLvdqNVqPB4P2WyWlpYW9Ho9iUSCnZ0dfvKTn1Aulzl37hzj4+Mfyu9Gq9U+8NmvFC8ftIh5GAn9qHPiBoOB8fFxQeq0traKe6impkYkGwQCAU6ePPlIxpzK9hQV1dLSEvl8XpgJPgz7TXkPu0YUcmN/ZKtyPew/T36/n42NDdrb29nd3RXE4MDAAC6XC5VKhUajEdGKSuG7tbXF9evXyWQyfPrTnxbpMjabjbNnz4rnb7FYxGQyCYJ3d3cXSZK4ffs27e3tDA8P4/V6UavV5HI5SqUSX/7yl3n++ecxGAxYPD8LOestFhkfHxfGuuPj45w8eRK73c53v/tdDAYDdrud2tpaXn/9dWZnZ2lqauK3f/u3cbvd+P1+1Go1ra2tGAwGrl+/TigU4ty5c0I1oJjg3rhxQxDG+Xye7e1ttFotExMTzM/Pk81miUaj4jwZDAYGBgbQ6/VIkiSUIW63m0KhgM1mw+12Y7PZePrpp9FoNIIw+PGPf0wmk+Hpp58+cN4fVeGmeIN8EN+aD4ojUuEIv4qQJOkE8A+Az/OzkAMFHmCNvfRDNxAFMu/+lNhT/hvZa9Y3Ay1AG9DHXm3vBP4u8HclSZoF/jnwbVmW39sc7UPi55oR865h47OSJPUC3wQeB8bYmxe5HzngLvA68CeyLC//vPbzCL++KJfLXL9+HY1G80CZ7sbGBm63m2PHjj2Sc/nPExaLhYaGBurq6tjY2GBpaYna2lrGx8cxGo2i8HQ4HJw9e1ZEVSpEgM/nO7DI397exuPxEI1GhVngYdjZ2SEUComosEgkgs1mO9CBs1qtnD9/nmQyKUy1rl69Kgz/6urqaGpqEh2/+6FSqbh69SpLS0sUCgU2NjZoa2urkB/vVxbAXofk/sWFMhqSTqdJp9O8/fbbdHd309jYyM7ODi6Xi66uLsbHx4Wp4MTEBLlcjmvXrhGLxSrmmJXYskwmg8lkorGx8aGL7pqaGhwOh+gG6/V6zp49W3G8xsfHkWUZq9XK3/k7f4fd3d2K7vXg4CDZbBaTyUQ6nRbFsTKfu7u7S2NjoyAaxsfH2d3dJZPJMDs7K1zQOzs7xWvHxsaEokUp7AuFgvhb2FvATk1NYbFY6O7uRpIkkTff3NyM0+nEarWi0WjEyEFra2uFukQxKFSup7W1NZFxr6ScKOkHSiGtJHBEIhEWFhZEsaUQFpubm7hcLtra2igUCrzyyiusr6/z1FNP0dPTI4oNnU5HPB4nEAgwMjJCXV3doR3TxsZGisWiyIpXqVT85Cc/oVQq0dfXR3V1tSBIlLEDZZRka2vrQFdXeY/9saylUomZmRlhhhYOh4URHSB8I5REkXA4LBQNu7u7RKNRBgcHKZfLaLVaCoUCxWKRzs7OB3YE9ytMrl69ysbGBp/5zGceGDmoEENK5J1OpxMeEFVVVVy6dIm2tjay2Swul0uY9dXW1laoBBSjOqfTSalUwu/309LSQmtrKxqNhnw+z8bGBg0NDUL5YbPZcDgcpNNpcb7D4TDxeJyFhQWGhoZEkoUSdacUpHfu3KFQKDA0NEQikRDO/ftRLpeJxWJUV1d/6AKktraWS5cuIUnSQ70nHhXlchmv10ssFiMUCnHixIlH8gRSri/lfGo0Gi5evMi5c+dwu9288sor+P1+0un0ode9EjWqPDecTiePP/44fr+fSCRCd3c3qVTqwPMtn88zMzNDbW2tUM80NTVhMpkeqEhIp9PcvHkTm80mxnFmZmZIJpNMTk6Kc5nJZMhkMrjdbhFBqcQ7trW1kclkKohanU4nyIrOzk6Wl5dJpVIcP36chYUF8dxtaWnh85//PCsrK1gsFqHiW1lZwe12EwwGqa2t5ezZs3g8HnK5HNlsFpVKhcfj4eTJk0SjUa76/Qwmk9h0Oja+/nUudXWJ/RgZGRF/rxi6tre3Mz4+jtvtZmZmhnA4jN/vp1gs4vf7GRkZwWw2s7OzQ0tLC88//zwNDQ0899xzgmgYGhri9OnTQiH2d//u3+Wv/uqvuHXrliAnyuWySH2QZRmDwcDm5iY+n49jx47h8XhwuVz8b//b/4bL5eIP/uAP+PrXv44kSRXEjhJvncvl3pOYi8ViFc2A/VCMmbVaLffu3atQlh3hCEcASZLagT8GvsTPyIS7wI/YSzuc+qDhBJIk6dmrq08Dn2avzh4F/hz4HyVJ+n/JsvzDD/cJHo5fSPisLMsrwB8CSJKkZY9tqWaPeUmxx8x4ZFku/CL27wgPxMOCzreBD24v/nOC8mX6MEmf0oX7uJIkPgw0Go0odLRaLQaDQciWlUJwYmKClpYWGhsbUavV+Hw+fvzjH2M0Gvna175Ga2urmK82GAzYbDY8Hg/JZFJsKxqNYrVaUavVrK2tsby8TDgcprGxkc7OTpLJJEtLS7S2th6qdFBi8mCvE+X1eoWLuoKHdej0ej3Nzc1CEnr/3yleCso27o+0CwQCfP/736e2tpZvfvObTE5Osru7SywWo7GxUSglGhsbCQaDXLlyRXS4qqqqOH78+IGxgN7eXurr64WT/smTJx9owOZyuaiqqqKnpwefz0ckEuHu3bt0dXVVpHCYTCYWFxdJp9Mkk0mOHTtW8TkUOWkwGGR+fp5cLic6QRsbGwQCARE5uri4yObmJpIk4XQ6RUe3urpaKD4UqaziZK+oBHp6erBarfT397O+vi5iCOfn58lkMjzzzDPIsszk5CQGg6FiHxUDzvHx8QpSam5ujmg0KooHq9UqXMv/5t/8mxgMBjH3fD8sFotw8A+Hw4Lw8Pv9rK2tMTQ0RDabJZ/Po1aryWazFSaLiiw+EolQKpUOLXrK5TJ1dXX4/X6CwSBms5nx8XGqq6vFzLPyecrlMm63W4xWKPF6inHqlStX0Ov1nDp16oCapKamhmPHjlEoFES2fSQSEftrs9k4d+4carUau93OO++8w9LSEg6Hg83NTeLxuFCgKManu7u7JBIJ3G433d3dgtCJx+Pcu3ePoaGhijERpeDf2dnBarVW+Clsb2/z0ksviftNp9MJs0FlBEMpogOBADs7Ow+ckV9aWiKZTGIymYhEIqytrZHNZsXfRiIRvF4vsixz/PhxoT5Skm2UMavZ2Vni8Tjr6+uYzWb0er2QiO9/Lre1tVEqlejq6mJ2dlYka3i9XtxuN0NDQwQCAba2tujt7T1gxPpBoJAKN27cQJKkR/aROAyBQICVlRVBlkiSxO7uriiAHwSr1XqoN49araajo4MnnniCYDB4KPEZCoW49m66zpNPPinUWspYQFVVlfD+uB/FYlEYjypQkgEeVGjqdDqqq6splUoiQUKR6e9/XrS3t5NIJAiFQrS1tQmCVUnX8Pv97OzssLOzA+w9GxVVWFtbmxj/SiQSImbzxRdfZGJigi9+8YtipEdJQjKbzaRSKV5//XV0Oh2NjY1MTEwwOztLb28varWaYrFITU0Nvb29FItF/pdyGafTKUayFGUb7PmUvPDCC4yNjaHT6VheXqa9vZ1isUh7ezvV1dU0NzcTi8V46aWXxPeD4oHyta99jeXlZd588030ej2vvPIKa2trNDU1iWfT008/zdzcHN/+9reJRCLima1EEyvf3Uq0ZSqV4n//3/93vve976HT6chkMvj9fnQ6HT/4wQ8wm808+eST4jwpUbcPU7mk0+mKOEpFPaVcryqVioGBAZHao4xDHuEIRwBJkv4r4H8CzOwpEf4te81zz0Nf+IiQZTkH3Hj3519LkmRgTxHxu8AF4K8lSXoe+C9kWf5YfPN+IcTCfrxLHmz+ovfjCO8NWZaDD/qdJEm/Es45kiQdms28Hz8P00fFzPDDYG1tjXg8zuTkJFqtlrq6ugoJr1qtJplMMjs7y+rqKp2dnWIBEI1GuXPnDk6nk1gshtPp5NSpUxgMBvx+P3Nzc+RyOU6cOIHH48Hr9dLV1SVGKJQiSFl8yrLM66+/jlqt5tKln1mm+P1+AoEAY2NjtLa2ikI8nU5z+/ZtGhoaDkjUlXP0sPN08uTJCmJif7FbKBSYmZkhEAgIUuLSpUukUilBduh0OtHV9Xq9IlZL2b/7O7vBYFDM4edyOeHBcBgymQzr6+sin9zj8ZBIJNjY2MDn8wlzLPjZyEqhUMBgMDxwQWcwGKiqqkKtVgtn8Y6ODlFsAkJubLPZaGlpoaamBlmWqa6uFp8rGo1y9epV/H6/6FI6HA4aGxvp6elheXmZnZ0dYfr21ltvsbW1xdLSErlcjpqaGuLxuCigl5eXRULG/XC5XOzs7DAxMSHc/Xd2dlhfXyeTyTAxMXGgOM3n82SzWaxWq/BD2K/gUDqYkiTR3NzMV7/6VWZnZ2loaBBE18bGhuhW7vcK2I9QKMRf//Vf43A4ePzxx5mcnBQmd5/5zGeE0aLy2nA4zMbGBvF4nGPHjqHVajl16hSw1+2/du0aVqu1QvqrSIIV1cvc3BzpdBqj0cjS0hJWqxWTycT09DTZbFbEUw4ODnLjxg1ef/11Tpw4ITwmCoWCIBAUBcba2pqImyyXy7z11lvcu3dPGOABXLhwgZGREaqrq1leXiadTlcQC/F4nIaGBo4dO3aAKKurqyOXy4lxCcWsb78nw37Ty46ODhKJBCaTSTjL71d91dfXI8sydru9ggw0GAyiQ60kePT391e48OdyuQMKjf0GtCaTiWw2i0ajIZVKkU6nRQxePB5/oFrjg8Lr9X4gtcJ+j5za2lqRMGGxWATBUl9f/8ARq3Q6zfr6Ovl8XiRn3I94PC7IyvvHOqqqqkQxGIvFBLGgqIUehqqqKs6cOVPx3eXz+djZ2TkQG6xA8Ze5evUqq6urghBXnoGJRAK9Xi8IiFQqJUhx5XgYjUZu3rxJMpnkiSeeECqjSCRCoVCgoaGB0dFRisUiuVyOcDhMKBTC5XJhsVh46aWXmJub4/XXX6ehoYFTp05hNBqpr68Xpo/lcpnq6mpsNhvpdJqGhgb+6I/+CJVKxT/8h/+QpaUllpaWiEajPP3002SzWV588UWhsJIkia2tLfL5PD09PciyLMjPfD6PxWLBZDKxvr4uUqRkWSYYDHL37l06Ozu5du2aSJlSUm06Oztpa2tDo9EwPT3N5uYmNpsNs9nMYD7Pf/Xaa4SNRv6OVkvkXdVBOBxmZGSEtrY25ubm8Hg8PPXUU1gsFmRZJhKJ8MYbb1BXV8eFCxfY3NykqamJSCQiiDm/38+xY8cO3HOKEbFyXe1Xn+x/fijJJx+F78kRjvCrDkmSzOypBj4PbAD/BfAfZFkuP/SFHxKyLGeBbwHfkiRpDPgj4DnghCRJz8myfOejfs9fOLFwhCP8pkHpPvf09BzqxP6oUL7YNRoNarW6InpLgTKy8NRTT3HhwgXRTVXmpm02myiwlQWm1WrFYDAQiUT4v/6v/4tjx47x5S9/WXRBlL/dPwdeLpdZWFg4QCwkEglyuRw2m+0949XeL/Yv6vcXdCqVCrPZzNmzZyu6eod17xTJ7ZNPPsnW1havv/46TzzxxIGu8927d5mbmxOGe4FAQCxM4WfxlE6nE6PRSF9fnzBu1Gq1wsne5XKRTCbFdg0GAydOnECn04kF3Pr6OhqNpkLObrFYOHnypHhtIpHAarVWkBvd3d14PB7K5bIwtxscHKwgK3p6evjpT3+KSqWiu7tbGJQpaGtrw2g0olar2dnZYXh4mMbGRnp7e8nlciSTSRKJBIBQrWxsbHD+/PkDBXxXVxc1NTUimSCbzSLLslhol8vlA695/fXX8fl8fO5znzuUuOnt7aW2tpZgMMja2poYt1AkzCqVimAwSLFYJJ1OYzAYDvUhUOIhJUmiqqqKs2fPit8pIzf79622tpauri5CoRDvvPMOJ06cEJ3K6upqHA4HDoej4r1KpZKIsVMiKDc2NhgZGRFqDNgjucrlsrjmjEYjV69epVQqMTg4SENDA3q9nkKhgEaj4YUXXhBReWfPnhWFpdvtJpfLUVtbK4o2JXpUGTs6ceLEgUL02LFjdHZ2HkoOabXaikhUtVpdMcK0tbXFxsaGMD9VjgP87BmztrYmyJj9aSj7iUGTySSIEEBEF+6/NvcrFebm5shms5w4cUIct66uLkFUdXd3C38U4IDp5EcBhdB7VG8E2COo5ufncTgc9Pf3UygUKohVi8WCw+E4kAaTyWRIpVI4HA7m5+eZm5ujqanpgbJ1g8FAIBAgEAgcSiw8++yzxGIxampqSKVSrKys0N7efqhHwv24//2U5BMlredBOHbsGLlcDrfbLcbkFI8Dm83G+Pg4ra2tFUSi8lzMZDLMzMxQKpVwOp2cPHmS4eFhmpqa2NzcxGAwkM/nuX37Nn6/n9bWVo4dO8bFixeJRCLCH0YhmmKxGNPT0yQSCfr6+qiqquLOnTtIkkQsFmNtbQ273S4UPopny/DwMFqtlh//+MdiLCiXy5FKpfjd3/1dcrkcN27cIJPJIMsyb7zxBqlUSoxXbG1tkUwm6e/vF39z8eJFHA4H0WgUvV5f4Z1iNBoZHh5mfn5ePJODwSCRSASdTsfvzMww/K5/ypctFv6Pd9NvFG+ZZDLJ2NiYULGdOHGCM2fOMD09TSAQwGKxcOXKFdbW1rh8+TKjo6PIsozf7ycajYpn6H7c74OiEFX3P8tVKhU2m42ZmZmHxmUf4Qi/7pAkyQ68BAwB/x/gf/1FKPJlWb4LPCNJ0mPA/w28JUnSVz/q0YgjYuEIvxFQzJg+SArDRw2NRlNhmPRB8aC4rv1QqVS0tbWJAk+BUtAeBqPRyPnz5/F4PEJ2+l5jIYrDtrK4UArQ7u5uYcinGE/29PTQ0NDAhQsXHrogT6fTAI98zgKBACqVClmW6evrQ6fTUXXlCqXPfAbp2DFU3/oWkVwOi8Ui5r2vX7+OLMuMjIxw+/Zttre3aW5uRqVSYTKZBPEzPj5OqVQiGo1isVhYWFigUCjwxBNPYDabhYGYxWLhU5/6FAaDgXA4jCzLYrFWW1tLdXW1GIXY2toiGo0yNDQkiv9SqSSM6hRiIZ/PMz09LeINFY8D2Ou8K2Z2xWJRyGYVT4Tr168jSRJ2u53+/n60Wi2/9Vu/xfXr1zEYDLS2trK9vS26acq/xeNxEcM5Pj4upKyZTEYoIAwGA93d3dhsNvr6+g6cS6fTiclkIp/Pc+3aNbHgHxoaoq+vj1QqxfLysnC5B4RSQBlzyefzFYXMxsYGXq9XnGdJklhfX6e5uZne3l7a29txOBysra2xsrIiRgzuh91u55vf/OYjFYW5XI5yuSwiIPP5fAVZYzKZ+NznPsfOzk7FfL/FYhFdPJVKRUdHB5IkcfLkyYru+f7RGNgjKj73uc9RKBTQ6/UUi0Wi0agYg1EK9P33WzweZ3l5Gb1ezxe+8AWsVivlclnI9ZXkisPIGiWiUFElvR8opOaDkg5CoRDhcJh0Ol1R4N6+fZtCocDp06dRqVTCS6WhoeHQfVSUJ8q5ymazFSMa90OSpEc2m/ugKBaLgqB6VFitVuGRs7/TqxRvOp1OGNCWy2V2d3ex2+0sLi4Si8U4ceIELS0tIkbVZDJRKpVYWVkREbXKvgWDQVZXV2lvbz9A6iqKM9i7dpTRt/3EgizLrK6uYjabH1gUXr9+nRs3boiO+sOg+MJ0dXUJ/wa/3y/Udvvfd2ZmRiijzpw5I6JGk8kk+XxePOPMZrMwI1xaWmJnZ0ekD6XTaYLBoHiGxGIx+vv7+f3f/32KxSI//OEPuXfvHtvb29jtdjQaDTMzM6yuruLxeDAajZw9e5bR0VHcbjcXLlxgbGyM3d1drl+/zr179yqu+2QyyfDwMG+99RbZbJaenh7cbjdtbW388Ic/FN9nJpOJt956i9XVVYaGhjhz5owYeevp6aFUKolkm/r6elKpFLIss7a2xtTUFC0tLahUqj3l4eYmvGvYGzAaqdJq6ejoEKNba2tr9PX1MTk5yU9+8hMuXLhAd3c3iUSCnp4enE4nq6urJJNJETWqXKdNTU2PlORxfxzrfmSzWeLxOEaj8YhYOMJvJCRJsrHnFagCTsuyPPOL3SOQZfn1d9UL/wr4jiRJT8uy/OZHtf0jYuEIvxGYnp4mn89z9uzZD13Qf1jU1NQ8Uo75RwFlXtrn8+Hz+Q5IVZUZ9cMKg+bmZn73d3/3keLRCoUCmUxGLC5XVlaEzFYpKEqlEsVikUJhj6h90IJ8Z2cHtVrN8vKeX+t7ERDwM8WE0vnNZrMsLi7yO3/8x6i9XlheJv5v/y13R0epra2lqqqKdDotjBiVDtr29jbr6+t7LuAWCy0tLcTjcVwuF1arFVmWhWT+hz/8Ia+88grPPfcczc3NNDc3i+Knurqazs5OsXgvlUrk8/kK34lgMEgqlaJQKBAIBIS8eXBwsKIoKpfLpNNpIpGI6NAFAgHOnz/P6uoq2WwWh8PB8vIyu7u7YoREo9FgsVi4c+cO8Xgcg8FAR0cHFosFi8WCx+Phu9/9LpFIhNraWurr6zl58iRVVVVYrVY6OjoIh8MVxfJLL73En//5n3PmzBn+4A/+gOPHj4sxkvuxvr5OKpUSkYr19fWMjIwI8uQnP/kJ6XSaoaEhkcTQ1dXF8ePHsdlsrK6usr29zdjYmCh4lGg/xZSsrq6Onp4e1tfX8Xq9OBwOampqsFgs7xnnurm5SSqVoq2tjVAoJAwG78fU1JToLCupIPdfj4piRa/Xiw50IpHg+eefR6fT8dxzzzE8PCyUH+81CnXmzBkSiQS3b9/GbreTSqXI5/N0d3dz7tw5stksb775Jm1tbQSDexNqVquVxsZGUQyoVCqsVusD02/246c//SmJRIJvfvObFcoepWP7oBlpj8eDTqerKEDy+TxLS0s0NDSIKE3lGaD4UtzvibK7uyuImfuLmf0pFYoq68SJE4cqXt4LsiwLwuxBULxn9m9bIbpUKpXwCtBoNA8kL7a3t6mqqjowUqfVaoVHTiKRQKvVotVqRbpJZ2cnFouFcrnM9vY2m5ubdHd309LSIsiXY8eOUVVVxfT0NOFwmNbWVvEceOaZZzAajQwMDOBwOFCpVO+pFGtsbMRoNB447tlsFo/HI4xqDzuWt2/fZmVlhfHx8fcco1DMTpWxuGw2y49+9COKxWKF4kxJAtnY2BBErEqlorOzU3TSW1tbKZfLzMzMiOMajUa5dOkSpVKJq1ev8sILLzA6OsqZM2fY2NgLE5uYmKC+vh6/3093d7dIV1KUIq+//jqxWIxisUi5XKa/v1+ooGZnZ6mtrRXEjjI6mE6ncTgcRCIRXn75ZUKhEM3NzVRVVTExMcEbb7whUlm0Wq0Y84jFYmIsKhQK0d7eLoxKFSVKsVjktddeQ5IkZmdncbvdDA4O8rWvfW0vBejCBaZu3+a6x8P3b9+mkEoRjUbJ5/NIksTx48fFaEhjYyPNzc3Cf2R4eFiYAo+OjlY8K2VZFmaaP/3pTxkaGmJiYkIQ6qOjo+/5nayQMydPnvzYSb4jHOGXGN8FgsDnZFlO/KJ3RoEsy2ngP3s3MeL7kiSdlWV56aPY9hGxcITfCChu7o8SvfXLhFAohNls/lB50LIss7S097xwOp1iQRAMBpmbm6O6uprx8fFDX/ug4keRwSumVDdu3BAFyPz8PG1tbcTj8YoFvMPh4MKFC4eeA6Ujo9PpWF9fR61Wi4Xqo3QEVSoV/f39IipMo9HsGYQND4PXi6xSoR4aEgZX4XBYSMYTiQQvvvgisizT0tKCxWIRBlywZ04Wi8VoaGigs7MTWZbZ2NhArVaLz7LfBEvB/vnvqakpvvvd79LV1UV9fT2rq6tUV1dz6tQpUqkUr732mph5VRa9iimcYuimmLE1NjaKLn5/fz/ZbBaDwYDD4aBcLguPASXRwWazsbi4SENDA6urq/h8PoaHh8UcskajEZnparWaUqnEm2++icfjYXJyUnS/V1ZW2N7eFp3ATCaD0WhEp9MRCARYXV0VEtnp6WnsdjtLS0t8//vfZ2JigpGREf7Nv/k3wvxMr9fT2tqKXq/nrbfeEiZnyohNVVVVRXpCIBAQZnnRaBS/308+n2dsbEy4ySuklRJlev/4y9bWlnBL39nZEYaKCwsLYk68ubkZm81GsVhkZmaGXC4nsu1TqRTV1dU0NDQQj8eRJEkkGzQ1NeF0Otne3hYZ9oqs2ev1ksvlSKfT3Lp1i1OnTlXI86PRKIuLixXJFgaDgZqaGqqqqoT6o1gsYrPZWFpaYm5uTsxp6/X6QxVI96sh7ocsy6RSKfr7+4XTu4KdnR3++I//GLPZzH/73/63WK1WEokEKysrdHZ2CsXE/SkMyoy3Wq2u8H1RCAetVsv58+crXlNXV0e5XMZut5NOpymXy4LM2J9SoeyX8qxJJpMEAgFhSLuzs0M8Hqevr+9QQmV7e5u1tbUDY2iRSITvfe97gmjq7e2tkHtPTU2Rz+c5ffo0oVCIjY0NnE6nGNnYj0wmw+rqKkajkcnJyUOPez6frzClVeIaI5EIGxsbJBIJBgcHqa2tFdGlVqsVn89HLBYTo2Xb29s4nU6cTieRSIRIJILRaESlUh2IEX0Y9itoSqUSKpUKo9HI6OjoA797JEniK1/5Cqurq480atLT00M0GhXvpdfr6ejoEGMGyrFbWVlhZGSE9vZ2QWhkMhlu3LjB6uoqDQ0N2O12mpqaaGhoEARjTU0NbW1tfP/73+fVV18F9kaYTp48Kfx9lHEMg8HA0tKSMJN85pln8Hq9ZLNZPv/5zxOPx9Hr9ciyTCAQ4Pbt26yurmIymXjuuecYGhqiUCggyzL37t3j3LlzrK2tsbW1RSwWE3G89fX1WCwWLl68SF9fHzMzM1y6dEkcL+U6KJVK+Hw+8vm8MBq9dOkSMzMz3Lp1i9S7hEEymWRnZ4dAIEAikeD1118nlUrR0tKCwWAgHo+zvb0t0og+9alP8corr5DP53n66adpbGyktrZWKIgUQ9TTp0+La7FcLjM7O0s0GkWj0RCNRgmHwwBi5OW9lF7KeXzYPXCEI/yG4DXgj39ZwwhkWf6XkiS52AtP+EjwsVdZkiT9o49r27Is/48f17aP8OuFw5ILftkRjUaZm5ujpqbmQ80I7+8ORiIRIX1UoqUOc0pXJP8P6gimUinC4TAej0d4BAwODhKPxwmHwxw7duxQ06YHETuFQoHt7W2RwV0ul6mtrT3QbXO5XBSLxUMl2/d31RobG+H55yl+5zuo+vtJdnRgu3dPxLQ5nU50Oh1er5eOjg6i0SiBQIBisYjFYqFYLDI3N0d9fT11dXX4fD7q6+tZWFjg+vXr5PP5A59xYWGBZDLJxMSEOHbFYhGdTsfjjz9Of38/dXV1zM3NEQgEiEajVFVVieQAxZm/WCxy48YNOjs7sVqt2O12EW2432RN6eSHQiEcDgcWi4Xbt29TLpdZX1+nWCxy/vx5uru78Xq9bG1tkU6nxZz86OgoS0tL+P1+0SlVnN+z2awghjKZDLdv3yabzfLf/Xf/HTqdjm9961t0dnbidDrZ3NxkbW0Nh8OB3+8XCRg+n08YV0YiEeEe39/fz9jYGOVyWXgjeL1e2traxL5lMpkKhcvKykoFiTIwMCD2r6urq8IcFA731FC6cDdu3ECj0XDq1ClyuRwvvPACy8vLDA0NodVqsdlsbGxs8Oabb9La2iqIr6qqKpaXlwmFQjz//PPk83mi0Sg9PT18/etfF8SBYnT6jW98g2KxKFIOFP+G6upqNjc3SSQS1NfXC9PKTCYjjkcikSAYDHLr1i3a2tro6OjA4/HQ399PdXU1J06coLe390N5l7hcLqanp6murubJJ59ErVbjdrtFYanVaimXy/j9fqxWK7dv3+bevXvYbDZqamoOGKy63W78fj/Hjx8/cPx1Op0YUbofxWKRuro6NBoNb7/9NqVSSfh27E+piMVi3Lt3j2g0yoULFwiHw6yvrzMzM8P4+DjBYJBkMklbW9uBDqwkSVgsFsxm8wHFQjAYFCaqWq1WeFQoUFRdkiThcDhob28X5y0ajVJXVyeesYrHitKlvb8Ii8fjTE9P09TUJNQt+yMbFcM/m81GbW0t165dE4axDocDm82GVqulu7ube/fuEY/HGRsbIxaLCVLqgyKfzwuSWPHNuB+KT8yxY8dEYbyffAiFQvj9/gPXpslkqrgmJEk6QMYmEgl2d3cxGo10dXWxsrKCy+WiVCpx584dvF6v8MXR6/UiMlMhuILBIA0NDVRXVzM2NsZXv/pV/sW/+Beo1WouX75MLpfj29/+tlCGBAIBcdyUVCQlzSCVSnHx4kXa29tZXFzEYDDQ1NTEmTNnGBwcJBAIsLm5yZ07d9jZ2eHZZ59lbGwMq9UqIiYVRYASKxoKhVhcXOTEiRMYDAbK5TLNzc1UV1fzp3/6p9y9e5dwOMzOzg6/93u/J4jccrlMX18fi4uLbGxs8O1vfxur1crKygrlclmoYGpra2loaCAYDGKz2fD7/bS1tVFbW8vVq1cB+OxnP8vjjz/O/Pw8RqPxQMqPElWp0+k4ceIEQ0NDggxSTJPfSwVlNBrp7e39pRg9PcIRfpGQZfl/+kXvw3tBluXvfZTb+3m0b/8x8HElBhwRC0f4tYVirPdhEypkWRZFrt/vZ2trC9jrsk9OTh7obPn9fu7duyfm1g+D0q1bXV0lkUiI7royj668335TOqXDfRh0Oh3Hjx8Xs6XvvPMOGxsbYjYc9ozP7t69i9Vqpb29XbyHklrQ0tJy0EndYEDzN/8mAPXvLvD3pyQA3Lp1i42NDSYnJ+nt7aW3t1dIPmOxmHhNOBxGkiRGRkZEt0dZcO3s7LCxsUG5XEaSJHEMCoUCy8vLuN1u+vv7GRgYIJ1OCzNHRbJ64cIFtFotarWasbExksmkICnq6uq4fPkyFy5cIBKJVMwjK4vpe/fuibGAgYEBqqurCQQCYtQlGo3yxhtv8PbbbzMwMEA4HKZUKnHx4kXUanWFmWE4HKa9vZ1PfepTQrGi0WhIJpNEo1EcDgdWq5W5uTlcLhdzc3NiPthisZDL5XjiiSd4++23cblcfOMb32BxcZFUKsWzzz7LyMgIs7OzzMzMMDo6yunTpzl79iyJRKKiMFJiYRUyamBgQBjXjY2NVVy3kiSh0+mYnZ0V1+Pu7i75fB6n0yk+Y39/P01NTVy7dg273Y7ZbMbj8dDY2EihUKC1tZWOjg5xjZ85c4bOzk6i0SgDAwNoNBqWl5epqakhk8kIv454PM73v/99Tp48KcZblP1SZshlWWZ4eJiTJ09iMpl4/fXXefvtt2ltbRWZ9yaTiatXr+75g1RV4Xa70Wg0OBwOUQQYjUahnvmwY10Wi4VsNksqlRIJAkrc6KVLl/jH//gfE4vFxDVns9no7Ox8oOnsn//5n+Pz+fj7f//vYzAYRNGnYL/xo4JSqcSNGzdQqVScO3eOxsbGB6Z5WCwW6urqSKfT+Hw+kRwSCOylZg0NDYnIRAUKqXPq1ClsNluF7F5BV1cX3/zmN0mn0+I+3o/7ox0VQ8uFhQUCgQBDQ0MV96XyOT0eD6urq4yMjAg1hkqlQq/XVxTjyjMG9kwOFd+Empoajh8/TrFYJBKJCLPAkydPChVLJpPhnXfeobe3VxSI+0fc3o+5pBIB+bDryu/3k06n6ejoYGlpqcKQE/bOhVLgPywRQBnpUkxROzs7qa+vR6vVYrVaCQaDbG9vs7u7S6FQoKmpierqarq7u8V9oNyHd+7cYfVf/kueSaW4+Pu/z2v19ezu7rKyskJVVRV9fX3Y7XaCwSAbGxti1CESiQgy3Gg0iphZ5efcuXNMT09TLpd56qmnGBkZIRKJ8Pf+3t+jtraWb3zjG3R0dBCPx5mdnRWjUHq9HrfbTSaTYXt7m3w+T1tbG/39/eKZ2dPTQ19fH3fv3sXj8fDaa69RV1eH3WrlzL17xP/tv+Xkf/qfsry8THV1NbW1tUiShMfjIf9u+oPZbKZcLjM3N0c4HBbHJZFIkM/nmZ+fF+SC4mvx5ptvUl9fTzKZpLe3V9xDCmpqaqiuriYWi7G1tVXxnfp+FJ8fRbTrEY5whF89/LLrwg/7NpTf/fdfiXjDI/zmQJEIflQeDmq1+qHGSI8KSZKE47pKpaK+vl4sZA/rPFgsFmpqat6T0GhtbcVut2MwGCgUCmLBrOD69eu8/PLLOBwOzp07RzgcfmiW/H45rtKJ2g8ldcJisXD9+nXa2tqor69nZWWF5eXlQ7sjmUxGFKeKW/b9qK2tFd4cilQAAQAASURBVCoLm81GPp8nHA5TVVVFZ2cnGxsb1NTUVKRdaDQaOjo6hFGWknQwMjIiJOKhUIi5uTlMJpPoPHV0dAhDMbVajV6vFwZm7e3tQp6vEBjKOVCpVOLc7cfdu3eJxWLY7XasVisvv/wyNpuN8+fPiznxtbU13G43NpuN3t5eurq6RL56X1/fgcXiq6++SjQaFYVrKpXC7XbT3t6O3W7H6XRit9v5W3/rbxGNRpmZmaGrq4uWlhbcbjfBYBBJkggEAvj9fiHVTSQSPP7445TLZf7qr/6KW7duieJHrVZXjOMkEglROChdervdTkdHB+vr6w/shCmz8LIss7KyQjQapVQq0d7eztjYmCCnwuEwLS0tvPPOO1itVk6dOsXOzg6ZTEZcd1arVXTKnU4nfX193Lp1i3A4zMmTJzlx4gRNTU3o9Xpu3brF8vKy+Bz71TNKpJyy2Fe65YrCJ5VKkUgkCAQC9PT0UF1dLeI56+rq0Ov1vP7667z11lucPHkSl8tFPp8nnU6L2LwPCrvdzhe+8AWSyaRQvygz7XCwyzw0NCRc9V0uF729vRWmjOfOnWN9fZ3q6mquX78uOscPg2LEubq6SmNj40MNJFUqFaOjo8JoTlFKDQwMIEkSXq+34niEw2Hcbjdms5mbN2+i0+kq0icUaDQacW8pHiOPAqvVSjKZZHl5mVwu99CUHyWJwOl0HurTsR8KcZLJZHA6neTzeZaXlwkGg7S0tAjSxWw2V4wSwB65e/36daxWK2q1WhBtj1IUarVaRkdHhV/LYd8Bo6Oj5PN5vF4viUTiwPlVlArJZJKtrS1UKpUgZorFIjs7OzidTpFGsby8LBJTnn76aUEWKGkDnZ2d9PT0iGfgrVu32NraEmqn1dVV0h4Pf3DtGtpyGfk//8/50ne+ww/eeYf/+B//I8888wyf/exnefPNN4nH43R0dIhj09vby9LSkvie8Hg8DA4O0tvby87Ojhj1Usiv+fl5PvvZz+L1enG5XAwPD/OP/tE/4vnnn+fWrVvCJFoxt1XGAUdHRzGZTBQKBWZnZ/F6vVgsFjKZDPfu3ROGvfX19fz36TRjt2+Dx8Of7+4y8IlP8KlPfYq//uu/FiS02+0W4zEej+dAKoPNZiOXy/HWW2+JNJ+nn36atrY2LBYLkiRx4sQJTCYTkUiEfD4vyKFIJILJZBIjeIuLi/T393+gaNUjHOEIv3n4eRELH+aJtJ9AkD7kto5whI8Nt27dolQqcfbs2UcyTPt5QunQZzIZ0um0SD6Ix+MVUYewt7Dev1hUFA6KZ0AoFGJlZUUUe4VCgWvXrgmzKgXRaFQUyplMRnRTHgSls6aYFSaTyYrFbW9vL6VSic3NTaampshkMqK7+Df+xt84kFO/srLC4uIira2tBzqO+3Hu3LkKZYROp+PkyZPCVA0QHWhlP0OhkJjrdzqdxGIx3nzzTbq6uoSsVsmKB+jo6BDbamlpEV4SgUCA5eVlYrEYX/ziF5FlWcz219bWVnT8PB4P6+vr9Pb2sra2Rl1dHQaDQRTeiiGk0jlVpPqf/OQnMRqNTExMMDw8LF6nIJ/PE4lEiMVidHd309vbSyQSEX/j8Xjw+XwiJlFBqVTinXfeYWdnB5PJRHt7O06nk4WFBdbW1qiurubChQvi2O8vUj/96U/T1dUlZpOVeeWtrS12d3cruv46nY6uri6CwSC7u7vCF+CwmD0lgUOJ2rx16xZra2u0trYSjUZ5/vnn8Xg8NDQ0iDhIpctoNpsf2CmHPYLOZDKRSCRYX18XMaJ6vZ6JiQk6Ozuprq4Wr9/c3OT27dsiO14ZVUkkEkxPT9Pa2sqzzz5LMBjktddeEwV2c3MzNTU1ohMcDofx+/1sbm6yurrK8PAwx44dQ6/Xi/dKp9PcuXOHpqYmobh4VOh0uooCUvlv5T0HBwcFGeLz+djY2ECj0VAsFoXKQcETTzzBE088QaFQEI79+7FfwbT/uI6NjRGNRkWU6YOQSCSE98R+yLLMO++8w/LyMoODg2Ku2+VyiWjc5eXlRyqODiMfD0M6nWZ1dRW1Wk0+n8flcgljPgXNzc00NTWJlBZlvOzKlSu0tLQ8kERRilGFQFPuAZfLRSKRqLj27XY7o6Oj3L17l0KhQEtLC1VVVZjNZpFE8KiQZZnd3V2i0Shms/lQYkGv16PX6/H5fGJcYz+0Wq24h4GKZ43X62V9fZ1kMsn6+jrhcJi+vj7MZrMwx41Go9y9e1cYyjqdTnFOdnZ2cLvduFwuNBqNUCWcHxpCfvfclmSZk6dPsx6L8eqrr4rRDsVXY2pqiu7ubgYGBmhqauK73/0uqVQKo9GI1+vF6XTyta99jW9961vodDrOnz+PTqfjhz/8IcFgkP7+fv7P//P/5Ac/+AFzc3PA3nddfX09TU1NLC4usrq6KhROIyMjTE5OCiJFpVIJBYKinmhpaUGSpD3ycX1dHC9zOIxWq0Wv1+PxeEin06yvr9PQ0MBXvvIV3nrrLYLBIPF4nLq6OlQqFR6PR3y3K0lYCplcU1MjiBolpnNra4tCoYDdbken0+Hz+Uin07S2tuL3+/H7/XR1dX3kcdFHOMIRfj3x8yAWHv8Ar6kC6oBTwBeARvYIhlXg7wPxj2zvjnCEjwgWi0V0mx8FbrebqqqqAwuzRCJBPB4XC9LDkEgkRCQi7HXDLBbLexIam5ub+P1+dDodNpuNqakpkSG/P3lAeV+l2JNlmba2NrFAzuVy5HI5ALEfyr643W4SiQSjo6Miqqyjo+PQfctkMuh0OmRZ5ubNm4LUUCTZs7OzXLp0qUJuW1NTQ2trK1VVVfj9fsrl8oFiIJ1O43K5iEQiNDQ0CBnoo0L5W2XRrhQosGc0d+LECSKRCD/60Y9E7vfOzg4vvvgi4+Pj4v1aW1vxeDw0NTWxvr7Of/yP/5Fz584hyzKJRAKn0ymOz8svvyy6thqNRpgYKlCICuWnVCrR3d2N3+9nY2NDJCqMjIywuroq3NM7OjqEx4gywpDNZjlx4gTZbJabN28SCAQwGAyYTCYmJyfFGIFi7Gg0GnE6nZTLZaanp9Hr9bS0tFAqlfD7/czPzwsps2Is9txzzwkzRGX/lU57dXU1XV1dbG1tMTExgdfr5erVq8Itvbu7m2g0yvLyMkajURQTimJCKXQTiQRLS0t0dnaK+0i5dmtqahgZGaGuro7a2loRj9nW1kZnZyft7e3Isiw6uUq3eX19Hb/fz/j4OOFwWMQxxuNxhoaGqKqqEsVDOp2mvb0dr9cr3ieXy7G4uMjMzAwrKyscP378gJpHubeUUYGGhgZ0Oh2bm5tCCaAct1wuR0NDA06nk7W1NVKpFOVymYGBAdFNVcwnHQ6HuGcVb477sbu7y7179+jr6xMklM/nI5fLVRiOplIpMpkM4XAYs9lMLpcT768oT9RqNRsbGwcSNd588022trb44he/KP4tGAwyPz9/qGpJ8T1QfEQOQzKZ5Pbt21RXVx8gChWTTGUcSEFfX59IfFHGtd4LbrcbSZIOVR9sbm4Ce0ShTqejpqaGmpoaUqkUPp+PnZ0dWltbK16jXI8Gg4GJiQmSySQ+n++B768QloFAoELFYzAYWF9fF+NmKysrgnBQuvkqlQqNRnMgZeFh30n7f6/4rfT09Bw6trIfvb29dHd3H/pc7+/vJ5PJVIyHwJ7yR1G3RSIRampqOHv2rLiflfvEZDJRW1srzEenpqbI5XJMTk7ymc98hldeeQWbzYbL5cJoNHLuM5/hzj/5J2i+9z2s3/wmPY2N9PX18b3vfY/Z2VkWFhaYmJjgySefZHV1lbfffptnnnkGg8GAVqvl+PHj6PV6UqkUjY2NwvMkl8sxMTHBD37wA4aGhnjmmWcYGhoSow3Xrl1jfn4elUrF+Pg4Wq2W/v5+ent7uXHjBktLS7hcLl5++WUaGxvZ2trCYDCwvb2NLMtCxaAoWQwGAy+cP48tnyetVjP/yU9ifVdt09PTQzweZ21tTTyT6+rqmJyc5OrVq3sjV1otz6ysEDeb+TOtFoPBQHNzs3jWhsNhLl++LFJH9Hq9SP4plUosLy8Lknp7e5uGhoaKuNJgMIjb7RbJJB8Eiinkg5JmjnCEI/xq42MnFmRZfuNDvPzfS5L0+8D/G/gnQDfwPwFPybLs/wh27whH+MigRKE9CtLptDCDu59YWFlZIR6PH9rxg70CbWpqCo1Gw/nz5wkEAiwsLDzUE0FBa2srBoOB2tpa4RyufMGvr6+LyDxl1l2JrNq/+GxpaRESbdgb2djvSL+4uEg0GqWrqwu3283s7Cy9vb2cPHkSg8EgXre7u8u3v/1t2traePrppyv2UxkDUOb+vV4vpVJJdOPa2tqAvaSJ3d1dwuEwGo0GlUqFxWKhqqqKgYEBent7WV9fZ3l5+YHJF/uxvLxMoVBgYGBALJgVo8pgMIhWq2V4eJiVlRUKhQLHjx+nvr6eCxcuYLFYuHLlCn6/nyeffJK6ujocDgepVIpjx44Rj8cJBAIkk0mcTifBYJCZmRnGxsZoaWlhaWmJYDDI4OAgzc3N1NXVsbm5SSQSobm5mZmZGYaGhqivrycUCgln+MHBQbRaLdvb29y+fZtMJiNMxsbGxg504JUFs1JUV1VVodfrmZ2dFRF5ivHYqVOnhKz53r17IoWiXC5TXV3NU089xalTp8SccKlUEqkKdXV1xONxETH4gx/8QFx7Wq2WUqnE0tISFotFmJIp5nX9/f1EIhFmZ2dpbW3lk5/8JEtLS2SzWaxWK+FwGKfTya1bt5ifnz+0cwp7Rpdut5v5+XlGR0e5fPnyA899KBSiVCqJOMidnR3u3r2L2WymUCgQDAZFlzSZTArZ/srKCv/P//P/0NjYyD/4B/+AVCpFJBLBbDZz8eJFhoeHRWcTEC7xyv20Py0lFouJQlghdhSi4+mnn+aJJ55gZ2cHl8vF9vY2AwMD5HI5AoEATqeTTCbD/Pw8oVAIi8UiiIWlpSWSyaSIBy0UCiICb2VlhZdeekkY2lmtVjQaDZ2dnYI4KJfLNDQ0CFVBOBymra2NpaUlvF4ver2+ohDNZDJks1nhPg8/G+c5TBGSzWax2WwPzbpXrp39aoVYLIbJZEKj0XDmzBnxHgruH+V4L8iyzPq7HePm5uaKglyWZVwuF7Cn3tJoNELZpaiRHsU8UbkuDiv2C4WCIPqUpAzFVFAZwRkcHBRkplarpaurC6vVysWLFw99v4eRCm63m/X1dUZHR4X6RqfTkUqleOuttzh+/PhDx0IeRGTbbLZDv7sUIkSWZZ555hksFsuBTnhVVZUYVymVSqyurhKJRCiXy2xtbdHe3s6TTz5JuVymqqpKqOHWOztp/J//Z4z19Vy/fp0XXngBSZKEGe7MzIx4diWTSTY3N+no6KChoYHJyUmRMqOkGbhcLkHQmM1mRkdH+fSnPw3A6uoqt2/fFuNNW1tb2O12TCYT/8l/8p+wsrLCyy+/jMFgEESfzWarSI6oqqri8uXLTE5OMj09TaFQ4NixY8xubXHv4sU9/5ZSiY27d9HpdAwPD3Pv3j18Ph9VVVUsLCyQyWQ4c+YMjY2NJJNJ/nuvl0/kcpDLIbW18e/LZRKJBNFolO7ubhwOB5ubm9TW1grvjjfeeAOz2UwgEGBnZwePx0Nra6tQM+5f18RiMTG+9UGIhUKhwN27d9FqtRUqwSMc4Qi/Pvhl91jg3YiO/1mSpCXgr4Ah4AeSJJ3/ZY3vOMIRHoZyuUw8HhcLwvvR1dVFLBZ74IJOrVbT1NQkvBzMZjPV1dUH5MGHwWw2V3QK9seltbW1ibn2/ThsPw6ToSuIx+O43W4Rzbizs0OpVBJxiaOjo2JhroxhKIXB/s6ZWq0W3UfF/bqxsZFSqSQi9rxeL++8844gIdRqtVhgNzU1US6XKRQKB8YklBGEwcFBMc6Rz+fx+/3cuXOHWCwmFj6xWIwbN25w/vx56uvrsVqtImLx5MmTNDc3UyqVOH78OFVVVRiNRk6fPi2i7ZRxkPPnzzM5OSnmnltaWoQJpkKIaLVaTp48KQoUpVMuSRKrq6vYbDYcDodIr1Cr1cK7IZFICMPItra2iu7zfpw4cUJ0m9VqNadOnWJ5eVkUdxqNhqamJtFF3Nra4vXXX6epqYm+vj4mJydFQZHNZtnY2KCpqQm73c7rr79OKBSiurqa1157DbvdLrq6hUKBQCBATU0N3d3dwuNDpVJx4sQJ8blcLhfBYJD6+nq++c1vUl9fLwi4eDyO3+8X+fPhcFikR9y4cUNcm/X19TQ0NBCLxbhy5QpqtZrHH3+cRCJBJBKhpaUFlUqFz+cjFArR39/PvXv3KJVKXLhwgba2Nm7cuMHa2hrd3d3CS6Surk6kADQ1NYnxnq6uLkHW1NbWMjg4iMvloqmpidraWpxOZ0X39v5iT+n222w2RkdHyWazXL16lerqalpbW6murhaJG93d3WQyGdbW1tBoNLS0tFAul4lGo0xNTSHLMpcuXaogGZPJJOl0mlKpJOL6lIJOpVLR2dlJW1ubGMEZGRlBkiRqa2sJhUJYrVZRCCmxe0CFmmU/nnnmGeHeH4/HRQd6v0/JfqyurhKLxR54zSrHaH98ZiQS4e7du9TV1TE0NPTQxJlQKER9ff0Dx1wUSJLE6OioIDSLxSLFYlGkYlRVVR1QAOxPSXiYYkyWZebm5tBoNIfGVCqfUYlSVIidN954g/n5ec6ePSv8O1QqVUXyjCzLZLPZD+y3EQwGiUQidHZ20tnZyebmpvAq2Q8lgePMmTMVho0Pg+LHsP87S7m2DoPynpIkkUqlhB9BNBoVih6dTsfk5KRIN1pZWeHq1au0tbUxMTHB1NQU9+7dY2hoiGPHjrG4uEgul+PZZ59lbW0Nu90uRvcU4u/VV1+lVCphNBqZnZ2lra2N2dlZ/uRP/oTu7m6eeeYZsY9NTU1EIhE8Hg/Nzc3CcHR6ehqtVksul6NYLPLZz36WUqlEMpnkmWeewWq1cu3aNXZ3d4VCbGBggE9/+tPcunWL2dlZMZpms9m4cOGCiFBVvrfz+bzwGzIYDExPT+P1eveMgPeNEunSaUpaLeFwmDt37vDkk09iMpl4++23hYohk8lQX19PIpEgl8vR1dXF7OysGH+4/znV1dVVoRh7v1CeVw9bPxzhCEf41cYvPbGgQJbl5yVJ+v8C/yUwAfwB8Ee/2L06wm8SVldXhcneh8HOzg6rq6uiYLgfVqsVo9H40E7T/qKhqqrqoR4Cjwqr1frIpmUPQ01NDevr6+zu7vL4449z/PhxJEnirbfeYnNzk+bmZmKxGA0NDfztv/23icfjouukdDPC4TBVm5tQKMDAACMjI6IYvnHjBslkksnJSZaXl1ldXWVoaIihoaEDC3uVSkV3dzfZbJY7d+7Q2Ngo5Lj7owzn5+eJxWIMDQ1x9+5dlpeXBbGgUqlEJ1+J9RoaGiIcDvPSSy/x+OOPk8/n8Xg8jI2NUf+uI7kyi650M1955RVqamo4efIkXq9XqEGUMY7Lly/j8/lQqVSUSiXu3r0r5NMKgaBWq4XngTKjm81maWxspK2tjW984xvAw7uUxWKRmzdvUl1dzbFjx7h7966QfsdiMVZWViqcwI1GIyMjI/T09KDT6UTyBcDNmze5c+cO9fX1jI+PMzw8TDabpVAoiLljrVbLO++8Q09PD8FgEFmWxUzxY489JrbV2trK1NSUyIEfGBgQyhTYI0Tm5+fFNaRWq3niiSd45ZVXuHPnDvF4XJBjarUar9crEg0Uk8WlpSV2d3fF/Pjq6ipbW1v4fD6CwaAwudNoNHR3d6PVanG73RQKBU6fPi067iaTia6uLv7pP/2nzM7OMj4+Tnt7O9vb2/T29orzHovFaGpqqhhrOcxnQJmPn5iYoFgsilSAlpYW0RVfX18Xs+W9vb14PB52dnZobm6ms7MTg8GA3W7H5XKJxAoFx48fp1wui8Juf5e4u7ub7u5uoWTYTywaDAbS6bSIM7Xb7RUjBUoEn3K+X3jhBYaGhkTcpGJgqpBSD0JbWxsmk+nQLveDYDKZsNvtOBwOSqWSGEe5v2hxuVy43W6KxeKBMYXDoHz+SCTC9PS0UI5UV1eTzWaByvEBJSWhu7v7oQVTuVwmFouhVqvZ2dkR8/r3p0MMDw9XvK6pqYmdnR10Ol3FCEk6ncbtdtPa2kokEsHr9TI4OPjIHhGwd8+1tLTwwx/+kK2tLb7yla9QV1dHR0cHbW1tB67TUCjE5uYmdXV1j0wsbG9vVyg93gvT09Ni7MFqtTIyMoLb7SYej+N0OjEajcJv4OWXX2ZhYYHPf/7zGI1GqqurBdGrXMsOh0N835w+fZrOzk4WFhZEpOz169dZXFxka2sLp9OJVqvl7bff5tKlS0L639jYKPwG6uvrhXpudHSUvr4+tre36enpYWlpCZ1OR3V1NVVVVbhcLurr6+np6WF3d5empiZBaioE0fPPP09nZ6dQDDQ2NtLS0sLq6io//elPhTpqfxpNKpXCbDbjcDgwGAxkMhls8Th/JUmk1GrCZjPfMptRFQrYbDaSySRXrlwRajmFvDEajTzxxBPMzMwQiURobW3F6/USjUb53Oc+d0DtoxDgHxSSJP1KRn8f4QhHeHT8yhAL7+J/ZY9YkIC/J0nSP5NlufQL3qcj/AagWCzi8Xg+EmJBMfe7v8unYH5+nt3dXRFL9ygol8usra1htVpxOp1COqsYOh32eVZXV6mvr//QcZb7cffuXTQaDb/927+NVqsVnWPFo6CjowNZlpmfnyefz2MymZiZmcFisTA2NkYgENjr+K+soPvP/jNkQP6Lv8D21a+Kz1FTU8PKygrT09MMDAyQyWSoqamho6OjoqAul8vCZK+qqopoNIper8fpdIruplJoKYoHm83G5cuXiUajxGIxbDZbheu8YpTV0dHBwMAAsiyTTCZpaGggnU6LRZfiIVBTU0NDQwMrKyvIsizM1Lq7u6mtrcXhcLCysoLZbKa3t5empiaMRiN/+Zd/ySuvvILdbud3f/d30Wg0pFIpkX6hqAtqa2sFKTM/P4/b7eaxxx4Tn08xY7NarayvrwtZ//b2tnAL//GPf4zRaBQy+I6ODgKBgChQnE6nuFYTiQRvvvkmDQ0NTExMcOrUKVEQNjU1odFoBGmmLJCV4sxmswlFwo9+9CNGR0criANFXdLd3U1TU1OFLD4UCrG0tCSM6xoaGpBlmcXFRQKBgIhBnJiYQKfTYTQamZubo6qqiq9+9atoNBry+TydnZ3YbDaqq6vx+/3CP0CJhtvf9W5tbaWmpoaWlpaKNIfGxkbW19cFIQMIvxFFaWK320V8JOyN00xNTYku/qlTpyqK0Gw2SzAYZH19na2tLSRJoqampuL4tLS0iI72/Pw8TU1NInJQkSt3d3fT19d3IJlGiRF1OBwP7Owrka/74ff7mZqawuFwCFKtXC4Lvwur1SriHK1WqxhLUmAymR5JTVVdXX0oyfow6HQ6QdgoZK1yD66srIiEloaGBorFIrW1tY8cvSjLMjMzM/h8PpGEoYweQSVxp6QkKOczm80KcqpYLAollVqt5vTp00iSxNTUFNeuXSMajYrnTalUOrSL39vbS3t7e8U5zWQygoza3t5Gq9UKH5H3C2VcYD/xBIePOZw6dep9f2conj2NjY14PB7C4TCDg4Nirt/lctHQ0CBIJUmSKt67uroaj8fD7u4uKpWKU6dOkUwmBVkUDAZFRKtGo+HGjRsioUfxo/jSl75EQ0MDr732Gru7u5w7d47t7W1mZmZ4+eWXqa2t5Ytf/KJI9FGe6Z2dnYyMjNDd3U2pVOLatWs4nU6RWpNMJqmtraWpqYnTp0/T2NjIj370I86fP8/o6CjlcpnTp0+ztbXFtWvXePzxx+np6eE//If/QHV1NbOzs6ysrLC7u8v58+fZ3d3l+PHjfOYzn+Gf//N/zp/92Z+JZJBYLEYkEsFut9Pc3EyxWCSVSrGxsYEhHuemLOMAbqnV/COHgy9qtSxVVzObTgu1x7Fjx5icnKxYw3R0dAg1jxKFrNfrD0SuHuEIRzjCo+BXiliQZXlFkiQve2aOduA88OYvdq+O8JsAjUbD+Pj4e0ppHwUGg0Es0g+DxWIhl8uh1WqJxWIi8uphyGQyeDweYrEYTqeTzc1Ntre3KRaLB4zSisUisVgMn89HsVisWCTePyLwqPB6vSJ20ufziRQCBXa7nZGREZxOJ5Iksb29zdbWFi0tLTQ2NgqlhOKMr7tyBendrkrgO99hvbNTjEoojvjFYpH6+no+9alPAQe79JlMhpWVFVwuF+fOnWNiYkLMhSpxeZ2dnRiNRvR6vegM9/b2cu3aNe7du8eZM2dEMVIqlVhcXGRxcZGuri4uXbpEKpUSpn37iwJF5aDT6cjlcqKrpECZY15bWyOdTmO1WtFqtbz55pui4654YKTTafx+P/F4nMbGRvr7+3E6nTgcDl588UV2d3d59tlnefvtt0kmk4yPj4sCw+fzsbS0hM1m49VXXxWFl7KAXFlZEekCMzMzjIyMEAwGhfGlMmuvLPSXl5fZ2toSRaDD4aiQt7vdbiKRCFtbW3R1dWGxWIjH4zz++OPCOHF6epqpqSlSqZSQGysjBJlMRlwTzz//PKVSiU9/+tMiaUIpYNPpNDs7O7z22mtUVVUxOTlJS0uLkILvJ4AUTwS32y3c0QHhyF5fX88TTzxBNBoVPgGRSAS/34/P56OpqYlgMIjZbKapqYmuri5CoRAej0dIrRV/gv0F9P7u+35ZuXKd5vN5isUiVVVVNDQ0kEwm8Xq9wkizpaWlQjmi0+lEHn02m8XhcFQYDHo8HhKJBH19fQeKQqXwbmlpob6+XpgM7icu8/k8c3Nz1NXVCUf4hYUFLBZLBeEQiUTY3NwkkUgwMjKCzWZDkiQGBgYol8toNBoRf2c0Gg9VU+XzeYLBIA0NDR/qmZpMJimXy9TV1ZHJZGhoaODNN99kdXVVKCRMJhN9fX1cv34dlUr1SCaOkiTR1dVFd3f3QyMk4WcpCbBHKrz22muEw2GeeOIJ1tfX0ev1DA8P4/F4aGtrQ6vVMjIyIq49gLm5OYrFovDa2I/V1VU8Hg/j4+PiOen3+8VInEqlwmg0vu80kP0YGxsTXi0PgyRJ7/t9stksxWIRlUpFKBQiEomQSqWYnZ0VBXq5XBb3y/1eOPfu3RNSfyVtob29nfr6ev723/7b1NXVsb6+TktLC16vF5/Px8TEBENDQ/j9fnZ3d9Hr9WxubnLjxg3xb8p3kTJqlU6nWVpaYmxsjD/8wz8kkUgwMzMjzDDfeustlpeXeeWVV9BqtdjtdtxuN7du3eL3fu/36Ozs5F/+y3/JK6+8gs/nE2kX6+vr/MVf/AWyLDM5OUkulyMej5NIJIQKzev18sMf/pChoSHi8bggyZRroaamBo1GI9QEinpPGW/qAhR3j+OlEv/3zg6nMhnSGg1Pt7SQfjdm9Q/+4A8OJfBKpZJ4/l2+fJlUKvWhlAlHOMIRfnPxK0UsvIsd9ogFgGGOiIUj/JzwUYwJPAo6Ojro6OgQuedKMsHDYDKZGBkZYXHx/8/ef0dHet75neinchUqAlWFnHNqAA2gG50DySbFIFIciUojzWjmyjPrcOzdu17P7rWvZ+31tXd3xp712se7Hms1o7U8CiONKNEiKYrdbHYOyDmHAqoKBVTOue4f6PcR0IGiNJRmtMb3HJ5uNgqFF1Xv+9bzfH/fMM/9+/dpa2sjk8k8MgFbXV1lbm5ObFweXiQ+bBF4GBIh0NPTIxYeyWSShYUFNBoNJ06cYHZ2lh/96Edks1mOHTsmpncmkwmLxSI2qy6XC4/HI2wfkjxUo9Eg+6/+K/JvvAEyGcFPfeoRYqWhoUH8/UkTSL1eL8LHTCbTgYWSUqkU4WxTU1PE43E0Gg0WiwWtVktjYyM6nY5gMMj4+Dh2u11UYJaVlVFUVCTImWQyicFgwOfziRrDK1eu4HK5GBwcFJL+9fV1pqenmZmZoauri1AoRDqdFt7sq1evsr29TXNzM52dnej1eoxGIw0NDdy/f5/q6mrq6uoObPSlhfr6+jo2m41MJsP6+rpQGEi1ZltbW8zNzWG32+no6EClUlFbW0tXVxf5b3+b7H/8j4y2tOCRy1lZWRGkjMFgoLi4GIPBgFqtpq6uDrPZLGry4vE4Ozs7YpouNUVIst319fUDQV+FQgG1Wk1TUxNdXV1sbGyIc6ClpYXy8nIRWpfJZAiHw7z77rtks1mam5tFuKNKpUImkwnP+f7kcvhJg8bS0hLb29soFAoMBoPYAKbTaZqbm8XCXKpbGx8fx2q1Co+5lKchZXAUCgVhdzAYDLjdbmpqasjlcuRyTxbPGQwGzpw5c2DDf//+fWHpKS0tJR6Pk0qliMfjqFSqJ5KPer2eU6dOsba2xvj4OF1dXahUKlwuF7FYTOQehEIhUqkUpaWlQiXlcrm4e/cuJSUlaDQaQQLU19eTTqdFYFtNTQ2xWIxYLCb86BKKi4tpbm4WJMr+ysR8Po/f7yeVSlFUVPRY2wfs5XY4nU5kMtlPbR+QSBnpeaSslqKiIsbGxsjn85w9e1ZIrGtqajCZTI80Ekjhrh8WH8Y28TCUSiUajQa5XE48Hken06HVanG5XCKFX2q0OX36tPi+pqYmMpnMY9UkKpUKpVJ5gICprq5GpVJhs9lQq9Ufuonog/AwqVAoFMjlck9UuHxYbG1t4fV6hQInn8+j1WoxGo3i+Wtra/H5fBQXFx94j0KhkKg9jcfjpNNp7t69y9DQkMhKuXDhggiL/NrXvibUCgqFgjt37qDT6WhqamJ3d5dIJILH42FjY0PkqahUKmZmZpifn0ej0Yjr5sSJE1gsFoaHh2lvb0ev15NOp1lbWxPWr9deew21Ws3k5CQGg0HcH6V8oc3NTfx+P16vl6KiIkEiSGrCsrIyQY75/X7efPNN3nvvPex2O4FAgHQ6TWVlJSaTie7ubhG2qVarKS8vJ5FIoFKpcJSV8b1wmDPJJP+nXs//+0HVZ1E2yym7ncSDil4pk6Suro4rV67Q2tpKW1vbgcDo5eVlksmkaKk4xCEO8asJmUxWDBQKhULwl/lzfxWJhf2ffh/ekHmIQ/yKoaioCJvN9qGSxgGsVquonzMajY8NCFOr1WSzWVKplJjU70dVVdUBq8DDkIiHbDYr/k2r1dLc3IxWq0Umk3Hs2DEh+08kEoTDYa5fv45WqyWfz2O1WgkEAthsNmpra5mYmCAQCLC2tkZRUdHelLapCbnXC0AbP6ngfNiDHY1GKRQK7OzsiGna5OSkUIVUVFQckNRns1mxkJU/2ESHQiHy+TxTU1OcOHGCubk58ZhAIMDm5iZvvPGG2IhfuHCByclJVldXaW1txWQysb6+jtPpFKSNWq1GrVYL6bnRaKStrY1wOIzf7+fKlStUVFRw/PhxUadosVhobW2lp6eHTCaDVquloqKCYDDIzs4OHo9HKCGk30layNbU1OByuYhEIvzwhz8kFAqJvvIjR44QDofp6OgQmReFQmFvo+LzUfgH/wBZNkv91BR/3NPDosdDX18fdrudkpISfD4f9+/fx2q1UldXd6DOb3Nzk4WFBcLhsAi929nZQalUCmLAbreL4/V4PNy+fZtIJCI2wVqtVlQ6VlVVMT4+jsFg4NVXXyUcDjM7O0tJSQlNTU0iDf0rX/kKZ8+eRa/Xi8rS/SgrK0Oj0YjJuMFg4OLFi+j1elFtCjAwMMDY2BiXL1+mp6eHnZ0dMpkM5eXlgoiwWq1UVVWhUqmYnp7m6tWr9PX1cebMGbGZvXXrFtlsllOnTj1y7UgJ/mazGZ1Ox8bGBrOzsyKg1Ol00t7eTn9/P/F4nOnpaRYWFkSmx9bWFr29vQd+R5VKRTgcZnR0lJmZGS5evIhCoRCbWoDZ2VlSqRRmsxmtVks4HObOnTvYbDY6Ojqorq7m1q1bRKNRampqUCgUDA0NiZ/T0NBAeXk5MpnswAZDLpc/doqfSqWIRCJi0y/VS7a1tT3S9iCRCTabTbRKPEkhde/ePbLZLENDQ8TjcdECcvToUWpqasjn83i9XrxeL83NzVRUVNDZ2XlggyqTyQ5UMP6ioFQqeeqppwSpsF+dIll4HocPasOoq6sTKpvV1VW2t7c5evQoVquVe/fuYbFYDoRaflSYm5vD5XJx4sSJD6wGTKVSjxAfsHfep1IpmpubsdlsWK1WFhcXCYVC+P1+ent7GR4eJhqN4nA4RGBgbW2tIMmqqqqora1le3ubRCLByZMncTgcfO9732NgYIBMJsOf//mfs7a2xrlz53jttdfw+/1cvXoVnU4nqm9bWlpQqVTk83n6+/uZmJjA4/GI/I1wOEx3dzeXLl3C6XTyx3/8x8zPz3Pp0iVgT6kltfq0t7dz5MgRVldXRZChw+FgbGwMj8fDkSNHaGtrY3d3F6/XSzabRavV0tDQQDgcZnJyUmTMhEIhEWJbVlbG4uKiUDIolUrx+eX3+5ment4LaJTJaG5upq2tja9//eskk0kaGhr4l01NfLumBp1Ox/9+5Qpf2tzkrkrF5UyGjiNHKC8v5xvf+AahUIhPfvKTLC4uksvlRP2uVFnd3t5OMpn8yEmFyclJgJ86JDnEIQ7x80Emk1mA3wFeBioBLyB/QDBsAd8H/q9CoRD6RR7HrxSxIJPJ1EAzIEUVR/8KD+cQh/iFQqo23A9JYvwkSIvnJ02wqqurqa6uJhgMisnJw6qGhzdGUviglDvQ2dkpwsQkKbW00Ugmk9TV1YnkeqPRKOwCxcXFVFRU4HK5hHy5uLiYnp4esWkrFAqMjIwcyLIwm82Mj4+Tz+c5c+bMgd9fmlhKG+Xq6mpu376Nx+MRgV5ms5mysjI2NjZ4/fXXGRgYoLe3l5mZGYLBIBaLBZ/PJ/q5w+Gw+BnSMd+6dQuVSsXJkyfRarXcvn1bHE9paSmVlZWsrq7y3nvvYbPZ+PSnPw2Az+cTmwa1Ws2pU6fY3t7mL/7iL/D7/djtdnQ6HTqdjqKiIqHEkGrkJFRWVqJQKEQ2hUQiSeFdBoNBTLgUCgWXL1+moqKCCxcu4HA4RCDjkSNHDmy4CgoFqNWQzVJQqymtrkb5wI9eVVWF1Wrlz/7sz1hfXxebF2mCajAYRHvC6uqqUEK0tLSwtLSEy+XCYDAISXqhUCAcDlNTU4PP56OxsZGqqiqi0Sh+vx+Hw0EkEiEajeLxeIjFYpw4cYKzZ88eOGav10symRS/v1RdKUmsy8vL2dnZYWlpCZVKJVo4ZDIZ+XyehYUFEokEFRUVmM1mPB4P169fJ5VKEYvFhC1Gsg80NDRgMpnEwr6qqoqmpia2t7eFt72iokK89g8jEAgwPz8vvNhTU1OMj4+LpHyZTCamlgaDgRdeeIG/+Iu/IBgMsrS0xOjo6GM3xn19fayvr4uQytXVVcLhMFarldbWVhFaqtFoRGuAJHWWpvHFxcVisxMKhWhubhbXskwmo6ioiOnpaWQy2YHauVQqJSblksJJStSXpNbZbJZ33nmH9fV1vvSlLx04dr1eT0tLC1NTU1y7do0jR448tjHC4XAwOzsrZOsGg4GqqiqhlpAUV1NTU/h8PrLZLH6/n8bGRkHI/jy1eB8En88n7l+wZzdaW1ujq6tLqNoe/plqtfqJlopAIMD09LTIFvkgZDIZkskkHo+HVCrFxsbGE9sVfhZEIhHu379PPB7n+PHjlJaWsri4iMvlEtWPDyOXyzE9Pc3Kygr19fUHKocBcQ/o6+sThEp9fT1Go1Eoqjo7O4UCab8tz+FwMD09jdVq5emnn+bZZ58lk8lQWVnJd7/7XWQyGZlMhj/90z9lY2NDBBq+8MILZDIZ/sN/+A/E43EMBgNbW1v8x//4HwU52NbWJip0YY/0KS8v58KFC7z22mv8y3/5L/H7/aysrPB3/+7fFSoziZDv7u4WdsKnn34apVIpLGAWi4WXXnpJKIC+973vMT8/T0lJCeXl5UJRZjQaqa6uFhk+d+7cwel0YrPZ6O/vx2w2s7q6SjAYpKGhAaVSSSAQEJW3EkFut9tFTa53Z4ffWF2lPpfjf5LL+ZfFxaTTaRoLBfR6PXV1dVgsFhG4K91vbt++TWdnp7iWHrZKSA0XP0tt68OQsogOcYhD/GIgk8n+a+BvAl8FfrNQKKw89PV64DXgrkwm+3eFQuF//0Udy68UsQB8EZA+sQuA86/wWA5xiF8q3G43CwsLH5j8/WElsblcDo/H88TAMAmFQoHR0VFgb8ERDAaJx+NMTU0BHNhsAKKP+9SpU0JdUF5eLhaW0pSosrJSEAfSYlLKM7hz5w7ZbJbx8XFkMhlnz56lrq5uj1SZnSX/sY9BMon8+98XVXvSxkOhUNDa2irCDgOBAJFIBKvVyubmppiueb1e5HI5dXV1DA0Nsbm5KeS6FotFyIK9Xi9dXV0kk0kaGxtZXl4Wqf+ZTIZEIiGk67FYjJ6eHiGTl8lk+P1+IpGICJSTy+WoVCoR0mgwGAgGg0LubzabcbvdFBUVodFohCKhpaWFcDgsVCCZTEZszqVj7enpwWAwcPz4cbHZKS4uZnp6WmQ9BAIBce5IQYG2P/oj6kdGMP7Gb3C2rY1YLCbIHYVCQU1NjahLtFqtTExMkEgkqK2tpaWlBYVCwe3bt2lpaSGZTFJcXExnZyeLi4tUV1eLhWosFiOdTlNXV8cnP/lJhoeHmZ2dFQ0LJpOJ2dlZ6urquHfvnqhQtNlseL1ekRHgcrlobW1FoVBgs9koLS1lenqau3fvolAoROWclMIvvdderxej0cjExAR1dXXi3O3o6GB2dpaZmRmqqqqoqalBq9Vis9lEpaHkEW9tbaWrqwudTsfY2BhKpZIzZ85gt9sFufHOO+/Q09Mj8hHMZjNVVVXYbDYMBgONjY1kMhlUKhVVVVX09fWJc0q6Hp555hlxDgCP5KQAwlKkUCjY2dkRYaLStbb/HiGTyTh58uQjioqKigomJiaEyuDhukKp7WH/fUVSSigUCsxmM7u7u8Tjcex2OydPnhSPKykpobq6+gOJUCnUr7a2VrRH7Fcu6HQ6Ojo6aG9vR6FQsLW1RSwWE6os6fVpa2sjGo2Ka6G4uJiRkREAUT/70yBt1gCRd/GwxSaZTPKtb30LtVrNb/zGb6BWq0kmk6RSKdLp9If6OQ9DCjH8ICuNhNbWVnK5HOvr66TTaSoqKqipqSEej4vwwp8H4XBYbFClLJDKykpisRj5fF4Ei3Z0dAjyJJlMCpLvcTZBg8GAXq8/8PppNBpBnqRSKVKpFBqNhsXFRerq6kSQ6vj4ONPT07S1tYn7YiAQoFAocPHiRTo7O0mlUgwPD1NTU0NDQ4NodDCbzaItprq6Gp/Px/r6Oj6fj+rqav70T/8UjUaDWq2mqKhIkBxtbW0Eg0GUSiXl5eX09fURiUTY3d1leXlZhDY6HA7a2tro7e2lqKiIdDrN9vY2ExMT1NbWkk6nGR4eJp/PC7JAJpOJ6lW1Wi2uqe3tbXp6ejhz5gxf//rXCQaD9PT0sLGxwcrKCrFYjEQiwfnz51lYWBDWouXlZVZWVkgmkxiNRlxbW/zzXI4vB4MAGDUavlRXh9VqxePxMD8/zxe/+EWcTietra1ks1nW19f5zne+Q3d394E8pIchtXScOnXqp2ZwPIxIJEIoFKKqqupDZZsc4hCH+NnwYOD+dSAADBQKhccyeIVCYR34A5lM9n8A/5tMJvsW8IVCofB43/NfAr8yxIJMJjsH/Cv2CAXZgz/f/ys9qEMc4pcIKdDvZ/EJ74ck+Wxvb6e4uBij0fhTK8OkGsJCoUBdXR2pVIqdnR12dnYeu5gsLS194uQ2l8uJlPbH/VypO35oaAiZTMbm5qb4d5GO//f+HnKXC4D8v/23NHzzm488T19fHwMDA8jlcqLRqCBEstksL7zwAt3d3SKF/ejRo0IdYDabcblc+P1+FAoFdrtdqCgSiQRvvPEG3d3d1NbW8vnPf55MJsPU1BSXL1/myJEj2O12enp60Ol0XLlyhampKSoqKqisrESv1zM9PU0mk+HZZ5+lrq5O+Nzz+Tx1dXXo9Xp2d3eZnJykoqICr9dLJpOhpaVFNEyEw2GMRiNut5vl5WWmpqbY3t6mu7sbuVyOXq9Ho9HQ8aCiU3pPkskkd+7cYWlpCYVCIabgLpeLNaWS/N/6W/T29lKcyzE6Oipk3MPDw3R3d1NZWcnw8DBer5fq6mq+973v8eabb/K7v/u7zM3NMT4+TktLCy0tLcRiMZRKJTKZjLm5OUwmk1BVWK1WXC4Xk5OT3Lx5E41Gw7lz59BoNBiNRk6fPs3169fZ3d0V0mWJ2EkmkyJDRCJ2Ojo6KC0tJRwOk81mWV1dxefzMTAwwIULF7h9+zYjIyOEQiGampqwWCxsbGywu7uLWq1mYGBApMfPz89js9kwmUzk83muX7/O+vo6Ho8Hq9VKZ2enyJSQlBhLS0u8//5PPoZsNhtOp1OEUJpMJhQKBfX19SKQVZpc9/f3i0aNhxfs+7NPHjfJl5BMJkX9Z01NDfPz88zMzDA0NIRcLiebzTI5OYnJZDpgYZFgNpvFuWe1Wg9sjhOJBPfv38doNB4gEFUqFXK5XCglzGYzCoVCEJSbm5vcu3ePWCzGpz71KfR6PaOjo2g0GgKBACqVis7OTvG8NTU13L17VxB0+4mFeDyOxWIRJOXW1hYrKyuUlpai0WhEBWF5ebn4vp6eHlGRub/aTsow2E+SbGxssLS0hNVqJRQK0dPTQ0lJCbdv38bhcHD69OkDLQgSmSN9b21tLfX19SIb5ueB1Wrl7NmzHyrEcn8mRU1NDT/84Q/5/ve/T2VlJTabDaPRSCQSQavVUlRUhF6v/6mNHLCXHyQppqSNtkSWxGIxstksiUSCRCIh7vsajYampiZOnTr1CCEF4Pf7KSoqEuqNlZUVtra2OHLkCCUlJczPzxMIBET9cDAYRK/Xs7S0xMrKCmq1mqGhIYqLi5mfn8fj8YiwxZKSEkHIhEIhtra2RGWsxWJBoVAIi4LJZKKrqwuNRoPL5SIUClFbW8vTTz/NvXv3uHv3Ll1dXezs7BAMBlleXhb3a7PZzPb2NiaTiZKSEq5evcrU1BT/+B//Y4xGI++++65QLHi9Xux2O2azmR//+MeMj49jNpt58cUXRdCiz+fj/PnzjI+PE4lEgD11RiwWo6GhgcXFRa5cuSIsTJIy4r333iOZTAqlUSgUwul0CkvjP4nH+fK+XKT4PrIqEomwurrK7du32d3dZWtri8997nP09vayuLjI6dOnHxs0K60zpM+PJ5FWUiZDV1fXI4ON1dVVAoHAhz4PJUgkbUlJyc+93jnEIf4LwX8ARgqFwv/yYR78gHj4skwm+4fA/wX8xkd9QH9tiQWZTKYByoCjwGeATwPSHaYA/LBQKPie8O2HOMSvBHZ2dojH4x8qabu0tPRDd5THYjFcLteBiZuUlN/Q0EA0GmVpaYlMJnMgwyEQCLC6ukpLS4tYQO6X5CuVSurr68Ui9mE8qaPa4/EwNzdHe3v7E0PppPpAjUZzIL3/AC5coPBv/y2yfB75U0+Jfx4fH0cul9PR0SFaBqSNtmQjyOfzoqLrzTffxOVyYbVaxZR1YWGB7e1t0uk0tbW1QrKbSqW4ceMG6+vr9PX1iQVSJBJhcXGRW7dukc/nRdK7Wq2msrKSVCpFTU2NeG8VCgXLy8usra2RSqW4fPkyzz77LDU1NXR0dLCysiLSyk+fPs3MzAzl5eVMT08D0N3dLRa7jY2NwlYSjUZJJBLid4xEIoyOjtLS0kJVVRU6nY5MJsPY2BgVFRVkMhlmZ2c5fvw4drudu3fvIpPJRJ2qtCmura1lcnKSxcVFWlpaaGpqEmGOUg6EFOwoLdQrKyu5desWf/7nf046naasrIwTJ06I98lqteLz+SgtLRUb74qKCoaHh9FoNDz11FN0d3eTy+WoqKhga2sLg8GAVqsVi/vu7m4xTa6pqcHhcNDS0kIulyObzWKxWDAYDCgUCvR6PTU1NdjtdrRaLXV1dbS3twt5LyA25aFQiEQiwdzcHFarlfn5efL5PJcuXaK0tFTI35eWlgRBduPGDTweD/39/ZSVlYlaOo/Hw+bmptiQS7ab3t5elpeXicViDA4OfqB3XYK0gZLIh62tLYqKiigpKRGTRskPLWWsSCGQBoOBaDQqFvzBYJBAIEBdXR1yuZx8Ps/Q0BCAsPtI1h2pIlHKMYG9jf7a2hpHjx4lGAyi0+nIZrPius1ms6ysrLC0tITJZCKTyZDP51lcXBT3oUwmg9lspr29HZlMdoBwefj+4XK5SCQSFBUVsb6+Tn19PU1NTWSzWTQaDRsbG2LCvB/j4+NsbGwIQiAUCjE+Pk5lZSUtLS3icclkkuHhYerq6oS6YnFxkaWlJaEe2t7e5uTJkyLs8vnnn2dlZYXNzU20Wi01NTWPkAqJRIL5+Xmqq6sPhEiGw2EcDgcqlYr6+nrxfRKpIDUfWK1Wtre3sVqtj1go9ldzplIpoRiwWCzs7Ozg8/kIh8NsbW3R09NDf3//Yzd10qa8uLgYlUqF3W7HYDAI5YR0LkiZO2VlZYJAyOVyvP766/h8Pj7+8Y8/Qizkcjnm5uaIRCKUl5djtVoZHx/n9u3bZDIZzp49i91uR6VS0dDQID7X3nnnHZRKJceOHUOn0+Hz+ZiamqKmpgaZTEY4HGZzc5OamhoRoLi1tcX8/DyLi4s4HA5sNhuFQoG5uTlxTtbW1pLJZCgtLRWvVWNjo1AV1NbWCgK7rq6OTCaDXC5nbm6OqakptFotbW1t2Gw2kTH03nvv4fF4BDlsNpux2WwMDw+LPAUpjFZqeSguLhbtEF6vl6tXrzIyMkJNTQ3Hjx/H6/Wyvb0tNuIWi4X19XVBdqdSKZF5olarBQnQt++1H9Xr+XsaDdFoFJPJRGVlJdlslv/8n/8zgAgs/pt/82/y0ksvPXJeTExMEIvFGBoaQqlUHvj8l5BOp0UYqs/nI5VKPTbos6GhAb1eTzab/dBVr7BHtmxsbBywZh3iEIc4CJlM9ptA+sOSCvtRKBT+fzKZ7E9lMtlvFQqFP/koj+sXTizIZLKfru/7kE/FT9QKMeAffETPe4hDfCSQpoc/i6d3bW1N1KT9ZcKSEomECE+EvQ9maWElTfu7u7tFWnsoFGJ3d/cRokKqwZIWJY+DTCYTpILP58NoNP7UOkypRnJ7e5uSkpIDj3e73QcC3x7OFziAV19FNj0NqRSeigrybjdlZWVcvXoVmUxGd3c3NTU1qNVqIpGI2LhFo1FRMen3+zGZTMjlchEkNTs7SzAYJJVK4ff7qa+vF/752dlZBgcHKS8vPxCSZjQaefnll8Wi/cc//jE7Ozu89NJL9PX1PVKzd+zYMYxGIxaLhe3tbbERvnXrliAGysvLhf+2srJShEv29PTgcDj40Y9+hE6n4+TJkzzzzDPU19eTyWS4efMm+XyexsZGmpubUSqVB6bgDoeDbDZ74PkTiQTb29tkMhlWV1dZW1ujr6+P5uZmmpub0el0YkMt9c273W7Onj3Ls88+S39/P9PT05w5c4ZPfOIToklgeHiYubk5ZDIZGxsbDA0NiQ12ZWUlpaWl+Hw+qqqqcDgc4nXPZrMEg0GsVisXLlxgbm5O5CPEYjHC4TDpdFqEQVZWVvL6668zPj7OZz7zGTo7O1leXiafzzM2NiZUJB/72MfQ6XTMz88jl8t5+eWXuXfvHoB4Xik8Umq/mJmZob29XfjNJUSjUdLpNIFAgKamJi5duoTL5WJ2dlbUl3Z3d2MymQ6QBlarlXg8zujoKAaDQSy4JUiJ7IVCgUAggNVqJZ/Ps7q6ytbWlghWzOVyLC8vizrXnZ0dysrKRItGcXEx2WyWhYUFgsEg/f39YoMAe1N2yQteKBSYnJyktraWxsZGjhw5cmBj4HA4RM3qxsYGra2t+Hw+URd66dIlbDabIBiKiopQKpV0d3eLVH5JLeR2uzEYDLz22mvEYjGhbtje3qaoqIi2tjYWFxdxOp0HCMVCoUA2myUcDovp7P6Nen9/v7jfOhwOfD4f3d3ddHZ2kkgkxHmnVCpRq9WP3GMlskgKKb1y5Qrt7e10dXXR1dUl7E7S/WpxcRHY2zBptdonKr6k+41er8dms7GwsIDT6cTlcomN+/b2NkNDQweOSQoIlBpoYC+/xuv14vF4ROOFhFdffZV8Pi+IhvLycrLZrAi8lFQLj8Pa2hpbW1siXFMimO7cuSNCDvP5vLiP7CcPZDKZsFc97vPO5/OxsrKC0+mktLSUF154gaamJuLxOJWVldy9exeTySTukWazmR/+8Ie899579PT0UFtbS1lZmbCSmc1miouLuXnzJqOjo3R2dtLc3Mz29jalpaVi0727uyvqYaPRqFDHFRUVicySRCLBzZs3iUQivPrqq/z2b/82sViM0dFRYbmSjnN5eZnCg4yCbDbLyy+/zNDQEO+//77IKVAqlUSjUeLxOIuLiyI0uLa2Fr/fz9LSkshAaW9vJxqNEg6HRZgqIBpmfD4f7e3tKJVKNjY2hAJFsnGl02kRBJpOp0XDxh/KZFSFw3gVCn5Hryeu13OkqQm73Y5er+f27dtC7ZJKpVhYWGBxcZFjx44JcsVqtYprOJfLsbS0RGVlpWiXktYW0j3eZrPR1dXF0aNHn9geYjKZcLlcognp4aaWJ8FqtYpGmkMc4hCPQiaTaYH/Bjj/l3ia/xa4JpPJvlkoFBI/9dEfEr8MxcJfvgdpj1CQSIUI8GuFQmHhI3jeQxziI8PIyAi5XI7Tp08/NiF7fn5eZABI6Ojo+EsnMHu9Xqanp8UGQfp5D3t2JW+nJP212+2Ew2F2d3fFB35tbS0lJSWPqBEkGXosFqOxsRGn00lJSQkjIyM0NDQwODjI5uYmcrlc+ME3NzdxuVz09PRgt9tFWJtcLj9Qo7WwsIDBYGBwcJCBgYEDr93a2hqFQuEg0fDASz73QIJeVlbGc889B8Ddu3dRqVQHgu6y2SxbW1s0NTVRKBSoqKgQ4X3ShkEmk2E2m+nt7UWhUAg5sF6vF1Vfzz33nJCX37t3D7VazeDgIJ/73OfY2toSQXZzc3MMDAyIxZa0INvfUCG1D0xNTeF2uxkaGhLHl0qliEajaLVaMpkMRqOR3d1d0XVvs9mw2+04nU6hfigqKqKpqYnBwUHsdvtPrCMPEAwGUSgU6HQ6UqmUmHi1tbXR39/P6Ogo8/PzaLVaMd2HvU3N8vIyMzMzzM3N4XA46O3tpbS0lDfffJPFxUWef/55WltbGR0d5datW7z77rvIZDJ6e3vx+Xy89dZbyOVy2traRA3f5cuXGR4epri4mP7+fpqbm7l69SpNTU1i0ymFrRkMBtLpNC0tLXi9XtLpNENDQ5SUlIjEeKketaKiAo/HQzAYxOFw4HQ6KSsrQy6X43Q6SSaTnD9/XrwnS0tLBINB+vr60Ol0LCws0NTUJEgqlUrFnTt3aGlpwWq1ihA06fooLi6muLiY4eFhksmkCFf1+/1sbGxw/Phx8vm8kKpLNpf978/29rZQR0ghpFJOh9PpJBwOU1VVJVofWlpaKCoqwuPxsLq6SiqVIpPJsLu7KzzrbW1taLVa9Hr9geupqalJJNFL55i0YdyftZLJZHC5XGSzWWpqasR5K5Esfr9f1KtaLBaxKQUOKKCcTidKpZKBgQG0Wi1ms/lA5sb8/DzxeJzOzk7xnuyfbJrNZtLptLCj2O12UqkUExMThEIhMpkMbW1tNDU1iXDZdDotvOdqtZpEIoFerz+Q/yChtLSU48ePo1Ao+OY3vylIzmeffVY8ZnV1FYfDQW1tLR6PB0CogWBvepvJZA5s4O12u7C65PN5dnZ2WF5eRqFQcPz4cZRKJclkEoVCgc/nw2w2o1QqRcVse3s7hUJBKBo2Nze5e/euUAZpNBq8Xi+xWOzAuSS10Zw4cYJoNHpgQwiIrIGenh5sNptoH9iPoqIi3G63IOcehqQGq6+vF7YhCZJKQcqaUSqVaLVaUqkUHR0d1NfXo9frGR8fF8TC7u6uyGbp6+vj6aefJp/Pi+raUChEMpmkqKiI3t5e0aIzMjJCIrG3FpYsVW+99RY//vGPqa6upqKiArlczvT0NC+99JIgdMvLy8V9PRwOEwwGWVnZyzm7evUqfr+f9vZ2fD4foVCIrq4uiouLqaysZHp6mjfffJPi4mK+9KUvCWtUMplkZmYGu92OzWZDoVAwPz9PJpMR9bkSmS9N46V7xcDAAE6nk9u3b5NIJMhmsyKLyGQyUVxcLOpzpT+lXCGpEvaaTMaA0bjXJpTJYHjwmbe1tUV3dzcNDQ0cPXpUkGTV1dVCueP1ehkfHxeZHceOHcPj8bC8vCyu3/b2dkGiKZVKQSRK59wHobS0lFwu9zPVdUufuYc4xCGeiJeAN/4yDQ+FQsEnk8l+wF6LxLc+qgP7ZVkhJFLg54UMSAN/AfyDQqGw9ZEc1SEO8RGitLSUbDb7WK9soVAQIXL7iQWTyfQzfeA+Dvv9tB6Ph3w+L+oUH1YkBINBkcw/ODjI8vIyq6urgljYr0bYj8nJSebn56msrCQcDhONRpHL5SJcSpquymQyseCOx+Mkk0nS6TSFQoF8Po/P50Oj0YgJxoULF2hoaBDT3f2L83g8ztLSElqtFovFQj6fx2azkc/nuXfvHolEgqNHjwoLRD6fZ3h4+JHXf3t7m8uXLwPwm7/5m48Nq3y4mjOTyQgpfX9/P16vl7GxMWQyGWNjYySTSY4ePSoeb7fbOXv2LN/97ne5ffs2VVVVLC0tCcm/0WhkdnYWuVxOe3s7iURCSHtra2uprq5mdnZWdKhrNBrKysro6ekhGo1y48YN0um08OzHYjExRTt16hQvvPACCoWCdDrNtWvXiMVidHd3o9frKSkpoaOjg/HxcVZXV0VY1/5p6+7uLn6/n4WFBbRaLSsrKxgMBq5fv87m5ibZbBan00lRURGvv/46g4ODwmqSSqUYHx9nd3eXtrY21tfXicVimM1mWltbRfNCXV0d+Xweh8NBTU2NkFpLXmCpqhL2iKzZ2VnS6TQ/+MEPxGZFp9OhVqsZHx+nqKiIwcFBdDodgUCAe/fu4fF40Ol09Pf3YzAYhPzZarUKiXQ6nRZJ98FgULSbSD3x0WiU3t5eVCoVt2/fZnNzk7KyMrFJk66t/fi1X/s1tra28Pl8zM7O4nQ6icfjmEwmQqEQpaWldHZ2otPpmJmZobKyUmzoDAYDJpMJt9tNJpMhFotRKBQ4fvw4nZ2dYpopBbdK11c+n6eqqorq6mp2dnaIRqN0dXWJCXZ5eTnBYFCQajqdDoVCgdvtFtPLnp4etra2KC4uFmTS+vo6GxsbNDU1UVxcfOCazOfzIgDySRWJ0WiU0dFRysrKcLvdqNXqAzkRqVSKmZkZysrKqKioYH5+Hrfbzblz54jH41y/fl00b3R1dZHL5ZifnxfKIMnvv7u7SyAQEFV+nZ2dbG1tMTIyglarJR6PMz4+TqFQYHBw8LGTe6vVKtQhv/7rv87NmzcpLy9nd3eX9fV1Wlpa2NzcRKFQUFdXx+Dg4COS7omJCeLxOCdOnDhgiZDu65IE/uWXX0ahUBy4J0sWMZvNhlqtZnJykkgkQllZmZCAS7agY8eOodVqhYJgdXVVhGYWFRUJgk0KH83lcty4cYOKigqRryHdu9PptGjDeXia3NPTQ1FREVtbW4Kwk7CwsMDOzg6Dg4M0NzcTDocP2CySyaS4h7z88sv4fD7RenPv3j0WFhaw2Wzo9Xo2NzdFzkIqleLEiROcOHGCe/fuMTo6yjPPPENDQwP3799Hp9Nx/vx5cS2MjIzQ2trK2bNnUalUeL1e7t69y9LSEkajkbq6Orq7u5mYmKCqqorS0lIWFhYoKyujra2NtbU1QVpdu3YNnU7Hs88+i1KpZG5uTmQbSOGDkuIokUiwsbEhLAahUIiOjg76+vpIJBK8/fbbjI+PU1FRsReq6HJx8+ZNYI8AX11dxePxCEJGoVCIRonS0lKMRqMI0jSZTORyORGGPDY2xs7ODnK5XHxeymQycU9TKpWkUilh+dve3sZoNOL1eunu7sbj8TA5OYndbufLX/4y0WgUr9eLxWIhFAqJauBcLicqpNVqtcityOfzQsn4swQxlpSU/EKVBy6Xi+3tbTo7Oz/yisxDHOKvMV5mL3fwsZDJZHLgS0AW+HqhUMg/4aHfA/4uv2LEwjV+Ug/5YVEAkkAY2ABGgHcLhYL/Iz62QxziI8N+7+7DkMvlDA4OigVpIpF4bODVzwOpCQDg2rVr5PN5zp0799gsg+bmZiorKzEYDGIR8WGIjfLyckwmE01NTSiVSiorKykqKsJisWCz2ZDL5Y9UGUop38FgkLW1NaxWKy0tLRQKBRoaGrDb7dy8eRO73f5InkIul+P+/ft7/tG+PiE7PXv2LCMjI8zPz9PR0SGUBbD3Gj9uwWOz2SguLmZiYoL33nuPT33qU488RvIqm81mMpkMd+7cEaQC/MQiIkmAOzo6xJTW4/HwzjvviE1xW1sbJpNJTBU9Hg8tLS28//77YtJ38uRJurq6mJqaEgng0utUVFRER0cHdrudTCYjNo06nY6amhpRz9bU1EQ6nWZtbY3W1lZ2d3eJxWJMT08Lf7L0/kQiEbq6ulCr1ezs7FAoFFhcXKS4uBi73c7Q0BBFRUVcuXKFYDAo1By1tbWUlpbS0NAgiIl8Po9Go+G3fuu32N7eZnZ2VihLpIyE9fV1RkZGaGpqorS0FK/Xi0ajweFwiFC9s2fPsri4yMLCAplMhlQqxezsLAMDAyiVSpF3EA6HqaysZGNjQ5AAcrmc5uZm7t69y/b2Ng0NDXR0dHDv3j0RBKlSqWhvb0cul7O2toZarcZsNqPVapmZmQH28kN2d3fJZDL09vZy8uRJIpEI6XSaxcVF0fpx9epV0uk09fX13Lt3T+QHSHkX4XAYj8fDxMTEXtPGg6m9SqUSnm7Yq0Xc3d1lYGBAbDANBgP9/f3CKjE9PU0ul6Orq0s8Znd3l3Q6LVQwfr+fsbExUVdaV1dHXV0dsViMW7duYTKZGBoaYnd3F6/Xi9Vq5f79+6yurgoFSGVlJW63G5fLJc4taUOSzWYxmUwHNuNut5vR0VGUSiVms5mtrS2OHTsmQhEXFxcpKysTi3vp9X94oplMJgmHw2i1WkGcbG1tsbGxgd1uf8SHrVAoDoRHSuqD+fl5kVsRj8fFhlYiVs1mMzMzM6yurrK4uEhlZeWB+8V+SEqk6upqdDod4XBYtJhI5CXw2Hu23W4/0EixH1KNajAYFNW1+yH58guFAltbW6RSKUEKxeNxtre3mZ6eFjWH+wnQpqYmRkZGcLvdNDU1sby8TDabpaKi4olBe5K9Q3qPjEYjer0enU6Hy+UiHo/T1NREU1MTtbW1qNVqkSmw32oHHAhmlNDT0yPulcvLy3g8HqF6KC4uxmw2s7KyQlVVlcjY6OjoECoq6XmlSkXpdSkqKhLnbmNjIyMjI4JAyGQygmxqb2/nmWee4ezZsyITp6qqisnJSaLRqDhPi4qKBGElqblmZ2fR6XQcP35c1LZK5FVHR4fIe0mn00xMTIgsjvr6en7v936PhoYG4vG4+PqdO3dIpVLI5XK6urqIx+Ni837kyBGcTifT09Osr69js9mw2WyifldqjVleXiYYDHL16lXR0CG1twSDwb1658pKOtbWmM9kWFapRG6JdK0kEgnkcjlGo5GWlhZ0Oh1yuZwbN25gNBq5cOECVqsVt9tNIBAQVhgpGFe6By0tLeF0On8mS8MvAxIp8pdVfh7iEL9iaAGmP+Dr/yfw/3rw9/P7/v4wJoDWJ3zt58IvnFgoFAoXftE/4xCH+FWAtCiVplQNDQ2PDyj8S6Czs1NUUj0O+6cdyWRSJLtLcsUnyRofltZLqob9FoWHpxLLy8t4vV6xWIrFYlRUVIgAyaamJoaHhx/ZSBQKBe7du8fu7i59fX2YTCYRzqdQKNBqtcI/v7GxcSD4MhAIoFAoDpAlWq2WS5cu4ff7MZvNYtopl8upqKhAoVAwMzNDOBwWU0FpMi5NJ6WAMb1eL6TATqcTp9OJwWCgpKQEk8kkpPqSHFmqOpPCv7LZLHfu3KGyspLW1laam5sJhUIoFApKSkpwOp3s7u7S2NiIWq3mz//8z9nY2MDlctHc3MyJEyew2Ww0NjYik8kIhULcu3dPBNV5vV6am5vp7e0VfmQpYf2ll17imWee4dq1a6K2T1q022w2dnZ2UCgUBxbdZ8+eJRwOs7KyIoI7zWYzTU1NYiIn1crpdDqxSK6srBQ2j83NTVGjVltbK2r9JIJpfHycubk5PB4PgUCAgYEBhoaGGBoaOtBk8M1vfhOLxSJIBsnD3djYSC6Xw+/38/zzz4tJYDgcZnx8nPLycnEssCebDgaDpNNpWltbMRgM4nzu6ekRkzmPx0N1dTWxWEy0QzQ0NCCTyRgZGeHatWscP36curo6CoUCVVVVIshSp9PhdrtRKBT09/dTKBRwu92cP38et9uNxWIhkUiwsLBAOBwWFaRra2vAXh7H/sn2wz5myQqxs7NDe3u7mJSPjY3hcrnE9ZrP54UlYGtri2AwiNfrFZsP6VilDff29vbeZqWujqKiIiYnJykpKaGyspLZ2Vnef/996uvr6e/vZ2lpiZGREex2O0ePHmVzc5P19XWxsXtSUJvZbBbXWSaTwWAwkEwmcTqd1NfXc/r0aZEz8KS8GofDwdTUFLW1tRgMBrxeL5FIBIvFcqBhQbIXuN1u5HL5I8RCLpdjc3MTu90ubFlra2t0dnZy/Pjxn5qXE41GhWXH5/NhMBhEqJ3UyBEOh8VxSMhkMiKEr62tDZlMRklJiQg6jcVivPPOOzgcDpLJJMFgULw+0udIPp8nkUiILIbu7u4DlZl6vZ4zZ84ceB+kQE4J+zeO09PTonlAo9GgUqkIhUIsLS0Rj8cZGhqitbWVlpaWJ763CoVC/A5erxeHwyHOzZaWFurr65menmZmZoYjR44cuL4z3/oW4Zs3af6v/2vafvM3BUkaCARYWFhgaWmJ2tpaPv7xj9Pe3k4ul+Pb3/42S0tLNDY28uKLL4oA3suXLxONRikpKUGpVPLmm2+i0+m4dOkSOzs7jI+PU1JSgsvlolAoUFRUxPLyMoAgp6T6Ysk+cuHCBSYnJ1lbWyOTyeD1ekmlUsL2UF1djdVqpb29ndnZWVGXrNFo2NraYnV1FaPRSG1trWhOke69+XyemZkZEokEp06dwmazCWulQqEQqq6SkpK9TBWXi3gkQhL4J2trfCqbJQUMpdNMsnd/sNvtKBQKgsEgwWCQgYEBYclyuVyYzWZKSkrQ6/WcOnUKn8/H9vY2Pp9P2MH2X4PFxcVEo9EnZnb8NOTzeVZWVrBYLB8pMdHa2kptbe3PfVyHOMSvKDSFQiH7AV//woM/ZcCneAKxUCgUUg/yGj4y/LVthTjEIf6fCmnj+rOEPD4MKaX94QXefn/zT4NGoxGboampKcLhMM3NzaLren8FFexJDqVwKSkAqq6uDp1OJxLTJycnSafT9Pf3i0271CIhSUxNJhO1tbVotVrOnDnz2GNTq9U0NTWJhef+SZ8UuHj9+vUDtg9pIa9QKA48r1S5debMGaxWKz/4wQ9YW1sjGo3y/PPPc+rUKSGL1Wq1wuP+zW9+k83NTZ5//nlkMhkGgwGHwyGC+8bGxkQl3alTp5iZmWFxcZFkMkkmk0GtVgup9fDwMLlcjnQ6LcIjZ2ZmaG5u5uLFi4RCIZGTIfXSSxP6qqoqKioqUKlUtLW1HZAey2QyVCoVtbW1lJeX09PTg1KpxGg0CmloKpWisbGRU6dOodfrOXr0KBsbG0SjUebn51lbW+PMmTM0NTWxvr7OysqKsDgkEgnsdruY+NfW1jI0NEQkEmF8fFxsdKTz7k/+5E9oamoSbRCVlZU4nU5RJSdJ8W/duiWyIpaWllhfX+djH/uYCIh89913SSQStLW1CQ9zS0sLPT09TE9PiyYMq9XK0aNHcbvdggSSrCTStTE6Osr6+jqVlZWsrq4yMTHB0NAQc3NzuN1uBgYGxM+Vzlmn08ns7Czt7e288MILBINBQXitr6+ztbUlgjinp6epqqriyJEjgijcn96ez+fF5iidTrO5uYnb7ebIkSNsbm6SyWQoFArEYjGMRiPnz5+nra1NTC2la3U/pPaO5eVlBgYGaGtrA/Y2ipFIhLm5OUpLS/F4PEQiESKRCDabjYaGBtxut1DUAKK+EPbk2plMhoqKChFkKvnd6+rqBKFUWVkpiI2ioiKqqqqIxWI4nU5BuEgqDdhrUNnY2BChlXq9nmg0yvDwMLB3T5RCOtPptLA+9Pb2Pvb+4PV6qaioEJksZWVlwg7m9XpZXV2lo6OD9vZ2QbI8vPFwOBysrq6Sy+VEzoPFYhGqkiepGyTE43GGh4cxm800NDQwNTWF0WgUFZnS+bCzs0MikSCZTIr70d27d1Gr1YIc7e3tpaqqips3bzIzM0N3dzehUAiDwYBMJkOv12OxWHA4HOK9XltbI5lMit9r/+stQSaTCU++UqlkenqafD4v7qH70d3dTSaTEeeFw+FgbW0NpVKJyWRCqVTicrlYWloSlZGPg/T90nN5vV4MBoMI/ZOsPgcsa9euofrsZ7ECsVu30AwP43K5CIfDtLS0kEgkhIXv3XffZXl5mQsXLvDWW28xOzuLWq3m5MmTvPfee9y7d4/29naqq6u5f/8+f/Znf8b6+jpms5m+vj46OjpYX1/HaDTS1NREPp8XFgsp90Iul7O5ucnKygqFQkFURdbW1hKLxdBoNCwtLREIBHC5XHz1q19lfn6eT37ykwfyVY4dO8bw8LD4vKmrqxM5IeFwWLxO0WhU2AxXVlY4fvw4V65cIZfLYbVaMRqNrK+vo9FoeG5nhz8IBkkCH5PL6XuQcaEBugsFJkC0H+l0OlQq1YGWjWg0SiqVoqenB4VCweTkJC0tLXz2s59leHiYzc1NWlpaWFhYEK8rIFQVPy+i0ShOp5NoNPqREguSZfEQh/gvDE+yNkgYAU4/+Pvokx4kk8kUwEdVsgAcEguHOMQvHWaz+UDY2c+KfD4vQgobGhrY3NyktbX1ZyYqZDKZsG/EYjFyuRzJZFIEQknEglTL5/V68fv9os88Eomwvb3Nzs4Ou7u71NfXE4lEKCoqolAoiE017E07amtrGR0dFR7Tx2U5SMcl1egBfPWrXyWbzfI7v/M7j7wO0rFJlYl1dXViM5ZOp7l//z4KhUKEg0mbWWkjeefOHUpKSsTCf/9CXQrckhQIsCdtvnz5Mm+//TZHjhzhmWeeoa6ujo2NDRFEV1ZWJh4v1X7u7Ozwla98heLiYr74xS8Ku4LFYhETMIPBQDweP1At+Nxzz2EymXA4HCwvL7O5uSmIBWnSdvz4cY4ePXpgoT4/P8/29janT59Go9GIIM1MJkM6nebIkSNMT0+LhexTTz2FxWIRnfWSL1nalEmy46eeeoqGhgahMMjn80JmXygUROifVqvFYDCQz+cJBoO0t7eL38lgMIhp3NDQEAaDQXztxRdfxO12c/fuXTY2NpiYmBB1bufPnxdy446ODrLZLOPj45SVlVFTU0M4HCYUCnH16lUh45ZqGf1+P0899RQlJSXs7Oywvb2Nx+MhnU5TWlrK6uqqsC2Mjo6KsEmJqHG5XPj9fmZnZ4Wq4otf/CJKpZKVlRUh75fIDY1GQ0NDAyMjI6ysrDAwMEBNTY1I4pc85nK5nEuXLqFQKHC5XKIedGVlha2tLXp7e0WDQzAYxGw2I5fLmZmZIRaLiamyhMbGRkGkSHV8mUwGh8PBm2++iclk4jd+4zfEOZ7L5fD5fMLOJN1TJAwODgoSqbW1lVdffZWtrS3efPNNSkpK+J3f+R1BylVVVSGXy/H7/fj9/gMbXa/Xi9frxWw2i589MzODx+OhsbERk8kkQhCldgvp3JPyJXp6esRmtr+/n1wud8CaIN1PEokE09PThEIhLl26JKbKyWTyAEGzu7tLLpejurqampoa8RzxeJxr166RTCbp6Oh4ZMMei8XY2dmhsrJShKEWFRVRVlaG2WwWdZKwR4ju7u6iVqsFOSqpxqSgRbVaLVQG0mtQUVGBwWCguroan88n8kek+k2TyUR9fT2rq6tsbm7S2Nh4QKUWiUQIBoNUV1cL0liS+EsVhRL5KaGoqOjAc5jNZsxmM83NzeK1lYIaJWL7gyDlp+yvL9VoNLjdbux2O3Nzc8Bewwb+n7hcNbEYAPX19ZSUlGA2m4XSK5vNUllZSTwe5+bNm9TX14uNulRBGovFcLvdtLa2CktFe3s7sVgMmUzG5uYmW1tbJJNJqqurKS8vFy0Yy8vL7OzsUFVVxf3794nH4+h0OsbGxkSIaigU4vTp0wwODvLv/t2/I5lMCiJiYmKCbDbL6OgoJpOJF154AbPZTG1tLfF4XDSEFAoFurq6hKpPqVTyhS98gampKZaWlpieniYSiYjGBrPZLD5Xn49GUQB64IV8nv+vUskf5nLMyeV870FgczqdpqSkhFQqRTAYZHx8HIvFQjKZ5OLFi5SWloocIL/fz9WrV9nd3eXChQuUlZVRWlpKNBr9qcGMPwtMJhNdXV2HJMAhDvHRwCmTyRoKhcLaE77+GnsZDGngH37A8zQDjo/ywA6JhUMc4lcQkqQ1EAgQDAbFhv6DIMkpH7dYkJQBhUKB0tJSYZcoFAq8++67FAoFnn76adGZLlkN5ubmiEajyGQyrly5Iibw+ze56XSa7e1t3nvvPYqKiojFYmxvbx+QwX4QpqenRUDV/mPX6/XkcjlRmyeTyfjyl78svi4toA0GA/X19RQKBbRaLU1NTXR3dzM2NkYoFGJzc5PKykoaFheJjY7iev55YqmUCOSanp7GZDJRXV1Nd3c3t2/f5vr161gsFl544QVgb0On1WpZW1tDp9ORz+eFzF0ibSRfeU9Pjzguu93O5uYmVqtV1PnF43HUajVGo1Es6CX5/8jICB6PhwsXLjA6OsrU1BQvvfTSI4GV0msOexNEyYM+NzeH3W7nnXfeEe0ZUnjm2toaOzs7wj+v0WgEGZLL5ejs7BQT+dbWVqqqqjCZTKytreH1ejl69Cjl5eUUFxcTDAbF165evSoInVwuJ/IATCYTzz//PIlEAqPRyMDAAAaDAblcjkKhwGazUVtbS0NDA7u7uzQ1NbG2tkYgEKC/v5/vfve7/PCHP0SlUtHd3c329jY2mw2Px0NRUREGg4FAIIBGo+HYsWOUlJSwvb0t7DNHjhwR1W8qlYrq6mrRKNHR0UFdXd2Brvi2tjZKSkowGAxYrVaCwSAtLS2UlJQwNTVFMBgU2SkSuSCpFba2tjhy5AjJZJKysjJMJhM1NTWCUJLJZAeuQbfbLST0gJgU19XV0dDQIGTMhUKBcDgs7E+bm5sYDAaKi4uJx+Pk83kRnnb//n0xfZawvr7O/fv3qaio4PTp049486VJbjAYJBqNCtn85uYm5eXlqFQqbty4QSAQwGg0iin9w2qn2tpajEYjZrOZYDDIxsYG29vbaLVajh49ilKppLW1le985ztCKeJ0OqmoqMDtdrO8vHwgwyafz+P1eqmsrBTnvhR0V1dXR0dHB3K5nEQiwdjYGD6fD6vVesAffuTIEdLpNAaDgUQiwc7ODuFwGJ1ORzab5fbt22QymQPBk7A3yZdCQg0GA7u7uwSDQTQajVDDlJSUsL6+zurqKslk8oCtRSaT0dfXJ6w6+1tGzp07x8mTJ0XFZ6FQEKoNKcthZWWFeDzOqVOneOaZZw5Y38LhMC6Xizt37mCz2TAajeh0OtLpNAqFQoSWBgIBJicnxfm0traGw+Ggr69PvHcWi+VAQC0ganCfZLXbD41GQ1NTEzs7O8zPz9PZ2Ul7e7vIYJDUOgaDgWuZDENf+AIVPh/Kf/JPxOtkNpuFSi6ZTBKJRAQZ8Pbbb6NSqaiqqsJqtZJMJvmN3/gNdDodyWQSg8HAxMQEhUKB5557joWFBaqrq7ly5QpKpZIGl4vPLC+z0NTEnz2w/0j5Ibdu3SKVSlFaWkpFRQXb29soFAqhlOnr6yMSiXD69GmWlpbEay3VL2s0GlwuF2+99RanTp1iYWGB9fV1FhcXRQCjRHpFo1FRAd3W1sbly5fJZrNYrVZRgyud85FIhP9sNnMhmSTOXpr5lELBD9RqVCoV6VgMHmRT7OzsYDKZRJBnIBBgd3eXN998k/n5eVpaWkSQ5sjICD6fTzRJ3bp1i5KSkgNB0xK8Xi9qtfrnCp3+65TNcIhD/IrjbeAV4H973BcLhcI28PkP8TwvPXiujwy/cGJBJpN9dd///q+FQmH+L/FcHcB/9+B/C4VC4UlhFIc4xP9jsT+kUOphf3ghLy3Gu7u7xYR7enoat9tNTU0Nra2teDweSkpKDhASMpkMpVLJzMwMVVVVmM1mnE4nhUIBlUolNvbhcFjkEkgy5FAohFKpPLDJlaraMpkMgUCA8vJy0un0Y5sZHA4HWq32kSaLv//3//5jCRFJ1SApHPYvdiVJ6+nTp5HJZPj9fiYnJ4WsNZPJ0NfXx40bN1heXqbi5k3q/uk/BSBx/TqLX/4yer2esrIyUqkUW1tbImPg13/916msrGR7e5t/8S/+BWfPnqWjo4Pq6moxZZWk9JWVlbS0tGC326moqKBQKGA0GsViNRQKceLECTweD9evXxeVbD6fj3feeUeEj2k0GlpbW9nY2MDr9eJ2u0VWx7lz5yguLmZ7e5vKykpUKhUKhYLy8nJyuRzHjh2jubmZaDRKNpslHA4zMTGBQqFgcHCQc+fOoVAo+PGPf7zn383naWhooKamBodjj8guLy/HZrNx/fp16uvrBakAe1aDb3zjG0xNTfE3/sbfwOfzUV1djVKpZHR0VHS2v/POO8InLZ0zUrinFAr6zjvvCEuHRORMTU2RTCbxP5hqrq6uiqwMqU2irKxMTIrPnj2LzWZjeXkZnU5HW1sbRqNR/F5tbW0MDQ2hUqkoFAosLS3h8XhYX1/H7/dTU1ODzWbj3r17RKNRXn75Zc6ePYtcLqepqYloNIrf7ycQCBAOhykvL6e/v5/d3V3effddLBYLg4ODFBUV8fTTT+N0OikuLmZubo47d+4QjUYFAfU4v7o0fd1P8On1epLJpGjoaGlp4dy5cywvL9PQ0CDO/bKyMhE4GA6Hxb8XCgVR6ZjNZsnlcmg0GhKJBFNTU+Tzefx+Pzs7O5SUlIiwN71eLwI4pXtMaWkpr7zyirjOpFR/SXnwcIjh7u4um5ubtLe3s7i4yLVr15DL5SLMUJqCSzkD5eXlWK1WHA4H6+vr6HQ6enp6DrSYLC8v43K5UCgUwsoxOzuL3+9ncHCQU6dOiam6FDwbCoUOTEsltUAikeDevXtsbm5SKBQ4d+4cn//854WlQcLOzg6rq6vI5XKqq6ux2+0iX8RkMnHlyhWWlpYwm82cOnUKjUaDVqulv7//kfuz9J5I/0mQCONMJoPFYjlgN5AUBCqVinQ6DRy0vmWzWb75zW+ys7NDV1eXuH8/ziIh3cslBYdcLhf//TQ86TGFQoFAICBsExL2VyTqdDpKS0tpa2ujoaGB+vp6tra2mJ6dxX/uHL/9278ND5HSN27cwGQy8clPfpJr166xtLSEwWDg5MmTggiXghBbW1upr68nFAoxOjoqFF6SyunKlSssLCxQVVbG73/rW2hTKY6MjvJnR45wx+1Go9Fgt9tJp9PodDoqKyux2+0MDw+LWkzpPfj3//7fMzw8jFKppKioSDQ6yGQyhoaGmJ6eJpFIUF9fT2dnJ1/96ldxOBwUFRWRyWRYXl6mp6eHsmCQC243rvfeY7S8XFRCGgwGcrkcNptN1GJmMhm+otHwdZmMZKFAHNArlYJUM5lMJJNJEUacTqcpLy8nlUrR2toqQiRLS0txuVy8/fbbFBcXC9XU+++/L7JC9lc2S0ilUkxPT6PVakWWxiEOcYi/EnwXeEsmk/3vH9D48IGQyWQq4DeBpz/KA/tlKBa+xE9aIb4O/NzEAlD50PMdEgu/RMhksg+im/8ydaKH+Dkhl8sfu2iV1AnSBAL2po/RaJTt7W0hrbVarY90lQeDQXZ3d1GpVFgsFp5//nngYJ6DJP9sbGxke3ubqakp6urqHmll0Gq1aDQajh49SldXFwqFgrm5ORHeJ3mAJycnWVhYEC0E++F0OoVkfb+Uef/xSO0NsOdZvXfvHjqdTkzopMV/WVkZGxsbRCIRbt++zdzcHGq1msjIiPh+u9/P8PAwpaWlXLhwgUgkwrvvviuIDJPJxKVLl/ijP/ojbt26JTbsUhhnLBbj29/+Nk6nk2effZb+/n5isRgGg4GxsTGi0Sg9PT1sbm6Kha9MJkMmk4lFu/Q1v98v1ALnzp3jlVde4dvf/jZvvfWWyEG4fv06ExMTBINBzp49i9lsprKyksrKSoqLi4nFYkQiEWZnZ/F6vZw+fZpjx46xubnJ5cuXMRgMNDQ0UFtbi8ViEe97c3MzHR0dKBQKEokELpeLdDrNH/7hH6LX63nttdfo6upidnaWjY0NysvLcblcBAIBZmdnaW5u5syZM3R2djIwMMCbb75JMpkUG42VlRVGRka4ePEiSqUSr9fL2toabrebjo4OPB4PpaWlgrRyOp1CGv7uu+9SWVnJs88+i0Kh4Ic//KGoCZTyNXw+H8lkkvLychwOBzKZjIsXL4oNulR5mcvlhK1Aq9UKD7XRaCSZTLK9vU11dTXb29vcuXOHWCzGsWPHhE0B9japPp+Pt99+m6qqKsLhsAj0DIfDlJaWCsVNfX09arUap9OJ3W4XtYL7r5kjR46g0WhYXl4WzQ7r6+sUFxeL8EXJQnLv3j3UajVyuZxoNEpLSwtyuZytrS1GR0c5efKkqK+rq6tjbGyMRCLByZMnWV5eZn19ncHBQVEz+v7771NWVkZjYyP9/f1PvMdIx1pWVkY8HqehoeGxzQhSxW0sFhPEQ1lZGc8++6xoWZHw9NNP8/TTe2ucnZ0d7t+/L1Qfq6urQrUg2bL2541Idgq1Wi2uJ4D29nZGR0eJxWJiOrwfkgWmsrJShHo+ruHH4XAwNzdHeXk5ra2tKBQKDAaDIMfsdjtarVZ8b0VFxRMrOWGPKDh37txjw2ul62k/mZLJZBgbG2Nzc5OSkhKSySQVFRWCLFEoFNTW1lJZWcmlS5ceyeXY//xyuZxTp06xvb1NJBIRKiLYs5IolcpH3kuJhKqoqBDWEdgjNKRg1JWVFRFMK6GiooLS0lIUCgWFQoGKigpxLgKiNtZoNIrXYnV1lVu3btHW1kYikRBNCH19fbz++uuYzWaOHj0q2jbGxsZEyOjS0hKRSITV1VWqqqpQq9Xcvn1bZLwYDIa9diKJ0AIuPfMM971epqamMBgMtLW1CdJjbm6O7e1tUem4tbXFH/zBHzAxMUEqlcJoNIqgT+k8GBgYIBaLsbKywte+9jU6OztJJBKUlZWJ8NhCoYDdZuOfLC1hT6dJ3brFcYuFfKGAWq0mHQhwKhxmQafDk0iQSqX4F8Dficf5kUzGHcCtUPCOXk8wGBTnsclkolAokEqlBAFVKBSor6/n05/+tHjPJLuiVA9rNBpRKpVYLBaOHz9+4NyToNFoRK7SIQ5xiL86FAqFHZlM9jbw94A/+jmf5r8B3igUCrsf3ZH98qwQMn72yslf5vMd4sNh56/6AA7xwXA6neRyOWpra0UQnYSmpiaqqqrw+XyUlpYKLz38pLJJSp1WKBRi0b4/3E3y5hqNRuEBlv6sqKgQ3yMl9jc0NHDixAkhawXEwv769etikSoFGiqVStbW1g74vOVyOfPz8+TzeU6fPv1Tp2oKhUJ4UiUkk0l8Ph8ej4cTJ06gUChEiFRjYyPZZ59ld2cHdTBI7h//Yza/8Q2xKHv33Xe5fPmyqLbr7e0V0/6SkhJOnz4tJlHS9NVoNIoNsaQyuHr1qmhauHjxIlarFb/fz/vvv09paSnnz58Xx9vT04PRaCSTyfDGG2/gcDi4evUqIyMjbG9vo9PpOHXqFEePHqW4uBiPx8PU1BROp5NQKITRaOTv/J2/A+zJ3d1uN9lsFr1eT1FRESaTieLiYtxuN9PT09y5cwe1Wk0gEGBtbY3m5mZisRjFxcUYjUYWFxfxeDyoVCpUKhWBQIC7d++KAD2bzcZrr70mlBOjo6Ncu3aNT33qUyIo7oUXXiCVSongttraWurq6piamkKr1WI0GqmqqqKyshKj0Ug0GhUVniUlJWKCKxEHSqUSj8fDyMgIBoOB8vJyZDIZu7u72O12UbcqbdRkMhm1tbWsr6+zs7ODRqMhnU6ztbVF29YWLUePEj97lmg0ikajoa+vj+3tbRHiJ4W7SYqFh2XCUtigdB1MTU3R1NSERqMR54G0wLdYLKyvrz/xHJZUJ5Ln3mw2U15eLkLdvvrVr3L69Gnq6+vxeDwi6DMWi1FTUyMmw1IWys2bN0VlqTRxlRpAysvLRa3fkSNHRI3gh2ms2d7eFi0vj7NiSef+fgvCF77wBWKxGKlU6rFy6nw+TzKZxGaz8bGPfYzh4WFu374t6moBqqqqsNlsB+rlamtrRTvIw8GLHo8Hr9f7WH+3UqkUrRsej0fI761WK4VCgdnZWZRKJR0dHVRWVqLX6zGbzUxPTyOTyejq6sJisdDf349er3+s1WxjY4NAIEB3d7cgVaXMicfVcUptLfs3d1IGjkRYbW5uEo/HxfUlk8k4efIkKysrT2xtgL1si52dHerr63E4HAem08lkknv37mE0Gg+QtbBHbMTjcWIPMhAkuN1ulpaWhNLmcaGO0udQIBBgbm7uAKEdiUSoqakRORH5fJ5r164xPDyMXq8X98m7d+/S399PT08PGo1GqG7u3r3L7u4ura2tfP/738fr9TI9PY3dbqekpIR4PI5CoSCfz5NKpfayTjY3+W/b2vi410vk7FmMPT14v/1tUqkUVquVxsZGjh49yvz8vCBUs9ks8XhcKH4ymYy4z7zxxht0dHTwt/7W36JQKBAKhbh58yahUIiVlRVu3bpFdXU1Go1GkK46nQ7n5iamB+S/BjDJZJSVliKTyfgPq6scy2TwyuVcsNlYLRT4vQev568VCvza3knBlyIRvpZOk06nicViov0knU4jl8tpaWnhE5/4BJWVlXzta18jEAjwyiuvoFAo+PjHP87o6CiRSEQ0tUjweDy4XC46OjoO/Pv+z+ZDHOIQf6X4Z8AVmUw2XigU3vtZvlEmkz0HfJK9KsqPFL8sYuGQBDjEIX4BkGqsenp6sFgsIsW6urr6Ed897E0Yq6qqCAQC+P1+lEolJSUlwq/f0tLCiRMnnuiFlMLCpHAnv9//2KyEZDLJwsICTqeTS5cuYbNaiW1toa+uFgFpMpmMXC7HxMQEDoeD9vZ20d0uLV6kKriTJ0/idDpxOBxUV1cLguP73/8+KpWKT33qU6TTadGS8HCavCQfDoVCDA8Pc/r0abFJ8Hg8NB47RvbaNbLZLDq1mueDQTGN7unpEbVv3/nOd1hZWeGVV17hzJkzXLx4EbfbLdQgW1tbRKNRjhw5QnkoxMAf/iE2QPnrvy5qK5uamoSCoaamRtS5vfXWWySTSSwWCyaTiYGBAbHhu3fvHlevXsXtdvPCCy9w6tQp5HI5Ho8Hp9NJXV0du7u7bG1tUXgw8UqlUsIOIIUvlpaWsrKygsvlIpvNsrq6yvz8PENDQ3R2dgryoaysDJ/Px1/8xV9QWlrKSy+9RDabJZ1O88UvflHUtOn1epEzIVUyNjU1odfrWVhY4O233+bixYtUVVWRTqfFhlGS5V+5coWJiQlBap05cwatVivaA9LpNG+99ZYgNMbGxigtLWVtbQ2/38/c3Bwmk0k0LEg2l6GhITFVk3z3JSUlzMzMcPXqVVHnubCwgPn/+D84/vrrABR/+9vw2mvAHtm2tbVFOp2mqalJZEykUin0er2opLty5QrZbJbnnnuOT33qUywsLAgVhM/n47nnniMUCgm7QHt7O9FolPfeew+lUkllZaXI+TCbzRQKBcbGxoQ0vaysjLq6Oubm5igqKqK7uxu9Xk9paSkdHR1UVFSgVCpRKpWkUinxezc0NOB0Onn99dfR6/U0NjaSyWRobm5GpVKRz+d5+umnRXXk7u4uJ0+eFJWa+5HP5/H5fBQXFx+QuSeTSeFL9/l8zM7OIpfL6ezspLi4mKWlJcLhMO3t7YyPj4sGhZGREbLZ7CO5Duvr64yPjzM/P8+RI0d48cUXaWhoIBQKUV9fTzqdZmpq6gDJsP9YHA7HgfpMCZ2dnSSTSebn5w8Ew+6HZKuYmprC5/PR29uLyWTC7/ejUChoa2sTxIS0eZT+LpPJBKmazWYZGxvDaDQKcisQCIggWKVSic/nY2ZmhtLSUjo7OwmHw2JTrtPpOHLkyIHNHOzdu0+ePCnu61LF7H5MTEwwOjoqLFAPw+v1srKyQjAYFDkm+1UVklrpcYSPyWTi5MmTjxAhZWVlbG1tsbCwgNFo/EDiV1KG7LdwuN1u5ubmRJ6EXC4X9wGJ/JPyQqQ6y0QiwdzcnKiNrKmpYXJyEpVKRSQSwePxMDQ0xDvvvEMwGOTXfu3XBIH0wx/+kNnZWdBqiV66xIULF1hfWUGhUNDV1cXu7i5LS0ssLi6KnIFIJCKUO5LqoaioiGg0ilarxev1CvJocnKSra0tstkskUgElUolwl2VSiUymUwEII9tb/Pf19XxxUiEa3o9Pp2OcrudZCLB0UwGAFs+T1UigbukhGG/n0EgCUhnhymREK+llLcRj8cJhULodDpBLKpUKq5du4bdbqe3t1co3hwOB5FIhKmpqQPnTDAYJBQKEYvFHjkXD3GIQ/zVo1AoJGQy2SeBH8pksj8sFAr/6cN8n0wm+xJ7aoXnC4VC8qM+rl+18Mb9n1gfaT3GIQ7xq4h8Pn/Ap9vT03MgzOtJKCoqori4WCxMw+GwCGb8IJmjTqdDq9Vit9sJBAJPrBzr7Oxkd3cXh8NBLpMh/swz6K9cIX7uHEUPQhzPnj1LMpnk5s2bwtPtdDoPtEWsra0J37PP5xNVfzKZjFgsxu3bt6moqMDhcOBwOFAoFKIe6+Hf94UXXmBqaoqdnR2cTictLS04nU52dnYoLi7GPjfHxvAwa319nDp1SpArNpuN06dPo1arRcvE5uYmTU1NwJ46obGxkYqKCjEhXlla4hO///sUPZjuVY+MIPv93yccDpNOp9nY2BBBiadOncLhcPC9732P+fl5uru7+fjHP04ulyMajYqgR2lz3tnZSW1tLWNjYyK0s6OjA7vdzu7uLm1tbWKae//+fdHO4HQ6icfjBINBysvLkcvlyGQykskkp0+fpra2lpWVFTo6Onjuuee4f/++kEVXVlaKTeuf/MmfEIlE+PznPy/S1cvKypifn+fKlSu43W6R4O/1ellYWAD2vPbxeJzjx4/T2tqK1+tFoVBQU1NDPp/HYrHQ29uLy+Vie3ubwcFBAoEA2WyWbDbL0tIS6XSa999/H4vFQmdnJ+l0WoTD1dXVCfuHtBBOpVJ84xvfYHNzk8997nOiFjWXy4nfr93j+cmJMjwMr73G+vo63/72t9na2mJwcBC1Wk15eTkzMzMiNV1SeUhEwtNPP41cLhe2ndbWVnZ3d3n99ddRqVRUVFTQ29tLPB7n1q1bTE1NIZfLWVtbY35+nvfee0/kA5SVlSGXy9ne3iafz7O7u8v169cpLS3lM5/5jFCXJBIJVCoVs7Oz6HQ6Ojs7D5z30WiUSCRCOp0WdadS8OP9+/eFZUDKR3hSCvz29jaLi4vU1NSI8x5+EuanVquZnp5mZGREBN5J0nOtVsvW1hY+n0/cp6qrq8lkMo+ERSoUClQqlbAuwV6mg16v56233mJwcFCoPzQaDWq1WuTM6HQ6urq60Gq14rlzuRxKpZLa2lrcbvcBa9iTUF5eLjaPUuDhw0RLOBymv78fhUJx4GuFQkG0y+y3EkhVjtK91WQyUVpaSnl5OYFAgK9//etUVFTwiU98AqVSidVqxeVykc/nD9wP9z/n4ybHXV1dJBIJGhsbH/u76XQ6ysvLqaioEC0F+/NuFArFEys+4SdVktvb2wSDQdra2lCr1SKAUwoOlSARAHq9XljnHlb6KJVK1tfXsVgsdHd3o1AoaG5uFg0SVVVVGI1GoRKAPbXb17/+dZxOJ+fPn+fLX/4yP/7xj/F4PCiVSsrKymhubuZb3/oW0WiUpaUlLly4IMgBm81Ga2srtbW13Lx5k4mJCXK5HPX19RiNRjY3N3E6ncjlcrq6utjc3KShoUHcj6qrq0mn09TV1dHc3ExdXR35fJ5wOMzS0hIzMzMkEglRhahQKES7i9Tm43K5UKvVXFWrmayvR6PRoHG7iUajKJVK/pXFwu+Ew1yWyxlVKtHr9Xwin6crHCYB/H8KBVzAV2UyeEC6SJ/7EhEjkRvvvfceFouFpqYmhoaGePrpp5menhZVsRMTE6IlJ5vN4vV6aWhoEOox2AuQNRgMj5BOEnlySD4c4hC/fBQKBZdMJrsIfE0mk30R+B8LhcKdxz1WJpMdB/4n9rjJ84VCIfiLOKZfNWLBsu/vsSc96BCH+C8FtbW1VFdXiwWFNGUvFAqk/9k/Q/Wv/hU89RTyb30L9i3iNRrNgQVkUVERtbW1dHV1EQqFhFT6YUjefam60O/3P5ZckMlk9Pb2YrPZyG5tUXTlyt7PuXYNNjfhgcxaq9Vy5swZlEol6XSay5cvixRrQGzEEokEPT09jIyMsLCwQEtLC4FAgL6+PiorK1ldXaWkpOSRYy4UCrhcLoxGIyaTSXTVSzkO1dXVlJSUIPv+9+Fv/A3qAN/Fiyz+/u+LSd7s7Czf+MY36O7u5rXXXmN8fJzNzU2qq6uFKkOaAkte2oDHgyaVEseR12o5fvIkt+7dw+/3c+bMGQwGg5jc1dTUcP78eZEqrtfrGR4eFgGFQ0NDFAoF5ufn8fv9XLt2DbPZzKVLl4RaIZlM0t/ff8Cz393djU6nEwoPaZMn1f+dP3+ehYUFZmZmRAuFpHaRJoE1NTX8m3/zb3A4HDz99NN4vV5UKhXFxcVcuXKFTCbDpz/9aVZWVrh7966wXXziE59ALpeLDb9erycajRKPx5mamhL1Y3fv3hWEkNvtRqvVUigUiEajFBcX8/LLL4tjLBQKYqpeVVVFoVAgl8tRXFzM4OCgkI7ncjl2d3exWCzkcjkcDgd37tyhqamJp556ivHxcW7fvs3AwADmf/bPSH3pS2AwUPjSlxi/c0dMFO12O/X19Y/kfkghp8FgkAsXLmC321EqlRQXF3Pq1ClUKhVNTU1MTEzgdDqJRCIEAgHkcjkLCwusra1x/vx5GhsbRQCg1FAgl8tpb2/H5/ORzWZpbm5GLpfT29uL1+sV57p0HS8sLPCjH/1IhDFKcnuNRkNjYyOdnZ2kUilBiJSUlIg8D8lr/dO64IuLi7Hb7aLZY2NjA4VCwfr6umju0Gq1YqNfUVGBWq2msbFRkAqNjY3Cm7/fZiFN/KXrYL9/X4LVakWr1aJUKunq6mJ6elq0MeTzec6dO4dcLsdutxOLxbh165ZQ7UjZJx+24lf6PcW1m88LCbuk/rl8+TI6nY4XX3wR2MvzCIfDJBIJQUbtD02UFCUSFAqFULHU1dVRUVFBVVWVeEwoFGJxcRGTySQsCZlMhps3b4prQKvVEggECAQC1NfXI5fLsVqtPPfcc0/83aS64La2NhEu+PPgypUronWgsrISrVb7WIVEPB7H5XLhdDrR6XTcuXOHzs5O+vr6xL1aqVTS19eHzWbj9ddf5/jx4+I8kM4Fv98vchQKhQJTU1NoNBqRY3Hnzh0KhQKRSIREIkFnZye3bt3CbDYjk8lYXFwkl8vR3NxMNpulr6+PdDqNx+PBZrNRXFyM0+kUNa02m42L29ucWFridZsNT3ExiUSC8vJyLl26xMbGBpcvX2ZkZISnnnoKlUrF0tKSICvn5+dRKBTiOigUCnR3dyOTyYS9qaioSFg0dDqdsAQGg0F0Oh3/i1zO/1pcvKcSikZJJpNkgNt6PUqlki8qFKRSKRIP8mEkIqFQKIiMDMmWtby8jMVi4W//7b/NwMAA+XxekNZnzpyhu7tb5JOsrKzg8XjQaDRC+RONRllcXHwk1DGVSjE6OopOp3skX+kQhzjELwcPCIJXZDLZs8A/lclkjcBdwMmeY6AaOA4ssVeicPkXeTy/asTC/pjajzRs4hAfCqUf8LUt4KMrPT7Eh8bj1Anr6+vU/dN/ijybhb/4C7hzBx540x+H/v5+otEoPp9PTOMft8CHvQVuPp+ntbX1kQ0X7Mlt4/E4tbW1eDwebiwt8VRbG/aFBTKDg4y7XFQ/SGOXvPN+vx+NRsOnP/1pVCqV2GwODQ0xNTXF2tqaqEJbXl4mmUzyzDPPIJfLxWJzv7xWgjRBMplM9Pb2ig51mUzGjRs3SCaTHD16lNTYmPielnSa6IPWDL1eTzabRavVkk6nuX37Nvl8ns7OTuLxOE6nk+Xl5QOTYp1OR/+JE8T/+I/R/5t/Q8FiIfQP/yFGi4Vjx46h0+lE9abNZkOn0+Hz+dDr9Xz2s58lm83yxhtvEA6HGRgY4PnnnycajTIxMUFLSwtra2skEgl8Pp+o3NPpdKL+TkI0GhXT3/2oq6sTklhpM+PxeIRCYnV1VUzYfvM3f5Pbt28LIsDhcHD06FGOHz9OOp3m+vXrBINBTp06RWdnJ+fPn2d1dZVXX32Vo0ePCom/5OVWKBTcuXOHO3fuYLfbOX36NFVVVWQyGeRyOTqdDqVSSSQSIRgMsrW1RTgcFhJwST6fSqVETWVdXR0vvPDCgWnu5uYmS0tLVFdX09PTQ1FRETKZjB//+MecOnWKoaEhysvL91Qr4TDf+d3fpaSkhF+vqiK1s4NWq6WtrU1s1sfGxigrK6OhoQG73Y5cLmdwcJBr166xu7tLR0cHfr//gGc+lUoxMDBAb28vN27cYGpqiu9+97tUVVWJSWhrayvr6+s0NjYK3/XCwgKJREJIwMvLy/F6vSwuLjI1NYXL5eJv/+2/jVarxeVyUVFRQXNzM4FAgGg0yu3btzEYDJw4cULYVSorK+nu7mZubo67d+8yMDDA6dOnD1zP6+vrrK+vY7fbaWpqOjCB1Gq1xONxJiYmKC0tFQSQtIGJRCKMjIyI90NqNlhfX0cmk9HW1iZUGPsxMzNDIBDgyJEjbG9v09jY+NgAyPb2dhobG5mZmWFlZYW+vj6MRiN+v/8RhZakkpAISpVKxe7urqg5rK2tfSwZ6na72draoqmpSXw9EAgwNjaGxWIhEomg1WpFJoXk2ZcyAaTaysnJSVpbW5+o5pIgqUXUajUvvfSSeL0zmYxoQtlP/u7u7gpCZ3t7W+R9SHJ8i8XyUyuHVSoVSqWSnZ0dZmZm8Hg8uN1uGhoaPjBoEvasJrOzs5SXlzM4OMjW1tYBdcLjYLVaRXBjPp/H7Xazs7NDPB4Xk/DW1lbq6uoYGRlhZmaGsbExPvaxj3H69Gmy2SyxWIypqSl2d3epqalhfX2dtrY2mpubUSqVTE1Ncf36dcrLy9HpdCgUCuLxOPF4XCi9JEJ1cXGR48ePc+zYMdEaIZPJOHPmDNPT08TjcYqLizlps/E3//W/Rg6c9fn4xNmzJBIJ8Tlw48YNNjc3BTkiHaeU5ZNMJoU6qra2ls3NTaGK2N8CYrPZRP1yY2MjPp8Pn88nGn0kgjQSiQilg1RTm0qliMVi4nyPRCLivJKUGdI5MTg4SFlZGaFQCIVCgdPpJJVKic+t/SRYbW0tOp0Om82Gy+Uil8tRXV1NQ0PDAfUM7IXWSg0/hzjEIf5qUSgU3gHekclkRqAHkEJ6vg/8bqFQiP4yjuNXhliQyWQXgN/lJ3kNU39lB/NfKD4oOVQmkx3maPw1gslkItrZiWlyknxJCRPRKPmRkSf6i61Wq0iITqfTj92kS9jc3MThcNDY2CgmbIVCgZGREeRyOZlMRkx7KysrCYVCLP/xH6PT60lWVBBbXMTlchGJRMRifXJykqKiIo4fP06hUECr1YpFW3l5OVtbWwSDQU6fPo3b7SaVSomwxOLi4seSK8lkkqKiIhoaGjCbzezu7rKyskI0GkWtVuPxeEQ3eOX/8D/gunwZhd9P8Hd/l0qDgZGREbG4O3/+PCaTiZmZGZqamnA6nczNzREMBrHZbI9M/mpqauC3fgt+67dYWFjYk2E/SALf2tpieHiYoqIisQgtKSlhYmKCj3/84zQ1NeFyudjZ2SGVSrG+vi4WhFKrhslkoqioSARdHjt2DJVKRSgUElO6iYkJsRGX0u4rKyuJRqPEYjG8Xi/ZbJbW1lbKy8sZGxsTDRJSjWFdXZ2QF3u9XpaXl/nkJz9JMBgUPvny8nKRm1FaWipUD1Ibw+TkJLlcTsjAc7ncXmc80P6P/hF9t29T+O//e1Sf36tczufzBINBjEYj//P//D+ztLTEiy++yIsvvijS4rPZLIBImpeqIr1eL/39/aI9IZlMks1mqa2tJZ1OMzIywvLyslCYJJNJJicnxSRO8pHPzMzwxhtvoNVqRXXhj370I+RyOS+//DIDAwOsra2RTCbFpnhkZIRYLMaZM2fQ6XRMTk5SVlZGR0cHFy5cIJPJiMA3aXOjUChQKpXCuhKNRrl79y537txhYGCAwcFBVCoVq6ur+P1+jhw5glqtZnJyUrRbHD16lI9//ONCZr21tSUk64VCQUzE4SdWJum6TSQSLCwsiKYJv9/P0tISTqeT+vp6KisrBVmVy+VYXl4mkUgIq4q0MVlZWcHtdtPY2MjZs2fFzy4tLUWr1T5x0yptrm/dusX7779PR0cHn/70px9rx5KaL6QgWKVSSXl5OT6fj7m5OZqbm8Uma2hoiHw+z/j4uJjqb2xsYLfbMRqNlJSUiMyVkpISwuGwaHjRaDREIhHRAOByuQgGg5w5cwaz2YxGo+GTn/ykuActLi4Ke1gmk8Htdj8ScPgwpKyAZDLJ3bt30ev1BybBq6urqNXqA20cZWVlPPXUUxQXF7O6uorX66WtrQ2ZTMby8jIymUy89k+C1DQh2TUMBgO7u7siqHY/0uk00WhUECRSToBOp6Ojo+MRS8OTcOTIEQKBAJubm5jNZrq6usQGNR6Pi/abZDLJuXPnGBkZwe/3k06n+dGPfsTExARdXV309vYKVYxer2dlZYW5uTkikQilpaWYTCacTieACKZ0u91sb2+LSuD5+XlaWlrIZDKEQiGmp6fFZL+rq0tkPVhtNpDJoFCAB/WinQ9sGtevXxcEhFSRmkgkxLUViUQwGAx7qsF0mkKhICp3JcJBpVJhs9kwGo2sr68TiUSIx+PI5XJSqRSBQIC2dJrvJBKogE8AE1otxcXFJAIB/jAQoB34PbmcjUyGpzIZ3gDWQRAXcrmc9fV1crkcH/vYx4jFYiwuLnL27Flu3rxJJBKhra3tkfcrmUwKMmhlZYVcLkdlZeVjw1xlMpnIETnEIQ7x1wOFQiEC3Pyr+vkfCbEgk8mufMiH/kuZTBb4WZ4aKAIaAOu+fysAb/8Mz3OIQ/wXBavVCrdukf7xjxnJZlnxemkpLj4gO34cpEnFw1VlkmxX8k/ncjmhVvD5fCI4TqVS0d7eLsLITCbTAQmyAThusaDVatne3hYL9erqajFZl8lkBxLJm5ubqaysFJPJl156CYBr164xMzNDb28vJ0+eFL+Xz+cTm+OSkhIRbmez2USdpVKpRC6XEw6HuXPnDhaLBft/+k/cu3ePztpamnQ6amtrUSgU3Lp1C4fDgVarJRwO88ILL4iJuFKppLGxUXSpV1RUUCgUmJiYwGg00tLSgs/nY2pqimeeeYa2tjZhZ5Bqwebm5vjEe+/x98bH8dy9y86//tc8/fTTQrK+tLTE+vo6Z86cIRwOo1arsVgs1NTUIJfLcblcxONxVldXBbGgUCiorq4mm82Sz+dZXFwUhFFJSQmvvvoq6XSamzdv4vf7KRQKTE9P09bWRnl5uQiG83g8jI6OEgwGSSQSRKNRHA4H6+vrxGIxSktLeeqpp0SFYiKREOoQ+YMFucFgQK1Wk8vlmJmZobq6mo997GPk338f3Y9+BEDh93+f9c99ToSN1dfXi43b9vY2ly9fpq6uTtQONjQ0COnw1tYWs7OzIotBasVQqVSiBnJxcZHPfvazfOYzn6FQKKBSqVheXub27dtishgIBPjhD3/IiRMnqKuro7y8HL1ez6//+q/zzjvvMDo6KjrrM5kMV69eJRwO09XVRXFxMSaTSRyDXq8nl8vh9XrJ5XLi/XjvvfdYXl7GZrPR3NwspMbSRv7+/fu43W50Oh3xeJy5uTlGRkZQq9WUlpZy6tQpQqEQWq2W+vp6tre3cTqdIlEfENch7AX8SVPHQqFAeXk59fX14tpyOBz8+Mc/Rq/X8/GPfxybzcYPfvADAoGAqG1saWkR16Q0Jff5fMzPzwtioampiVdffVXcE7LZLHNzc8hksseqmiRI33/58mURBJlMJp+Y8/Kw/z+RSAjyYGRkhIqKCtrb28X9Ih6Pk8vlKCsrY2dnB4vFIrIJ3n77bd555x1eeeUVzp49K7Ia5ubmmJmZ4cyZM6IBJ5/PMzs7y+DgoNgYqlQq0UAhtZLkcjnsdvtjq/oeB7Vajc1mO6A0ku6hXq+XSCQiyAUpjwT2iOO1tTVRDyiFMcbjcTE9ljbn0rGEw2HR1CORL4CQwD+MxcVFvF4vvb29FBcXY3mguHqclz4ajZLL5dBqtSIXQbILra6usru7y9jYGKFQSORrlJaWsrOzI0hUq9XK+fPnxXGNjIxw48YNcrkcNpuNjo4OCoUCRqORiYkJYT2qqqpidXWVcDiMSqVCp9OJcFopg2hiYgKr1UpJSQmxWAyj0YjVaqW8vJydnR22trbo7u4W79+t5WVWens5GYvxZlkZaxsbrG1skM/nqaqqorGxEY1Gg06nExvreDyO1+tFLpejVCqJx+OEw2E2NjaE0kGtVou8DbfbzeLioiAcM5kMFy9e5Lvf/S4ej4d/BEiawf9Op+PvPagYfTUa5VMPiKA/lMmoBMzAPwK6LBbiD9ogampqhFJHuodUVFTwjW98g2vXrvHCCy9QXV1NMpkkEAhQXl4u8l8ikQivvPIKR44cEfevQxziEIf4MPioFAsX+ODmB2kn0/NzPPf+XZD0M9zAN36O5zrEIf7LgV6P7MUXUY6Pc9xsfmx7w8NwOBxsbGw8YoWYm5s7EO4oJbJHIhHGxsZYX1+nt7eXtrY2CoUCfr+flZUVMYWTwq+0Wq1Y+O6vsfxpxzYxMUE+nxdp/EePHqWnp4dcLndgUZzJZBgdHWVmZgaHw0FfXx9ra2uUlZVx6tQpioqKUKlUaDQaGhoaRJq35JeXpNirq6tiIie1Geh0OiwWCxqNRkj4I5GI8JG73W6RTSCpAkKhkFhgr62tiel+WVkZMzMzzM7OcqqmhmO3bwPQ8P3vc+VTn6L72Wfp7++ntLQUh8PB6Ogo9+/fx2aziWPo7u6ms7OT733ve/zgBz/g2WefJRaLEY1GGRsbw2QyUVNTw1e/+lU6OjpIJpM4nU4SiQTJZJK+vj5KS0vJ5/Nsbm7S1dUlNkuhUAjTv/t3sLOD0WIhXijQ1NREKBQSjzWZTKRSKWGlkDaDUnr7497X3t5edDodwWCQzXSaPosFZTDIblMTV65cIZVKkUqlaGtrw+/309HRgUwmEzaKEydOAHubr52dHfx+P11dXdy/fx+/3y/k0IlEQiyapTq8999/nxdffJGtrS0qKiooLS3F6/WKkLi3335bVAwaDAY+97nPYbVaUSqVNDQ0cO7cOWGHuHfvHouLi0JCLikAXC4XAwMDaDQastksd+7cwWg00tfXJ2TSOp2OcDjM8vIyZWVlgqQKBoOUlZVx/PhxstksPp8Ph8MhSI6SkhKheJA2x5IkXQrWzGQyzM7OolKpxDkql8vZ2dkRwXP73xOpQq+jo4Oamhri8Tgf+9jHkMvlIuPiG9/4BmazGbvdzvj4OM3NzVy8eFFM6CUSY/9EM5VKsb29zcbGBpFI5ECgqtPpZHNzkyNHjqDX65mammJqaornn3+ekydPHgiH29nZIZlMUltbK/5Nqo3U6XSsra2Rz+dRqVQkEglRt5vP56mpqRFVt5lMhmg0SkVFhSBgpODC4uJi4deXy+XimpUyMiR1lkwmE0oZ2NtMT05OHshBkMvlB4ibnwbJEiMhnU7j9XqFEgLg+eeff4QMlslkuFwuHA4HCwsLaLVaDAYD9+7do7+/H5PJxNzcHJlMhpKSEqHQ8ng8WCyWAwqSJwV2StYVg8HAzMwM6XSavr4+ZDIZY2Nj5HI5BgYGkMlkvPXWWyQSCYaGhtjc3GR5eRmlUkl7eztjY2P4fD4aGhrw+XwMDw9js9mw2WwUFRWRzWYxm80YjUYUCoUgtQKBANXV1TQ1NdHR0UE4HObq1av4fD4qKiq4dOkSyWSSr3zlK8zNzVFXVyfqXMvKylhaWkKj0bC+vk4gECCXy/HSSy/R1NREPp8XoaNVVVXs7OwwNTWFUqnk7t27exvt6mp2GhsZHh4mk0oJe43X6yWTyaBWqTi2sYExFCL27LOEw2H8fj/19fU4nU6RpRCLxaiursZsNhMOh8WGf3FxkZ2dHfR6PRaLhaeffppwOCzOzxvA32QvsXzCbCaTyVAoFPDo9eSTSeSAo1Cg48H7ZQd+22rlrQdKOCkrZGVlhY2NDUGGJBIJwuEws7Oz/OAHPxBqEYmw12g0ZDIZwuHwT7XHHOIQhzjEw/hVsEJIZILswX8e4FO/LK/IIQ7x1w1SH/2HmSKoVCoRqjU7O0sgEODYsWOPLCaljU1zczPxePxAUjjsLT4lWbAUFAag1+tFiJ7RaGRqaorV1VXMZjPV1dXEYjGGh4eJRqNMT09z/vz5D5xgJpNJkQwvQUogLykpIRQKiQWWxWLh4sWLj/y+TU1NewGK+1LzM5kMExMT3L59m56eHs48yJuw2Wx8/OMfJ5vNEggEhDTX6/XS2NjI9va28LEPDAyIgLT19XXkcrnoYq+srBRfU6lUDA0Nsbq6KqbJL730EvF4nMnJSaLRqOhmj8ViNA4NkauvR7G+TqaujrBKxfXr1xkYGBCvmxTq1dPTg81mE8TPtWvXmJubw+l00tPTI6rrFhcX8fv99Pf3C/l/MBiks7OTY8eOCQXKkSNHRFhkbW0tkUiEaDTK50pKqP3e9wD4XaOR//HTn+b06dNiCvzUU09RVFTEvXv3eOutt1hZWRGZG0/aWLndbjY2NvB4PGSzWVQqFd4/+APKPB5uqlT4t7ZQKpUsLS2RyWQ4evQoW1tbtLa2isl0WVkZr7zyCsPDw9y4cYN4PM7p06fp7+9neXmZoaEhGhoaSKfTYmL+mc98hsnJSZqbm7l69arYyJ47d47+/n7y+Tzf//73xZSvtbUVt9stcgc2NjZYXFzEbrdjtVq5ceMGExMTaDQajh07JkgFyaqSSqXI5XLs7OyQzWaF+qe3t5eioiLkcjnf+973GB4eJh6PU11dTUVFBT6fj+PHj9Pc3Mz7779PNBqlr6+P1tZW6uvryWaz/OAHP0Cn0wliIRqNsra2JhQQ8Xic2dlZQR7o9XqKi4tZX18nkUiQSqUOTKgrKyt5/vnnaW1txefzide4u7sbo9HI3Nwcf/Znf4Zer+ef//N/jt1uJ51OCym62+0+IOGHPbLC6XTS1tZG9YN62f2QiC0p4V+yKgSDQXFcyWQSj8ez1yrzQHGg0WgIh8NMT09jsVjo6+ujpqYGjUYjWkuklg3JM77/vTl69CgAHo+HVCrFqVOnOHHihLiXHT9+XCgzfD4fVVVVqFQqDAbDXsjnA/uFhKKiIioqKg7YFf6ycDgcbG1todfrqauro66ujqWlJZLJJN3d3cjlcnK5HMlkkubmZvR6vZicS4SadL61trYeeK/r6+tFI8KHwf4QS6nGuKenR5zjm5ub1NfXi01oUVER1dXVOBwOUXUIUFJSQklJCU899RR+vx9AkDSjo6MAtLS0kEwmuX79urhnazQajEajyGfp6+vD4/EIFcfOzg6hUIjd3V0uXrzI4OAgX/nKVwiFQhw/fhyDwcDOzo64/0u5QPfu3RP2E6PRSE9Pj1CvSbY1i8VCfX09HR0d/OAHP6CoqIhXXnmF+fl5pqamSKfT/LbPx9/f2QHg32xtsdbRQSAQoKioiEgkIppFcrkc8Xhc1GdOTe25eIuKilCr1aTTaYxGo7D0WK1WcrkcbxcKDMXjyHI5NkF8vlzf3ubFoiJqk0m+ns8zArSztziu8npxq1RCeSDliahUKjo6OkRwZmtrK9FolPX1de7duydCUaXPq2PHjh3IXTjEIQ5xiA+Lj5JYeLK++md7zH4U2Gt/8APTwI+A/7tQKIR+xuc5xCH+H4FQKMTY2Bh2u/3ApOvDYH9o1MOQmheKioro6uoim80yMzODzWajrKyM0dFRMRmTAhdhb7HT0dFBR8fe3GRzc1P03Xd3d7O+vi6madIkEfb82pJ/s7a2VoQk3r9/H7VafcA+8Z3vfIcbN25w5swZOjs7ha8e9jYx6XQamUwmFtQrKysAvPrqq1RXVxOJRMjlcoyPjxMKhQ4ETUmbRykEsb6+XniQ3377bRYXFwkEAhQXF+PxePjEJz7B1NQUb7zxBs3NzdTW1u5lSCwvU1NTg9PpJBqNkkql2NjYQKfT4fF42NnZIRwO09rait1uR6FQ8IUvfIHl5WXaentR3L8Pt2+T7u1FMzMjiAGbzcbW1hZDQ0O0trZiNBppaGhgZmaG27dvi+m7tOmVJlFSqF59fT3d3d14PB52d3fJ5XLIZDI2NjaYm5vD7XYLwsZisVBWVranPthHLEXzeRwOB4FAgK6uLpqbm8Uky+12Mz8/T0lJiahaNBgMLN65gy8eZ8Hh4LOf/Swmk4mvfe1rYhPc39/P6dOnGR8fJ9vbS63bTS0wPT2NTqejtbWVZ555hunpaWZmZsSCv62tjaNHj/LUU08JEsLv91NVVcXFixdRq9XEYjFmZma4efMmbW1tnD17FpPJxN27d9nZ2SEajeJ2u3nvvffQ6XRUVFTQ39/P/fv3hR0nFAqJZgGptjAejwtCr6GhgebmZhobGxkZGSESieB2u6mvrxe5GUqlEp1OJ0gyqTUkmUyK81ihUHD//n2USiV2u53JyUmqq6vZ2tqip6eH1tbWA00vOp3uACkol8uFMgYQ73FqXyOJ2Wwmn8+LibVWqxWVkcXFxRw/fpx4PM7Vq1fZ3d2ltbWVbDbL1tYWarWawcFBEQTX39/PzMwMJpNJhOM9jGAwiMvlwm63U1tb+8hjmpqaqK2tFWn57e3tYpKaTqfRarU4HA5cLhelpaVYrVZxbWs0GkHMJRIJMSFWKBRiI/tBdYnS/SGdTovrUHo994duStaR2traA2qJ/ZDL5Y/1qH8YSHWA29vblJWVCfKloqKCfD5PXV2dIITv3bsnQiIl9Ynb7UatVpNMJmlvbxf3tP2NMPubLWDv/NtP6no8HtbW1ujs7EQul6PX61lbW8PtdtPf3y9ez2QyycLCgggpLS8vp7W1lXg8LsJVa2pqhB1NynFoa2sjl8uJ6lCtVntApba1tYVCocBsNtPY2MjCwgKFQkGEMt66dUuEF6rVanQ6HUNDQ6RSKUZGRrh69apQMg0ODpLJZHA6nVitVt5++21u3rwpSHKpDtNoNHL79m08Hg/Hjh0TWQzNzc089dRTuFwu0uk0FouFRCLBnTt30Ol0FBcXs7S0xPDwsAgMbg/8xNVrdLkYefCzcrmcCHqUrh273c7m5iYWi0VU9ErtOpK1JBwOA2AwGEQew3g+TzaXw5xICMUDwD2tlqniYtSxGH8rEuH/zuXwA38UDhN5cF2l02nS6TSvvvoqSqUSrVaLx+NhfHycSCQi6l+lRo6enh5ROfm4UE5JnXZoizjEIQ7xQfhIiIVCofBoctoDyGSyPD9RHVwqFAofNo/hEIc4xEPQarWYzeafmsb9OHR1dT0xY0HyUkqboFgsJjYpZWVlnD59msbGRtrb2zGZTAQCASwWyyPPVVNTI1L+ZTIZjY2NGI1G1Gq12PDCT9oapHTz3t5e7ty5g8fjoafnoGOqt7cXv9+P3W4XfeHS4ubevXuMj4+LOr7S0lJu375NNBrl5Zdfxmq1YngQxGg0Gvn85z8vFt+hUIjr16+zsrIipsUWiwW9Xs/y8rLIlNDr9ayurpJMJlleXiYUCgmvPezZQRYXF1lZWUGn05FMJonH46RSKdG2cf36debm5vjMZz7DuXPncDgcNDU1iTq25poa8n/8xyiuXyd//jzKZ5+lq6uLqqoqIaFXKpV0dnbidDq5ceMGarUao9EoshNWV1dZXl4W73VtbS1FRUV0d3fT39/PkSNHhNrlxIkTYnIXCAR49tlnGRwcZGlpCbvdjquuDu8/+ke433qL71VUYFSrRdVhLpfDaDRiMBg4evSoCFtbWlrixo0b/NrODp/48Y+JarV8//Rpvq/TcenSJZGnIXmgf/SjHwmpcHt7O5lMhrW1Nc6dO8cLL7wA7NVlRiIRZmZm6O7uFgv3bDYrvO937twhmUzy9NNP09vby7Vr1/jzP/9zZmZmaGtrE9aU0dFRMpkMxcXFlJSUEIlEmJubE5L58+fPc+XKFSYnJ2lsbOTIkSNYLBZBqlmtVl566SWqq6v5xje+wfe//30uXbrE3bt3WV5exu/3c+LECdrb2ykpKWFgYACTySTS2iUkk0nMZjMVFRW0trbyta99Db/fT19fn6h7U6vVglSQSL6RkRG0Wu2B0DwpXHF7e5tbt24RCoUYGBigvb2dlZUVYSMoKSnB7XYTDAaZm5ujurr6QI6K1DZx7NgxQZCtr69TWVnJ7/3e7wkVkZQPYTabKSsrY3x8nLfffpuLFy+K57NarXR0dBCLxRgZGREhoNJ1Pzk5SX19PVVVVUI2X1FRIcL5pPvI/qm1BIm4kiov3W63kL9L2NnZYWVlhc7OzseqCTo7OxkbG+ONN96gvLyc48ePH8gNeO//z95/h0d23ufd+OdM7xiUQRv03usuthcu61JckiIlWcWWJZfIcoud13HixK9/iWLHjl8nl2NFju0obiqWRBVapLhLLsv2DmDRe++DAab3cn5/AOchwF1SpFUt474uXFzuDs60M2ee7/3c5Y03mJ6e5plnnrmnGUcJOXw7+8D9EIlEGBgYoKCggOLiYpLJJHfu3CEQCGA2m0kkEoKYNZvN94Qitre3k06nxbVTaRIIBoN4vV5CodA9qfyRSIShoSGcTicFBQXMzMyI6lcFwWBQSPE3NjYoKysjEomIcFhFjaVWq9Hr9ej1el588UWqq6s5c+YMDQ0Nwg6VTqeFYm1jY0OEjMqyLCoPYYscU9RKSvaDxWIRuSkKqeDz+cjPz2doaEhUfJ49e5YbN25w/PhxKioqRKCpSqXC7XYTDAYpKSkhmUxy9+5d9Ho9Op2O7OxsSkpKaG5u5tatW6TTaVG7qrQwHD58mLKyMkGAhEIh+vv78Xg8gnhVCLXJyUmSySTfrK2lwO8nlkjwue33UXluSv1jKBTCaDTS19fH+Pg4OTk5xONx1Gq1UOi0tbUJwiCVShEIBMjLy2N2dlYQ6IrVaWNjA5PJJNQ5hw4d4tKlSxQrYaGyjEGSMJlMpFIpQVLs37+feDyO1+sVVg6VSsXBgwfp6OgQn5MnnnjivuuDzc1Nrl27RnFx8Xcl7vawhz38y8YPywqhBC7uYQ97+B6g1+uFpHcnEokE3d3dZGZmvuMu2lsXDT6fT+wG7WxWyMjIoLW1Vezg7lQlDA0NcevWLY4cOXLfZHCVSsXk5CRut5vs7Gzcbjc6nY67d++SmZkpesM7OjqELz4cDtPd3Y3FYhHH7OnpEUnnO9POJycnGR0dpa6uDqvVSjAYJJlMcuXKFZLJJLW1tZSWluJyufjmN79JQ0ODaAbQarV86UtfEru0U1NTpNNpysvLRYCk4nMuKiqio6ODmzdvAuD3erF97nPkLS0Re+opPH4/q6ur5OfnU1xcTDqdFruoiUSC6upq9u3bx9jYGE1NTUSjUdbX1+nu7mZqakos6s1mM9Lrr6N+8UXUwPGXX+ZWWxsHDhwQif0zMzPE43E8Hg8HDx4UMnCF5MjKyhJJ8SUlJULKe+3aNfx+PwaDgStXruB2u7HZbJw8eZLp6Wn6+voIBALcuHFDpL/funWL/v5+2g4cINraSu3qKrqZGbRaLSqViszMTBYWFkQY2rFjxwgGg0iStFULev48KsAWjfK0RsOSRsPo6Cj5+flUVFTQ39/P0NAQeXl54rxbWloiFAoJ4uzKlSvE43FqamqE9NlkMhGNRnnxxRcxGAwsLS0xPz9PR0cHd+/e5eWXX2Z9fV2EYio7z9/85jeJRCLk5uZy4sQJ0SFfWlrK5OQkb7zxBoODg3z84x/Hbrezvr6O0+kU1oGDBw+ysLCwS6KdmZmJx+MhOztbhCjm5ubS2dlJY2MjJpOJ0dFRjEYjPp+PUCgkAh2VCkiLxYIkSXzoQx8SUm2/3084HKayshK73Y7f76e3t5fx8XH6+vrIycnZNRxaLBZOnDjB2NgYAwMD+Hw+2tramJ6eZmZmBp1OJ1ownn32WQYGBvB6vSKd3uPxYLPZyM3NpaSkRFig8vLySCQS5OXlMT09jSRJ1NfX09zcTGzbbw5b9qr19XWam5txOp3iGmM2m4VPfmdmQiqVYmVlBZVKxcbGBuvr68LjnZmZyfj4OMXFxeKx9PT0kJGRQXt7u7C32O128ZmemZlhYmJiF9kajUZFVsf9kJGRQSwWY2VlhZKSkl32BuX3E4nEPVJwWZa5ffs2sixz5MiRdwzBlWWZ0dFRTCYTdrtd1B/6fD7C4TChUEhktCiqq1QqxeLiIsXFxbuIjrfWbyoBri0tLaJqsru7W5yLynPw+XzCjjM/P48kSeLcmZyc5Mtf/rKwcgSDQSwWCwUFBeJ3FExOTiLLMtXV1fj9fubn5/F6vaJ2U6PRIMuyuE6m02ncbjdut5vc3Fzm5ub46le/Sl1dHTU1Nfh8Pvbt2yesE0o4rdvtFt9tGRkZdHV1UVBQwOXLl/n85z+P3++ntLSUvLw80YzR29vL0tISf/RHfyQI06WlJTwej7i2+P1+kbujPCar1crNmzex2WycOnWKlpYWMdzbbDbW19fFtcTtdhOLxcjOzubAgQNsbGwQCoUYjkb56ZISofQr3s4emp+fBxDk5+LiImNjY0I5F4vF8Hq94vNw69YtqqqqhIpBuc4omUKKckQ5J5LJJMFgkEgkQjqdFipABYqCL51Oi2YPj8cjgjTb2trENdfhcDA3N4fNZqO0tBSv17vr8wpba4T+/n6Wlpbu2wyxhz3sYQ878cMgFi7xJqnwXhoh9rCHn2j4fD70ev19U7bfK9LpNIlE4r61YW+HaDRKb28vZrNZyG534u1UEUoFYyqVEn+3sbEhdtAB4fm1WCyEQiGxi7mz272goEBI6mVZ5uGHHxY7b7IsEwxuxaiMjY2RTqepr68XQYb5+flUV1fT3NxMOBwmkUhw9+5dpqenhd/2ypUrwlt+8OBBtFotd+/eFYN6cXExubm5NDY2CvJDlmX0ej1tbW0kk0kkSeLQoUPodDrUzz1H9d/8zdbrPTXFF3/u5xgaGqKqqopkMileL61Wi9lspq6ujmg0yurqKk6nk2PHjmEymejp6eHAgQMkk0m8Xi8qlYpwaSl6kwl1OMxaaSmxWIzz588zPz/P+vo6GRkZRCIR3G43i4uLyLJMIpGguLhYBJ7V1NRw7NgxUcenLDrHxsbo7u5mcHBQEDsajYbS0lJ+4zd+A5fLxcTEhPCpK7WjyuA7ODhIMBjE6XSSTCbp7u5mZGSE3NxcDh48yI0bN6ivr+fJJ5/k/Pnz3HA4qHC5iKpU9BcUUJWZKXZY5+fncTqd1NfX43A46O3tFU0k5eXlopZRUV5MTEyIBfr09DSyLFNRUSGyA+x2O6dOncLpdIomjgMHDlBaWsro6Cjl5eV85StfwWw2c+rUKRobGxkbGyORSFBZWUksFqOkpAS3243T6aShoYFwOIzVauX27dv4fD4xWJeXlwsC5ZFHHmFtbY3i4mKKi4s5fPiwCGS8ePGiSK5Xgj6Vz/jg4CBer5euri6MRiPBYJCBgQEMBgOXLl2iu7ub2tpasSsoSRIej4fq6mpBICk2BuVzolaricfjlJSU0NraKnb0M7dbYJT3PyMjg5qaGrq7u1leXiYWi9HX1yesR3Nzc8zNzVFUVIRGo6GgoIC1tTUxeOz8XCt4/PHH8Xg8FBYWimuC1+tleHiYvLw8cnNzWVlZwWKxoNVqsdvtZGVlkUwmSaVSolUjGAyKAT8UCnH16lUcDgdFRUViwE8mk6JCVmkgCYVC9wS4lpSUiPC+9fX1eyxjkiSRl5eHVqulpqZmF7EgyzKFhYU4nc57LBySJInP+DuRCrBlB7l79y4lJSWUlpZy6NAh1Go1V69eZWVlRQzl6+vrolpSp9OxtLSETqd7xwFuamqKcDhMTk4ONptNWH8UdYBCfJWXl3P27FlWV1c5c+aMUJQo1/1YLIbZbBahvEr2wuHDh3e9Jg6Hg6amJqHeWFhYYHFxkUAgIAJha2pqcLlcLC0tiWE8NzdXPI7XXnuNiYkJWlpaRI7OzvdrbW2NkZERYTN4/fXXycjIEPkdt2/fJiMjg4aGBubm5kTOQW1tLcFgkPX1dQwGA+vr63i9XsrKyvB4PNy9exer1SpaIqqrqzEYDIIkha1qz7/6q78Sap5YLCZCTZPJJCaTierqaqF8ePrpp4lGo9y+fZvCwkJWV1dFU0tWVpYIZ1WIwp2BjIWFhUxMTJBOp8X11e/3s7GxQW5uLqlUCo1Gg81mw+/3i882IGwaCumj0WgEmb4TCqGQTqdxuVwsLCwItYJaraazs5PZ2VnxOZ6cnKSkpASbzcbrr7+OXq+nrKyMzs5OZFnm7t27+P1+Tp48KUKb97CHPfzoIEmSWZbld+40/hHiB04syLJ88gd9H3v4ycTq6ipGo/H7Go7144LvNtS/V+j1eg4fPrxLdfDdoNRP3c8n/U5obGykoKBA7G7GYjExHCmp/RUVFWLXrrCwEIfDQTgc3rULmEwmuXjxorAmZGRkiF1PBZIksb6+jizLpLe9/spCWK1Wk0gkaGtrE/7127dvA1uLrpMnTxIIBFCpVOh0OhGAWFlZiVarFX7zzc1Nzp49iyRJ/PZv/zY5OTmChFCr1czPz+N2uzm6Y7Fttdupq6sjEokIGfxrr72G2WwW6fJf+cpXiMVitLS0kEwmuXr1KqWlpWIHsaCgQCT5X19dJfj7v49ldhZvVxe5a2sMDAwgSRKPP/648C1/4xvf4Itf/CKpVErs6EWjUerr68nOzhaDv8PhoKamhoqKCkZGRkilUpSVlXHw4EHGx8eJRCI89thjqNVqzGYzWVlZhMNhYQNRfMvpdFoM18ePH+eFF15gYmKC/Px80czgcDiQJInZ2Vnm5+d537b035BOUxWL0dbWRlFRERcvXmRkZIT8/Hxxzii737dv3+bAgQM0NTVx9+5d8vPz6ejo4MaNGywsLGCxWGhsbKS6uprOzk6Wl5fJz88X4XudnZ3k5ubi8XhIp9PU1dVRV1dHKBSiq6uLYDBIeXk5+fn5rK6uCgIsEonQ2NhIfn6+2EHv6OhAkiSR3j4yMoJOp6Orq4vu7m5xG6WOdGVlhf7+fnGurq6u0tzcLF4XjUYjCIKxsbFduQuhUIjBwUE0Gg2RSETUZSpDXiwWE58ZhQCZmpoSr7csywQCAUKhELW1tbs87PF4nL6+Plwul2hFyMnJEWRXSUkJ8Xic1dVVUqkUzc3NYvh0u93cvHmTQCBAaWnprvrX+fl5lpaWaG1txW63i8enEE75+flkZGRgNpu5fv06vb29PPnkk8KD39HRweDgIHNzc9jtdiwWC1lZWUxOTlJdXY3dbhdKqp0kislk4uDBg2LoVZpdFMWTMij7fD4hX1egNKUUFxeLUD6Xy8XY2BiZmZmiFlWSJLq6usS1561oaGgQ/vS3BtzuxMrKyq7rmfK65uXlCc+9MngHAgHsdjsrKysUFBTccw1UzpNgMEheXh61tbW7aiXNZjMtLS27nq/P52N+fh6j0Uh2djaLi4uiFtHv9+NwOPjgBz9IW1sbHo9HPNd4PM7U1NQu+0JOTg4PPvigOHZFRQXXr18X9gmDwUAqlaKgoICsrCzRenP16lXOnj3L0aNHOX36NGq1mlqjEVwu2M6HGBgYID8/n/r6ehYWFojFYgwNDdHT00N2djYOh4MDBw4wPj5OMplEo9GQTqfR6/VkZGQwPT3NhsvFpzc2cKbTPGc2s8rWAN/R0UFfXx9ms1m09MTjcWEnUEIbNzY2iMfjhEIhPB6PID2SySSyLGOz2Uin09y9e5dbt26hVqspLCwUx1taWhLtG0o9pkqlQqvVMjc3x9LSkghuVAgXJVPF6XSy0NfHQ1otd7brMlUqlSBfFHJBkiQkSUKtVqNSqahJJIgnEgyHw/ecKzqdTqi7lO8DJYujublZPP+GhgYikYhoO5qengYQFqO8vDxKS0tFveZbbUFut1soB99tIOge9rCH7wvmJUkaBf4O+Josy94f8ePZhX8OrRB7+BeIcDgspKTKQu8nCTqdjvz8/Pc81L8T3muo0j81fEytVotgMKWq0GKx3JcUcLvdQpYeCoVwuVxCrru6usrAwADz8/OEQiFycnL48Ic/LH5XWawoJIXSgR4MBvH5fKysrHDnzh3hmVepVJw8eZJQKEQkEkGj0XD+/HlhH1BaKiorK0kmkyIrIjMzU3j3lQW2TqcTGRKrq6t0d3dT+VM/hf8zn8HqcpH57/4dndvp7AMDA2RlZVFdXY1WqyV59y4dX/kKbq2WLx45QnFxMTabjfHxcaLRKNXV1cL7a7Vaha/2VjTKhlZLp0pFdXW1WLhmZGSIVgBJkgiHw5SUlNDe3k4wGBReaZVKhclkYm1tjfPnz3P48GEeeOABnnjiCRES2NXVRSQSYW5ujqGhIcrKyuju7ubu3bu0t7eTk5PDwsKCqDbc2NjAarWKqrLOzk58Ph+tra2o1Wqys7P5+Mc/LrIbKioqMO/YQSv3eFi9coXVqiq+/e1v09vbSzKZFNaEp556iqWlJa5du0ZmZiatra1it+369eu43W58Ph8tLS2UlJSIELSZmRlSqRQVFRWk02lR7xYMBvH7/WRlZTEzMyNqNb/zne9w48YN9Hq9CAwdHx/njTfeYG1tTVQ4Kh7tWCyGx+MhFovR3t5OKBTi1VdfZWRkRNgclHaVnp4eoXzIyMgQapf9+/czMTFBVlYWQ0NDLC0tkZGRQXFxsRiO0+k0Op2OhYUFqqurkWUZWZbFzrwkSWi1WiRJoq2tjfX1dTQaDbOzs7zwwgukUilsNhuPPvooBQUFvPrqq9TV1VFUVIROpxO7s1VVVdTU1KBSqUQ4qU6n49SpU7zxxht4PB6uXLlCSUkJVqtVWBMKCgooKyvbtYOtNEu8dadUIYHtdjtNTU2YzWZWV1dFE4qCzMxMjEYjWVlZQnHzwgsvsLS0xAc+8AEKCgo4cuTIPdcdZVhWFCsGg4HOzk68Xi9f+MIXMJvNmEwm1Go1Bw4c2EXYKuodRTZuMBjIyclhdnaW0dFRVldX2bdvnyAX+vr6sNls992hHRwcFK0S98taSCQSonpWq9Vy5coVmpqasNvtQh30vve9j8HBQQwGA83NzSwuLuL1erFareLvlZ3/+vp6xsfHRdNCRkbGPWR7W1vbrvwcSZJYW1tDo9EIC4byGTWZTJjNZvHcdirTvF6vuJbs/Pt0Os3y8jI5OTniMafTabKyssjOzubs2bNsbGxQV1dHY2MjiURC1I0ePHiQw4cPIw0PI9fXI4XDJH7hFwj+4R8KwqS4uJhHH30Uo9HI3NwcPp9PSP1rqqqEpSgWizE/P8+ZM2cIhUK8/PLLdI2M8B8iEQCKRkf5j21t9PX1cenSJaFAU6otd9qRlPDg0tJSnnrqKW7evCkCRAOBgBjyMzIyxGuYTqeRZRmDwYDP58NisaDT6QTR4fP5RBBmJBIhEomIulOlLUWj0Yia35mxMZ5fXqYqlWJGreZ0URG+WExkFCn/TafTpFIp7HY7PxeJ8CfbxMLjwGs7zgPlepGdnS3secPDw8CWQvDkyZMsLi7S3NyM2+0mHA7T1NQEbJFvNTU17N+/n7W1NXJzc5Ek6W2roJXnpLS77GEPe/ihoZGtNtrfBf5UkqQX2SIZzsmynHrH3/whYI9Y2MOPJZRKNcXj/5MGlUoldpD+OSMUCrG4uIjNZhO2BmXwqKiooLCwELfbTV5eHhsbG7t2NpxOJw899BBGo5HnnnsOvV4vQreUaqyduHPnDqlUamuRut2l7na7KS4uFtWClZWVDAwMoNPpKC8v5+rVq8iyTGNjI3/+53+OwWAQgYiKHz0jI4Nf//VfF5YNJVxN2WWO+P38h8uXafzKV0h8+tNc+MAHMC0t0dnZidvtRq1Wk5eXR1FRERsbG9T/j/9B5vw8NUCkvp6o3c7s7CyBQIC5uTna29spKCjg2rVrIjxubW1NyL5zcnIoLCykurqar33ta7zyyivY7XZu375Nb28vbW1tPHDiBIVFRXzxi19keXlZqDXKy8vJyclhYmJC2FMKCgpEy8HS0hK///u/z82bN7ly5YoY2FdXVxkaGhIBapWVlfh8Pt544w0AZmdn2djYoKqqivz8fEKhENXV1ej1el555RUuXrzIwYMHMZvNfOvhh8ldWCAxOUnruXOkzp/n8mc+Q21tLZIk0draytraGrIsC4uGkh0yMzPDq6++SjQaBcBqtTI3N0c6neb06dPY7XaRnJ+RkSFIGWX3u7OzU5B1s7OzjI2Ncfr0aYxGo0hrV3bylpaWMJlMnDhxAoATJ06IisWVlRWSySRVVVU0NDTw4osv0t3dLcISL1y4IOr3CgoK2L9/v0jPj0QiBINBRkdHcTqdQq6u1JReuHABu92OPh7H+hu/wYmREW585COiqnN5eZmrV68KVYVi8QmFQjz88MOMjY3h8/lEsKXf72d5eRmbzcbg4KCw2JSUlFBfX086nSaZTOJ2u0kmk1RUVGA0GhkbG8NkMvHggw8yOTnJt771LV5//XVhJens7OTixYuMjY2h1+tFg0NDQwNlZWVCdREOh5mZmaGsrIzs7Gz6+vq4ceMG+/btEyoZ5dqgBA1WVFSIDIdQKITD4SAzM1OQjkrmRklJibCRKEF7WVlZ93wvKFkBytCXnZ29q+VBpVJx7NixXYouk8nEkSNHWF5eZnNzU6gKUqkUoVDobdVfZWVlRKNRVCrVfcNwlYwJJVw0mUwSCoWYnZ3F5/MJclDJhoGtHXZZlpmZmWFtbY2ysjLi8bjInygpKcHr9b4jEb3zcUSjUXJycoSFzGq1CjJidXWVUCiE1+vFYDCIBg+DwYDBYMBut1NRUbHr2Gtra0xOTgpljBLkmU6n+cIXvsDExASZmZnU1NSQTqcxGAwcP36cYDBIZWUlGo2G4KVLWLZ32GMvv8zYJz7BwYMHWV5e5tatW1RWVvLlL3+Z/Pz8LXvM2Bj7P/EJNGtrFB05wt3tz5FGoxEBk52dnWQuLcHSEgC5hYU8++yz/N3f/R0+n0/UCCvtFDk5OYyPj7O+vs7y8jJWqxW73c4XvvAFbDYbdrudtbU1QYQprRQGgwGTySTIBpPJxO8uLfG4y8U3srL4n9tEgcFgIBgMsrGxIVpT7Ha7yLYJBAKCuDAajRjDYaq2LYXlqRTZqRQLfj/JZJJilYpG4Go8zs4UhRPb10Yd8JgksapSMZZKkeRNm09bWxudnZ289NJL4rNQW1vL/Pw8Wq2W0tJS0aihVLYaDAbm5ua21HlHj96TPfJWFBQUCHXfHvawhx8eZFleBf5/kiT9Z+Ap4D8CLwDrkiR9CfiCLMu9P6rHt0cs7OHHEjuDpvbwT4PP56Ovr4/y8vJ7ZIxvByWBv6Wl5Z6k8fvBarXS0NCwa6E/MDBAKBQSQVeKR1tJAVeQTCZFU8UjjzwieseVHWtALO4VGbBer8dsNtPX1ycGLafTicvlErLz/Px8seO3b98+CgoKRCijsuhbWVnB5XJhs9lob2/HZDLdU0OpUqm2FoDj4zQtLgKg+/M/56Ldzr5Dh7hw4YLYcVN63S9dukSx3Y6y15fX0UHhoUPk5uaK41dUVLC8vMzGxgYFBQViIFAWrh0dHWRnZ4sww6ysLC5dusQLL7zA3NwctZcvU/DJTxItLsb+u7+LpaaGwsJCPB4P3d3dhMNh9Ho9JSUlRKNRbty4gcVioby8nNzcXLEbZTAYeOWVV0S//cjICAaDQXSqz8/PU1RUhFqtZnx8nOvXryNJkgh3k2VZZD643W78fj8NDQ0UFhZiPXWK9OHDMD+POpUie3yc7NOnRfVlLBbDZrOJEMuOjg4OHjzI1NQUsiyzublJfX09XV1dolLyueeeIx6Pc+zYMRYXF0V2hlIZ6XQ6icfj/MVf/IVo8iguLiYajeJ0OsWuX1lZGVeuXKG3txeTyYTRaOTQoUNikLfb7SQSCQoLC4lGoxgMBmGPOHDgAKurq2xsbIjWk56eHtLpNPn5+Wg0GiwWC6+88gqJRAKz2Yxer6eyspLKykrW19fxeDxbIYX/8A9U/uM/YgGs58+T+Xu/J+oje3t7uXr1KslkkoMHDyLLssgn8Xq9LCwsCAuQ3W4XQ2FXVxepVAq32y1C7IqLiwmHw5w7d461tTXa29s5cOAA169fR5ZlPvaxj9HY2Mjo6KgILXQ4HIyMjHDu3Dmys7OpqqoSQ31jY6N4DysqKtjc3GRtbQ1JkohGo7hcLrxerwikbGpqwul0MjMzw7lz5zh+/Dgej4dkMonBYCAej/P000+TSqVIJBLcuHGDpaUlXC4XtbW1HDp0iMnJSdFUsDOnRanUe+qpp952wLl27RpTU1M8/fTT90i2k8kkTqeT4uJiUb+o1+tFVsX94HA4GB0d5dVXXxV2EovFInZ2NRqNsIQlk0nsdjupVIqJiQnKyso4fPgwWVlZ2Gw2lpeXxTlmMBhYWFigpqaG9vZ2oVxRzktFVbUTLpdLnHs7oZxnJ06cuKd2srS0FJPJJKplp6amiEQi1NTUMDMzI5omAoEAFotF7PiHQiFxP36/X1goVlZWSCQSnDhxQlRWVlRUUFVVtSs/aLi6mtqqKqxLS3h/6ZdEG8W5c+cYGRnhySefJBwOi5abihdewLh93X1sdJTbZ86I74bNzU2qq6uxWCz0t7byHUkiKxTi8tGj/P3f/R1zc3NotVpSqRQejwetVks0GhVhvQqhY7FYxLVO+e4oKirC4XAIy8vm5iYejweLxYLVaiUcDpO1scHHti1fv7C+zmciEUa3VUAKCaGQeQqRWVhYSGZmJolEAr1eTzKZZDWd5q+MRj4UifAVlYqxSAS9Xk9xIsHNaJQM4MsqFR+XJPFcPgc8APiBx4HfSqUYALzAFVnm/0oSLS0tvPjii0SjUYqLi4UVanNzk4yMDJLJJMePH8ftdnP79m2Ki4upqqrC7XYD3EOqKRaSvLy8Xf/2vZAKiUSChYUFYQncwx728N4gy3Ia+BbwLUmSPgz8GfCvgX8tSdIw8HlZlv/nD/tx/ZOJBUmSjr/172RZvvRubvf9wv3ubw972MMWFFn1W1Oj3wk9PT309vaKIerdIDc3l83NTeFnzc3NJRgMotPphGT6rQviYDBId3c3WVlZog4RoLy8HICbN2+KIK/R0VHh59Xr9SwtLaFWq1laWsJqtVJYWEhnZ6fwoSr96a+99hqFhYXU1dVx+/Ztjh49KgbujIwMQqEQr7/+Oslkks7OTrFg0mg0dHR0cOfOna2miCefJPTGG5jX1thsbaWqvp59+/bx5S9/mfX1dfbv3095ebnwCN965BHGkkkmJInCjg7c/f0YDAYeeOAB1tbWSCQSQvY8Pj7O4OAgDzzwAFNTU2xubtLY2Cj8+kqA2fDwMEePHqWzs5Mn/+AP0KTTaObmSD3/POmf/Vmqq6tF64SSJ3D06FE8Ho8gWQ4fPszGxgZqtRq1Ws3NmzeZmZlhcXGRsrIyWltbRaBiIpFgdnaWoqIi0bCRkZFBS0sLvb29rK2tieaE9vZ26uvr6ezsZGZmhvPnz2/VJJ46xf6hIeK5uVwqLMQcidDf3y/Czh5++GEeffRRlpeXRc98JBIhLy+PxsZG9jc1kfeFL1Di8zH/wQ9y8fp1pqam6Ovrw+/38+CDDxIKhUTSuVK7uLCwwNjYGCqViubmZiorK/mLv/gLFhcXeeCBB8RQZDQaeeCBBzCZTLsGoNzcXLq7u3nxxRfx+Xw0NDTQ0dFBR0cH5eXlVFZWkpWVhdfrFTWQigWit7eXxsZG2tra8Pl81NTUEI1GBfHW0NCA3W4nIyODxI4hN5SRgeT1sry8TFlZGQcOHMDlchGNRjl48KDwuCv+7aqqKhEKV1NTQ09Pj/BEK/7sxcVF+vr6ADh16hRWqxWtVktBQQFWq5Xq6mo2NzdZX19nfHycRx55hIMHDzI5Ocnk5CQOh4O2tjba29upqqpiZGREZB6Mj4+zuLiIw+GgsLCQ+fl5VlZWaG5uFk0SY2NjohJRo9GgVquZmJigoKCAgwcPEo/HmZiYYGxsDLvdztGjR7eCTMNhYRkxGo0kk0k2NjZIpVLo9XquXLlCY2MjWVlZTE1NMTAwgMVi4eTJk/eQofF4HK1Wi8/no6enRwTSKYPynTt3yM7Oprq6mtnZWVH1qQSwFhUV3TM8bWxsCNKmvLwc//YOswKv1ysqS3t7e4nH47zvfe+jo6MDk8kkdoI9Ho8YWgsKCgiFQuTm5qLT6RgZGSEjI2NXZsbMzAzz8/PU19cLhYDb7Rb1iSqVing8Llp+nE7nrqpOJSwyMzNTHNfhcBCNRgVhUF5ejt1uZ3Nzkzt37tDQ0EBzc7Ow0yhQyFuz2cwTTzyB3W6ntraWW7dusb6+zsWLF9nY2OBXf/VXsVgsWwGfTU34X38dW1ERRZJEeHyciYkJYSGrr68XbRu3bt1Ck53NQb0edSzGRmcnRqNRWBSU55Obm0s0GmWmpoaJZJLBnh6Rt6GE2Cohwsp1R2lBqaioEKRcPB4XVoePfOQjHDhwgP/8n/+zsNQpuR0FBQUkEgk2V1dZNxhwRKPMGY3E9Hq021Y6xW6yubkprE4KSRSLxdDr9SIXJRKJ8J/sdv71tl3QEo9vKTGCQRSzywnYpY55OZUiA6jXaBjcPu+at297TJYZTCZ58cUXmZ+fx2q1CjJ3fX1dZCbo9XrUarVQVuXm5uJyuVhZWREKop3Wxrt373L9+nVaWlo4fPjwrqrafypcLhfz8/OkUqm9UMg97OF7hCzLX5Ek6RZb7qhStuwS/wP450MsABfYXSEpv83x3nq77xfe7v72sIc9sLXz+lb573dDU1MTyWRSVEu+Gyjp8krq986ea0UtodFoiMfjzM/PU1hYKCrKhoeHUalUNDY2kk6nGRwcFAnpKpWKtbU1FhcXycnJwel0iqTu9vZ2IW8HeO2111CpVHzgAx8AYHFxkUuXLlFYWCiSu2tqajh69CiwJeMcHBzkxo0bmM1mysrKcDgcfPOb32RsbIwjR46IAfvo0aOc/YM/QD0xwYFf+iWezsnBaDRy9OjRLYVCcbHoJv9kVhaNv/M7yED5f//vDKtUjI2NkZ2dTWlpqagq83g8xONxLl++TCqVoqamRvj/v/a1r1FfX09HRwder1e8bna7nRMnTiDduQNf/jJhjYZBq5UDNhvDw8NcvXqVK1eucPLkSRoaGkSQniJ9v379Ouvr6ySTSTH4KTWUzz//PKdPnxbvo06nw2KxMDo6SldXF+973/t47bXXRL6GQhZ1d3dTVFTET//0T7O+vs7LL7/M6uoqFy5coGd2FvOHP8ypU6dIbG6i0+koLi5maWlJyHCbmpqEBF6p+dy3bx/FxcWEfuVXyHn5ZXKAsqIirE88wdjYGFevXiUjI4ODBw+ysbHB6Ogozc3NvPrqq8iyTFlZmZA+l5WVoVKp8Hg8eL1eIZW32Wy0tLRw8OBBJEkiEolw5coVKioqCIVCLCwssL6+Tmzb73zjxg0mJiZ4//vfz9GjR9FqtWJIyM3NZXV1lf/wH/4DkUiEVCrFsWPHKC4upr+/X7RALC8vc/36dQKBAA6HA11XF2u/9EsYAwFiH/84JYGAkEyXlJTwzDPPCOWMAsUGoVhVFJvLrVu3xFCdm5uL0+kUbSR2u53c3Fxyc3NFlV4wGBRD5+LiIrFYjHQ6LVQaSpvKBz/4QSwWC4uLi3R3dzMzM0NLS4sIXFTq6UpLS4W0XBlq29raWFxcZH5+nqmpKVpbW3n88cdpa2vbGgZnZkRI4OTkJCaTiQceeIC8vDxcLhclJSVi4O3s7MRgMLC2tkYqlRJkaUFBAbOzsyKET3kNlN3i/v5+1Go1JpOJjY0Nnn/+eRHsp5AHFouFy5cvMzQ0xIkTJ1hcXKS/v5+CggJ0Ot2uASuRSBAKhaioqBDDkBLmB4j3QvHqK2omrVa7i7wKBAIimyYejxOJRHA6nWi1WtGqoVaraWtrE7YEjUbD5uYmU1NTTE9PU1lZKawuKpWK5eVlxsfHRdCe8nvxeFyolvx+P4WFhaLSV6vV7rI92Gw2VCoV3/nOdwgGg/dUDyrY2ZBx/Pibe0f79u1DkiQuXbokVCmhUEiQzolEQoSfKueu0Wjk5MmTpFIpvvGNb6DX62lsbOSCWk3fb/4m+7/xDSqGh2mVZV4yGonH47zwwgsEAgEOtrWh+exnGZie5jsFBWj1eurq6raybpJJkZeitO84HA5UKhU2mw2NRiNILbvdLpRvX/va1xgcHOTWrVuCPCoqKmJ2dpbZ2VkcDgez6+u8Ly+PZ5xOnne7qdtWK62uroqQRrVajUajwWQyEYlEWF9fF9+XWq1WkDOpVEq0T+Tk5KBSqbhsNnPD76ctnebzOTlYEglaAwF+RaXiZVnm8+k0o8kk54GHAR+QAcSB1XSalZUV0ZaiqMk8Hg+dnZ186lOfEgqBWCxGZWUleXl5pNNp0XqjWNEU5OTkoFarWV1dZXp6+j2tD94OeXl5pFIp8vLy3vXvKIGr9fX1e4GRe/hnB0mSrgMPyrJ8b+rq9wGyLE9LkvQYcAuwfrfb/6Dw/RjM37l36b3fbg972MP3Ce+FVIAtue3OBPCdUAIYs7KySKVSrK2tkZOTIwbGyspKsQhfWloScnZlh87lcgkJe1NTE4cPH6a3t1csuGVZJhQKieA72Ertb2lp2ZWkL8tbPGVLS4v4//HxcfE4lb77QCCAXq8XVgwlzErZ2XM6nTztdNI5O0vW9qDidruFJ7euro65uTmGh4cZGx/f2qEbHydnW1XgcrlYX1/n8uXLtLW1bdWSDQ+j2iY7HNeuEczNpba2ls7OTjQaDclkkomJCUEuFBUVkZWVRVZWFqWlpZw9exav10s0GsXr9ZKXl8eNGzf4zne+Q1FREXfv3uXZ3/gNvmU2M+L3k3I4mJ6epq6ujoWFBZaXl5mZmWFhYQGXy8WnPvUpmpub+drXvsbGxgbHjx/nyJEjVFVV8a1vfQur1UpPTw96vV5kPLjdbhoaGmhqauLKlStCwr24uMidO3fEa9fY2Mj09DRra2tcunSJrq4uMTxOT0+LtPfDhw/z9a9/na997WtiF/zEiRNUVVUxMTGB1Wrly1/+shjkgsEg09PT2Dc3xXua3k5MLy8vR6/Xc/HiRTEs6PV6+vr6+MY3vkF+fj4f/vCHqaysZG5ujrNnz7K8vMzBgwdxu92cOnWKzc1Nzp07J2w6qVSKkZER/uEf/kGcx5OTk0iSxJNPPkldXR2f//zn6evrY//+/czMzGC1WmltbSWVSmGxWLhx4wY+n4/q6mqcTid37twRKfmhUIj19XUxPObl5RGLxYjFYjh/53cYGhrCvJ39oTR07Pz8RiIRFhcXRYbD/Py8sMdUVFSQm5sr2gKWl5cpLCwUNpPq6moqKirE41ECQLVaLXV1dXg8Hq5fv87i4iLFxcUEg0EWFhbIyckRC/47d+7gdDpxOp0kEgmxy6yEaQLi33fC4/GwtLSE3W7n6aefJjs7W+x0Li0tIUkSDoeDqqoqhoeHxXVAOY7SNqHkSzQ2NlJUVERBQYGoWF1eXubkyZOMjo4yNTWFzWZDr9fzpS99SVw/srOzaW1tRbVN8qlUKkZGRlCr1Rw7dgzYqtybnZ2lsLCQtrY2YW9469CzuroqKlMXFhYEsRLZDg9UQjFramooKyvDbrej1WpRq9Uit8FoNCLLsmg4UEJGa2trcTqdggDy+/0YDAauXbtGaWkpBQUFWyGvt26J136nzUGn06HRaBgcHGRxcZHDhw8DW0qHnp4enE4nTU1N33WQW15eFuGOb2dH9Pv9BAKB3e95Oo3xL/8S1tb41M//PLN+Pz09PZSWllL/1a9iHRtj5qMfJbUdxqwoRBTSy+v1EovFUKvVXLhwgcnJSdr9fvZPTADw0dVVhj79ac6fP49WqyU3N5dTL77ImTfe4AwQ2tjg7+121Gq1CBEdGhoiGo0iSZKo83Q4HCIsWDlHioqKaGlp4etf/zpra2tYrVZ0Oh25ubkUFBQIUken02Gz2UilUsxHo9zOz6fE6cRkMrGysiLCL5Vw0lAoJEInYSs7SqVSIUkSgUBABD+aTCb0ej2rq6toNBqMRiPH1WpklQprIkEqleLrySTZwAeA68AQ8AhgBzJ1Oj6YTHIduLnddqTX69Fqtej1evx+v1Chfetb3+LBBx9kaWmJGzdu0NbWRk5ODjdv3hQqwJ211YlEArVazU//9E+zurp6j+3mfnC73ZjN5ne0OGg0GkpKSr7rsXbiflXXe9jDPyMcALKAHwixACDL8pgkSf8P8Fc/qPv4bvheiYU9UmEPe/gxRSKRYG5ujry8vF2S2H8qent7WV5eFhL08fFxEeL31uRoZUCPRqPCq1xQUIDH4xE1olVVVbvsFkqau0qlwu/3I0mS2AHdie7ubpLJJF1dXahUKmGpUHbhQqGQ2InUaDQiIX9wcJDJyUkOHTqEy+XC7nLx8J/8CapEgvT589Ddzcc//nHi8TiLi4uo1WpSqRSzs7NUV1dTWFhIT08PsiyL3SZZlolEIszMzFBXV4f+k58k9c1vkpZlhtvatuS4ajWp0VFMHR0i0d7tdlNVVSWSxJXKr+rqaoqKihgcHOT555/nzJkzuFwu9Ho9Ho+H2dlZmpqaKHzySfyjo1y5coVIJMLRo0epqqoiGo1y9OhR1tfXMZvNogpRlmU8Hg83btwgFouRn59PU1MTOp2O9vZ2pqamuHHjBllZWTz99NPU1NQwPz/PxsYGNpuNiYkJCgsLmZ6exuv1YjQaWVxc5P3vfz8vvPACBoOB0tJSysvLtyTroRBP/H//Hxlf+Qrk51NZWcnCwgLHjh0TwW+zs7Nsbm5iNpuZm5ujqKiIsrIypqenGRkZIeunfxpHZiaxZJL/urCA6fOf59ChQ8TjcYxGIyMjIzz44INYLBauXLmCSqWisLCQubk5sSuYSCTo6+ujrKwMtVotwsmULBFFYj83N8fy8jKdnZ00NDQwPDxMPB4XQ7pS5ffyyy+TSqWora2lpqaGr3/96yIH4+jRozQ2NnLjxg28Xi/79u3j5MmTrKysMDIywqFDh8Ru6k6sr68TjUbx+/0sLi6i1+vF59Xr9XL37l1WV1dFHkdWVhY6nQ6Hw0F9fT3r6+vU1NRQX19PMpmkrKwMj8eD1WoVu+DBYJDl5WXu3r2Lw+FAr9eLwDal+eSll17imWeeIScnR/TaK4O0EqiaSCQYGRkRfvR3wvr6Or29vajVaj72sY/tkk8rsnKF+FSS6YFdFZawZT3w+/3C468EPK6vr7O+vi7ITa1WK+pb1Wo1VquV/fv3YzAYqKmpYXBwkNnZWYqLiykuLt4VdlhVVUVOTg4Wi4WCggLu3LlDXl7ePQF22dnZRCIRYdPo6+sjKytL7Prn5eVhs9nENUshiRR1j1qt5siRI9hsNo4ePSpqDN/qW1fqDJWwP7/fz8LCglByJRIJxsbG0Gq14vXIycnh6NGj9Pf37zpeWVkZTU1Noi3ku6G0tBSz2fyO7+/k5CR+vx+r1fqmquFv/gZ+8zcBsE5McGU7vNF46RKVf/EXANTPzqKaniaRSBAOh8nLy6OmpmYrr2VwkA/8wR9gWF/npQ98APbvp7mvj7QkoZJllrRaBgYGcDqd1NTUYDKZSCwvi8fUUlBAfVkZd+7cweVykZWVJQIVdTodXq9XKIpsNht5eXk8+OCD4nVd3j5WMBikr68Pi8UiGn1u3LiBSqUSDTR5eXlYLJZdipd0Oi1UURkZGcImo3w/qNVqkW2jZNW43W4MBgMWi4VQKEQsFkOWZZLJpFDlBAKBrfyR7eeZAhIgrIZewBuP88fb/27SaMjLy0OtVrO+vi5aIBwOB9nZ2YJQ8Pv94rsMtpROGRkZGAyGXef96uoqMzMzFBUVvavA6UAgwODgIBkZGbS3twNbqihZlt911tPboaCggNzc3PfcgPXPAZIkWYEOYN/2TydQxZvzU7ksy7Pv4XjHgF8EjgH5QAiYBL4J/G9ZlgPv4XF9Gnhm+/GYgVXgMlse/j1L+nvDDyPt9P8C/x4o/yHc1z34XoiF//x9vt0e9rCH7yM2NjZYXFwkmUzesyBIJpPMzMyQk5Ozq1bsnRAOhwkEAiQSCXJycggGgyLt/a1oaGjYRSrAFnFQUVFxz98rUBK/1Wo1vb29IskdtnY/0+k02dnZIktBkiS6u7sZGBigoaGBAwcOkEgk6O/vJ5VK4XQ6xUB99epVvF4vTU1NnD17FovFQl08jmq7Kis1OcnmdjWmIhdPpVKYTCaampqwWq243W4WFhZIJpP09vayb98+/H4/165dQ5IkbDYbPRUVxF54gemZGdqPHKFqaorqM2ew+HyEfv7nmXv/+7l16xayLJOdnU1eXh7nzp2jtLRUhGvl5+cLC0lWVhbHjx+nsbERk8nEc889R3Z2NjabjSNHjuBwOEQVXGtrKwcOHBAtAVlZWXg8Hvr6+rDb7Rw/fpy1tTW8Xi+rq6u43W5MJhOPPvood+/eZWZmhlOnTiHLMtPT028uaBMJvvCFL4hdPqUhYHV1lRs3bpBIJLhz5w6zs7M8++yz6PV67C++iHNqCoC5X/1VLj7zDI8++igul4uBgQGuXbuGxWLhE5/4BNPT04TDYVpaWsjMzBStHP5Uivx/+29ZXFxk9H//b4Lj46ysrNDQ0IDD4aCzs1O8nzqdjg9/+MO0tLTQ398vAuD8fr9YoCtEE2wNr4oypaKigkgkgsViIT8/n6WlJZxOJyUlJdTU1HD37l0qKyvZ3Nxkc3MTjUZDZWUlPT09LC0tUV9fTzweF9797OxsMYSsra0xPj7OzZs3KS4uprGxcdc57/V6xcJfySNwuVz3hJV2dXWRn5+PSqViZmaG4eFhYSnSaDTo9XqRRD8/P8/s7KxoF3A6nXR1dZFOp0WFrwJJknjggQcIhUKiiSGdTjMxMSHsSUajEY/Hw8bGBna7ncrKShwOB2vbO6M7qw/HxsZYXV3l2LFjopLw5s2b9PX18eCDD6JWq/H5fPT29pKXl3dfSbVSM6jkUrS2tuL3+xkaGsLv94vbVVRUkJWVxebmJq+99hq1tbXodDrxnJxO564ByW63U1RURF5ensiKULC2tkY6nSYej9PX18fdu3fxer0cO3aM7OxsYEsZ1du7FbSdn59Pb28v58+fp6mpiaamJjHs7CRCFbuXTqcjLy9vF6mkUqmEekqxBwWDQSoqKgiHw6yuropqydnZWdHw0tnZSU9PD2NjY3i9XtLp9C47g6LkUrC5uYlarcbtdr8tsaDUqyrn3FvVJ8r1oq6uDo1GI4bmnQRYYHwcZWyUw2Gh3MiORpElCUmWCRsMmGWZW7duAVs2ilQqxfLyMqXXrmGbngag45VXiH3yk1T+2q+hkmXSajX/dbvx5ROf+ARZWVnMzc3xR5cv81GNhoROR99DD9FsNDI4OCiIC2VnWwkltFqtGAwGcnNzGRgY4O7duxiNRlGvajabxecWELk1sViMjIwMNBoNGxsbwmYxNDQkcjPcbjc6nQ6TyYTD4WB4eBibzUZZWRmbm5sYjUYR9pubm4vZbMbr9QJQXV29qx5UUcAoxwuHwzyRSvGzqRRvABOShEa+12Gs0+lEjev6+jrpdBqNRoPX6xXfFRkZGUK9lJ+fz8TEBBUVFZSXl1NYWCg+Qwry8/OJxWJvq3RZX18XryuA2WymsLBwFzk4PT2NLMs4nc73rKJ8K34SSYVtXALavteDSFtv3v8Efu0t/2QAstnaNf9lSZKekWW557scq4MtIuKt0qWy7Z+fkSTps8C/luX7nJB7uB++fx3zbwNZlmVJkr4G/Lsf9H3dD/9kYkGW5XdFGLzb2+1hD3v4/iI3N5dUKiUWxjvh8/lYWloiFou9a2Khra2N0tJSsrKyRGjc20Gr1d6zMxsOh5menqampkYMI7IsMz8/TyAQYHFxkczMTA4cOEBxcfGuBcjAwADpdFpkRigLn/HxcTQaDceOHUOtVovFSyqVYnBwkN7eXlwuF5FIhIqKCnQ6HbFYjMXFRfJPnMD14Q9j7Olh7mMfY6m7G4CTJ0/S3t6OTqcjnU7j8XgYGxtjbm6OrKwsYrEYU1NTPPjggxQVFaHX6wmHw4yMjIhFVfH2Ak939SqW7d1u3be/zcWsLC5fvkxxcTENDQ1kZ2fj8/lYW1tjc3OTsbExqqureeihh2hubmZ9fV2E9PX29pJOp5mbm6OsrIysrCw6Ozv5+7//e27dusVTTz1FU1MT3/jGN+ju7kaSJM6cOUM4HOaFF15gcXGR8vJyTp8+TSgUoqWlhYWFBYaHh8UQfebMGb785S8D8Pjjj/Pggw8Kb72SRWAymbBarbS0tIiQNyVvoKGhYSsksLRU7DS6iovJycmhvLyciYkJlpeXcblcpFIphoeHxc7Zc889J+TpFotF5DAAPPPMM6JKUWk5KCoqEgv/yspKmpubKSsrw2Qy8cYbbzA5OUksFsNkMmG324WnXQkB9fl8wqbS2NhINBrly1/+MmazmZqaGiorK/nMZz5DPB7nkUceoaCggPn5eR577DFRr/qRj3wEh8PB//2//xdZliktLaWmpoZIJML169f5yle+wtTUFNFolKGhIUKhEGtraxw9epTMzEzm5uZEYOCjjz6KxWJhfX2d/v5+0uk0XV1d5OXl4fF4sNlsWK1W7t69y8WLF0VV4urqqpA8Hz16VOzQl5SUoNVqicfjmEwmlpaWKC0txbjtU9fpdIKEKC0tpbi4GIPBwJ07d1CpVBQVFZGdnS0G+EgkglarZWRkhMzMTKanpzEajXR1dQlrwdWrV/H7/dTW1pKfn8++ffvw+XxMTExgMBgEWRWNRgVJ+dZBuKenh1QqxZEjR0gmk7hcLgoKCjhw4MCua4pGoyEnJ4dAIEBOTo5QB8zNzTE4OMjo6CjHjx8Xg35RURE///M/f9/rVSwWE8Rpfn4+paWlqFQqBgcHRR2pEgYIWwTKnTt30Gq11NTU3FM5qSCdTrOxsYFWq+XQoUP3vU19fT3RaJT5+XkikQgOhwO73U5LSwuSJPHFL34Rj8cjcmVycnI4cuSIqKZcW1u7px5SwcrKCsPDw7t2pu+Hl156icXFRZ555pl7SAXYsrFtbm4SDoex2WxkZmYSiUTo6+sTeS5Lra2M79tHviRR87nP8fFtIkWr1ZIym+n9/OcZPHSI9/v9zM7Okp+fj1qtZnp6mqWlJVotFmS2tmdnMzOZvHqVckAFoNNx+OmnudbXxxe/+EXKyspobm7GWFPDf2OLjHJMTwtCWJH/K6SiLMui5jQcDovgTLVaLdRiysD/1FNP0dfXx61btxgaGhIVt4q6ChCqpXQ6jSRJHD9+nMnJScbHx/F4PCIrKDMzk5GREVwuF7Isk5eXJzJuEtukdkZGBh6PB9giv0KhELBFPCkBmTqdjuFAgF/fJhw0avWuUGZFXZdMJolGoywuLoprRkZGBolEgt7eXjIzM7FYLNy+fRuA69evs7q6SlFREc3NzfcNZdRqtWxubrK6usqhQ4dIp9Pic+jxeBgaGiI7O5vm5mbxuN+6NmhpaUGW5e+ZVPgJx86LiA/oBerYUhu8F/w33iQVpoE/3j6WHfgp4OfYIgrOSpLUJcvy3H0fjCSVAWeB3O2/+mvgq2wVkLQDvw1UbN9XhB/REPvPEIXAwA/hfq79EO7jvtgLP9zDHn5CoVKp7rtIhC2Jbl1d3a5dhe8GJQvgnwqv1ysC1pQFeigUYnR0lJmZGZEsDtyzUK6uriaVSqFWq0VwoDLI7Qy4kyRJWAIKCgpYXV0lkUjw/ve/X/TbK0qNTY+H1Y9/nJY/+RNKbTYWr14VPfM7Q8v8fj+jo6P4fD7Ky8tFg4Fer6e2tpbCwkLUajU5OTkYDAbGxsZYWVnBYDBw4JlniP7BH2CYnyf+8Y/ziFZLPCODlW3Fhdls5lOf+hRFRUW88cYbhMNhjh07RldXF3Nzc4yNjdHU1CQsJNFolOzsbJxOJ/39/UxOTjI8PIzVaqW/v5+NjQ10Oh1msxmPxyMCLW/fvs3m5iZlZWX09fXh8/l4/PHHqa2tFY+1paWFvr4+RkZG0Ol0fP7zn6ewsFBUCe7c6WppaaGxsZFwOCxee71eT0VFBSODg9Q/8givGwxkhcNU/sqv8GG3m7m5OVEL2dLSQkFBAQ0NDWg0GlQqFePj46Iy1G63Y7PZWFhYIBAIUFhYyKVLl3A4HDQ1NYkMiatXrxKJRFhaWuJP//RPefbZZzl48KBQZjQ1NVFZWcns7CwbGxsUFxeLAVWWZUZGRvhP/+k/odFoeOqpp+jo6MDpdHL8+HEWFxeRJAlZlpmbm8PlclFUVEQoFMLr9YpAOpfLhcvlIhaLMT8/L1RAypDQ2toqrBgXL14UDRtNTU0YDAYh5X/ttdeQJImuri4GBgaYnZ0V7Sfz8/PC862oSCRJIp1O09nZydLSEteuXSMQCLC2tkZhYSFnzpwRlp6NjQ1eeeUV/H4/hw4doqqqCp1Oh91uJxaLYTQaOXjwIGq1WlR45ubmihyEV199Vaie+vv7MZvNlJeXYzKZROCdLMu0trbS0NAghlhJkjh69Cg2m42lpSUuXLiAVqvl4YcfZnx8XAxYLS0tYlhRkvfVajWzs7MsLCwA3COjHhwcJBaL0dHRIWpkvV4v+fn5TE1NIUnSlhT/bXzeq6urjI2Nicpbs9mM0+lErVaTmZkp1Cc7oVg23G43J06coLi4WIQ4Dg0NIUkSDQ0N4vZqtZr9+/ffd6AKh8MMDw9TVFSE1+vF6/VSWVkprslZWVnIskxHRweTk5MiADKdTlNUVERmZiZXr15FrVYzOjoqGnFgywantJFkZGQIcujtoOxK7ySZR0dHuXTpEgcOHKC+vp5IJLLruqgEos7OzuL1eimpqoLPfQ5/KkWqoIDhbTl8dXU1sUcfpX+7/UJRkymBl4WFhVu2t9dfF5OV32Zj3Ovlym/9Fg3j41x2OhmcmcHj8WA2m8nLyyMUCommnK9+9at4PB5hgaqurmZoaIh0Oi2+H5TXLiMjg7GxMWHHy83NZWJigkgkwsrKCl//+teZm5tDpVJhMpl45JFHCAQCvPjii6RSKVpaWnC5XHg8HrKysqiqqqKgoAC3201NTQ2vv/66+H5aXFzcRYYpAcSTk5Mkk0lRaazkSyjQ6XSkUimCwaCoHNVqtULJoPyuEkyaTCaJRCKo1WpBVvt8PvF9YTabcTgcou60r68Po9FIe3s758+f59vf/jYlJSVYLBYkSbrnfLVYLMRiMebm5pifn6elpYWsrCysVisFBQXfNUjxvawz/gXjr4F14A4wub3rfIH3QCxIktQK/D/b/zsBHJRleXPHTV6RJOkuW7WEucCfAB98m8P9d94kFX5dluXP7vi3W5IkPQfcAKqB35Ik6UuyLPe/28f6Lxi/KknS5R9UgOMOTP+Aj/+22CMW9rCHf4GQJOldhTB9P6GE8+1cvFosFlFRpywWFxYW7hkidlou9u3bB8DExAQrKytkZWWJkDhFql5YWMgDDzwgghAlSRKya7vdzvLyMqFQiP7+fsbGxjh58iTV1dWEQiEkSeL27dtYLBbq6+vx+Xy43W7W19dxOp1UVlZis9lIJBK8+OKL9Pf309XVJXYRzWYzjz76KCUlJWxEo0x/5SvkWyxo/uiPeOjLX+akSsWvNzezlJFBUVERH/3oRzEajWRkZFBZWUl1dTXz8/MizVtptHjkkUfQaDRIkiR8pkrF5aFDh8TO1rFjx6ipqcHlcglP72OPPSYG99raWjEM3L17F9nt5t+cO0fm2hrzTz1FymLh4MGDeL1eysrKRHJ9TU0NhYWFIujs5s2bVFRU0NHRwdLS0tZienKS9/3yL2MKBun+9KcZPXwYzfKysJfs27eP7OxsXnvtNYxGI/v376ehoYG+vj5RG6gE4l2+fJnCwkJOnDhBT08PgUAAq9XKK6+8IqoVa2tr2b9/P88//zy3bt2ivr6eBx98kPe9730Eg0GuXr1KIpFgamqK5eVlUTv3yCOPsLGxwfj4uOiVr6iooK2tjbW1Nf70T/+UvLw86urqmJycFCnpZWVlfPOb3xQJ6gop0tfXRzgc5sUXX6S6uprOzk7RmiBJEk899RSyLKPX6xkbG2NxcZGhoSG0Wq3w5StKgQceeIBHHnmE/v5+6uvrKSsrw2AwCOVNVVUVdrtdKFkyMzNFlkA0GmV8fBy73c7s7CwZGRmsra3x3HPPkUqlaGhowGg0cuXKFZGzUVxczPXr14nH4xw/fpySkhICgQC3b9+mvLycnp4epqenKSoqorGxkebmZnQ6HTdv3sThcFBbW4ssyyLTIhqNEolExEBvMBjo6upifHyckZERkaXhdrtxu93Mz88jSZKonM3KyhJ2DWX4vF+I4htvvAEgrh8qlQqz2YxWq+Whhx4iEAgwMzPD+vr6rmFfgVLHK8syRUVFtLW10dzcTCAQEFWhOp3uvteynJwcDhw4IOTf6XSa8+fP30MsACL3QUE8HmdmZoaNjQ2i0Sijo6OEQiEytq8Hys6zXq9HkiQOHz4sKhI3NjYYHByks7MTk8lEeXk5VquViYmJXcTC6OgoLpeL/fv3i+vlWxEOh1lZWaGkpISDBw/S3t4ucmP6+/u5ePEik5OTZGZm0tzcTEZGBslkknA4LLJrNBqNCF4sLS1lc3OTzMxMvF4vo6OjzM3NcezYMeLxuCCCTp8+zcGDB8XuuNlspqqqCvnoUbh8mbQk4a+rIyMjg68tLOA3mchWqejat0/s+NfU1HDlyhVu3LhBOp1mfHxc5Iak02kSiQSlpaXEYjHi8ThWq1XYD3w+H4lEgkQiIWpDp6enycjIoLS0lJs3bxIIBLBYLBw+fJjS0lJefvllkskkmu38gnA4zMTEBH6/H5/Px+bmpiASFNueUg9pt9uFQmhzc3PXe6DeVh4ohGoymUSr1Qp1WDqdFs0akiRRCpwCLqjVzGzbPEKhEHq9XlhrotHorvBFg8FAZ2cnIyMjDA8PU11dLa6lP/VTP8X6+rpQkm1ubrKxsUFmZibt7e3Csqic08vLy2i1WmEx0mg04pzbw/cGWZb/7PtwmN9hW+QD/NpbSAXlfj4rSdJHgYPAByRJqpVleWznbSRJqmMrUwHg+ltIBeU4m5Ik/Rpwbvs+/z3w0e/Dc/hJx+PAgiRJl9iyv1wGemRZfve98O8Owe/z8d419oiFPezhRwBl0fGTAmUxqlKphCTyrZAk6b47G0olpGInMBgMFBcXMze3pdB7azK58rqtr6+zurrK+Pg4165d49ChQ6hUKkEsmEwmjEYj+fn5YmGUSqWEtNrv97OysiIqMOvq6pBlmevXrzMyMiIGnXg8jsPhICMjQ1RnyrLMwMCAGAhkWSYej1NUVERubi6RSITPf/7zoopuOBDg2GuvAaBJpzmq0xE7dIjKykokSSIcDhMOhzl+/DiJRIKenh4h0fVvp6tvbm5is9k4duwYJpNJDPdqtRqz2SysIMoOZXt7O93d3Zw7dw6j0ciJEyewa7XEh4YIpFKsrq5uLdKHhshbWgKg6403+Mx25eLJkyepqKjgwoULJBIJEZBpMBh46aWXcLlcWCwWzp49S3FxMUeOHKFxYgLttg++/JVXOJebK2TcAFNTU5jNZu7evYtGo+Hhhx8GEKTS1NQU4XCYffv2oVKpWFxcxOFwUFdXx7/6V/+KsbEx1tbWiMViPPvss2IH9OzZs5SVlYn3rK6ujpWVFUwmE2azmaeeeoqxsTGef/55LBYLdrtdNC781E/9FPv27WNmZobLly8zODjInTt3sFgstLS0oFarhS9bqQmNxWIiPPSFF17A4/FQGA4TvXaNF7crIR966CHy8vLQ6XS89NJLQqGgEDXXr1/HYDDwe7/3e6ysrJCXl0d1dTWjo6OUl5dz+PBhZmZmhFIhGo1SVlZGbW0tr7/+OgsLC4J0MJvNPPvss7zwwgucOHGCpqYmIfWenZ0Vr7HSLnDz5k3RwGEymUgkEmi1Wnp6elhcXBTv1ZUrVwiHw1RUVIjnq9PpmJqa4vr16zQ2NnL06FFaW1uFhcTj8dxjgwK4ffs2Xq+X+vp6uru7mZ2d5cyZM1y5ckUojVKpFOfPnyccDvPUU0+RmZm5Kw8hnU6zubnJ6OgoDoeDzMxMMbRbrVaCwSCzs7OUlJRw4cIF3G43HR0dovpQaVFQZOSHDh1Cr9eTk5NDUVERyWSSF198Ea1WSygUuodYiEQiIlyvp6cHh8NBY2MjKpWKBx988L7X9IWFBaampoQy4vr16ywvL1NeXk5zczOvvfYakUiEQ4cOYTAY6OnpIRgMcuDAAfR6PaFQiI2NDdLptJDsK4SWopZQdpoVKA0idXV1b1sZubi4yPLysiCtNjY26OzsxGq14vV6qamp4dixY1RWVood7OHhYZFLoCiLHA4HXV1dBINBRkZGWF9fZ3p6mmg0itFopKenB4PBIMJGgV3Vmwqk//pf8e7bR9Bo5OkTJ7hx4wavvvqqaLPRarVYrVbm5+d5+eWXmZiYIBAIEI1GSaVSeL1eMWDPzc0Rj8cpLS3dUoYlEuj7+rgly6j0esrLy7HZbOJ3lWF5Y2OD/xCP8/OpFK9GInx+O9sjmUyKpofJyUnR0qJSqVhdXSUcDtO2ucljPh9TwBpb34klJSXCrpNMJllbWxNtCaFQCJvNJuod7XY7iURC5LWYTCbi8bhQEEiRCNeBAmA5laISiG6fyxkZGfj9fsLhMC6XC5PJJBQuVqtVEB4+n4/PfvazHDp0iAcffBCdTkd9fb1oLFGsK/ezyytkyb59++5rmfgXAmnbIvCu8V4CF78XSJJkBJ7Y/t9Z4JV3uPlfsUUswJZi4fff8u8ffMtt3w6vAHNsWSvOSJJklGU58m4f879gZAJPbv8AhCRJusGbRMNNWZajb/fL7xI/suqUPWJhD3v4IUPZdVKaBn7c4PP5GBgYoKKi4l09vlQqxZ07dxgcHLwnFO3dQhmm1Wo1ra2tyLLM7OwskiRRUlJyz4J9YWGB7Oxs6urqOHv2LFarldLSUuzbdWOAGPb1er0YEMbGxnjttdfo7Ozk8OHDfOADH2BsbEyQF4oPtLa2lubmZtxuN0tLS8iyTG1tLQ0NDZhMJmKxGH6/n6qqKkFILC0tMTs7K/y7c3Nzog5Qo9Fw6cgR8s6dw2UwcKO8nKZEgoqKCgwGA7Ozs9y5c4fe3l6RZl5UVER9fT29vb2MjY0xMDCA2+0mGo3S3NyMy+USvljFv1teXs74+DiXL1+mvr6e/Px8ZFkmGo3yb372ZzEcO4ZmYYHxI0dY/v3fJycnh9GpKaIqFYZ0Gn9HB5ZkEp/Px8zMjKgR3NjYYHV1lUcffZS//du/5dKlS2RlZbF//37UarUIaksWFCDrdOjicQYrK4XX3+l0im77D3/4wxw5ckSExcGWFPuxxx7jz/7sz3jhhRdYWlriyJEjlJaWMj8/TyqV4oknnqC5uZnu7m76+/v5+7//ex544AFycnKEiiQnJ4c7d+6Qm5srsiiUndSxsTEMBgMVFRV4PB6CwSAZGRlkZWVx48YNvvrVrzI3N0d1dTUPP/wwbrebYDBIVlYWmZmZ4vNaX1/P0tIS2dnZZGRk0NHRQeXMDL/07W+jGR7mS+3txA8cYH19XQzu09PTJJNJjh07RkVFBVarlbGxMeHb1uv1lJSUYDKZWFhYYHFxEZPJhNvtZmBgQITVKe+JVqsVyfbFxcUMDQ2xubkphqnW1lY2Nja4fv06wWCQhx9+GJ1OJyw9VVVVZGdnk0wmOX/+PNFolJKSEhYXF1lZWRHd9rOzs8zOztLR0YFGo2FxcRG/38/g4CBer5dEIoHL5aKzs1O0GZSVlREMBsVgo6Cjo4OcnBw6OjqYmJgQw0t+fr4ggFKpFJmZmfcEyCm4e/euCI01GAyEw2G+/vWvE4/HxXPy+XwMDQ1x8eJFzGYzjzzyCGfPniUnJ4dTp06h0WgEIakoOsrLy6mtrSWRSFBUVITVar0ne0aWZV5++WUAkbMRj8fp7u6moaHhvqoIeLMGUqPRMD09LdpGFOWC0+nclRGhDJvKrrBil/H5fMiyTGdn564AO1mWefXVVwkEAnzkIx8Rz8/r9ZJMJoWyZWdg7srKCgsLC2IXX8kB0el0jIyM4PV6t4jIt0jYs7OzKSgoYHFxkYyMDLKzs8VtLBaLCNqcnZ2lrq6O1tZWQqEQvb29NDY2cuTIkfu+RrBFhmS8//3YJYl4PM6RI0f4mZ/5GSYnJ/H5fLz22muYTCaqqqq4du0awWAQh8Mhdv0VO4HSdhKPx1leXiZXp+MrKysUp1KcA57W64nFYiIo2GAw0NTUxMbGBmvz8/zb8JZC+UPxON9aWmIoEqGytBRje7vIhVlaWhI5JGtra5hGRvg/0Shq4KQk8ZBOJ1oZFHudVqsVjRTZmZk8sLyMSq3mC9sWP6WVRHn9tVrtLguHXa2mIJkEtkzaP81W9LtKrRbWKIUY2Kl+yMzMxGQyUVtbS2ZmJjdv3qS5uVlUPZpMJkpKSkRlLWyRCMPDw4TDYXG+ra2tCZWG0k6Tm5t7z/v4Ew4dMPMef+eHtYO0j63GBoA3vkuY4ms7/nySe4mFkzv+/PrbHWTbrvE68Em2Qgk7gSvv8vHuYQsSW6/dg9s/AAlJkrp5k2i4Ksuy70f0+N4z9oiFPfzYYW5ujoWFBdra2u7bHvCTgh9XxYIixd0p3307bGxsYDAYiMVi9+2WXllZERWJVquVcDjM6Oio2NlXoPS7KwMGbIVFwtaCU9nBUTA7Oyt2apQk87cGVQYCAREO+MgjjwBbNoisrCxxu5KSkl1d2iqVio6ODm7evMnAwACVlZUisDCVSonzUa/X097eLpoi1Go1Q0NDTE9P43Q6hYUiHo9TXl7OwMAAw+XlzPzWb7GwsEA8HhdBY7AVLFdSUsLExISwIChqivn5eXJzcyksLCQWi4m6P5PJxEMPPcTDDz/MjRs3uHr1Knl5eWI3zOv1iryBb3/727i++EU+vu1XL7l1i5sLCxw5cgSj0cjfNTTQbLezVFrKU8vL2O128vPzicfjVFdXixT0mzdvIkkSer2e5eVlkskkOTk59Pf34/F4OH78OOo//mMC8/NQW0tFTg7xeJzbt2+zuLiIRqPh5s2bZGdnE4vF+Nu//Vt++Zd/GbvdTn19PQaDQaT3GwwGDh8+jMfjweVyibrT2tpaRkZGGBkZYW5ujgceeAC73Y7P52NycpI7d+5QU1NDQUEBxcXFLC0tceXKFWEtsNvtnDt3DofDwZkzZ5BlWez+l5SUUF1dLQL3RkdHqa2t5Rd+4RewWCyoVCrsdrvIVHA6nVitVhoTCZHSfjQe57bVyvr6OlqtlqqqKmpqalhZWeEb3/iGyDA4ffo06XQam80mFAZKAvwf/uEfotFoRNBmRUUFTqdTtDS4XC4SiQSBQICbN29y/fp1UqkUkUiEM2fOAFuhcKOjo4TDYX7mZ36G8fFxLl68SDwep6KiArfbzdDQEFlZWZSWloowvfn5eUKhEMXFxcKaouxQKunvJ06cYGBgAKPRyOTkpAhVjUajPP/883R3d3PkyBHOnDkjwuwMbjcVZWU4HA4cDgf79+9nYmICvV4vdu6NRiNWq5WDBw+K8NSdfm+/308gEECr1RIIBBgYGGBzc5OWlhYqKyspKipifHycmZkZOjo6hK3JYDAIRUZ5ebkYkA0GA5cuXSIUClFbW4vFYuHUqVPiuQQCAaFyABgZGQEQeRzj4+MsLy8TDofp7e1FkqR7QhoVmxdsBTWWlJQQDofp6elhamqK9vb2XQGWb63u1Wg0NDU1ce3aNaanpyksLMRsNovrpCRJxGIx8aPRaITKKjs7W9RcHj16VBwzmUwKNZWiNFG8+EpDyPL2dSCZTHLx4kXsdjudnZ04nU68Xi8+n+8e0lfJFnn88cex2WzC+paTk0MikWB6elqof5Smj5qaGkKhEJcvX6arq4v6+npu3bpFKpWioKCA2dlZ5ufnxedpfn6eZDIp5P7RaJTCwkKqq6sJBoOkUini8bgYrMuDQYq3r7MPA5kZGQTDYYaGhrBYLFuWtY2NreuazcaQz0djLMaGXo8nFOKLExM4r13jdx0OXi4sFN89kiQxNzdHIpEgP51GoXqc2/aaRCKBLMuiuUOv1wtVxM+urPB723kJskrFn2+/7krrkdFoxGAwkEgkiMViSJLEMvC7wC+zRSz8H6AE+GOjEa1WSzQaFSSvXq8X35d37tyhqamJn/3Zn8Xr9dLV1SWaXpQwR9iyF9lsNlQqFclkkrGxMSwWiyAAlWwfs9nM+Pg40Wj0XyKx8OOMnZVDQ+90Q1mW5yVJCrI10N6PEVWOFZRlef673O/wjj83sEcsfDcMsRWAuR+4n/RHYovAOrj989uALEnSIG8SDZdlWV79oTzafwL2iIU9/NhBCefbmXr8k4Ts7GyRNP7jiKysLI4ePXpPh/tbsbGxwcDAAA6HQ1QfvvV3IpEIsVhMkBShUEj4UncuStRqNZ2dnbt+V0nLvnDhghjqkskkR44coampSfhXS0tLOXv2LCMjI0LOWVpaKtoAdg4GhYWFfOhDH7qvVHvnYzEYDKLP+9ixY3R3d7N//36xmIetnUglWC6VSnH37l1hF/B6vUxNTZGVlcXQ0BAzMzNCUZCfn49WqxUqitnZWfx+P6lUiuLiYtLpNG1tbSwuLuL1eqmoqMDhcAiff1NTk9iRv379Oo899pgIxpucnKS9vZ2cnBysVivxeFxU8s0CTzidZC0tMXL4MLFYjNnZWZxOJ+Xl5YyOjnLz6lXsdjslJSWcOnWKmcFBxsbHRfjerVu3yMvLo62tjWvXronaQJvNJkIhjUYjDQ0NLAwMcPbsWQ4cOCCqNQG6u7u5du2ayBz4yle+gtPpZGpqCqPRyEMPPcSTTz7J7OysUBlMTEwwOTmJSqXioYce4oknnuBb3/oWsEVeeb1eRkZGMBqNTExMMD4+TltbG/v27cPpdHL48GHW19eFssRqtVJbW4vT6aSqqgqz2Uw4HMZut/P8888zMTFBWVkZjY2N7Nu3D5vNhizLrK2tYbfbKSsrw2g0CqWB6hOfIDUwAB4Pmn/zb6iqqiIzM5O2tjYyMzPp6+ujv7+f+fl5MjIycLvdZGdnc/ToUdRqNYuLi/T09DA8PExraytdXV1otVqKi4vJz8+nvb1d7Awr1XeBQAC1Ws3KyorYAV9YWGBhYYFDhw6h0Wg4fvw4U1NT3Lx5k0QiwYMPPkhmZiZqtZrr169TXFwsqganp6cpLi4mGAyKDJZjx45hs9lEmOri4iLXr18nPz+fT37yk2J4Uob/gYEBLl26xOrqKnl5ebjdbrq7uzH8+Z9z8DvfIWG1svGd7zCmVqPRaBgZGRF5KkqzRFNTE16vl+npaXJyckRFp9Iesra2RjAYRKfTkZ+fT3FxsXh/lYyFQCDA6dOn2djYEMNSKBTi1VdfFbWJSjbEo48+itfrxe/3Y7PZWFtbw+VykUwmCQQCtLa2CvWCkm6voKqqSgxbJpPpu5LFJpNJDHxK08vbJeV7PB4xYMIWqePz+QSBePjwYWRZxu128773vY94PC5ue/ToUWGvUkiEnSguLqawsFA07JSVlYnH0draislkErk2kUiEkZERQSzAFkFrt9u5e/cufr+fpqYmwuEwubm5rK+vi8wLhVSqrq7G6/UyNjaG3++nsrJSEDJK28rNmzfFtcNms+H3+5mbmyM3NxeHw4Hf79+qtQwEKCsro6mpiZGREdbW1jhht1O/vs5rVivFTidTIyPIskwgEOBCIMAbksQJWebzZjMGkwmv308sFkOWZYLBoKiZVavV/HxlJe+zWulVqXhkbY2ybVLiIxsbfGmHksZoNIrd+zdMJj6bSNAmy/wXlYpEIiFIcsV2pahH4vE4eTsyEEq3SYipqSlxbcrNzUWWZdGeo6jk/gCwqVT89vbaqFGtFtkXCvmuKNisVquwzJSXlxMMBrlw4QJNTU0UFRUxPT2NxWIRn2Gl1Uix+2RlZZGXlye+03U6nbDeKDW47wUKQfJ2uSV7+J6x0zP63cgAgAWgHiiQJEkry3ICQJIkPaCE2ryb4+y8zVtrKfdwLz4ty/JVSZJ0QBdwDDgOHAas97m9tP3TAjQDvwIgSdI0u4mGqR/CY39X+KETC5IkNQGn2ZLMFAMZgJH3LheSZVn+p+mufwIhSZIV+DRbgStVbEmiVtk66T4vy/KlH+HDe0+orKwUKep7+NHg7UiFnX3nVqsVh8NBXl4earWa+vp6ZmdnmZiYEAuQ8vJyioqK0Ol0xONx/H4/DQ0N5OTkkEqlmJqawm63v+3OR39/P5ubm5SXl3Pp0iWxSFZ2BpPJJBkZGWIhtrS0hEajobS0FLVaTXNz8z3J7koF3/z8PAaDQSywFcxMTFB65Qqm0lJura3tqi9TgrqampoYHBy7KsOjAAEAAElEQVRkbW2NtrY2NBoNNTU1InjLarXyyCOP0NTUhNlsJhaLCc90MBgkOzubc+fOMTg4iN/vR6vVsrKyQjwep6GhgQsXLjAzM0NmZiYnTpwQFXpjY2PMzs7y0Y9+lPb2dlwuFyqVihMnTtDX1ycIh6WlJdxuNz6fD71ev7Uzd/gwr5w+jX9hgfojR3h8uy1hYmJChIvl5uaSkZFBZmYmmgsXqHn6aSrTaf7+Qx8ikpMjbA1er5dTp04RiURQqVQ4HA7c280PStp6NBoV0mXlszw0NEQsFmPfvn0iE+LmzZvIsszTTz+NTqdj//79wJbdJRQK0dDQQDweZ2Njg7q6Ovr6+lhZWcFisYiAOKV6saysTMiAX331VVZXV3nyySfFfZ4/f55EIsHP/uzPYjKZ8Pl8oj50dXUVg8EgrB9+v5+8vDyRD3Hjxg1u3brFwYMH6ezsJBAI0NfXR01NDZaODlaPHWN0dHSrcu7ll1GpVDQ1NXH69GlSqRQ1NTU8/fTTxONxXn/9db7zne/Q19fHE088IcgsJSujvb1d2BLKysp2SdKVoEylfvLAgQNMTk4SCASEjcLlcvHKK68Qj8eFsiEajZKXl0cikRB1nsouuMPhwOl0UltbSzweZ2lpaet5WSwcP35cKBaUwdhgMAg59E4UFhby7LPPAghJ+v79+9FNba15tIEAq3//99xqbBRBpR0dHSwsLJCVlUVTU5OwFKyurmI2m1ldXWViYkLUs965c4dwOMxjjz0miJ21tTV8Pp8gCEKhEDMzM0SjUdES4HK5KC8vx+12c+7cOfbv308sFhN5LhcvXuT06dNsbm7i8XhESr7VurXWkySJRx55RAyjOp2Ovr4+0QwAW7aEWCxGJBLBarW+43eYkqnx1hBdWZbZ3Nyku7sbh8Mhzj+FzIrH42Ko29zcZGhoSBBNFouFjo4O8vLyGBwcZHp6mkgkcl9PvBLmd/LkSW7evInX6+VDH/oQRqNRKCjm5+eFquKttjhZlunt7SUYDApbytramiBJI5GIIJnGxsbQaDRkZmYKhcKVK1fIysqirKyMZDIpqn0lSaKlpYXnnnuOmzdvUlJSQmlpKRkZGVy9elVUgirtH8XBIH81N4dOlnlApaIWMKXT/Dunk/8TixFJpXhYpUIrSZj0evyLiyS3LQWKlSeZTJKfn49er2d1dZW/3M4kSObm8imVCnM6zRsGAya9ns9ptdSoVPyRXs/rgQAqlQq90ci/i8W21HXbQ38kEhHXVaV+MTs7m0AgwJ+4XJRuE8Wfy8hAvU28x+NxotEoiUQClUpFQUEBoVCIQCAgNlr+Uq/nQDyOFfhjvZ5n1tfplGX+l0ZDMDeXdDotKmiVgE0lbHVqaorm5maKioqYmZlhdHSUyspKHn30UUKhEPF4nEuXLmE2mzl8+DBZWVn09fWRn5+/K0D1fhXW74RUKsWtW7fQaDRvW7u6h+8ZO4fSwLu4/c7bWIHNHX/+Xo6zh3fGGoAsy3G21B1XgD+UJEkFtPEm0XAUcOz4PYXRVmblSrbqPj8BIEmSMu9d3j7mj4zB+6ERC5IktQP/izcDQ8Q//RMP+U7+oX9RkCSpA/gm97KFZds/PyNJ0meBf/1dfFc/NtgjFX54ULy776YSamZmhtXVVSRJIi8vT+wmKlheXiaRSFBeXi4aDJQdCpfLxdTUFMlkkkOHDqFWq0U7w9sRC5WVlVRUVFBcXIxOpyOZTBKLxUgmk0LmHIvFaGxsFCFkyiLaaDRSt50uDluLtqmpKdFJfv36dXQ6HYcOHcLn85FOp6mrq0P/7/89uf/4jwAU/uEfovvwhwkEAhQUFDA6OkowGGRoaIhvf/vbpNNp2tvbqaio4NChQwSDQWKxGDabjQ996EN0d3czNTWF3+/nH//xH6mtrcXn27LKTUxMoNPpRM/4+fPnGRsb48yZM1gsFsLhMCUlJWRnZ3Pp0iVhmzCbzUJi29zcLPIl6urq6O7uRqPRkEgkyMnJwWazceHChV2NANNzc1y7dk3U0SkDaSKREAOZ1Wpl+YtfpCgSQQM09vUx+uij5Obmcv36dSKRCB//+MdJpVJcv36dxcVFampqkNfX+c0rV3D09vKX+/ahO30ai8Ui/LqxWGzLk7wdPrm+vi7IiaysLHJychgcHBSZDmq1mkgkIkIPtVotFy9eFCSAXq8nkUjg9/vRaDTcvn0bv99PfX09GxsbbGxssLCwIELw1Go1VVVVVFZWUj42Ruz//X/x1NaS9R//I2NjY/T399Pc3MyRI0e4ceOG6IeHrR07nU6Hw+Hgxo0beL1eLBYLX/rSl7Db7Tz55JP4/X7GxsZE0Nz6+jrJZJL6+nqKioqw2+3MzMywsLAgkuwXFxcJhUIcOHCAj33sY5jNZr761a+KUNFYLMaVK1cYHBzkySefZHp6mv7+furq6nA6ndjtdsrLy7l58yaHDx/GYrEQDAbFwKRUxY2OjrKwsEBLSwu1tbXY7Xa8Xi+ZmZk0NjYSjUbx+XziM6cEMiaTSS5cuIDT6aSmpoZf/MVfvCcsUIGSyREIBDCZTG/mnfzaryH/6q8i5+SQ93M/R1sshs/nY3p6murqarGrWltbKz6/CsG0tLSEz+cjEonQ3NzM5uYmWq2W1dVV1raJv4qKCmGjGB4eFtW2RUVFAFy4cAGbzUZbWxuJRIK7d++K1H3l/mRZFg0sJSUlglCYnJxEo9FQVlaGVqvF7XZz8+ZNnE6naMCQZZlIJCJyMHQ6HbW1tffYGnYiFouxubmJ1WoV71kkEhFWjlAoRGVlJUNDQxQWFpKZmYnVahUqMNjKY8jPzyc7O5vXX38dnU5HSUmJsDkorSM7d4lDoRAmk4nNzU3W1tZYWVkRZFxPTw+pVIpAYGtWKC0tRaPR0NjYeM/3g1LLq1arKS8vF7ky0WgUi8WCRqMhGo2yubmJw+FgcnKS4uJikQuiLEUUO5FCWt25c4eyN97ggb/8Swy5uXhPnhTBhAWxGA+4XKyOjuLR61Gr1ZSm0+i2j1WXTqNEVZ7Z3OTP02l0Op0IJEylUrvOW6WxY319XeRQxGIxoW7ql2Xe39iIemODWZuND6fTfGqbEMj2+2nbbm1Qzk9A5Duk02nUarUgUD0ej1DurabTPK3XYzQaRZ6GkjGinE8K0ejz+UR9JcBCMslD27/TFQ6jVAkcSqf5KYOBvLw8ZFkmnU6L7IhkMinOh3Q6TUlJCUNDQywvL9Pc3ExBQYEgNJQg5ampKV577bVd59E/FUp7zTspBffwPWNnr278bW/1JmI7/mziTWLhez3OHt4Z9w1l3G6F6Nn++Z8g2jkUouEYW+4n8Svb/1UuaAVshW6+XX3oDw0/FGJBkqSPsdXRquHNF0F+y3/f0yG/H4/rJwHbCbVnebNv9q+Br7Ll4Wlny59TAfwaEAH+3Q/9Qe7hxxp9fX3Isix80u+EgoICJEm6J9hMgeLLv5/ioaCgAJfLhdvtxuVyUVtbK3b03w7KYAAIOfZOmM1mMcjt37+fs2fPYjAYxIK+pqZGLCQ9Ho8Y8lOplNgJXl9fZ/p//k9yAwGin/0suV6vOL51ZQWXz8cbb7zBysoKx48fJxqN0t3dTTKZFEqJcDiMyWQiLy+Pl156CZVKRWlpKZcuXaKvr4+6ujqCwSA1NTUYjUZRCWaxWER3/d27d5mammJzcxOXywXAiRMnWFpawmg0CiVPcXEx586dIxwO86EPfYjs7GwMBgMej4dIJMKJEyfQ6/UUFhbS0tKC2+0mHA6jVqsZGBhgYGCAzMxMHA4HpaWltLe3k06nmZmZIZVKMT8/z+XLl4nr9fy8Wg2SxHx7OzMzM0LOXFRURDQaZWpqSlThWSwWGmZnqV1bA+D9/f380XYQXjgcFpaE119/nZWVFaamppAkieLiYiRJ4vXXX6e/vx+TyURxcTEHDx5kcHCQ/v5+fD4fwWCQ3NxcQTKFQiFOnTpFT0+P8A4vLi4KdcDs7CxZWVkcPnyYcDgschXUajUvvfQSv/T7v49lYwNLXx/ZH/sYJT/1U1y+fBmz2cy+fftIJpNsbm6SlZXF2NgY4XCY+vp6MjMz2djYoLy8nMLCQiYmJrh48SLpdBqDwYBaraalpYVQKMSdO3eQZRm/309GRgbl5eXEYjGOHTtGSUkJZWVl3Lx5k42NDfr6+jh8+DA6nY6srCzC4TCRSITCwkI+97nPMTc3x6lTp3A4HJSUlKDRaESY5+rqKi+99BKlpaX85m/+JpFIRHxepqamCAaDmM1m/H6/CAK0WCxkZmYK4kWtVtPX1ydqG00mE1euXGF+fp7p6WlKS0tFYJ7VaiWVSvHyyy9jt9s5fPgwsFVzODs7i1qtFuGjAPPvex9jWVnUtLVRVlfH/lCIz33uc4yNjZGZmclDDz30ZvBrTw/p//JfkFpbSfzO79Db2yuUAUVFRRw8eFBcR4aHh5mfnxfBgyaTCZ1Oh9vtJicnh8cee4xXX32Vf/zHf6SyspLHHnuMxsZGcnNz0el0pFIp3G43siyTmZnJrVu3CIfDfPCDW2uzVColJPJlZWXAVnbLq6++SnFxMR/96EfJzc1FkiS6urpwOBz09PSQk5NDZmYm8Xicnp4eNBoNOTk5BINB6uvrBWGl7JhvbGzg8XjIzc0VO/yKYmRhYUHs9gMMDg4SCoVobW1leXmZoqIi0QQTj8fp7+8nGo3S1NS06/oXDocF6VJaWkpHRwelpaWsra1hMBgoKCigt7dX3OfGxgYf/OAHOXbsmLgeut1uZmZmqKurw2Qy4XQ6xfeBXq9nYWGBmZkZtFotDzzwAB0dHYJ0UfIMHA4HlZWV/NzP/RxWq5VkMsny8jL79u3jtdde42t/+7f87be+hVqWOTM1xWcqKqg8fZr5kRH+z+AgOckkG1ev8gs6HWtrayzZbJwDKjwevqBS8TvpNAZZ5h/icaTtAMSd+QNKta8SeBsOh1lfX2dpaUkQabBFJKpUKq5OTW0176TTdPvezE9b285SAAQ5qtFoyM7OFsHBSkXl+vo6Ho8Hs9mMSqUSNrBUKiWsR5IkCRJCyRtaWFggEAjsyi9SWix0Oh3adBq2bRXJVAqfz0d5eTmZmZmsrKwQCAQoKSkRZFkymaSqqkq0RSwsLIjP1sjICMvLy+j1evLz84XapaioSCguFChWpaqqqrdtHdkJSZJoamr6rrfbw/eEnW0M72a3eqeMKfwDOM4e7sXvAOvv9sayLI8Co2xFqiBJUjFvkgzHgbq3+dW3ztk/VPzAiQVJkg4Af7N9X/L2j+IZSbI1AId+0I/jJxj/nTdJhV9/S9/sLUmSngNuANXAb0mS9CVZlvt/2A9yDz++KCsr2+WT3glFpq900mdkZAgFwP2gBPpVVVXdQy4oEu/NzU1xjPvVT74dBgYGSCQStLe3i8WyUgfocrlwuVwiUT6RSHDz5k1sNpuQ9Sq1XsowbLfbqa2tJfjcc3R+4QtbzzccZvPf/ltyvF5cksTqE0+QYTbjcrmYmZmht7eX9vZ2qqurOXLkCDk5OdTW1jI2Nsbg4CAZGRl0dXWh1+spKCigpaWFdDrN4cOHuX79OhMTEzgcDgoKCoT89OLFizQ2NtLa2orL5aKrqwtJkpiZmWFmZgZZlikoKBAS66WlJQYHBykpKaG8vJzZ2VmRxVBYWMgHn3mG9PQ0+V1dJLfl6jabjZKSElwuF5Ik4Xa7SSaT1NXVEYlExBCbkZFBOp3eqvI8cICl3/s9bBkZbF64QOw732FxcZHW1lYikQh/8zd/I4ImE4kEtbW1FD7+OOmXX0Yly0Tq6ykvL6ekpASj0SjUF+9///u5du0ad+7cERJkjUZDKBSioKCA6upqISM3Go1MT0+TSCSYnJxkZWWF0tJS9u/fL3IENBoNHo+HWCxGR0cHra2tlJWV4fP5qKiooLy8nNdee014uhUCYNNopBBIq1R4DAbmR0fZv38/m5ubRMfGsEsSbGdkeDwesrKyRO2ospsO8MADD7C2tsbGxgZNTU04nU5RmTo8PMzXv/51cbvOzk4SicSudguPx8PDDz9MdXW1qHJUKj4fffRR8vLyOH78OF6vl8rKSqLRKC6XS/i3r127Rnl5uQhhm5mZEXVz3d3dRCIRHnvsMaanp7l+/TpXrlxBlmWKi4s5deoU//AP/yCq5CRJwul0imHX5XJx/fp18vLyOHToEIuLi+h0OoqLi7lz5w6vv/46zc3NHDp0CEmSRG2dwWAQ1Y9ms3nL393fTyojg7LtobSpqYlgMMjly5fF65NMJjF/7GOoR0fh+edJNzfTt20vKSkpoaWlhZWVFZaWlvB6vRQVFVFVVcWlS5dEa8Xq6qpQqijPS61WY7PZKC4uZnx8XNivFJm4zWajrKyMS5cuEQgEOHDgAFqtFr1eL3JcwuEwy8vLRKNRotEos7OzuFwuYWXYWUtaUFBAdnY2k5OTDA4OivdVkiR+8Rd/UShNqqurRYBlTk4OVVVV6HQ6DAYDbW1twh4iSRKDg4NCBWI2m+nu7mZ4eJja2lry8/PJzMwUn/Hh4WGmp6fFdQ628jGUnXiv18vS0hINDQ3Y7XZkWaaiooJAIEB9fT319fWMj4/f0/ITCAQIhUKi1lAJvfR4PAwNDQnb1dDQkFAldHZ2ipYKp9OJTqdjcHCQpqYm1Go158+f586dO6LVxZKVRcBkwh4KEdZouNjfz1AiQXYsRs720J8dj5NvMnF3227wSZ2O+Pbzv5xKoR4f5+FYjCfUam7n5Ylq3Z2KhVQqJcIkle+GZDIpvg9PW6382sAAi6kUn87OZjUc5mw0ytNAi1bL32q1aLaVCcoxVSoVgUBAKEBgi9BRSAYlh0IhEpRKWOUYCoGg0WiEmkZRjyhIp9PCDtNrsfArfj/tySR/plaTTCaZnZ1lY2ODVCrFysqKUOg5HA5BXL7yyiuCMNDr9QwNDYmg0ry8PPLz8zl48KCwPb51beDz+USQ6rshFn6CEAdqf9QP4m3wXi0JO5PRA2/z5+/lOHt4C2RZ/m/f4+8vAF/a/kGSpBy2SAaFaGgFfuRy7x+GYuFPeJNUkNhiw/4X8BVgUAkM2cN7x7ZM5pnt/73+FlIBAFmWNyVJ+jXgHKAC/j3w0R/eo9zDjzt2tiLsRCwWo7e3F6PRSFdX17s6VmNjo9iluR8kSbqvPzOdTjMwMIDJZBL5DG9Fd3c3iUSC1tbWXVaZhoYG3G43U1NTPPDAA6i3F1gjIyPk5eUJYsFqtWI0GsWuUCKRoK+vj5zhYRSneGhsjGGDgX0XL9J/7Rqri4t0bocVjo6OotfrhXfVZrMJGXVWVpboIi8vLxfe8w984AMcOnSI4uJiGhoauHz5Mnfu3BE99S+//DKbm5siAE6j0TAxMcHJkycJh8MYDAYhJx4ZGSGVSnH06FGhOJiZmaG2tpZQKEQwGMRiNpN67DGKhoYINDQw9L//N729vciyTDKZpKGhgUOHDvHSSy8hSRK9vb1MTEzQ39+P1Wqlra0NWZZxOp088cQTvHD+PJIk8ZGPfARJkkgmk7S0tPAP//APDAwMAPD4448zNTVFf38/OadOce1TnyI+M4P7wAHy8vIIhUK43W5CoRCLi4tiYCorK6O8vJzFxUWGhoaw2WxUVlZiMpmYmpoSFodkMklBQYHodVer1czNzQkbx/HjxyksLMTj8WCxWOjp6eH27duYTKZdtXsA4+Pj1NfX84u/+IuM1dVx6TOfYSY7m6K1NYp1Oq5du0beX/819S++iNli4c6f/RneoiLC4TBHjhzh3LlzfO1rX+Pw4cNCvbCyskJeXh7BYJC+vj6am5vJzc3FZrMJ9Uh+fj5PPfUUJpOJlZUVbt++jSzLomqxq6uLrKwsZmZmhCRaIeDMZjNPPfWUON81Gg1WqxWv18u5c+cE4WA0GolEIiwuLjI9Pc3m5uaunU6lcUNJ6leCIWVZZnl5mZdffpkDBw5QW1vL/PxWHldrayszMzM0NDSIoEKF9FJIg7KyMiRJwu/376pPvHz5Mqurqxw9epTi4mJKS0vx+XwsLy+LDBCLxYLH42FycpLV1VXC4TC/oNcLLe5mIiGqREOhEMvLyxQXF6NWq2lrayOdTovBPDc3F5VKxaFDh0Szjcfjoauri8zMTDEwLi8vC/WL8tlVFBc/8zM/w9LSEhkZGaJRRqVSMT8/L6prm5ubeeihhwgGg7uundFolIyMDEpKSkTwYUFBgWg2Gd8OQVWuXUrbhpK2r1wzKisrMRgM3LlzhytXruD1esnLyxM5JkrDwsjICBaLhYmJCV588UVBNB4/fpyDBw/i8/nIyMgQ1omSkhKRKaOEdRoMhl270Tk5OWLQbm9vv+c6XlZWJioqFWuNYlGSZVk0cyitOg6HQzTx6HQ6ysvLmZmZwe/3E41GWVlZEZ/Nmzdvcvr0aZ569lm+aLViePllZioqMGxX7+bn5/P88jLtIyNcLC7m2tSUaNZRLHcFBQUEg0H+TzJJNZCOx9m/sMDaNlmjyP0NBgNGoxGv10soFNoVyKnbror8yPAwNakUNcCnDQY+sz3o38jI4FI8vmWt2LYt/LlGw7OpFH8dj/P/JpMiFFMhB9TblZBKm0VnZye9vb3is6wEbSqf13Q6TSQSEeRhOBwWx1Qer6JC+2ZODl9NJLZUO8Egfr8fk8lEZmYm9fX1BINBbt++TSAQ4MyZM9y9e1dcpxQLRDwe5/jx4+Tm5gqSWbGf3Q8lJSXCmvMvDLIsy7M/6gfxNtgZonj/Rd1uKLdZ3TmHybIckyTJxdaGZfG7OM57DY3cw/cJsiy7gW9t/yBJkgU4AjwE/CI/osyLHyixIElSEVtPUiEVVoBTsiyP/SDv918Qdnpp/uodbvcKMMfWBeCMJElGWZYj73B7QNgs3i327Ck/YdDpdOTl5YnE/Hg8/l1zGHZaJJRdvXg8Tk1Nza5Oe9iSjypJ7Dt3ne8Hn89HUVERRqPxnt0TSZJobGxEkiSxEIrH49TX1xOJRHYtsJUdtba2Nnw+H4FAgPkTJzDcvUtybIz+j3+c1tpaTCYTra2t6HQ6pqen6e3tJTs7m+rqatrb29FqtbsIkoWFBVZXVxkdHSWdTrNv3z4sFgsbGxvCfhEIBNDr9SSTSaLRKLdv36aiokLsVq+vr9PV1cXY2BgqlYoDBw5QVFTE0tKS2G1Vq9UUFxeTnZ1NOBwmGo0SCoX41re+tTXoxWJ8dGiraco6PMzilSuYzWYWFhYYGhoSw/C+ffvw+Xx84xvfQJIkTp8+LZLZ8/LyePzxx8XOo9lsxmazUVhYSDAY5MaNG5SXl9PZ2YnH46G6upra2lpeeOEFotEoh37lV/hf/+t/MXn1qgi+VJonlKaN9fV1MXyrVCpMJhPBYJCxsTFWV1fRaDRkZWWJxgebzUZnZ6d4X27evClsD4p1xOfz7Tr/TCYTExMTbGxscOzYMQ4fPkxvb6/wtFcfOcKNn/5pei5fRr2ywokTJ+ju7qaypwcAfTBIxu3beHNzqaysxOVy8eKLLzI+Pk5PTw+tra1id1ppY6ioqCAUCokd/87OTo4ePYrdbqe3t5fJyUkMBgMOh4O2tjZB7jidTm7cuMHly5f51Kc+xenTpxkZGRENApubmwwODlJTUyN2E8+ePSuqUK1WK4lEApvNJvzdFouF+vp6dDqdIBSmpqaIx+Ps378fp9MJwOnTp7lz5w5ra2sUFBRgtVpZW1vj7NmzPPvss7S3t5OdnU06nSYajXL27FlWV1eZn58nGAwyMzPD/v37mZqaYnZ2ltXVVR599FH0ej02m00EFB4/fpzx8XFefPFFoaior6/H4XCI+jqHw8HkH/4hti9+kYzjxxnKzkbj8/HQQw8xNTWFyWTCaDQK2f/Vq1fZ2NggOzub/fv372pQUMIblSFNCbjMzc2lrq6O0dFRTCYT6XQar9dLY2MjxcXFospVIWump6eZn58nFouRk5OD0+kkmUyKjI319XUmJycFqbKz8cdsNtPQ0EAgEMBqtVJUVERWVharq6t8/etfR6PR8Mwzz+wKwVSGZCUI0ufzUVhYSFNTEzMzM0Jxo7SzLC0tiYwSRQ3Q3t4u2jaGhoYEkakQIQ6Hg5ycHBYWFkilUmRmZhIIBIjH44TDYaH2eSskSRLWtXQ6TSwW49atWxiNRmpqaoQKRJIk5ufnxbXy4sWLouq1qamJWCyGWq1mYWGBjIwM8Rm6ffv2lnqjq4up7Gway8tJ3L1LeyJBxblzfNbr5VfNZnJTKWYWF4nFYsJOEQ6HuXbt2laLwvaArgKskoQsy5SUlLC8vCwsY0o7ivK8dTodGo2GhYUFdDodd1MpDgNpIFRezsHt/I50Oi0qPSVJolyW+fQ2OfLvZZnP6fW4t4lcWZZF1oTy+oVCIVEDq+Qw7Kx2VqvV6PV6NjY2xHeWyWQikUig1+tFAHAqlUKj0QiFhEIeK81IRqOR/Px8Wltb6evrw2w2U1lZSWFhIYWFhYJQunTpEpFIRNQaDw8PEwwGMRqNDA8Pc+DAARGouvM8+BemVPjngMEdf25821sBkiSV8KbS4H7VlIPAKcAqSVLJd6mc3HlyvGPN5R5+sJBlOQi8DLwsSdIo7zwX/sDwg1YsKMXJElvkwq/tkQrfV5zc8efX3+5GsizLkiS9DnySrYtJJ++ua3bme3p0e/hnDcUnqtVqGRgYIBKJcOjQofsmjN8Pk5OT9Pb2ioCxncSC3+/n8uXLuFwu2traaG5uFqnXyg69wWAQC+7+/n6mp6ff1qep+JdDoRBmsxmdTkdLSwtnz57l29/+No8++igmk0n4fCORCLOzs9TX15Ofn8/47/4uFy5cICMjA/32TlxxcTEGg4Hp6Wlu3rxJY2MjTU1N9zyPvr4+IpEIbrebhYUFYrEYy/9/9v47vLHzPtPH74NCEgRAkAQJgBXsvU/vRdKoV0tyl2wlvzhxkk3ibHbjbzbN2XQ7bkmcteO4xJIjWZbV20jT+3CGM8PeCXaQRK9EO78/gPN6JMu2nEiyd83nuuYaFhAAQeDgvJ/3ee5ncZGOjg6RhT927BhDQ0Pi5Nvn89HS0kJLSwvNzc3iJNHpdHLgwAF27twpFslKh3swGKTWYqH0C1/gw+PjPNPezvDwMFeuXGF0dJS1tTV0Oh0Xy8rYsrDAgtlMl0qFedMmRkdHsdlszM/PCz6DwWAgltl5m5ubY2FhAb/fT05ODk888QQ5OTk0NTVx8OBBxsbGeP311wmFQkxNTbGwsMCHP/xhfD4fjz32GJ/4xCd44IEHBLl9dnYWn89HcXEx2dnZLC0tMTc3x/bt23G73Wg0Gmpra+nv78ftdrNt2zZ0Oh0ajYann34at9uNXq/HaDQKe30ikcBsNqPX67nlllt49dVXGR8fZ2pqijNnzrC4uChAgEpd2r59+9BoNKjVagYGBgQoTbHT5+TkUF5ennZbFBVRXFzMzP79WL77XcJGI4+63QRffpnf+73fE4uJZDLJzMwM8/PzdHd3i0WRwim5cuUKBoOBvLw8JEkSror8/Hw8Hg+xWAyfz0dlZSVLS0v09/cLa/v8/DxOp5N4PI5arSYWi/HSSy+JRauyo7m2tobVauXQoUMkk0nKyspoampClmVOnTpFLBYTi1ij0UhhYaFou4jH4wwNDXHs2DF27dolAH2bNm2ioqJCUPclSRILmmPHjolIiEajwWQyCbdDbm4uR44cEVA4peo0Pz9fMA8gzTtR3EJlZWW0t7cTjUYJBoOkUim0Wi2Tk5NcWVvjli98AVNREVknTmAwGKiqqsJms5Gfny+aHkKhEGfPniWZTPKpT33qDa/LwsJCRkZGuHbtGs3NzQImODQ0RDQaFWyB1dVVfD4fVquVuro6/H4/Y2NjmM1m2tvbgXS1orKYb21tFc9d5Ri5trbG1NQUc3Nzb4DQyrLMxMQEExMTzM/Ps2XLFjGYDYfDwg1w5swZampqkCQJu90umCV33HEHWq0Wn88nBjHXDy4tFoto8tiyZQsGg4GlpSXGxsYElBPSTR2BQABZlhkcHBTHn9zcXKamplhfX6e+vp6LFy9iNpsxGAxEo1HW19fx+/10dXUJLkx2djaSJBGPx5EkCYfDgclkoqenh0QiwdWrV2lra6OqqoqqqirC4TAjIyNotVrGx8dZWFjAZrNRWloqXFaVlZVYLBaOHz8uHBqKy+Tll1/m9Esv8ScuFwZZpk2S8EkSVqeT/56Tw1ezsrDb7SwsLBAIBATr5htZWXwoleJJWeakLEM8jsPhENyEVColjrk6nU4McZRhgV6v52+tVoyhEJ5QiH8eHkal0wlwsRKTMRgMhFIploJBSoBZSSKanc2eYJB/SyRYAR4C5rRa1tfXycnJETWmCmdBp9NhMBgEpFGSJIqLiwkGg2LgoMTVlOiOMoCXZRm9Xi+iFcpAIRwO4/f7cbvddHR0MDExgdVqxWQykZuby/bt29Hr9UxOTgrgsQJirqiowO/3i7icEoP8WaUMJzZA3O+ZeknHyvXAAUmSpJ8Aa7/huo+Pv8X3j5MeLJD5/5tvdSVSOgN0IPNpCLj0M97nDb17uvrzuuF3e7BwfY+SH3j6Xb69XzYpU8ngT5koAgxd93ELb2+wsKFfYilW4vX1dcozdvCfpYO6tLRUnCQVFxe/4XuKdVnZxVMWMRqNhm984xvMzMxw++23s3fvXiBdW+n1elGr1YyPj5NMJmlsbBQnVKlUisuXL6NSqdi9ezeyLDM5Ocni4qKooezu7mb79nQpzeLiohhkzGd2vhoaGsTuXTQa5amnnmJsbEw0Ltxxxx0cOnSIgYEBIpEImzdvJpVKkUqlsNvtPPzwwzgcDo4ePcrU1BT79u3D5XKJEzuj0cj27ds5efIk5eXl5Obm4nQ6qaioEH3iil1YWRQoltfR0VGcTiedly9junyZ7YBaq+UvHQ4ikQg33XQTs7OzXLhwgc90dfEHu3ez9/HH4dOfZnbPHtSZ4cULL7yA1+slPz+f0tJS6uvrMRgM4gTXaDRitVoZGRlBr9ezfft2VCoVk5OTaLVasVANBoNcunQJs9ks2j6UxYZSZ6i4KdbW1gDETu3Zs2dRqVQ88MADbN++nW3btok6s6GhIXbs2EFeXh4HDhwQdZRKTr2kpAS73U5+fj7PPfccHo8HtVrNvVeu0BUIsNDbS8mdd7KyssKlS5c4ePAgqVSKvr4+CgsL2b17t7DQz8zMMDMzQ319PR0dHYJq33r33UgPPUQqJ4fSa9dEw4JKpaK0tDS9mAiFyMnJoaOjI92gsbgoBhp2u53R0VGRx/d6vWI33mq1iiHO6OgoBoOBlZUVzpw5g81mEzvcp0+fxmg0it9fWWyVlZXh8XjE9UPazaC0rXR0dIghV2NjIx0dHfh8PsEFWFhYQJZlHA4HsViMuro6VlZWGBkZQaVScfHiRc6cOcOBAwfIysripZdeoqCggJaWFl5//XX8fj+bNm2irq5O7O5XVVUxPz/PzMwM7e3tdHd3EwgESCQSDAwMsLCwQGlpqXA+Kc8zl8vF+fPnKSgooKenB6PRyJEjR0gmk5jNZiRJEsMHjUaD3+8H0kPGwsJC2tvbyc3NZX5+njNnzohK0i1bthAIBHA4HCSTSdRqNcFgEEjvtI6NjbF582ZRuadWq8XC/HoWiKL1TI1gTk7OG6j2SnPJysoKZrOZwcFBpqenGRoaorKykuzsbBYXFxkaGmJ5eVlUrxoMBux2O83NzaIW8PqYRCAQoLy8nLKyMtbX19+wOOvs7BTDAEg37VitVk6cSLdJ5+XlUVhYiN3+Q3dyYWGhiA2trq7i9XqJx+PYbDZqa2u5evUqhw8fxul00tTUxI4dO8TQpq+vTwwI+vv7qayspKamRrhNlAHPrl27GBoaYmVlhfX1dXEcmJmZwePxCA6F4v4KhULs378fg8EgwKY7d+7E6/UiSRK9vb2Mjo4SDAYp1OvJyRxDcmQZfWat9Egsxr8XFIihsjKgulGn439lIIv7AJVGg0qlYn19HZVKhU6nI5lM4vf7xfFbo9EImKbCOrjf6+Wj4TSLTu33822VCmtWFn2Z56PCTcgxGlGHw5BKYZZltH4/f5dKUQ6UAw+EQnwuJ4d6o5E9ksSr0SjRDPtGGeDk5uYKxoPCuFE4C/F4XEQ1FBeEIqWRQomvKKBHhR+0adMmXn75ZV5//XUsFgvV1dWcOXOGhYUF9uzZw6ZNm0QjlBJBtFqtWK1WZmZmSCQSP/Le/WYlk0m8Xi+FhYWCNeHz+ejr68NisfyI22FD745kWY5IkvQC8CDpNrhDpHev30q/dt3H33uL7z8J/Pl1l/3mj7meQ5nbAnj+7TihN/Seyf3TL/Lu6N0eLCijThmYytRpbOgdkCRJ2YDS//N2ck3XX+bNtZQb+gXS7Owsbreb1tbWn2s9U1ZWFlu3bkWj0fyn7kdhYeGP9NzHYjEGBwfxer00NDQIOzbA9u3bSSaTDA8Pi457RbIsU19fL3aXlRNDgK1bt4rOb+UEPBAIcOrUKdRqNbfccouwBSsqLS3FZrMJkrfBYGDHjh2Mjo4KuJlyQmwwGESP+8LCgsjpKidke/bsIRAIcPr0aXJycnjf+96HXq8nFotx+PBhamtrsVgstLa2ipN8q9VKeXk5brdb2N3lDGW8sLCQM2fOYLFYqKurY+/evdTW1vLiiy+SOzz8w8c3P5+C3FwsFgsf/OAHeeyxx3C73ezZs4fG73xHXK55bAzr/v0UFRWxvr4uLL+QHvDMzs4KN4DX6+XgwYO0trbi9/u58cYbkWWZsbExsrKy8Hg8dHV10dPTw9TUFGazmfz8fFQqFc8++yw1NTV85CMfob+/n97eXrRaLVqtFovFwsGDB1lYWKChoYH5+Xlee+01CgoKuPXWWzl9+jSXLl3CZrOxY8cO1vr7Cfz+79P4/veze/dutm7dyuHDhxkeHqa4uJjFxUWampoIhUIYrl3j15aXAUg8/jhfbGrihRdeYHJykuXlZf74j/9Y7PgquflkMklnZ6dwH3R1dXH06FFRwRnOzqa7q4uymhoGBgaEY6epKQ1h3rJlC/F4nFdeeQW1Ws3mzZtZX19nbW2NqqoqsTPe3t7OyZMnWVxcZH5+Ho/HQ1ZWFq2trdjtds6ePcvS0hLhcFhUzKnVavx+PzabjezsbMrLyyktLUWn09HX18fQ0BAVFRV0dHRw6tQpsrOzaWxsFNDHsrIyKisrCQQCTE9P43K5yM3NxWQy4fV6iUQiVFRUsGvXLrxeL/39/QQCAYLBoHg9GI1G8TwvKiqipaVF7PJDuqZPp9MJir7NZiMejzM7O0t2djayLDM7OyvqGdfX17HZbAQCAXQ6HV1dXTgcDjQaDWVlZcLdsXnzZiA9AFAs+ZFIhFdeeYXR0VHa29sxmUyioeH+++/nypUrSJLE4uIic3Nz6PV6nE4nKysr2O12fvCDH5Cfny/aBxSAoMIsOXDggKjSU4Ch586dE66L6upqAXdUpDxuiUSC3Nxc4URxOp1cu3aN7Oxsamtr6e7upqurC6fTKXgZClNgdXWV1157TUQUfD4fnZ2dXLp0CZfLxcLCAqurq6ytrVFQUEA8HicYDArAqlKxqnA+lMrE8vJyZmdnaWhooKGhgYGBAYLBIFu3bqWtrY28vDxWV1dFm0xWVhb19fWMjo7S2tqKXq8Xu+BKxMZgMJCTkyOOVQozQqkVDYfDNDY2imHx5cuXCQaDouLWbrejVqtpamriq1/9KvPz8ywsLLB9+3YWFxeZnZ1lfn5ewCr/6Z/+iaWlJbZv307nhz7E3/3jP7J/aYkxm433jY5iTCZ5CsRQVOEXxONxVJkhEoAJ0Gq15OTkiNd9PB4nFouJeIJaraa2tlYMrRX3gjH1w9PVzcBvrK6iAj6r1fK3mb9jKBQimEhQkLmsHihRq2m97mfn4nFSiQSvq1SUJZM4VCq2rK8TTKUIBoMkEgkB7FTumwIcJXP/k8mkcDMowNrrY4PJZBKVSiWeI01NTfT09IghvCzLzM/PC8aPx+OhtLSUQ4cOcc899wiXn/I+pDhtpqenWVxc/JFWiOs1OzuLw+Ggvr5evJ/n5ORgMpneVoX1ht5R/Q3piLQEfFmSpO2yLL9hgZlhrm3PfPqDTPPAGyTL8pAkSU8D9wA7JEn6LVmW//FN11MIKFy3VOa2N/SLo3V+ThH1d3uw8LZrNTb0M+t6KMfbIbH+rKTXDf2c5PV68Xq9Iobw89TbtUEGAgFxAne9lKqx609IFxYWcLvdlJaW/sj1qNVqPvShNFv0+r7xmZkZrl69SmtrqxgkDA0NvQF2pZy8Kve7rq4Os9n8Y0+KFFZDQUEBfr+fkZERfD4fsVgMs9nM3r17qaio4OzZs6yuropFmjIgSCQSHD9+nIqKClKpFB6Ph7y8PLq6ukT9oyRJOJ1OYrEYVquVl156id7eXurq6pBlGZPJhNvt5vLly/T29ophh7IDvLi4KJgQDz74ICPV1Uz9n/+D2+vldGcnN9rtdHV1sb6+ztzcHPF4PF0zptOJqaPebmfr1q0MDg6Knd5z586xuLiIJEmcOXOGUChEU1OTgIp1dnZSX19PMpnk6tWrPPHEEywtLWE0Gt8A6Ozp6aGtrY3Pfvaz4voCgQAPP/ywsCZbLBaKi4vZvn07r732GhqNhry8PMbGxjhz5gx2u52XXnqJK1eusGvXLj72sY9R+Zd/ScnMDPzgB1z99KfR7tuHyWRicnKS8fFxioqK0Ol09Pf3o5ufJyFJaGSZUF6ecK7k5eURCASIRCK0t7czNjYmWA8Oh0PAAicnJwWMs7i4mL6+PqxWK2azmUcffZTp6WnBiVD4DiMjI2zdulW4MaxWKw6Hg/n5eTEMGh4eFsMTu92Ox+MRcMbR0VHBQiguLqasrIyCggL6+vp49NFHWVlZYWFhgfvuu48tW7aQSCTIz8/n1VdfFbb6M2fOcOXKFdra2igtLWVwcJCnn34as9nMgQMHKCoqIi8vj4KCAvR6PW63m9XVVUpLS+nu7qasrIypqSmuXr1Kc3MzXV1dFBQUUF1dLXZ1JUkSr5OGhgaqq6s5ffo06+vr7Nq1i0AgwKVLlzCZTHR2dnLs2DEOHz4s3C1btmxhfX2d8fFxUVfa0tKCy+WioqKChoYGCgoKWF1dZWVlhba2NlKpFOFwmO985zssLCzQ3NxMf38/Pp9PuA2UHfCZmRnRxDIxMUFRURE33ngjQ0NDDA0N4Xa7SaVSNDc3k5eXJxges7Oz2Gw26uvr3zAwADh16hRnzpwB0k6pu+++m9XVVZaWlti2bVu6ucBgwGq1UlRURFFREUNDQ1RXVwOIuBUgcuharZYrV67Q29uL0Whk8+bNlJWVUVJSIioIIX3st9lshMNhEQHKz89HrVYLd4QSUVpfX2d1dZXe3l4OHjyITqdjbm4OtVrNyZMnicfjFBcXs7CwIKCMynH4+oGuskPd2PhG2H1PTw82m43y8nJUKpVwe0F6Ias4YRTg6uLiIr29vbS2tpKfn08oFEKtVgtWg9LK0NzcjNVqpbCwEJfLJVgY586dQ61W84lPfII777xTDJomJia4uG0bJzOtLp91u5HcbnJNJr7nchE5fJiPZfgCarWaYzodfxoK0Q38Q04OyWSScDgswLvX8wwg/R6lHPdTqRQqlQq1Ws0XYjEaJQmzRkOeLKOQfT4Wj/P/+XzieqKyzCdzcvhYNMqzwLBKhVeSKJZlYsARrZZyjYaySHoz155KoYtGWcoAGRU3RTweF66neDxOaWkpbrdbMCCUqENhYSHl0SjdsRgvyjLO6wYPyn0PhUJcu3aNhYUFMeB3uVxMTU1RXl5OVlYW27ZtY319XcTO1tfXBaNhYWGBqqoqysvL8Xg8ojHmrWQ2mwkGg28YImRnZ9Pd3f2Wl9/QW0uSpDp+GB9XdL3r+35Jktau+zwoy/KT119YluU+SZI+D3yKdBPcRUmS/ga4QnrO9kHgkczF14Df/wl36VOZ+1NEekjRDXwX8AFdpEHwCojl87IsX/npv+WG3ivJsrwgSdJdP4/bfrcHC1cy/0ukXWEbeud0/Yov9jYufz0VL/cdvi8begfV0tJCLBYTJ4G/6FK62nNycti2bZv4ut/v5/Lly2J32GAw4Ha7aWlpwWw2v4EoPTY2RiwWo7Ky8i2hUB0dHRgMBrGbBrBp0yYgfWL4zW9+k6mpKe644w62b9+OVqvllltu+bEnQ2+Wx+PB5/PR1tbGlStXgHT9HSB2BI1GI6lUisLCQtRqNdeuXePcuXP4/X42b96M2Wxm586dXLlyRWTGCwoKcLvdhEIhRkdHycrKYvfu3dTV1dHZ2Uk8HmdkZITjx48zODhIaWkpBQUFhMNhZmdnOXXqlDi593q9ONxuLh04QG5uLu2Zmsfe3l7MZjNOpxOv15vOQ3/iEwSvXUMKhZh/5BG2bt3KxYsXsVgs1NfXs7y8zPr6uljkKxWBw8PDTExMMDMzQ1FREe3t7cTjcfR6PR0dHQJO19fXJxwlk5OT1NXVcebMGTQaDc888wy//uu/zq233src3Bx2u53t27djMplYW1sjEokwPT1Ne3s7DoeDmZkZUUm3vLxMJBLBet3Jf++rr5JQqcRjrCwMT548ycjICC0tLVxrb6fju99F4/dz0GKh43d/lyeffJKLFy/yr//6r5SXp99+SktLyc7OpqGhgd7eXs6dO0dVVRVzc3MsLS1RXFzMsWPHRFViIBBIn8iXlxONRlGpVNTV1Yld8m3btnHu3DlGRkYIhUJMT09z5swZHnnkEVQqFS6Xi9tuu42WlhYRI3jsscd44YUXKCoqYt++faLdQ8lZK/GdYDDIwsICBoOB9vZ20dSgtI5UV1cTDAbp6elhfX2d2tpatm/fLpo02tvb32CJ7+3tFXGmq1evcv78eUKhkMibK0yGwcFBysvL038Hq5XV1VWkDADP4XBgMBiEPdpoNNLW1oZer0en07F7925ef/11cnJy2LFjB6WlpcRiMYxGI6+++qrI8D/++OPs2rWLm266SUAt19bWGB8fR61W87u/+7vk5+cLqKBGo2Hz5s2UlpZSU1MjXBEWi4VUKsXw8DCjo6M0NTURCAQ4e/Ys2dnZVFRUUFhYKIZ9kiQxNzfH0aNHqays5I477viRY0E0GkWtVmM0GsWQsaSkhNXVVTweD0VFRWg0Gpqbm8XPKMO20dFR9Ho9oVCI8fFxurq6xI7zxMQEV69eZfPmzdTW1hKJRNi7dy+7du0SvILy8nKSyaRYsCtODkgvzE+ePCns8gpvQomDGQwG0d6Tl5eH2WwWr7fi4mICgcCPrQpWdumVwbBSA+p0OkVDhEqlwufzYTAYKCoqoqmpieHhYdbW1tBqtayurgrOSSwWY3p6Go/Hw+7duzGbzVy+fJn19XVMJpNo7RgaGuLIkSOYTCaam5spLCzk6tWr+Hw+ioqKxDHwzJkz+P1+DAYDEa2W9fx8vhKPsyXjTvifWi2/n+GBeL1e/kqtpqioKM0JyrhsFP5FKJRuN1d4BQqUVOGaqFQq4dT4tUw07sG1NbZnnCbX4A3DCVmWeTInh++QHrho1WruycvjjkCAI2o1UkUFKbWarywscE80ytPAq+vr1ABPAB/PxDCSySRarVYMGpQ6T8VZoTCPcuNxXvJ6Mcsys0AzQIZdojjE5ubmcLlc+Hw+8VxQIhTLy8vo9XrKy8sJBoM4nU5RE202m9m8eTONjY0CZOnxeHA6nYK38OZWp7y8PMEj2dB/SbuBb/yE7//9mz53kI4svFl/AOQAnyS98H8rgN8ccJ8syz+WoybL8rQkSbcCT5Fuh3iEHw4lrtc/Z25zQ79gkmX5+Z/H7b6rgwVZlnslSVLaCIokSeqQZfnau3mbv0S6Psv0doLv1xP3wu/wfdnQOyjF6vhf0crKClNTUzQ3N//Yk8k3S7F2vt3LK9JqtVit1h9xNzgcDtxut6h5dLlcOJ1OysvLxW0kk0nOnz/PCy+8QCKR4K677hInR9fveJhMJrq7u4VV9M2sB4Wkfv0w5q2GCsrJ6ZubJdra2ojFYrjdbuLx+BuGHmazmeDhwyRfe438X/s11NXVRCIRXC6X2P0dHx9P58qHh6lZW2OupIRjx44RjUYFayGZTLJt2zY6OzvFdQcCAa5evYrRaKSkpIS1tTXOnDlDW1sbu3btYmBgQNTPnTlzhiNHjgjKf2NjI2q1msnJSaanpzGZTCK7D5D7R39EcXGxqK6MRCKsrKzgcDiEhXn37t1YLBZycnJob2/nscceE5b95eVlsrOzaWtro7GxEb1ej81m49q1a9TU1BCJRHjhhRcwGo2igk8BQA4PD3Pt2jXm5+cJBoO4XC4SiQSVlZXYbDaRQ5+bm6Ovr497772XyclJxsbGePXVV3nk619n6vd+j8uyjGfnTmx6PUtLS8IFEgqFkCSJqqoq6uvryXrhBTSxGJpYjBsdDjxarajBW1xcxOv1otFo8Hq94vfr6+tjYGCA2dlZdu7cKZouVlZWuHjxIv39/XziE5/AaDRy/Phxent78fv9fPzjH6ekpEQMwKampohEInR3d+Pz+QS88+LFi1y+fFnwMgKBAKorVzjw9a9TYjJxpq4Oj8dDe3s7Go2Gy5cvY7VaudNkou2znyVkMPDdVIp4hmOhVqtFJKGoqEi4XlQqFQ6HA4vFwv333y+cNb7vfIe1I0fIfv/7UX/0oywuLtLS0kJeXh5Xr15FrVaTl5fHXXfdJcB7SqVnPB4XToOpqSkaGhqora0lHo8zMDBAIpHg9ttvZ319HavVKmIGCwsLoq5Sod9XVFTQ2dkpBmZut5uhoSE8Hg9utxu/34/RaCQ7O5uVlRWSySSvvfYaNpuNQ4cOMTs7S2NjI9u2bUOWZUKhkGgFUZxF4+Pj3HzzzdTX1+PxePD7/aI9oqmpiezsbFKpFI2NjRQVFXH48GHRlKIAGVdXVykoKGDfvn1YLBYcDgfxeJzjx4+zZcsW7Hb7G+r34vE4CwsLRCIR4vE4ZWVlrKysEA6HOX/+PAsLC2RnZ9PR0UEoFCIej5Obm0tLSwtWqxW32y0AeUajUTgGQqEQMzMz6HS6NxyLNRoNZ8+eFe0jtbW1Ymh77do15ubmBJPGYDAwPz/P8vIy8/PzJBIJysvL2bp161sOrBXruzJMnJ2dJSsri8LCwnTF4rlzIsJRXFxMa2srBoMBWZZFFr+pqQmj0YjH4+G5555DkiRuvPFGDAYDExMTjI+PU11dTUdHB4FAgOeee46KigruzDBRtm3bRm5uLv39/eLxUhwzm7RaSsNhXtdqCWSiA968PPB4AJjNyhKgV4WlkAiF2BUOMwBMq1TU1tbicDjQarUkEgkxjHG73WLxrkipiMzLy0Or1fJvOTmMRqNUyjLfABFbUBxzOp2OoqIiIP3eO5mTw19lHD/mzJD5DySJP9Dp+E4ohOIN+TDwhdxc+kIhPiDLfDSZ5Bmtlicyw6lU6kfTw1q/H3NmSFAO1NpshLOyBBBSaSNSflZxYWg0Gnw+Hzt37qSyspLa2lpUKhVms1kMUX0ZNoXCYLHb7UxMTDA4OEgsFqOgoOAt66LfLSUSCcbHx0WLyYZ+ujKR89+UJOlx0nyE3aSdDyFggnQ14T/Lsux/G9fVK0lSG/AbpKvt60gnfpZJc9q+JsvyW8EfN/RLrHfbsQDw18C/ZD7+n6SPpRv6r+tnjTZcX0j8dqITANVv/+4wytsbcPzSS9mxraioeNd6oCORiABDvV2Nj4/jdDrp6Oj4ETbCT5IkSSJ7fr1qamooKCigrKwMSZIEhOytwGh2u52KigpqampEZZ3ZbH5DTzykd12TySQlJSWkUinq6+uRJImHHnroDbbtt9Lq6irnz5/H7/dz4MAB0TUP6ZP20dFRjh8/TktLCxaLRTRMLPf2UvbRj6JJJEi8+CIsLDAzM0NWVhZ33303fr+fiYkJKiYnKfjQhyhMJFB/8pNoqqrEyenQ0BCnT58WsMbR0VEqKytF9lqJhShW123btok2g5aWFiKRCC+99BLnzp1Dr9dTVFSE3W4XdaADAwPCRp1IJPD7/VgsFm677Tbm5+f5wQ9+ICzH/f39NBQVYW5uxuFw0N7engbKaTR87NZbUalUrKysiJ36wcFBHA4H+fn5IvJSWlqK3+8XJ5w9PT089NBD/PVf/zVzc3OcO3dOgPmUOjqbzcbAwICwkufk5BAIBAgEAoRCIbZu3crq6ipTU1Pc/cwzqKxWmpqaeOCee4Q7YmZmRnAwgsEgc3NzhMNhGvR62oCUJBHYvBm9Xk88HsftdgsGgrJ7f+HCBVF7pwwrvF4v9fX1rK+vi/y/2+3mu9/9Lps3bxYxD1mWmZqaQq/Xc/78eVwulxha9PT0sHfvXo4cOYLL5cLhcLC2tsbq6ioDAwOEw2Hu/eM/Jn9tjd1Azb33MlVezp49e5idnSUajabdKX/7t2QvLpIN3Of10rt1K1NTUxQUFKDVapmZmcFms4noxvT0NEtLSzidTvG86qitpe13fgd1PI58/DijtbUCqPfaa69hNpsFlC8ej2O32/nKV76CSqWiurqaxcVFLBYLFouFyspKjEYjXq+XnTt38uijj+J0Ojl16hTLy8tUVVWh1+vp7+8Xgwa1Wi2aRW644Qby8/N5+umnyc3N5YYbbuADH/iAcA4owwFJkrj99ttZWVnhq19Nb7Ilk0nsdrv4283MzHD8+HHm5uYIBoPk5eXR3NyM0+nE5XIhyzJNTU18+MMfxu/3U1xcjM/n49y5c6yurvLQQw9RUFDAzTffjMPh4MKFC/j9foLBIFeuXKGpqYmWlhZUKhVVVVUkk0nW1tY4efIkd955J2q1GpfLRU5ODi6XK23Tv3hRgDCV9gTFdaAc65Thlslkwmg0iprAq1evChDtysoKkiTR2NiI1+vF6XRSV1f3wzjca6+xfWICX6Zd5OWXX2Z9fV0cx64fQiwtLXHmzBnKy8tF5aiS5Yf0+8PS0hIVFRVotVrm5+c5e/Ys6+vrnDt3jo985CMYjUbKyspwOp309/fT2NgoqlIh3ZahAEcbGxtFpGJwcFDk/ZPJJFlZWUiSJJpAVCqVcJNYLBb27NlDX1+fgJJ6MsOCF198Mc1NGB/nB2Nj6GSZa6EQd5rN/InLRa1Gw18WFDAei/F8Tg6+TCwpOzub9fV1vhYIcA/p1dRBSeLSuXOk1GoKCgrE4xEKhcTA5HopjoRwOCyghC+pVAIGqs84HZTPFbBwVVUVbrdbNHssLS3hdrvfwC/wSBJkBgNrwEQkgiU7m2+Ew2iBm9bXmWls5NzcnIiTKEBJWZYZSyT4jCRxvyTx71lZTLndVFZWYjAYkCQJn88nYonJZJLi4mIOHTqEWq0Wn2/ZsgVJkpiZmaGgoICuri4mJydFfW9xcTHRaJRYLMbExIRwhnV1db3le+vy8jI5OTnvOFMhEAgIt8T/64MFWZa/yY+HJP5nru8EcOIduB4/8LeZfxva0E/Vuz5YkGX5q5Ik3UeaHvoBSZKOybL8tXf7dv9flyzL65IkrQAW0jaln6brgY1vB/aILMszb/f+SJL042ptNvQmud1uUfH0bg0WlEXnm5kHP0lms5lYLCaiBv9VXR9bgDTTQMlGK8rNzWXz5s3s2rVL1FhaLBZOnjyJw+H4kcGCyWQikUgwMjJCMpmkpqYGtVr9tiqt9Ho9ubm5AvIVjUZZXV0lkUjw6quvcunSJcrLy7HZbAwODqLT6dI7fJOTaDInnyqXCzmRYG1tDbVaTX5+PoODgywtLbFnfh4pc7msM2doue02ATwMBoOo1Wq0Wi1PP/20sA4PDw9jsVhEtaKyUKuuriaRSAga/ezsLMXFxaIy02KxkEwmqaysFMOC3Nxc9u/fT21tLV6vF5fLxYkTJwRxvLq6mrW1NW6ZnuaBp58majDw+fe9j5GREbY7HNR84xtUaTRUPfAAfquV2267jZKSEp555hm0Wi1FRUVotVoBbhscHGR2dha/38/LL78s7LQ+n4/+/n40Gg1NTU3iZLe4uJjXX3+d1dVV9u7dy9jYmKjM02q1TExMYLFYWF5eFrtl73vf+96wK6q0d0xMTOBwOAiFQhQUFPB8aSnyb/82WoOBAx/5CDqdjqysLEpLS5mdnWVkZIT29nZGR0fTwEeDAZPJxH333Sd257xeL6+88gqTk5PpfvrqasLhMPPz8zQ0NOD1egW7IZFIUF1dLZpERkZGePHFFwVcTxmoLS0tkUgkBEFec91u8cjUFIEMJ0Kpg9RoNAzn5GAFZEmi5Lbb2LtzJ4899hipVEos3L1eL6+++ipDQ0OYzWZ0Oh2Dg4PCjTHY28s2tRp1PE5CknBnqt/sdjsrKyvIsozL5UKn0wnQWmVlpYBITkxMkEwmsVqtYtDg8/loaGjg9ttvZ3JyEpfLJQYTer2egoICYrEYmzdvJvf4ce743OdYzMnhlWCQvXfcgVqtJicnB5vNhkaj4dKlSySTSQFdjMViNDQ0sLi4SG5uLuXl5W9wbvn9fkZHR1lYWECv19PZ2YnJZBI7+6dPn2Z6eprOzk5effVVHA4HnZ2dWK1WpqencTgcDA8Pi8exuLgYl8vF4uIi8XhcWOGvdxKUlpaytrZGPB7n0qVLdHR00N/fj8FgoLOzU+Tyx8bGCAaDVFRUoFKpOHjwIGtraxiNRrEj3tTURDQapaioiEQiQUtLi8i1P/PMM2RnZ1NTUyNiAsvLy6Jak2eegXvu4SDQ/uCD+DJDPmUnd3p6mmQyKdpOCgsLaWhoYHV1lfb2dmKxGMFgUDhblpeXhaOirKxMxLimpqYwmUxoNBoBvPV6vZSVlYnjkzJYyMnJwWq1Eg6H37Dj39rayh/90R8xPj4uohxVVVUCgrpz5870czQzlGxsbBSOsa985SvodDoikQgej4dwOEylx4MusxCvSSS4x+/nVzK8ArVazZ/IMqlMvAEQNZJbleM+cD6ZZBrYmUiw4nKhyTRFvFUbnxItUeDASmORLMt4PJ43gIOV64jFYqysrADp4XAgEBDH8MXFRfFas1qt/KnHw5LfT75KxWdkGW88zno8ThAoIG1FjWXez1KpFNnZ2QI+qTAQPm8w8PW8PHw+H3I8Lp5rOTk5uN1u8XeLxWJEIhFKSkp4+OGHmZ2d5erVqzz//PM0NDSI7zkcDhKJBHq9Hq/XS1tbmxhEKkyU6+MU1ysajTIyMkJOTs4bOBzvhAoKCmhra3vL86SFhQVCoZDYXNjQhn4RJUnSvcBHgQ/Ksvz2d/reQ0mStA34tizLjT/1wm9D74VjAeB+4HlgL/AvkiS1Ap95M610Qz+zBkh3zBolSar8KZWT13f+DL67d2tDP0klJSViZ/rd1M8yVADEDuXb1U8COv0sejNTQa1W093d/SPXPTIygizLtLe3i12MN0vZ4ck5fZrUxz5GtLAQ/7e/jScri6KiIg4ePCjAg2NjY+JE6+rVq+Tn51NSUoLL5SI/Px+tVsvpw4fZ9slPApBUqwl/8YsYtVq2bNlCLBbj5Zdf5sqVK2kw2Qc/SOrcOVJLS8zdfz+tra1MT0+j1WpJpVJIksT8/DwWi4WKigrRRz42NsbKygozMzM4HA6qqqpYW1vj2LFjqFQqXnvtNQKBALt27RIn+8lkkqKiItRqNRUVFfzxH/8xHo9H7EROTk4yNTWF1+vlzjvvZMuWLSLDvee115BkGV0gQMvMDD9Ipbj59GmkVApiMepGRnBv2kRJSQlOp5O1tTWi0ShtbW1s27aNl19+mZWVFRoaGkTN5PT0NCdPnhTOhNtvuglrMIihs5O8oiICgYDIhefn56PRaCgtLaW6uhqz2cy3vvUtPB6PANMp2flLly7hdDpRq9VMTU1ht9vJycnh4sWLbN68mdXVVRFvWSouxmg0cvLkSVQqFUtLS+zevZtAIMDw8LBwGCgtBn6/H6/Xy/T0NIlEgt7eXlQqFWVlZeTn53PjjTeytLSESqXC7/cTi8VE04LCp1Ds6FevXmV0dFS8hlKplKgc3LNnDzU1NYyNjTH9D/9AxbPPEmlrI56VRU1pKalUCq/Xi1arJS8vj/Cf/AnPv/ACm2+9Fdutt2ICdu7cyZEjR/B6vRgMBsxmM0ePHmVxcZHNmzeLRU1NTQ0rKyssra3x9QcfpKW/n+XNm8nLyqLvwgXi8Ti33347S0tLYphy/PhxlpaWMJvN9PT04PP5mJ2dxePxiMGRkvlPpVJYLBYSiQQulwuPx8PVq1fFDq3ZbOb8+fO873Ofw+TxkA+ceeEFBqureeihh8jJySEWi+HxeFhbWxOLrW9961vEYjHy8vIwmUwEg0HcbjexWIzl5WURD2poaBAujaKiItHY0NzczIsvvkggEOAHP/gBFy5cIBQKcejQIaqrq6mpqeHVV18llUqRl5dHNBqlqqqK22+/XcQmACorKzl69Chra2uUl5ej0+kEgFKJe5WVlREIBDh27BglJSUCXNnZ2fmWfJiRkRFWV1fZtGkTRUVFXL58Gb/fz/79+zlw4ACTk5NkZ2eTlZUlFq1TU1MsLCzQ09NDa2srjI2J6zOvrVFcV0d1dbUYqPp8PtbW1pienmZwcJDl5WUOHjwoamzr6+tZWVkRmfm2tjays7NFG0Z7ezttbW1A2u0QjUbFYq6+vh6bzYbX6xV1huPj41itVkpLS5mYmKC3t5fcTEMNpAfGnZ2deDweRkZGiEQivP766zQ3N7Nz506Wl5eZmJhgeXkZn8+HWq2mrq6OxsZGiouLicfjhEIhGk6eZH84zEhWFlqViq+azfiua31YlWV0qRQfBIaB06Tfl5LJJH9EGlNvID1cqAZuAv49lSIW+/FYKmXxrPw9IpGIiBMoQ4/r36sUJ0AsFmNpaUnEky5dukQsFhOuQcXFshoM8kepFFq1mkKzGV3m2HIgmeRBtZozBQX0Z9qHlAjD+vo6arVavHdlZ2cTiUQEN8Tr9YrhtQIAVlpDKisr0Wq1+Hw+2tvb+Y//+A8GBgYYHBzEbrej0+nw+Xy4XC70ej3RaJRUprFi8+bN3HnnnWJg/FaugZycHGpra9826Pln1Y9zKiwsLKQHT5WVP/O5zoY29B7qedK8i9clSbpDlmXvz/n+vEGSJN1OGsr5O+/Udb7rgwVJkh7KfPgd0pGwGuC3gV+VJOl14CKwAkTf+hp+vGRZ/vY7dT//L9Vx0oMFMv9/860uJKVXaAcyn4aAS+/6PdvQj5VKpfqZFvD/GQUCAebn56murn5bb7qTk5N4vV46OzvfFt/B7XbT399PXV3dGwjj75Sut/UqAwS32y3soO3t7cKGqiiZTHLp0iU0Gg3b//zPUc3Pkzs/z+I//zOLDz7I5OQke/bswWQyEQgE8Pv9hEIhrFYr999/P5s2beL73/8+R48eZceOHWm4VziMNrMDpE4mcXd1EXe7yc/PF7dvtVrp6OigvqMDxsb4t3/9VyRJ4n6TSZyU5uTkUFVVRUtLC3V1dbS2trK8vCyglUVFRezevZv8/HzKyspYWFjAZDKJdoBUKsXly5fJz89ny5YthMNhdDodV65cERn1sbExpqamiEajzM/Po1KpmJqa4vTp06LGc8uWLYz39FAyN0coK4vh8nLKyso4X19P98wMSbWaH2RlceK73+XZZ5+lo6ODcDiMwWAgmUzS19fH0aNH2b17Nx0dHZw+fZpIJILf7ycrK4uRkRHy9Hq+fOkSJTMzLFVV0f9P/8TS6ipDQ0PCneH3+wXUcWVlBb1ez/z8PCMjI/T394vBQElJCQUFBWRnZ4uIRnZ2Nslkks2bNzM7O8ulS+nDWTwex+/3s7q6it1uF3+f8vJyZmZmWF1dZX19nYKCAmpqasjNzeXTn/60WIAmEgnC4TA9PT0sLy/T19eHXq8XUYn29naqq6uZmJjAZDJhNpsZGBjg0qVLmM1mDh06xCc/+Ul6e3txOBzccMMNYoA0PT2N1WrFo1Lh+vjHkSSJ2kCA5uZmUelmMpmIxWIMj4zg0Ghwud08lBneKdT+ixcvsry8THt7O1lZWfh8PkKhEKFQiMrKSiorK5mdnWXv3r1UVlYyOT1Nfn4+FRUVYjgzNTXFpk2b6O7u5u///u9xuVwiRrS2tkZdXR25ubmsrq7S1NREaWkp09PT2Gw2gsEgFy9epKKigp07dwJpW30kEqG0tJTR0VEWFxcJNzVhmpoiKUlE6+tprK4mPz+f1dVVYZXPy8tj69atDA8PiyhDIpFgy5YtHDp0iIaGBpaWljh69CgOhwOz2cymTZv40pe+RCqVYseOHcJ5MjExAaQjB8vLy6jVagoLC5mYmCCVSonGk6ysLOrq6sQxrquri+XlZU6cOIHH42FmZob+/n70ej1arZa6urofOVZXVlby5JNP8uKLL6LT6Whvb6eqqkrEeFpaWsTQ8OrVq/zHf/wHeXl57Nmzh2g0ypEjR/D7/bS1tVFeXk5tbS21tbUMDAywtrZGXl4e+/fvx+PxkJ2dTTAYRH7/+4l+//tku93k/W3akaxWqwkGg/T19Ynjo9/vF40pGo2G7du3iwjPwsICiUSCqqoq8RpSfraurk6AVicnJ0mlUuzduxe3243D4cDv93P16lUsFgsul4sjR45QUlLCXXfdxcTEBKOjoxQVFf3IY7W0tMTKyoqo7rTZbMRiMdra2vjYxz7GuXPn+PKXv4xareamm24SsZunnnqKkeFh/ujYMbIyC/1b8vOZ1OnQFxXxu0tLmNxuvpRI8F3gTiAJ7AQukN7p/ybpE6K/Aj5N+iRT8YV3ku7b+z7pOMKbpQyDAeFKUdoa3nw5rVYruCTK30WtVotBpCRJlGs0/HUqhcfp5A9lmUTm/UpxDMRiMZZiMb6Y+XrQ5xMtFwpcUhlYxONxIpEI6+vr4n4q91W5zsrKSlQqFZIk0draSjQaxe12o9PpRBtET08PZrOZrKwsmpqa8Pv9AuKpDE8kSRK/z086Z3lznfN7IcXlsjFU2NAvsmRZjkuSdA9wDLgqSdIjsiy//vO9VyBJkpY0quB3gT+SZfkngUN/Jr0XjoVvAtf7p2TSLRG5wB2Zf/9Z/bIPFp4E/jzz8a/x4/NZh4CqzMfPy7Ic+TGX29D/I3I6nTidTvLy8t7Wwl/JuSs7Im9Xb2WNvF6RSITV1VXKysreVlzhrXTx4kVSqZTouH+rSIXydYvFglarRdqyBU6eRFapKLvzTtb0epJLSwQ/9zlM73sfizk5BDM7X/F4nK1bt2Kz2VhaWsLhcGC329m1axfrFgsXP/hBKo4dY6iri7ErV0heukRjYyMHDhygubkZlUolSPIqlYqenh7i8TjHjh0jHo9TUlLCjh07MJvNXLlyhdnZWXJycvD5fFRVVdHR0UEkEkGj0dDR0SHo6kq1YygUQqfTsbKyQlVVFXv37mVgYACn04ndbicejxMIBJicnCQSiXDrrbdSVFREf38/3/zmN1ldXaW4uBitVsvAwAATra0cLSpizufDWFQEkQhHcnJ4fvt2krLMiMOByWTCZrNhMBhobGykpaWFcDjME088weTkJIcOHWJwcJBEIoFWq6W9vZ39+/fz53/+56iWlihZWgKgZGaGLz36KDMZu7jFYqGpqYm5uTmam5tZWFhg69at3HjjjWIXU7EdZ2Vl0dnZSWVlpXA5DA4OcuXKFUwmE9euXWNkZASVSoXH42Fqaoqenh7uuusu/H4/VquVvr4+AWVcW1sTQMrZ2Vnq6up+CIfbtAmDwcCjjz7Ks88+S3FxMYODg3i9XgoLC0Vd3+nTp1ldXWX79u3cfPPNjIyMMDo6Sn5+PgcPHiQUCol6PZfLxcDAAFarlVgshlqt5sYbb6S/v19ATL1eL1euXGFubo6Ojg5hhZ+fnycUCtHY2MjCwgKrq6vcd999QNp6vOhw8NGxMW6dnuZ4VRW5Vit33HGHqAGcn59Hq9WiVqsFQFNZRCgVl4FAgImJCTFYUSCbU1NTrK2tEYvFmJqaoq6ujvr6ekKhEOFwmOXlZebm5ujp6eH2229nZGQEp9NJYWEhkUiE/Px8zN/7HmP/9E+ccDhINTQIi7YyCJAkSTBYlBx1S0uL4A8ojpylzPNo9+7d7Nu3jwsXLuD1erHb7ezdu5fi4mJGR0c5e/asgMtVVFQIkGJxcTE/+MEP0Gq1/Nqv/RrLy8sir56Tk4PFYhH332Aw0NraSnFxMeFwGK/XKxaLSlymrq4On89HdnY2XV1dFBYW0tPTQ21tLV//+tcJhULU1taSlZXFxYsXOXr0qKjz0+l0SJIkqk+ff/55amtrxYCkubmZmZkZzp07JxovBgcHuXjxIuXl5dQ//TSyTgfXDV1TqZSAotbU1OBwOGhsbMTpdOJwOCguLhYtFX19fQSDQRoaGojFYhw7dkwADJUaS6PRSENDg9ih9/l8BAIBUREsyzL19fVioJyTk8PNN99MbW0t3d3dBAIBZmZmxOCutraWoqIiUZl57tw5/u3f/o39+/eLZhrFHaE0IZw4cYKJiQmysrKY1emoC4cJAAuSRH5+Prp4HG0oxIlEAi9Qm3ks1ECTVssVSXqDI+H/A/6VdPd5gHQm9CzpWq1fB96qFDESifyIq0FhKuTk5PBAMsmBeJx/DYe5oNFQVlZGNBoVjg6tVktupqUikUjw98D7M8+lVY2GL+r1qNVqMZS12WysrKyI55wSf8jKykKWZcGNUGCRyvFEOX4pf8doNEo4HCYWi9HU1CSifgaDgeeffx5JksjOzqa6upo9e/YIEPDMzAyQHhDMzMzQ0NDwnkIa/zPKzc39v6Y5a0O/3JJlOSRJ0o2ki2BelSTpq8CfyrK88vO4P5Ik3Qx8FmgEfl+W5S++k9f/XkUhID1MUFYhb16N/Cx+amUw8Uuf6ZdleUiSpKeBe4AdkiT9lizL/3j9ZSRJKgS+nPk0RdoduKH/x1VVVYXRaBR52J+m9vZ2EomE4Bz8NBUWFgrg2k+Sw+FgeXmZrKystxwGvB0ZDAZSqZSAgP04vQEi+dnPwk03IdlsrFdVEenrY/sf/zF5MzOk/v7vWfv61zE1N1NeXs6JEycYGhoiPz9fLJgLCgqIx+NMTk5yoa6OsVSKhoYG6nJzUavV4oTGYrFw7tw5Uc0VDodJpVKYzWZOnjyJWq2mtLRUWEmdTierq6uEw2Hq6+uprKzE6/UiSRJTU1MsLi6yc+dO7HY709PT2O12jEYjs7OzTE1N4fF4CGR2ulUqFSdPnkSj0WC1WllYWBAno2azmeHhYcETUGr4lB1ck8mEPeNGcLlcaQBZPE5eXh41NTXs3buXnp4eAObn53nuuedwOp0sLy/T3NzM4OAga2trhMNhamtr6erq4tZbb+X8+fOcPX2aSyoVmxYWmGluprqggPVUiiWjkeHhYdHLLssyer2eZ599FpfLxdGjR0kmk+Tn57M4M4M200JRW1vL6OgokiSxZcsWAoEA/f39jI2NEY1GqampEf3tNpsNu93OuXPnuHTpEsPDw8zMzLB582bKy8tJpVLMz88zMDDA+fPnyc7Oxuv1curUKXJychgdHaW8vJyioiL27NnD5cuXicViAoZWWVkpFo8lJSWsr69zzz33iMFGKBSiurqa0tJSvvjFL7K6usqePXvETm9JSQm9vb2sra0xMDBAbm4uer2eWCwmctixWIyamhq8Xi/Hjh1jbW0Np9NJaWkpOp2O7373u1jicXa//DIAZWfP8k8HDuB0OtmxY0d68LC4SCwWY3FxkWPHjmGxWMjLy6O6upr77ruPyclJampquPnmmxkbG8PlctHd3U0wGBSW+mAwyOTkJP39/WRnZ4sBXFFRkWh1UBwi8/PzxGIxzp07lwaIAg1/8AcsHjvG2bNneeWVV9i/fz9NTU3U1NRgMpnweDw4HA7KysrYtGkTXV1d6PV6zp49i9Pp5OTJk3i9XhKJBFeuXBHfs9vtPPTQQwJ4WlFRQXd3N21tbaKt44knnmB1dRWbzUY0GiWRSIjXdCwWw+l0CnihSqWitLSU8vJyWlpaCAQCnDp1itLSUmZmZigpKWFmZoa5uTnMZrOoRjx48KCIsyn1snl5eWKRHAgEyMnJobOzk9bWVjweD6Wlpdx9990cPnyY1157jXA4LACLarVaPM6yLDM4OMji4iIVFRWMjIzQ3d2NwWBgcXGRmZkZ2tvbBVS0pKSE/v5+PB4POp1OsDOUIbHBYGD79u309/dz9epVioqKMBqN1NbWEovFxOu4vLw83aiQcYlVV1djsVjo6uri3LlzwjF02223iWNxVVUVVVVVQBoAfOXKlfSuezAo2muGhoaof/11rI8+yuDOnUS2bUOlUmG322lubsbv9wvWwurqKnNzc9x00018ubCQhrExjoRCmAoLSSaT/MXoKPtCIVLAzbm5/F40yl+nUgwDr8fj5EgS24A+QAlNTF33PlHGD7u6637Me4kyVJAkSdRSQhrmWBaN8k1ABdwLmBMJFhYWKCws5DOxGL+dSHA4HucDmaHCTYkE178LpzJMk+zsbBYXFwkGg6ysrODz+YjFYqLhKB6Pi7+hRqPB7XYTiUQEI0iSJPR6PSqVSjgqlAF3bm4ud955p3AQzc3NMTMzg9lspri4mOrqauLxOEeOHKGjo4OioiLGxsZobW0VzSIb2tCG3jnJsuzL1Hd+lrRL4COSJP0j8CVZlpfei/sgSdJNwP8g7XD3AbfLsnz4nb6d92qwIL3p/3fiujaU1qdI18kUAV+WJKmbdF7GB3QBf0g6fgLweVmWr/wc7uOG3mMpi823q7cLQLxeb17kRyIRJEl6gzWxoqKC7Ozs/xLR+T/VkS1JcMstgthfUlKCfnkZAFU0Smpujlm9HrPZLAjtip21srJSWMEbGhrw+XyMjY1RXV1Na2srzc3NzM/Ps7S0hN/vJzs7G0mSWFlZYWhoiIqKCjo6Ojhw4AANX/4y2X/7t/g+8hH+OpUSdV9VVVVs3boVt9vN4uIiDodDODuysrJYXFzEbrdz9epVdDqdiF4oMLeZmRmCwaCIvCwsLBCPx5mZmeEzn/mMsGPff//9dHZ2Ul5ezuOPP054aYn/X18fBSoV7j//c+IdHeTn5zMyMkJfXx979uzh8OHDXL58mVQqxQMPPMDAwADHjh1Dr9djsVhobW1leHiYEydOUFpaSm1tLX19fczPz3PkyBHUajXfvPdevjI3x6fPnOHX/umfmCwo4JNdXciyTDgcpqSkhL1799LU1MTZs2dFXlYtSfzPs2fZ43bzcnExr8zOsm3bNlwu1xvcDUqLgpJRj0QiVFVVsX//fkwmEy6XS1iUlfiMUvHncDhEa4RStRkMBtm0sMCdw8OMx2IcMRhQq9Ui31xoNHLf4cPo5uc5edttzC8u8uyzzzI+Po4sywJAGY/Hefzxx+nu7qagoAC/309paSkFBQUsLi7y1a9+lbW1NRoaGkR0Yd++fWzfvp3Z2VmOHj1KVlYW99xzD2azmSeffFLYyJUaS5/Px/U9YQ0+HzdmqkTHx8e5cOGCYDxMTEzgdrvZsWMHDz74IGazmfHxcU6cOMHa2hoGg4FNmzah1+tZXV3FYDBQW1vLww8/jMPhwOVyMTc3h9frFXDAmpoaTp06xfHjx1lfX8disQjIocFgoCrThqIMRWZnZykrKyMvL4/XX38dSZI4ePCgYFzIskxXVxcmkwlZltm9e7eAea6trVFfX08wGGRkZISCggIaGhowmUzMzc1hMpkwmUwibuJyuWhtbaWjo4NYLIZKpeKBBx6gvb1dLNpPnz5NR0cHDQ0NHD9+HJ/Ph0qlwuVy4ff7OXLkCBqNBr/fz7PPPsvs7KyIlK2srNDU1JTmHmSkvBYffvhh0UqTnZ1NXV0diUSCYDCIRqPBZDKJKsSRkRExAFIq/gDKy8tFy8OJEyfwer243W6Wl5fp7+9nx44drK+vE4vF8Pl8IiZ17NgxnnnmGaLRKGVlZVRXVwv3VXZ2NhMTEzQ3N9PY2Mjf/M3f0NbWxubNm/H5fIKF0NvbSzweR6PRMHThAj3f+hZmlQrjF78I1dXU1dWJvyeknTOtra3o9XpcLhdXr15lbW0NX8bGr1KpUKlU9Pf3c/zrX6fzn/8ZPWAbHGT4V3+VVCqFx+OhuLhYPL9aW1vF6+jYsWMsLi4yaDKhLixkdWaGUCiEJZxuy1YBbXl5/KtKxV3BIOeAecApy1iBfqAHeDOJ5wzwBdLZ0OPADtIOhreSLMsCuqscR2R+dIcskUjgXlnh9zOf355KsVmjwRKN8njmaxdUKl7IzeVz6+vEFhZIJpOoVCr0ssxvBIPMpVJ8OzPEUGIXimNG4SfU1tbidrtFc4by3qNAJLVaLZIksbS0xNjYGEajEavVSjKZpL29nT179oiWHgXSub6+ztDQELOzs8zPz/+Xmh2SyaRoAtnQhjb0RmWqQD8lSdILpNsS/yfw+5IkvULagf+qLMu+n3QdP6skSeognRb7GOm1oETa7f4779ZA470YLHz8PbiNX1rJsjydmYI9Rbod4pHMvzfrn4E/eC/v24beWgrx22Kx/NzegGOx2Dt626lUit7eXiRJYvfu3eLrer2e6uqfpbX0Z5OyAN60aZMYdChQOlmWGR4exmg0smnTJqL/+I+E/+qvkA4epP6hhxgdG6O0tBRJktBqtQwNDfHaa69RUVHB1q1bMZvNokJOp9NhMBgIBAKcPHmS0dFRiouLOX36NDk5Obz//e9neHiYWCyGwWAgKyuLLTod/Pu/A5Dz+c8jfeITZGdnU19fj9lsRqVSMTQ0xMrKSroabnSUapOJ777+OkuSREdHB0ajEYvFwsGDB2loaGBtbY35+XmcTqfY8VN2qHQ6HdeuXaM0HKZ1fp7Jmhq23nUXXq+XxcVFPB4PH1pZ4dbMSemlf/gHPP/n/7Bjxw6mpqbEybPiqCgoKOCVV17B5/Oxvr5OXV0dDz74ILIsp2+ntJR7772X9vZ2nnzySS5evIjb7aapqSntBAgEqF1dBaDW46Fer2dCoxGOCZfLhclkora2FqPRSDAYRDc/z55MXv6W1VVeXFnh8OHDnD17loKCAtbW1kT7hNvt5sKFC0QiEYqLi8XzWVmAHjhwAKPRiF6vJysSIfvwYQKRCFlZWYJnoNRe6rKyuOFf/xVNLEb91BTHNBrKb71V7PQ/EI2S/3d/B8DWlRVOf+hDXLhwgampKbZu3crAwAA6nY777rsPtVrNysqKaFRQq9UYjUYqKyuZn58nkUhQV1fHPffcQzwep6+vj6amJtRqtQBRajQaJiYmKC4uZnFxEbPZTHZ2NrFYjK6uLhbLyhjJyqLxqafIdjq599FH+fUMmd9qtWI0GrHZbKRSKXH7itV6bGyMvr4+4UTo6OjAbrczMjKCTqcjlUqh1+vZvXs36+vr9Pf3I0kSk5OTFBYWMj09LSr2jh49yq//+q/T2NjI7Owszc3NglFx/vx5xsbGxIDO4XBw8eJFsYjduXMne/bsYX19nampKdbX11laWhIAVrvdLtgaCsfAYrGwsLDAM888IypQP/rRj2K32wmFQsLhIMsyPp8PSZKERX90dFSwBdxut4g9KBGNRCLB1NQURUVFVFRUEI/HGRsbw+PxYDabSaVSFBYWEo1GReOK1+ulsbFRxLOKiopIpVJMT08zPz+PWq0W+fje3l7m5+fp7u4WO/zRaFREshQFg0GWlpbo7u4mmUwKYr/f7yeZTFJVVUV5eTlDQ0OcOnUKSZKwWCzU1dUxPT3N+fPnkWWZvr4+LBaLAPk1NjYK+ODIyAh33XWXcDS53W6xqGxubqbkySexvvACAJFkksi//7s4JpSWljI5Ocns7Kyou/X5fKysrIgcv8lkEhWxLpcLo9VKXK1Gm0ySMhpZcbnEMLC9vZ2nn36aRCLBysqKqPrMyspiYmJCDH7cbjfxeJxPZWXx18kkEzk5fN3jYVMsxqdJA7wAlHF6O1AMvNWZ8++Rjkf8N+C3gBtIB6DfStFoVLhIIO1+eBC4GfimJJHKfD1BmuGwF1hQqxmOx9l13fWsAV/WaklcF2lIpVL8I/BQZliSbTLx7UwbkCzLJBIJrFYrs7OzyLJMfn6+aG6A9OBDGZ6rVCry8/OJxWKsra3xzW9+k7KyMhoaGigtLRXXp0BYJUmisrKSa9euYbFY2LVrF7W1teL+DgwMMDs7y44dOygoKPgxj84bNTAwgM/nY+vWrRvsgw1t6MdIluXXJUlqI70m+x3gduA2ICVJUi9wEriW+Tcty3Lgp12nJElqoJS0EauHdMprL2mTFqQHCpdI8xRefWd/ozfqvaib/Na7fRu/7JJluTfzJP0N4D7STyw9sAycAr4my/Lxn+Nd3NB1UrLk0WiUurofZ8Z8d29/ZGSE+vr6dwy8qFKpKC4u/k9zFH6SlAq8t6rBTCQSYidJkiQSiQTHjx/n+PHjdHZ20tbWhl6vZ2hoCMNNN+HdsgWLxYLNZsOW2RkMhUKsrq6K6iqr1cro6Ch1dXWiErSxsZHKykrW19dFZrq4uJgLFy6Qm5tLLBajubmZQCBANBolEokwHwxSnZ9PlteLt6SEbfv2Ya+qEovJeDxObm4u7e3tmBwO7n70UVSyjN1k4hObNxMOh9myZQsajYZr165hMBhEZlbZmaysrOT5P/1TUno945EI+bm5PDo6Sn4kQmR8nGu/+ZscPnxYRFGK29thYCD9e+flMTQ0xMzMDBcvXsTpdFJRUSEW4wMDA8iyzNatW+ns7BS7/MvLy2LnWIHbFRUV4fP52LZtG0ajkWQyiaG+noH5edrGxlg/dIiSrVsxzs1RUFDA3Nwc0WiUHTt2YLVaxe+1qFYzrddTHQoxY7NxZngY1fg4NpuNG264gcrKSgG4m5+fR6/XU1FRQWtrK5Pnz7M8PIy5ro6srCxhFb9w/jz/cu4cDdEoB7Ky+EBHRxoymZdHKuMisRQXE9XpMMRixFUqloJBejIxooWFBRxAfuY5FzQaueuuu3jxxRdZW1tDkiTq6+txuVz09vaKDH5lZSW7du3iypUraDQabrnlFhoaGviHf/gHXnvtNfLy8nC5XCSTScbGxhgfH6empoZAIMDTTz+NLMt84AMfYOvWrUxPTzMyMsLU1BTT09OcisdZ7ujgDzUaNPE4Ka0WV4bX8Mgjj/Dqq68SDodJJpOsr6/j9/t5/fXXxXBGo9GwtLREXl4eubm5jI+PE4lEsNvtPPHEExQWFlJVVcXly5e5du0aAI2NjUiSxNGjR/F6vdhsNnw+H2fOnKGlpQW/3y9qSR0OhwBG6vV6wuEwIyMj4vtut1s0T9TW1uLxeDhx4gTRaJT29nYRN1EWyIFAgMLCQmw2G5WVlaIJIhwOi5iK2+0mEAgwPj5OWVkZBw4cwGw2o9Vq0ev1BAIBrFYrGo0Gn8+Hx+Nh//793HLLLYRCIVwul+BuGAwGHA4H3d3dYodYo9EwOTkp3CeTk5N4PB66urrIzs7m5ZdfZteuXUiSxHPPPUckEiE3N1dAMZVBYkFBATfeeCMqlQqn0/nDKtKM3f3o0aOoVCqGh4epqqqirq5ORCzOnDlDfn4+7e3t4rjj8XhoamriV37lV/i3f/s3IO18OHToEAUFBcKmX15eTiKR4MCBA4yNjbG4uMiBA2mmc1VVFbfddhtms5mCggKK9u2DJ54AYCWVYiTDeVDq/5S2CYfDQTQaJRaLsWfPHjQaDX19fW9oTjCZTNz3W7+Fs64O86VLuA8doqa+nuLiYiRJ4vLly6JZpbi4mJaWFhobG4lGo8zNzeF0OpmfnxfH+VNqNXeoVPxGMMivp1L8GWlgV4q0i0HRHG89VFCkeE5UpCuzjgEfIs1s+EfAA4JJoLgIQqEQsizzjErFsQwEmOuAjoeALcCkRoNzfZ2vALtUKoqAP1GpiEQiIraVTCbTMRaVCjKDhrxolGjmPQ3S7COPx0MikRBxOQUYmUgkxABdlmXBgLjxxhu5du0ai4uLLC0tidhcVlYWLpeL1157Db1ej0ajYWRkhPn5eSoqKujp6XnD+7fX6xXDxLdbI6nX63G73Rv1jxva0E9Rpnryf0uS9A+kGXm/AdQD20C05QIgSVKE9HouQLroYJ00VkYH5JBuqrXwxkMgpIcJSeA14HOyLL/2bv0+1+u9ZCxs6F2ULMt+4G8z/zb0CyyLxUI0GhUZ4fdaWVlZaLXad9wtIfgG77AUV8Lu3buF1VjRli1bOHfuHBcvXmTr1q2oVCpMJhP5+fnk5ubS3Nwsdhfz8vKQZZkrV66wf/9+KisrAUR7QiQSodNmo+5LX8IbjbL2h3/IeOakOScnB71eL+jvubm51NfX8zd/8zfMzc1htVrx+XzE43GamprSlO9oFPnxx2lwuejX6ZgYGCAUDhOPx7l48SL9/f0YjUbq6+tpMBhQZXa+zBk3ic1mE5BHrVaL1WpFq9XS39/P9PQ0BoOBtpdf5ncefZSUSsWrv/3bfDcQIC+zc62Lx1kcGiIajYpd5oXbb6fPZsOWk0PNr/wKkYkJzp49Kyj727Zt49ixYwSDQaqqquju7sZoNL4BBHj+/HkKCwt58MEHOX78uIgxrK+v09nZSTgc5urVq3R0dDD0F3/B0clJzg8OEu7ro6ysjO7ubsbGxggEAly4cIHa2lpBqr80O8tH6+t5f2cnicZGEo8/Tl0wyGf6+9EGg/TpdMzMzGA0GgVYsrCwkKLjx/mNp55CfuIJhj73OWhvp6+vL70brVLRkHlMimIx/nZxkb8tL0/bqi0WHA4Hk5OTfPbWW7krFOKi0cjYxASaV17hvvvuQ6/X05eTQ/6XvkSor4+5m2/GmHk8lF3UqqoqUTWXn5+P1WqloKCA5eVlIpEIWqeT+OoqQaMRnU6Hx+PhiSeeoLS0lIaGBgEPXF1dJTs7m/z8fJxOJx6Ph+rqanbs2EF+fj4qlYpAIMDs7CwL6+tc+d//m/aZGU6XlLB+7hyQ3vHOysoSr++ioiLhWtFqtZSWlrJ582bm5ubIz89ndnYWu91Oe3s7IyMjQJp273a7KSkpYWFhgeXlZQoLC9m3b5/YsV9fX+fEiRPpwYzFgtfr5eTJk2RlZbF3716ysrIoLi5mZGSElZUVcnNzsVqtNDU10d/fnwaJTkzw0EMPceHCBV588UXy8/PZuXMnDQ0NrGbcLspz4+zZs3g8HnJzcykuLsZqtbK8vEwsFuPy5csMDAyI1pWysjLh7llZWaGxsZHBwUGeeuopioqK6Orq4tq1a3g8HlpaWjhw4ABlZWWiuu/VV19l06ZNXLt2jampKWpra0W7hk6nw+Fw8PDDD4tGl8nJSQG3LC8vp7y8XMR3lIYJi8VCZ2enWADqdDoBwzQYDGJQk5eXR35+PvF4XERLioqKkCSJ/v5+8XctLS3lvvvuIx6PY7PZ0Gq13Hnnnayvr1NcXCz4OkoMLRwOMzo6yqZNm3C5XLjdblKplIjzFBUVibpM7W/8BuTkkFpb43JZGXMZxsnWrVvRarVUV1fT19fHwMCAYFicOHGCkpISiouLRTtNW1sbMzMz6eaX+nomy8pIJBIsnThBQ0MDNTU1xGIxNm3ahCzL6HQ6iouLyc3N5TOf+Qwejwdj5jWTl5fH+vo6LpeLLwUC3Jc5XqYy7wUJ0qDGz2Y+f6u2h+v1h8A/ATPAv5P2Cj+a+d5m4G4Q3IJo9IelZZIkYbPZBMiReJwmYJz0Gf8ZlYpUpmLSDdylUqHX69MMI42GoqIiERmRJIlP5+aSjERYkmW+lqmXVIYOCmg0NzeXYDBIOBxGr9dTW1vL5OQkgGgcUhgvHo+HgwcPcvHiReLxOG1tbQLifPHiRaanp7nvvvvYtGkT5eXlYvCk8IE8Hg+VlZX09PSIVp63K71eL2qVr3c/bGhDG3prybIcJp3O+kImyq4YotpJDw8gPTutuf7HMv//uAmen3TC6xng+7Isr77Dd/snamOwsKENvcdSKs9+XiosLGTXrl0/8vVkMkk4HBb95b8oUizdSg46mUyK6qvLly8zNjZGS0sLS0tLqNVqtm7dSltbmwCXKdV2ZWVlYjf1+qGKVqsVFP2OEyfIf/11SoFLX/4yq7/3exQWFvLKK6+IE/RgMMj6+jqpVEpkqQGOHj3K9PS0WERYLBasJSWoCgrIvnCB8IULyLJMRUUFRUVFAtjV0NBA3qZNrAwPo754kSfq6rDm5WE2m5mdnSUUCokMf0tLC9/73ve4fPkywWCQ+sx9VaVSdAaDTN10E8/EYtQdO8ZzWVkQjVJRUcHExAQnTpwgGAwyZbWytLTEA3NzSJIk7M27d+9maWmJ9vZ2iouLaWxsRKPR8JWvfIWlpSVuv/127r77bsLhMB6PB61WK0B8r7zyCrOzs+h0OsFOyMvLo6enh89fvkx/fz85OTlih/xXf/VXuXjxIgA6nU7A84qKikCv56pGQ2tODt3d3fzWM8/Q4vHAzAzGhQW2BYMMP/IIlbfeSllZGQ6Hg+oLF9DIMsTjxB5/nGuyzCuvvJIGwm3bxuPz8zwwNoYK2LS4yG8Cr9bUsObzCSdGfyzGjt/8TYwuF3zxi1y9elXA5SKRCGeLiwnt2oXL4cDd18fw8LBYHPb39+NyuXj44YfFouHZZ58lJyeHu6qq2PNnf4YmFmOiqQl1Zyc2m425uTlSqZSowbzhhhuoq6tjdXWVa9euifjN+Pg4lZWVJBIJampqBKjP7/czVl5O16c+xaXPf56ioiIOHTrEpUuXBEleiYg8+OCDHDlyhIWFBaanp9NRnS1bGBgY4NSpUzQ3N/PII4/Q1NTEyMiIWNzV1dXhdDqZnp5mYWGB3Nxc3ve+9zE9Pc2VK1cwGAwYDAbm5uZwu92YTCaKiop48cUXOX/+PC0tLZhMJhKJBOXl5dhsNlpbW8Vgwul0Cop+RUUFTU1NVFdXMzo6yvj4OJIkUVVVxbZt2ygoKCCZTFJQUMDp06eZnJykqqqKxcVFysrKqK2tZcuWLZSUlLC6usrMzAwajQa73S7iTIWFhVitVsxmM3Nzc6JxQwE1rq+vo9FoxC7u+vo6Op0Ol8slIkFK1GdmZobi4mJOnTqF0WikvLycSCTC8PCwyLrX1NRQWlqK0+nE6/USjUbxeDy4XC527dqF3W4XgxK32y2GIMrQU5HCcZAkSdD69Xo9mzZtEpcJBoM8++yz6PV6SkpKfsSKHgwG8fl8lJaWiupNgJWVFVZXVyksLMRut6eja5IEjzyCCmgcGmLqpZe4cuUKRUVFBINBqquraW5uJplM0tzcjMfjESDJzZs3Mzg4yNmzZ4nH49TX14ud92QySUNDA7Isi2rMrq4uDAYDZ86c4cUXX0SlUpGbm4vf7yeRSKDX68nNzSUcDhMOh7GqVGy7ro1oFRgDvgFUShIzsowK+DqIqs230nGg7brPC3/Mx29WdnY24XAYv9+PRq3mqErFrlSKa8AOlYpUVhbJZFLwEZQYixJXUBqYlCH5tWiU2zJuDG3GmWAymUR15Pr6OqWlpahUqrQTzGAQg/CKigo2bdokmiBWVlZYXl4WFcF2ux2n08nAwIAYVhQWFpKbm0skEqG8vJxvf/vbeDwefvd3fxdJkvB4PITDYVZWVqivrxeAUqWJ4ie5Ek0mEwUFBeJnNrShDb19ybLcR5o7+2lJkgykW3FbSRupqkkfmvSZfwkgRJpRu0g6pTVJOu7QL/+0yrZ3URuDhQ1taEMAjI2N4XQ66ezs/Jl2Kd5tXT+EGRoaIplMYjabhZ20qKiI0tJSxsbGUKlUWK3WN9RQFRQUsG3bNvLy8tDpdNjtdvG9qakplpaWuO+++3j++ecZXlhgR+Z7hTU1aEtL6e3tJZVKsZ7Zherp6SGVSv1ILWdjYyOxWIzh4WGcTqfYpfL5fDzzzDOoMlbY3t5ebrrpJurr61lYWKCgoCC9o/yxjzF78CBjFy+yPDLCuXPnWFhYELuAJSUlaLVadtbXc+Pp07iWlnixoYEPDQ0hFRTgvuMOvENDmD70If4+YwE/kIlvbN26lXg8jtfrZWBgAEmSOHXqFFeuXMHn89Hd3Y1Wq8Vut7Np0yaqq6vJzs6mv78fnU7HZpWK//b002iuXWPXI4+w7POh0WhwuVysrq7S1NREQUEBNTU1aLVa9u7dS25uLqFQiC2ShNloZK6zE1fGuqvK7MwpboHW1lbe//7309zczOLioqi3a2pqIqevDzJcCNvYWPr/v/orvvPBD7K4uMjKygpqm41N8/Mk1WoWtm0jJycHWZbJy8vDZDLxHy0t1KyussXjQQb2Pf00FdXVPPrxjxMIBFCpVCwtLTE8PExzc7OoZXS5XLzyyivodDpKSkoIh8PMz89z7tw51Go13d3dFBcX8+yzz+L3+3n44YfRaDTCXTAwMMDO/n40Gcr8/rExeqam+PcdO4gWF1NQUEAoFCIQCIjMfk5ODgMDA1RVVbGyssLCwgJWq5VQKCTqBZWGh+zsbGF7rqysJBwOMzc3RzweF7WlOp0Ov9/PAw88wN/93d/h8XhEzd/a2hrRaJRkMsni4qJYGFRUVGCxWASh3mq1igaF6elprl69is/nw2azUV5eTl9fH16vl9zcXLxeL08//TShUIh9+/Zx4MABhoeH0WT4GqdPn6a0tJSFhQUsFgsVFRVUVVUJIOKZM2eEBT0WixEMBgULYnp6WgwONBoN3d3d9Pf3U19fzwMPPCBei2azGbvdzpUrVxgbG+PWW2+lp6eHW2+9VYAOCwsLaWlpweVy8frrrzM3N4cms6NcU1ODxWJhYGAAt9stnAfd3d2CkTEyMsL58+dZX1/HZrORn59PIpGguLhYDN6MRiN9fX1MT09z6NAhEU0pLCzk2LFjgsswOTmJ5nvfo/qll1B/9KPwiU+I30W5nbW1NRHd2bdv3xsafBTngM1mw+12MzMz8yMOMovFIqJdPp9PgPbyMpGovLw80VCiUqmYn58XgExJkgRfRpIkEXFR4Lw2m42Ojg4Bl21vb2d1dVXEjc6dOyeqLq1WqxjKLS4uog4GUZGuFXa5XJjNZoxGIzfccINouPmXf/kXXGtrfDIS4bcDAQr4YT2YCtgDdACm686lvwT0yTJnSHMX/gJwAX8CxK97XHKB+4ER4POkz+D/P95ayiBWGXDnJZOCo9AB1KrVeIuLRTvDysqKaGxIpVICjqm0bkiSJIbmCrBRaYFQnC3BYBCn0ynqJhVnnCzLYlgxOTnJ+vq6qLZVniMej4ezZ88KDkN1dTUtLS0MDQ3hcrnSx9ecHGpqaqitrSUcDmM2m/F6vSwtLdHS0gIgGl+UQU9DQ8NbniPk5ubS2dn5Yx69DW1oQ29XsiwHSUcY3pP4wjupjcHChjb0HisejzM/P/+Wu0o/TxUUFIgdul8EKR32CiUdoKGhgWQyKXZNNm/eLHrPW1paxNdTqZRYpCkW7DdL/tM/xfb008Tuvpu8X/91bDYbL+7cSVFTE7WtrVT/zu/gypDXCwoKxIn6j9u1aWxs5PTp0zidTvbt2ycqBH/wgx+8AWil0NqdTiehUIje3l4sFgslJSUCwjY7O4vP56O8vJyOjg5qamqYnJxkZWWFO//xH7Flcu//cu+9/NYHP8i2bdtozM8XdYqQzlkXFhbidDo5ePAgqVSK73//+4RCIWpqalhZWRGZ9dXVVWEdD4VCzMzMkJuby+joKPX19fzq2bMUzs3B1au4vF4Wb72VK1eucO7cOXp6eti+fTv19fXpoU08jvGFFxjwevG73dz3d3+HlEoxrtPxlfZ2ysvLxe7a6uoqsViMU6dOUVRUxMWLF7l69Spms5ndu3dTU1ODq62N/scfp+W730WdOSHXplJ89umn8ZSX8zednVy22/mHAwfo6OnBWlmJa2iI22+/nb1797K4uMipU6f43I4dfNzj4eazaQZ8zfQ07oUFVlZWiMVi2Gw2QqGQiAbYbDY6Ozv52te+Rn5+Pj09PYyMjJCbm0t2drboqh8eHsblciHLMllZWTgcDiD9eiouLqZPp+OGoSFK/H50qRS6WIwPjY1xwWIR/fFOpxOj0UgikRDNIOvr64RCIQYHB6msrCQ/P19ALsfHx7Hb7aRSKZ555hmys7PZs2cPp06dIhgMctddd3H16lX27t1LKBQiFouJv7vJZGJhYQGPxyNYCjt37mRlZYWxsTHa29v5wAc+gMvlYmhoSFjrOzs7yclU5SmtCfv27aO2tpYXX3xRLIScTid33XUXpaWl5OXliQX71q1bCQQCojnm5MmTwn6tNHg4nU6cTic73W7av/lNvGVlDP3RH7GwsCB2fj0eDysrKwISmEgkRAxFkiQRP6moqGBsbIy5uTm+853v4Ha7ufHGGzl69CgDAwOUlJTw3/7bfyMSifDUU08xMTHB5s2bmZ2dZXx8nDNnzhAKhWhubsZkMmGxWBgaGiIUCiFJEi6XC5VKRVtbG7t27UKr1Yrjw+LiIpcvX6aurk64Ejo6OgQfZHV1ldOnT7O6ukptbS2m9XU+8id/giqVQj5/Hh54AAoLSaVSzM7O4nK5KCwsJB6PEwwGeeaZZ2hpaaGtrU2AKldXVykvL8doNLK29tZBAKV5o7W1lWvXrnH48GHx8/Pz81y9ehWj0cj+/ftxOBx4PB70ej1NTU1MTU1hsVjQ6XT09vbicDg4ePAgd9xxB5BeVCq79LIsk5ubSyKRQKvVYjAYuHLlCvPz8/h8PjEgMvzxH7Pt7Fm8NTWsv//9WK1WWlpaiEQiaDQaRkdHefTRR1laWuKeZJI/8f+wD0UiHXv478rvxhs5Cyp+CHT8AvCBzMeBzOfhzOdPkCanxUnzEa6+5SOHqHVUnHGSJOGRZb4DfAR4GRiKx5EXFgBEhENhBCmMCOU9X6VSYTabCYfDwj2itD0ow1fF+ZJKpcjPz8ftdhONRgWsV6/XMzExgdfrJS8vD0mSMBqNeDweLl++TEVFBSaTieLiYtEU09raSiQSYcuWLcTjcX7v934Ps9nMtWvXmJiYYN++fYTDYdxuNyMjI1gsFgGADQaDRCIRAfLc0IY2tKE3a2OwsKENvcdaXl7G4XCQTCZ/rpGIN8tms2Gz2d7T21xaWhJ5+eslyzJjyu60zSZgUFarlaGhIdbW1mhvbxcn9rIsi0yxkvedmpqipaWF7OxszGazILEDcOUK0mc+Qy7QODLCpdtvp6qqiptvvhmj0YgqkzU2m83U19dz7do1XnnlFW688UaRQ15bWxM7gOvr66ytrdHW1kZFRQUVFRU4nU5BZtfpdJw+fRqdTofNZsPr9eLxeHC73eTn57Nt2zYqKyvxer309vYCsGnTJjZv3kxdXR3PPfccw8PDBINB7nC5xK/RWFzMiQzsr66ujlgsRltbG/n5+ajVatbW1ujp6cHn89He3i5O6JWd8K1bt2K32zl9+jSJROINufbFxUWOHj1KQUEB78vNRXn0NNXVxGIxhoaGSCQS4vquXr2KJEn8ycIChldeYStwrKkJKZVOQRvGxwnX1lJ07hy7v/99rCoVf795Mz1btjA5OcnXv/51sSvb2trKtm3bRAZ7qLCQhVCIyqeeIiVJBLOysIVC2EZH2VNezot5eSzHYhxqaECSJHw+H6lUilOnTvHqq6/idDppaGjg8rZt1C4uUudwcHnTJjRGI9nZ2Xg8HgwGA0tLS2zfvp2SkhKampp48YUXOLC0RFtODrOrqwwODgrexdraGteuXSMajQpQaFNTE1evXuXKlSu43W6ys7P5wO/8Dt9oaaHU4eDj3/gGqlQK4/79tDY2cvjwYZaXl7Hb7Wzbtk0Mr+x2OxUVFXR1deH3+8nLy6OpqYnc3Fyxi7uysiJaV1QqFSdPnqS3t5dEIkF1dTU33HADly5dogzY9OKLFN18M1l3341erycajTI8PMzIyIgYgCmAuvHxcX7wgx+QSCQ4e/Ysdrsdu92O3+/n2LFjXLt2jUAgQF5eHufPn+fo0aNoNBr0mfpWpUp0aGiIhYUFbDYbBoOBlZUVAf4bGBgQ2XqFR5BKpQSUs/YrXyF7ZQWrw8Gxf/kX+vbv59577xXMkbKyMsxmMzqdDovFwuzsLC+//LLYDV5eXsbr9dLd3S0aNoxGI6WlpRQXFxOPxwWPpauri6EMiyQnJ4dAIMDy8jIqlYqcnBy2bNlCXl4earWa2dlZLly4QENDA1qtFl/GuaO0TywuLjI+Ps758+dZXFwkPz8fs9nM3XffTWVlJTk5OczOzhKJRCgpKSESiRCNRulqakLORJeSGg2RaBT/wgIvv/wy09PTJJNJ9u7dS0FBAcFgkPPnzzM6OkpzczNqtZotW7YwPDyMx+OhsbGRRCIhdsIh3WygRD7m5uaYmZlhZGSEVCrF+9//flpaWpibmyMWi2E0GgVYcdOmTayvr9PV1UU0GmVsbIzXXnuNo0ePUlhYSGnG0aW4dNxuN6OjozQ2NpKXl0deXh6hUIiOjg7B+XC5XKjVakKhEF3nzwOQPzVF7sAA13JzBVNCo9EwfeUKHx4YwBmL4biOrxMi3erwQ89GWp8mDWJsAS4D3898PXbdZT5DehhxgPQQQSkz1gJ38KODhSbgWaAslSIIXAR+TZKIFhQQCAT4aDzOJ/jhoILM8c7n85Gbm4tarRYOBSNgi0YJZRgtSiWnPzMwyc7OJicnJ92q4/WiVqupqKgQ7hKDwSBiFIWFhSLep7zGzp8/j9vtJjc3F61Wy9atW8nPzxfMi/3791NbW4skSSJeoUCRZ2dnOX/+PJWVlbS3txOJREQsUnFnQbpW+vrNB2UwpThbNrShDf1ya2OwsKENvccqKSkhlUq9o4v4ZDLJ4OAgJpPpDVb/X2T5/X5GR0dFFv96SZIkrNFvPllRsrfKDqXCPgCYmJhApVKh0+mwWq2inu7NoEq5qAg5JwdVNErKZkOfl0eR1cr6+jqRSEQMDwCRac/OziYwMoLht36LlMeD41OfItHTw7Zt25iZmWFpaYnGxka2bk0DfY1GI83NzUiSxKc+9SlRTbhr1y527NiB1+vlyJEjYsdVYTcoVHrFiq/sEBcVFbG4uMi3du/mg8PDZHd2kvcrv8K2s2dZXV3F4/EQCARobGzk7rvvFjZch8PB888/z9atWyktLaWyshK1Ws3Y2BhFRUVYrVZuueUWvF4vw8PDrK2t4XK5aG1tZXh4mMXFRf7IauV/dXejqa3FYTazMjPDzp07sdvtJJNJFjK7dFNTU4T7+4H0juG8LDNeUUFpPM7le+/FZjKx5StfIW91lU2kLcjfGxpiYGCAcDhMIpEQrIDW1lbRZz89PU3gE59g4LbbuDAxwa3f/jbbFheJSxKO3Fy2b99OOBxmcHAQjUbDwsICsiyzsrJCMpmktLQUs9nM+cuXudjTw/v+1//CUFxMhcPBiRMn8Hg8eL1eUqkU3/rWt3jkkUeoq6uj89w59k1MwMQEZ8JhHD09VFdXc/LkSbEoVKvVYkfw0UcfZW1tjb6+PnHy/r3vfS8NNFOryf2f/5Mes5ljOh3B6WkCgQDZ2dnceuutlJSU8LWvfQ2r1UpxcbGI+ZSXlzM+Ps7Vq1fp6uqioqKCRx55hFOnThEKhcjKyqK/v5+ZmRmmpqbo6Oigrq6Oa9euMTo6yoGvfx3rygryV77C+d/8TYKNjZSVlZFMJikuLubs2bMEg0FKSkrE31JpWwCErVqr1bK8vCyeE7W1tcJK39bWRnFxMTU1NXgz7RROp5OqqioKCgpwOp2MjY1hsVgwGAzk5+fT2tpKT08PKysrIuKkwC/D1dUUrKyQUqmIZeI1TqeTl156iWg0KjLo3/3ud2lsbGRpaYnR0VHx/BkaGmJ1dRWj0SiGivv376eiooLS0lJqamooLCxkbm4Om83Ghz/8Yerr63E4HASDQbq7uykvL2dwcJCjR4+mI0g7dxKLxSgtLaW2tpbq6moWFxdpbGwkmUzi8XiYmJhgfHycgoICDh06xPz8PM888wySJPHhD38Yp9OJ2+1GpVJRU1NDXl5eGp5oMqF+7TUi//EfeA4coKSkhPmREVG9aTAYKC0tFdWAt956K4lEQjinlEYJo9FIOBxmdnaW9fV1GhsbAXA4HCwtLYkBkE6nY/v27cTjcQoKCjCbzVRXVwuHC0B9fb1oj0gmk8zOzpJMJtm8eTOpVIrm5mbq6+vp7e0VuX6NRkNJSYmIqYyPj/PUU08RCATYvn07jY2N4vVmMpm4VlfHlrEx1oxGVkpLabBYsFqtok7xQ5cucWemYeJf1Wq+YDKh8/v5a1lGQzq+AOlYxCjp0PHfA4Nveq/5HdJI9XuABtII9XtIDxHOAQrRYsebfk6r1fKH8Tj1mc9zSbsbfjuRoDca5a8SCUaAD77p5xR3gxJfAKgCzqVSWKNR/hz46+ugjkqDC6QX8TqdTvwdEokECwsLpFIpPqnRcH8sxn/EYjyZiSUpQ7n+/n5WV1dFna/dbud73/seLpcLrVZLVVWVqNlVeB9K44PRaGTz5s0kEgnBYNi3bx9vpTc7Gufn55mcnKSmpuZH2CAb2tCGfvn0rg8WJEmaeoevMgH4Mv8cQC9wSpbl/nf4dja0oXdFClDsnZRSO5ZIJP6vGSwYjUbsdjsmk+ktv3/9wOB6KQTx6xsilIWJ2+1Go9G8AU5ZXl4uFkmKZpNJVr/wBazj45y12cifm2PLli0MDg6SSqWorq5GrVYTDod55pln8Pv9DAwMkHX5MmUXL6ahZt/7HsF77wWgrKwMtVot7rPP56Mv04IQjUapra2lsrKSe+65h2g0KoYHHR0dAFy4cIFwpsu8ra1NNDDE43G2bNlCa2urINavRaOcvOMO7r77bqLXrrG+vs6tt97Kiy++SH9/PysrK9x0003CReB2uwkGgwwMDHAxUxtXX1+PRqNhcHCQS5cuodfrxTAllUqxsrKCRqPBZDIxNTXF/Noa/1xRwVaLBYNOJ2o1g8EgNTU1AsQWj8f5nkbDr/f3EywoYOqWW5gvLubmm2+mOJkk+tRTzBYWYllZISlJ0NpKYmJCPB5WqxWVSkUoFOLs2bP09/dz8uRJAoEAzzzzDMXFxbS2tvLSRz/KksPB5UgE0+7dbNmyhYsXLwqoZVZWFg0NDezatYtkMkllZSWHDx9O8xjUanyxGPFMhaAsy5hMJqqrq0mlUoyOjtLX18fWrVtJzc6K54zB4+Hmm28WVnDlBNzlchGJRJiYmBCwOo1GI07Ah4eHKSkpobCwkNN+P4MqFX1HjlBYWCgiKq2trZw7d47JyUlSqRQ6nY6VlRUee+wxwuEwx4+n24KVpgWbzUZXVxcLCwt87WtfY2FhQVQT3n333ZhMJsbGxigrK6NAyXPLMpLHg8PhYHp6GrvdjtVqpaysDJ/Ph9/vJxQKid3nvXv38sorr/Doo4/i8/l4+OGHiUaj3H777Zw4cUJAENfW1hgbGxOAxsnJSV555RXW1taw2+309PTQ29tLTU2NWAjbbDZaWloYGxvD5XKRl5dHQ0MDs7OzHDhwAFd7OzPf+hbVt9zC+264gezsbF566SWWT5zg/rEx5MZGzu3bRyqTqVf+5gUFBaRSKcElCYVCBINBYrEYIyMj2O12Wltbqa6uZmFhgfX1dbFzrFQcKgvwvXv3irrLyspKcnNz2blzJxaLBZ/Ph9frFRDE3t5ejh8/TnZ2Nrm5uezatYvx8XGam5upqqqivr5e8AmKi4spLS1lfHwcjUZDPB7H5/PBnXei27ULHeldYKvVykc+8hHC4TBLS0skEgkxAKqurhbPy+HhYcbGxrh06RJVVVXcf//9DA0NMTs7S0lJCXl5eZSXl+P1enG5XGRnZ7O8vCwcUhMTEzQ0NIjr6+vrI5VKsWvXLmZmZoT7x+l0CgbLzp07GRwc5Nlnn6WiooKdO3fy5JNP0tHRQX19ehk+OzvL66+/zvT0NDabjcLCQrHQdrvdhEIhvnfnnby2uopUUYG5oIC6ujqCwSCnT59mbm6O30mlxP361VgMTyrFobIyFpaXaUwm08DWjJqAz5FmKTQDyit3P2kHw1+SHkT8K2na2fOZ718CHiAdrXhzT1M8HmeAH9U08CfhMA2kBxUP5eTwLUkiEokILsn1QwXlfiiBvPcDfyXLJBIJ2tvbGRgYIBgMotfriUQiuDKuNLVaLeJiZRoNn49GUQG7UimOJBLMZQC8ymULCwtFVMfhcKSPdRmehs1mo7q6mqamJsGwiUajPPbYYxQXF/PAAw9w7733/kjz0puVSCRYWVnBYrGI94j8/Hzy8/N/4s9taEMb+uXQe+FYqOKHnJ13Uso7yscAJEm6TLqn8z/e4dvZ0IZ+4aXT6di8efM7XiH5X5UCiFNsl4lEgtnZWaxWq7Bx/6x685BAlmXRnd3d3f0G/oECE3szE8FoNLK6aRNn8vMZHh5mlySRl5dHd3c3qVRKXH5sbIylpSWcTicA/SoVN2auQ797N4aM68RgMIhYSywW48KFC8zNzaHVallfX+d//I//QVlZGUtLS3z7299mcHAQm81GSUkJoVCI0sOH2TE9zXB3N20f+xh2u51jx44Rj8d59dVX033pQHd3N9nZ2SQSCaamplCpVBQXF5Ofny9AdDabjcOHDxOLxYjFYhQWFnLLLbeQk5NDX18fRqNR/H4KLbysrIxr166JncimpiaKCwspe/VVKtxuXq+oEBC2kpISjEYjxkyMoKioiGg0Kmoozdu38+q993L13/6N4y++yNabbuLZZ58VO+JP3Hwzz6lUTADWeJxQKIROp6O9uZnfcjiw+P28Pj7OUxMTRCIRxsbGGB8fp7i4GLPZTNzpJJZMcqaigrm5OcqdTpERV/LHiqXY6/ViNBoFhE+n09HU1ITD4SCVSrFlyxbq6+tZXl5menqa7u5usYv85JNPMt7ZiWp8HLNWy0u7dxO5eBGDwcD6+nr6vsTj5ObmCgCkVqulpKSEhx9+mFQqRSqVwmAwMDMzg9vtxm63Cyt4RUUFi4uL7N27V8DZOjs72bp1K6Ojo6jVarKystDr9dTV1ZGVlcXdd9/NmTNnePrppykoKCA/P5+6ujq8Xi/V1dWUlpayZcsWlpaW6O7uZseOHcTr6gj95V9yLTubMbudlkzTQ1lZmRhi1NXVMTQ0xO3Hj7Ott5e1XbsY3ruXqakpAoEAly9fprGxkaamJnp6esQOqEql4syZMywvLxMKhbhy5YoAOypk+ng8jlarpaCgQMSbzGYzS0tLnD59WjhFvva1rxEOh6mvr+cTn/gEg52dTLjd5B8+zJ49e+jp6aHh2jUa3G5YXCRRU4Pp4x8nKyuLX/mVX+Hq1avCsZCXl0dlZSUDAwPisVxaWuLP/uzPRHwilUoxPT3N448/LhZcBoOBHTt2EAwGhZMqLy+PkpISmpubkWWZYDDIK6+8IhZg3//+95mfnycQCGAwGKivr6evr4/l5WW6urrYtGkTzzzzDN///vdJJpO8733vo7a2VgwYzGazyL0HAgEikQjT09NEo1EaGhpQqVTY7XbBOigrK2N+fp7i4mKCwSBHjx4VQ609e/YwOzsrnB86nY5EIoFGoxF1hZcuXcLhcPD+97+fhYUFFhcXyc3NxWazCceB4sAYHx8XdbMGg4Fjx45x5swZDh48iMvlYnR0VAxs6uvrBbB1dnaW4eFhVldXMZlM+P1+HnvsMSRJErGMkpISsnU61K2taDQaLly4wMjICHv37iUcDjM0NMR/V6n4QlUV+2dmUAEFiQQdLhcWWeZ/yzJzQAVvPLnMJY1Pv410GfzHMt+/F7gJeAmIkC6CV5GuhFR+/q0w6p+TJBY1GrbF4/hJuxyeBPaRBjYmgHGNBjkzwFOgwm+Gsr8KzEkSFbLMY9nZaDOckrGxMcGUUFocro+ypFIp9Ho9KUnCFwxSAATUaortdlzz80QiEQoLC8nJySE/P1/AN5Vmjba2NtbW1rBarVitVhGdWFlZwel0ChBxTk4OKpWKtbU1/H4/a2trFBQUiEGRovn5eWZmZojH49jtdvLy8ujq6hLf92Wadt4MN97Qhjb0y6Gfxyv/v1KBIb3FzyvvCZuARyVJegD4uCzLfja0oV9AKQthJQf/TknJSv4iaWZmhuXlZTQaDTabjbW1NWZnZ4nFYj9CLf/PSpIktmzZInaKFEUiES5cuCBy1Nfrerp+UVER7e3tgnR+vRQ7fmVlJWtra+l885kzdNrt5GTcCm+Wkt2uqKgQi1STySSy8aWlpYJ+Ho1G6Xv5Zf76tddQA9VTU7j/4i9IZKr1SktLxc5TdnY2kiRRUVFBb28veXl5wnJdVlbGzMwM7e3thMNhnnvuOe666y5uv/12nnvuOebn53nkkUe47bbbcDgcPPvsswwPD1NXV0dBQQGjo6MsLi5SUVGB0WikoKCAA+fPoztyBIB2q5WLdjuJRILu7m7sdjsWi4Xp6WkSiQQDAwOMjIzg8/lYmZ/nq729fGRujlG1mn8+eFCAB3fs2MHS0hL/8vrrqNVqDnV2Mj8/j91u5xG1mp4TJwDYNzPD11pbRWxIq9WSl5fHbxYVse1LXyIqSXyyvh5fTY0YeCSTSbFbl0qlOHbsGPn5+bS3t5OVlSXYJspAxm63MzMzQ0lJCT6fj2g0ytGjR8WJusfjIbeign/LxBRuvfVWpqenOX36tDhx93q9eL1eEQmpra1l8+bNRCIRPB4PNTU1wr2SnZ1NNBrFaDRyyy23cOzYMVZXV+nv72d6elrwA5RFolIhl0wm+ehHP0p7eztGo5GpqSn6+vqoV6upXFmhY9++/z977x3eWFrY+3+OumTJlizLcu+9zXg8nt77LLs72zewhNwAgSWUNC4hCWlcSG4SCAQCS4AFFljqNnZn6+x0T7HHHpdx97gXyZKLZPV6fn9IOju77FISSm5+/j6PH8nWkXxUztH7ft9vIbJhgzR5fuyxx9i2bRsVFRUolUpcmzbR+zd/w1e/+lViw8NUVlaSl5cnJfN7PB5WVlbQCwI7L18GIOfsWb5XUsKhQ4dwu90IgiCF942NjdHR0cEzzzzDbbfdxp49e5iZmcHr9UqZCqWlpYiiSFVVFZWVlVRWVpKTk8NLL72Ew+GQSLANGzYwOTnJzSSJZLFYqKiooLq6msHBQZ5//nnJ7280GqmzWmFlBQB9ZiYXL17EaDTy4IMPcuXKFYLBILt27cJiseD3+yX1TyAQwOfzMTQ0JK3ebt68mVdffZX+/n5WV1eloL2mpiYOHjyI3+9nYmKCxcVFKisrJQWKSqWiqamJkpISYrEYZWVlUmVqYWGhFDooiiIFBQXYbDbW1tbIzMykqKiIsrIyzGYzaWlprK2tSeRBb2+vRHA5HA5UKhW5ublcu3aNyspK9u7dy8aNG7HZbNy8eROfz4fD4SArK0siSaLRqHS/DRs2SLkYc3NzUnNLUVGR1BCRWs3+yU9+Qk5ODi0tLayurtLY2IggCOzevRuTySSpK5aXl6XqR4fDQW5uruTpNxqNUvXqrRPZgYEBhoeHJavevn37KC0tJRQKkZ+fL1l6VlZWpBDbpqYm2traeJvLxZbVVW5dQ//3QAAH8EZdnpOEEqED+Cdg6xtub0pe2kmELX6DRJDjURIZCpXAx5LbfIwECfFvwElR5HuRCN97w+P9PnBSELgJXPN6X3ebUqlEpVKh0WhQKpX4fD4WPB7qVSpaa2vpm5sj7vMRDAYJBoOoVCqUSqVkYcjJyWFxcZG+vj68yccW0tP5Hb2e/T4f7dnZ1G/dipiWxuDgoJTzEY/HKSgokEjW8vJy8vLyCIfDBINBTp48SW9vr3Tc19TUUFJSgkajIRKJoFaruXnzJmtrawiC8KZBztnZ2YRCIanyGRJjmlAohN/vp6+vD6vVSm1t7U/ddx3rWMf/fPwmiIUZXiMD0uF1TUEpREhYG8LJbW5NchNvuUyp2/QkQoAVb9hGIGGdSxcE4Zgoiq/p0Naxjv8mSAV8pQaZ/5ORsiGkLAKp4LS3sjn8Z3Fr9VoKqcnom1ktUv74vLw8srOz39KOoVQqaW1tZWZmBqfTSV1dHYamJjTJAVcqNT1FaESjUWKxmJSzAJCX95rA1u/3YzQaKSgoIC0tDUEQWKmvJ6JWIw+FCKvVoNEQDQYJh8OMjIxILRipKrG2tjbsdjtms5m1tTWU8/PkJ73Ti4uLzM7O4na7GRoawmg0Svfz+XzMzs4iiqJUKVhbW8uuXbv4+te/jiiK7N+/X6pFi05OSvtdolAwY7Wi1+ul4L+pqSlMJhPf+c53WFhYYOPGjQwMDFBnsZA+OwtAdSxGhcFAT3+/1GRQU1NDTk4OeXl5XL16lQMHDmCz2ZibmZEmA8UuF7+Tn8/TS0tkZmbS1NTE5s2bqf7ud1GIInpRZO/KCv+Rni6FWubn50tVbcvLyxwaHOTBoSHcDQ384P77iUQihEIhQqEQWVlZFBYW0t/fj0KhoLq6Gr1eT0dHB1qtltLSUgoLCxPqh7k5Gq9cIaxW03jnnczPzzM+Po7JZEKlUuFwOBL1mV4vJ775TQoef5yp//2/6XC70Wg0TE9PU1JSwurqqlQ9WFlZicPhwOPx8OqrryKKIps3b0Ymk2EwGDihVBLp7mbIYiG9uZn+/n6mp6elatKCvDz+7zPPkBUMEhwZYfEDH6BtcFD6XwCzs7O0t7fT0dHBzp07yc7OliwLqfwMhUJBKBRidHSUleVlbPn55M7P49BqsalUVCRl1m63m7GxMQRBkGwzKpWKkZERlpeXpdXJsrIyKioq+MIXvkBvby/79u3DYDAwNDRENBqlpaUFh8PBqVOnmJub47bbbqOsrIzBwUEaGhq45557kL3yCvZHHqH52DEmJyelz+nQ0BDX/uiP0D7yCLLaWvLe9z5KOjtxOBxcvXqVXbt2SZV6S0tL9Pf3S8GH+fn5eDwe3vWud3Ht2jUyMjKorKyUJudra2tMTU1RVFREMBjkG9/4BuXl5SiVSrxeLwsLCxgMBkZHR7FarYyMjODxeNi+fTt5eXlMTEwQi8WkKr/FxUUikQjT09OUlZXR0NDAtm3bWF1dxWKxcOnSJU6fPk1+fj6NjY2kp6djsVjo6+uTAihTjR92u52amhqJfCkuLsZsNpORkYFGoyE/P5/h4WE0Gg05OTl4vV6ysrI4f/48brebgYEBsrKypFVtgPLyclZWVti0aZOUs7GwsCCdx6qrq0lLS0Mmk9HV1cXCwgItLS08/PDDjIyM0NvbK5Eahw8fpqWlBY/HI7Wc+Hw+SktLcTqdZGZmcv/997Nt2zY0Gg379+/nxo0b0sp8eXk5arWa69evMzU1xYULF+js7MRkNPLJyUler08DLZB9y+9hQEWi4P2bwJ/y5gPbKAnbwijwERJhjZnAD4BbI5SbSRATkCAn0nlzhJP3lclkEIshk8koFQQ+IZMxr1TyeYUCpUpFOPxadKQnFKInGd4Jr+UHpVR1g4ODUlvE/Pw8Pp9PatZQKpX0hUJ0azQUm0x4xsbweDyYTCYpk8Hv95OXl4dOp0Ov11NXV8f4+LgUtlpSUsLMzAwrKytYLBap7cThcODz+dDr9ZLaIpWrAjA5Ocn09DQ7duxAp9NJ2R0p3Lx5k/n5eWpqahKqNbMZSBAOMzMzmEym1+UWrWMd6/ifi187sSCKYgmAIAgPAo/wGqlwBvgOcEkUxZu33kcQBAOwgQRJ8LuAJXlTP/B7oiiuCIkzcj1wCPgACcI59dgHgL8G/u7X98zWsY7/HFJhWakv3//J0Ov1r2t8SEnAfxmk0stTndq3wu12S7LfNyIVIPZmKCwsxGKx/MJ1n2tra9y8eZOKigppFWdtbY3e3l7kcjkKhYKqqiomJyfx+/1s27aNWCzG+Pi4VPl18+ZNhoeHWVlZkVaHGhoa2LJlC+Lu3Yx84Qtcy8tjWzRKVVUVBw4cYGRkhHA4jE6no6KigrS0NP793/89oSjYv5+pv/or6r/8ZeIqFYb/+3+JRqMMDg5KAWozMzPI5XJEUeRv/uZvCAQCZGVlsWvXLjweD9/61rfIyclBp9ORm5tLbm4uzz//PN3d3SwfPMiWggL8gQD/HIlgHRqS3jun00lZWRkbnnmGvzp1ih9YrcR37kzUSCqV3Ny3j8Lz53nZbMahVkuhcQ6Hg+3bt/Pggw9y/fp1bty4QWdnZ6ImsLmZfWYz5uVlBKDG5ZKk00ajEbfbzYXcXE4IAhG5nOCRI+R5vVI42fz8PB6PhzudTm73+9m7sIAmGiXt+nXMtbVYrVbq6+vxnz1L4/Q0nro6HGlpzM3NoVaraWxspKioiG984xt885vf5A//8A8JBAK86xvfwBoMEmlr42JJieTNN5lMVFdXMzc3x8TEBH+wukrxQCI2zvTP/0zf9u309PRIx0BBQQEXL17E7XYTCATQaDRotVo0Gg2iKLJlyxYOHjzIwqlT3PWd7yAHlhYWeCqpCHC73WRmZrJjxw7yMzPJ/OEPAdBEoywODzORDOhLKS5ycnJoa2vj8uXLOBwOlEqlRAodOXKEzZs3Mzs7y5kzZ5DL5RQXF/Mfv/M73JOfj81qZb/RyMzMDFqtFlEUJWvG888/j1ar5fbbb6ejo4MbN24QCoXQ6/VotVosFgvBYJBQKMTMzIxUbdnb28sDDzyAXC5naGiI7u5urFardNyUlJSQ+cwzNHzucwBMDg/Tet99Uu5GR0cHXq8X64MP0tzcTHl5ObOzs1y+fBmbzUZxcbE04cnIyMBqtRIIBOjt7WV8fByj0YjX65XsGymiIS8vj6eeekpqrVheXmZtbY38/HwEQeDq1atMTU2h0Wjo6upiw4YNkl2hubkZt9st2Rn0ej1paWns2LEDj8dDTk4Oly9fJhQKsbq6yujoKJcvXyY9PR2/38/y8jI2m00iCrOzs3E6nRw7dowbN27Q29tLJBIhHo/T0dHB8vIyO3bsIBgMcvPmTbKzs6Ua0KqqKsbGxiRCIB6P43Q6aWhoYP/+/WRmZjI2Nsby8jLhcBiFQsHWrVsxGo0oFArOnz/P4uIiFRUVkvqlp6eHyclJBEFgbW0NURSlBoINGzZIFgq5XI7RaKSqqoq2tjappWdqaoqpqSmqqqp44IEHiEajTE1N0dfXRzgc5kSypeTmzZt4vV6mpqbIzMxMqC7UalwKBZZolDWZjCuFheyamUEhity6jp4iHuS8pjhI4dYVrDwSAY+fu+U+AGUkBqJhEg0RG0mQEArgzUs7b3n85HGh0+nIyMjg0YUF9obDEA5zU6fjpCAgiqJkDQiFQqjVaolsiEajaDQa5HI5kUhEymhIEVqpkOJYLCbVm6anp0vHVspmlHpvfD4f8Xicd7zjHZSUlPCTn/yE2dlZjh07htlspqKiQmp8SUtLw+PxsHnzZtLT01lcXCQWi0m2F4VCIdl9rl27JinaysvLf+p1SEtLQ6fTkZ6e/rpQapfLxeTkJC6Xiw0bNvycV3Md61jH/wT8RqwQgiB8iISqDMBBghx45a22F0XRA7QBbYIgfBL4V+DdJGxzlwRB2CWK4jIJoqFfEIQvAv9IokUo9V3yx4IgfF4URdev6WmtYx3/Keh0OhobG3/+husAkFKvb61PS6G3txdRFNm9e/fPDZ16I35RUgGQJvZSvsOpU6QBlrw8IpGIlLKdGqTL5XImJiaw2+1otVoMBgPDw8O88sorlJeXc9+uXejvuQfF7Cz+L30J+YMPEvvrv0bR10dWVhZOp5NQKMT+/fspKSmRVrZ7enrwer3E43GmpqaoGR1NhPKFQmR1dlK2b5+0GqbRaLh+/TrhcBiVSsXi4qLkuXY6nfT19WGz2Whra2N4eBij0SitRAOcHR0l8NGP0tbWxmBvL8ZQSFIGHDhwgNLVVXL/+I8B+Fufj8crKlhaWiIYDHL+ne/ka4EA8XicyokJotEoW7duxWazcfXqVYkI2rlzJ7Ozs1J7w6ONjbzn8mViMhkHXnmFUq2Wvz9wgMzMTH70ox+xurrKhQcfpKK+nrc99BCb7HYeeeQRxsbG8Pl81K2t8dHpaQDCyfcqoNHgzMpCLZORC7z7yhVU0SjLU1O89+hRioqKJNVJWVkZlZWVXL9+nZmZGfQ6HcZIBABlPE7lyZMEMzKYn5/HYrFQWlpKVVUV2dnZaFZWIEksrBiNzM7OShOF6upqLBYLWq0WrVaLyWQiGo1itVpRqVR4vV5WV1dpb28ncPYsKYOU2e+naXWV6nvukZozampq0Dz2GLKkh3vaZGIkaRUIBAKkpaVRWFjIiRMnqKmpIRgMSgGWtbW1hMNhurq6yMjIYGFhAZ/Ph9FoZO/evUxPT/NyNMqdLS3YbDYKCgrYv3+/RKypVCqJnHK5XNhsNm7cuEE8Hic7O5uioiLGx8f55Cc/yfDwMG1tbaysrFBfX49SqUStVlNcXMzs7Cw2m4329nYqKiqora2luLgYXUeHdMypx8Y4ffo0Xq+XiooK4vE4NpuNjIwMdu3axcLCAuPj4wiCwMzMDD/84Q/ZsWMHarVampxbLBZGR0cl4ml0dJSMjAzq6uowGo0olUoUCgV33303U1NTeL1e1Go1R48epbm5mYsXL5KVlSUFS+r1esrKyqRjK2VfSB2X8/PzbN++HYvFgtvt5sUXX2RiYoKCggIqKioQRRGVSkVNTQ133HEHHo9Hav3w+/2Sgq2vr4/q6mqMRiPOZM1pKBSS7n/9+nXS09NZWlrC5XKhVCq5cuUK6enpbNiwQWrCOXjwIGlpaWRmZgKJiWxGRoYUcpl6710uF3Nzc9TV1dHQ0MDAwAA+n48tW7ZQVFREb28vs7OzkqLjyJEjqFQq6fmHQiEpn6GgoID6+np8Ph86nY7y8nKi0Sg9PT2IosgTTzxBT08PJSUlOJ1OjMlKw1Tejlqt5vDhw9R9+tNYkrkFalHkjEyGWqlkX/jW8siE3FXJm4d4vdnf3gekvWGbd75hGxfwGeD7yd8LgR+TkMq+CxjSagmHw4iiiJgMYZTL5cRvCZsMBIP4SZyHU7k9WVlZZGVlEQgE8Pv9yOVywuEw0WhUsh5kZmZKdrqUYiESiUhk0OrqKpAgz7KysigtLWVubk6q6k2F9D7wwAOSUkehUNDZ2Ul/fz+1tbU0NTWRl5dHKBSip6dHakPZunWrFBR8q01z//79zM/Pv2UwdF5e3uuUeSkYjUbKy8vXgx3XsY7/H+E30QqxDfg8ifP3KrBLFMXxX/T+yayE9wqC4AM+TELN9l3g+C3bxICPCYKQTuJ7AxKVwfcCj/4KnsY61rGOXyNEUZRWBXNzc1932+bNm3+qBWJ4eJhoNEpJSclP3XYrUhOFNwY+3oqU1eBn7VtGRoa0MsgXvgB/9EfIgdqvfIWZo0cpLCx8nQIlNelSq9VSyN2OHTsk1YPp1CkYTpSlRT79aQbr6jCbzXi9Xi5evIjdbufixYvU1dWxYcMGqqurpYlPKk8iEAgQeec7kZ85Q0StxvLBD7La1iZVhzkcDoxGI7m5uRQVFbF3714qKiq4ePEixcXF7Nixg+vXr5OTk0NHR4ekIHjwwQfJzMykvb0dm81GTU2NtKqfsl88+uijtGRn8z6FAkU0ijc9nfZr1xKBbGo1OTk5lJWVsbCwgMPhwO1209jYSHV1NdeuXePUqVOUlJTwqU99iqqqKvr6+njqqae4lpXFldtu45Hnn0cGlAcC/PPp06iuXKFRLufvs7Lw6HSMOhyUJS0QKysrzM/PJ2T6t6hjlhQKBj78YVZycxPWDpsNuc+HKjlZSQ+H0SeVCuFwmOnpaXQ6nbSKOzk5SUtLC90f/Sit//qvyCMRCp96iu0PPcQEMD8/j9frTdhZVlY4azIxuXcvVuB8djb2ZJZDqgpwJimBTgV9VlZWkpaWxvPPP4/T6USpVDI1NUWsuBjH0hLZwSACYD99mhmtFqVSicPhoKuri903bki2EbtOhyiKUmVgeXk5H/3oRzGZTOTk5JCens7jjz8u+fo7Ozvx+/0YDAaOHDlCS0uLlBVQWFjI0NAQgUAgUa/q8bBz5076+vpYW1vDarVKq/7FxcW0trYyOTkphVguLCxw8eJFjh8/zp7ycjZ/7nMsxeO8fOAAh+68E4vFwtDQEOXl5SwlbS4Oh4OamhqsViuKPXtwj49DIMDVQ4eILC9Liqd77rmHxx9/nLm5OZ588kkikQiLi4tSTeLLL7/Mj370I/x+P06nU/Lsi6Io5WHMzs5y4sQJCgsLGR0d5R//8R9ZXV1l586dVFdX09bWRjweRxAEKioqKCgowOv14nQ6WV5eJi0tDbVaLV3qdDq8Xq/UrpAiQevq6jh79iyTk5Oo1WqpnUGj0eD3+4lEIgwNDeFwOBgdHWXv3r3IbqkPzMnJYWhoiG3btrG0tEQ4HMZkMgFw9epVent7OXbsGHK5nK6uLsrLyyWVCsCLL75IIBDgQx/6EPn5+dIxUV5eLtnDUjkIkAiz1Wg0bNiwQWp38Xq9GI1G5ubmqKqqoqKigrm5Oa5fv45SqeTIkSN4vV5mZ2fxeDyYzWYOHDhAZWUlw8PDfPvb38ZsNnP8+HE6Ozvp6ekhPz+f5eVlGhsbKSwsZPlf/5XDP/4xjRYLf71rF1u3biUQCNDX10dFkiCFBLHwrvl5Sm4hFVIrSC8DWby+KvJnpYXr3vJMD0FAk7z8Dq95bz/Ia5kNfwk8mMw+SZGwoVCIubk5/hfw58BNEgGPYjI8WCaTEQqFJPVJMBgkEokgk8kkYkKnS+yZ1+uVvq9kMhkqlQqDwUA8Hpc+b263m1AohEwm46GHHmJiYoJHH30Ut9vNxMSEVCuZkZFBVVUV0WhUsv/l5OSgVqulZoesrCyGh4fJycmhurqazs5OFAoF27e/9oqmGlbOnTtHfTL75hdBKhPot4G5uTnsdjsNDQ2/1CLCOtaxjv8afhOKhX8iEb4rAp/4ZUiFN+BjwAkSlcNHBEE4JIriq2/Y5uMkKoVTo8v9rBML61jHf3ukJnapQfiteLP8hNXVVcnT3N/fT19fn1TdmILf76ezs5OMjIy3tESMj48zNzfHxo0bfypnIWVlmJ6eJhAI4HK5yMvLY/fVq6T2yH/pEhd1Ompqal5HLOh0OknanEoJFwSBxsZGAoEANwwGauRylLEY40VFmEwmSYKq0WikZoOJiQnGxsYoLy/H5/NJwXbt7e088cQTTGzaRPZTT2EwmRgZG6O/v19Ksk+FCaYmZpFIBLvdjsViIR6Ps2vXLuLxOD0XLvCFwUGMNhtfSoZ4RaNRcnNz2b59Oxs2bHiddDrluQ4EArhvvx3r6ChDSc/+2vXrOGMxJiYmqK2tpaKigqGhIakmsqysjFgsxvDwMD6fj9HRUQwGgyQX12g0jI6O0paRwX1LS4hATjAIwSB3AsZ9+3AcP47D4WBwcJDLly/jcrkwm814PB7ctbW80tBA1vg4XwSiDgcHGxupTSbku6NRTu7bR153N1eamti2dy8TExNMTk5KXvP5+Xm0Wi2RSISmpiYuZGZSmJZGvstFHDAVFXF3ayuRSIRDhw5RUFCAVqvF6/UyWl6OzWAgsrREWloaPp9PshksLi4iiiJut5uRkRHu2rOH/I9/nM1zc3y5qYl5t1uqMvzy5s18oL+fBbWaz9hsRL/3PXbs2CEFol0VRYoVCmJ2Oz9qbCRLr8ftdrO6usry8jKf/exneeCBB3C5XJw+fZqsrCzq6+t56aWXmJqawufzYbVaMRqNFBcX09HRwde+9jWpMrKnp4f777+fRx55hGvXrkmtE0eOHOErX/kKk5OTdHd3SyoFv9+P2WzGbrcngiUrKzF99rNknT5NGlDs8TC9YQOzs7Pk5OTQ2tqK0WikpqYGl8vF008/TWdnJ/X19Xy1rY2Ojg7aXniBSCQiTapUKhWrq6s4HA4uXLhATk4O169fRxRFvvSlL1ExO0vh3/4tXoOBr73tbZhMJiyWhItSEAR0Oh3xeJyuri4yMzPp7e3l3LlzGAwGDh8+zLlz5zh9+jQmk4mZmRk6OzuxWq1EIhFKSkooKSnh5ZdfJhAIUFFRIfnRt27dSlFRkWT58Hg8nD17FofDgUajIS0tDbfbzaZNm/D7/YRCIdLS0rhx4wajo6Pk5ORw4MAB0tPTuXjxIvPz8xw7dkxql8nNzcVqtUqBhqOjozQ0NLB582amp6eZn59ncXGRvLw8mpqaiMVikkUj9fwhYRvzeDySxSMWi0mhki6XC7VazcLCAlVVVdI52OVyoVKpqK2tla4rFAp8Ph+hUIitW7eSlpbG5OQk9fX1ZGRk4HQ6pdaVpaUlnn76aWKxGE6nk5ycHPbu3UtVVRUqlYrsT38aWTSKwWajbmwMe0MDwWCQnp4eLikUBBQKbo9GUQAX4nEsvKY2SBEHNSR8sCmMkCAP3mo6G+O1ge8EidqyFC09QsKDmwNcuuUxem65f3fyuwES31spRQIkiIgPkshMsCSJ4hQBodPpXtfgsLi4SHZ2NpFIhEgkgsViweVysba2hsfjQRRFyS6l1WpRKBSEw2Epq0ClUpGZmckPfvAD6fyuVqsxmUyUlZVx6NAhhoaGWF5eJhaLsXv3bgYHB7Hb7SiVSmZmZigrKyMjI4M9e/aQlZWFRqMhMzPzp4h4v98v5WrU19e/xSv7s5FqvikqKvpP3f+Xhcfjkapm14mFdazjN4dfK7EgCEIxsDv5a5iE0uA/BVEUQ4IgfI8EeQAJ9dqrb9jGJQjCs8BDJIiMjf/Z/7eOdazjN4eUx/0XrctsaWlBFEUEQZBSs1O/r6ysSJ5+s9n8M2WYKSn0mykWXC6X5M8OhUIJhUAkQvlDD1HU14cgl+N73/tQzs39VLVWKjk+hVOnTrG8vExVVRWBQID2WIzBt7+dorU1+o8fZ+PqKhkZGeTm5rJx40aCwaA0STSZTOQ8+yzbOzpwbd2K4gtfwO/3MzIyQiQS4f3vfz91dXW8dOYMwWAQs9lMR0cHDoeDoqIiSdExMDAgpYNv2rSJQ4cOMTMzQ/rp01Qk7QN/aLdzOj+fU6dOoVAopIlLKltiaGiIjIwM7rvvPq5du8as0QhbtmBVKvnjH/yAu7q6cMtkfMJoJLO5mY0bN0py35THWGe381czM8wbDLz66qsEg0EuXryIz+eTCILPV1Uhvv/97PnMZ7CGQtLrmNXYSOfMDKOjo+j1eqmtICUzjsVifM7nYzKpVMlOKj8KCgqIxWLE43EW3/lO2nftwu/3s9LZydraGiqVKtHkYbez6HLRn1zxi0Qi7Nq1ixc/8AEqz51jUK9HVlyMxWCQ8hGqqqp46aWXGB0dxWQyIQgClZWV1NTUMDo6KqXxT01NoVAoyMzMxGQyEfvSl8jt7gbgH86c4WP19QwXFqLRaJjKy+Ol97434aM+eZJMk4ns7GxkMlmC9BAEvlhQwGpaGlk6HZXl5dL7GwgECIVCtLW1odPpWF1dRRRFaWKQn5/P4cOH2bx5MzU1NdTV1REMBuns7CQWi2EwGBBFkUAggNPpZGZmBkEQyM/PZylJmCwtLdHW1kYoFGJ5eZns7GxMJhN6vV6yLI3a7aQiWi1lZUR0OoLBIHNzczz66KMMDQ1x6NAh9u3bR2FhIVeuXGFtbY2nnnpKCp7zeDyMjY0RDAZ59NFH6e/vZ3l5maysLDZv3iyFBfb09LDn0UfJXFsjc22Nvy4sRHHfffT29uL3+4nFYlRVVeH1eqXcgqNHj7K6uorNZmNkZASFQiHlYaytreFyuVAoFBgMBmZnZ6XQO4PBQHp6Ojdv3qSzsxOj0UhhYSFra2usra2xsLAAwLFjx/B6vfT39xOPxyUSIiUZ7+jokOTrw8PDKJVKDAYDsVgMtVrNHXfcwdLSEkNDQzQ0NGAwGMjJyUEmk0kBqBqNJkHora0Rj8ex2+3k5+dL7S5+v186p968eRO73c7AwAC5ubl0d3fjcrl46KGHqK6uZnV19acmjUajUSIgL126RCAQ4K677pLCF4uLi/F4PGRmZlJRUYEgCFgsFlpaWiTiI3X8aTQayf6jVqsTRPL27Vifeoq4RsOJlRXkzz3H2F/+JeahIaZmZ/lEZSUnrVYyPB4eHRvjtM/HE7HXZ3LfSipESaw+HQa+wJurFoIkiAQNsEwiTdyUvO3WFJ9MEkFglUAf8MfAnwC7SAQ6pmrHgsGgdB+VSiW1E6W+jzweD+FwmJKSEikwMScri39fXGTr9DT/YbFwoblZCk+cnZ3F5/MBie/FVI1tOBxmeXmZ9PR0amtrCYVCyOVyXC6XZH8ym81Sa8cXv/hFAIqLi8nLy2Pv3r1kZWVx6dIlMjMzyc/P58qVK1I+yM2bN9m0adObEgdqtZry8nI2bdqE2Wx+U1viz8P4+DjhcJicnJzfSC12dXU1JSUlb9pssY51rOPXh1+3YmFb8lIEppLZCf8V9LzJY78Rl0gQCwLwq42eX8c61vFrwy8TZnnrwCTVwCAIApFIhL6+PmkCZjAY3lKKubCwwMzMDI2Nja8LmEwhMzOTkpISfD4f2dnZBAIBZDIZV9xuzMkANks8zt7FRcLhMO3t7VKAWwper5fJyUmpgu348eMolUqsIyNsfvxxBFGkSqXCsXcvpaWllJSUSNWIqQT5XIuFO86cQSGKFL76KpdPn5a8/XNzc3g8HhYWFtixYwdVVVUMDg4CUFRURFFREZOTk1Ktpt1ul0L2gITMOieHqEyGIh4nUF/PysoKcrmc6upqKVMhPT2diYkJgsEgy8vLFAB/+OyzqORycl54gRf7+9lutwOQEY9zAJgIBnn55Zdpa2tDo9HgcrkwGo28/4knKFpZgZUVvul0Mjw8LAVwRiIR0tLS2LBxI6V33cWXZmcp7+ggzetFtWcPGXv2cPVLX8LtdnPs2DEcDgd+vx+tVktOTg5btmzhzJkzkmc5Ho8TCoWYmJiQ5P/Ly8vk5+ezuroq1bKtrq5SMzvLxy9fRhBFXlar+WJZGdqREeqdTkr37+dsZSVPfe971A8NsXPnTjIyMqRKy+npaZaTsn2dTicFqnm9XgKBAOnp6dKkMTMzk40bN+K8JU9AIYrcOz/Pt7Zto7W1lVAoxNTUFOnp6dTV1VFWVoZSqWRsbIyZmRmMRiMtLS2Mj48nquwWFjhx4gRdXV3U1NTQ09PDD3/4Q1paWkhPT2dgYIBLly5hMpk4cOAADz74ILFYjAsXLtDd3U16ejpHjhyhs7OTUCjE2NiYVKtZVFSE0+nkypUrCVVIsqfeYrEwNzeHXC5n9+7ddHd3Mzs7y6ZNm2hpaeF/19Rw3eGgeONGxDvuwDcxwYkTJ3jppZdwu92S1WJtbU1aTY3FYkSjUcljHo1Gueuuu3jppZcYHBykoKCAwsJCNm7cSG9vL1arVaqszEtPxwKIMhmK1lampqZYWlqSGlK8Xi9ms5mioiJkMhkbNmwgOzub5557jpWVFUZGRqQQ04GBASwWC+np6VJjhMvlIj09nXg8jtlsRqFQ4HQ6aWtrIxKJ8La3vY3S0lKeeuopjEYjDz/8MPF4nIyMDM6ePctXvvIV7r//fkKhEHl5eZSWlkpVl4ODg1J2QyQS4ezZsxw4cICsrCwaGhokMqKhoYHFxUXJ8tDd3c3169dRqVSStD4tLU2qOc3IyACbDT7/eWoLClDt28fc3BwvvfQSw8PDbN68WQpePHbsmPR5XFpawuPxUFJSgiAIyGQy8vLy8Hq9aLVayfZx4sQJGhoakMlk0kQzVTtYUFCAKIo0NDRQW1vL/Py8dJxkZmYyMzOD4/bbWTpwgPpnnsH66qswM0P8M59he7L29Jt+P2uiyHW/HxF4JRbjqiCwVRQl0mCNxER/lgSpMJL8uYeEZDUIqHmNZNDzmlWilYSCgVsea4VE64QheX+AAmBz8u/FwDgJZcPCLfdNtR8tLi4Sj8WQx2J4/H4ASQWm1+uZm5tjTzzOUU9iOPwRm422ZFsKIAWgps65Wq0Wl8slVYMKgoDP52N+fl6yNmzevJm6ujoGBgYk69358+cZGRkhEAig0+k4ffo0S0tLlJWV0dzcjFqtZmBgQKodTbUBXb58GZ1Ox+bNmwEkEqGhoQG/3y+REQ0NDfwyqKurIxKJ/EZIBUAaA6xjHev4zeLXTSzcOqJfe8utfnGkiAmBxLn+zWC/5brpLbZZxzrW8VuA1+tlcHCQoqKi16VH/1dwq1pAqVRSXFyMIAjMzs6+abZCKpk7NdiLxd68lVYQBJqamkhLSyMtLQ2tVitNflI1YTKZjNzcXCYmJiQP663EQspbbLVaKS8vRxAEsrOz8c3MICTD9zTDwywuLiIIAjU1NSwvL2MwGLjrrrsoKChgYGAAZ3o6uW43QZWKc6OjlO/cybFjx5idncVut3Pp0iWUSiXRaBSXyyUF9dntdlZWVjCbzRw+fJhgMEh6ejorKys8/vjjFBUVoamq4j+ys3FcvYrpbW/DkpHBli1b6OvrA+Btb3tbQmXR3s7Nmzdpampi58mTNNlsAMx+/OOs3HYbbTU13L2wwFpaGp8dGcG7tERTUxPBYBCFQoHdbmdiYgLFLe9JlsUipZFXV1dz+fJlioqKePe7301FRQXj0SjfDYVQ6/W0CAL1ly/T3NxMIBDA4XBIq6b79+/n8OHDAOyvr6fs29+mZ2qKf1comJqawu12o9frKS4uloLOtFotFRUVjIyM4PP5KBEE6T0pdDrxpKXxkb4+0sJhQo8+ykv79nHjxg1pUlVYWMjg4CAqlYqlpSWJHNHr9YiiKD1vvV5PaWkpGo2G+fl5iYA4bTKRdeedbHnuOWSiyEpy1fJHP/oR73//+ykuLsZmsyXaP6amaGtrk3Id8vPzCYVCxGIxwuEwcrmclZUVLl68yLVr12hpaUGtVrOysoJWq5UmeS6Xi9XVVb773e+iUCgYHBzkwoULmM1mCgoKJDImRdClJhx5GRk0OZ2UlZcz4Xbz9NNPMzk5yYc+9CFp+3A4jEwmY3FxkdXVVbYdPsxVgwHNzp20P/88ecmg0/n5efLz8ykpKWFxcZGBgQFaW1sxm80Eg0GWlpZobGzk+9//PsvLy1JeQur9ys3NJScnh1OnTkltFMXFxSz9+Z/z0unTNB06hNDUxI32diqfeYby6Wm6LRamSEySTCYTly5dklb39+3bx1NPPcXQ0BCNjY0YjUaJ5EodS01NTczMzHDp0iU6OjowmUzU1tZK8vVYLIbZbKampoZXX31V8tynQiu///3v093dzblz52hsbOSjH/0ox44do729ndXVVUwmExqNRgrHXF5eprOzk927d7N582a8Xi+iKKJUKikoSAx9vF4vhYWFHD16lNHRUWw2G3K5HJPJxM2bN9mzZ0/i/XzHO5CdO4cOaHzuOWqOHpVW0bdv344oirwRr7zyCsvLy+zZs0cKFzQYDDQ1NUkKn8zMTG7cuEFubu7r6gdtNhuzs7PI5XJmZmbQ6XRkZ2ezuLjI4uIiarUaQRDYtGkTvb29dPr95OblkTKiuVdWpDrJO71ezMPDxIFppZJ/BLa9YX+fJ+F/LUxedgO385pUNsZb5y1Aok2inUSGgpmEjULLax3mKRhuuZ5FgsR4hERl2QHgUiTCgt1OfjzOBaAgGuUPgG+RUNNNTEyQk5NDKBTivM/HCglVxI1kYOO1a9ewWCySJcFisbCwsCDZeFJKiGAwyMLCgqREikajFBcXU1xczBNPPMH8/Dz79u2jpKSEkZERvF4vBoOBmzdvsrS0RGlpKQ6HQ8qUaWpqoqSkRFLVpKpH19bWaG1t5caNG2g0GjZt2oRCoUCn05GWlsYvi/UAx3Ws4/8f+HUTCymtlEDCtvZfxa2P8VY6rOAt1998xrCOdazjt4LUalZK6vnrQCpdvKCg4KfkmqmE9dLSUoqLi8nPz/8pG8OtUKvVpKenc+7cOVQqFZs2baK2thaDwUA4HKa/v19qB8jLy/spL2dlZSUej4dt27bxxBNP8OMf/5j3ve99BD7+caK9vQSHhjh34ABrCwtUVFQQi8W4ceMGcrmcsrIyaQXqzN/8DRltbQwZjXj1emkl1e12U1hYSFVVFV/84hfx+Xzccccd5OTkcPHiRSwWCyqViqtXr9LR0cG2bduQyWT09fXhdDrJzc3FYrEwqdXSlZ5O0+wsx++4g+vXrxOLxSguLiYnJ4fz58/j8XiQy+Xo9XqCt5BCbXNzzM7O0lNayvTf/i1rkQi+55+nsKCAbdu2kZmZyfz8PLFYjIWFBb575Ai/Z7MxEI9zSqmkMPm6dXd343Q62bx5M+FwmL6+PmnlTqVSMTk5ydLSEhUVFQQCARYXF7FarezcuZMHH3yQCxcu4Pf7qf3xj8m+dIkjwM3SUn5UVER5eTnZ2dnE43HGx8cpKyujpKREmrhqNBrmDx9mMRLB5PdzcedOGBxEnQyLU0YiCMmKyPz8fOl9jsfjUhXmysoKSqWS7OxsMjMzKS8vlxQiX//61xFFkYeWl7nzyhXWXC4c99/PT+rqeFYUOdDTQ2k0yruHhxmz2Wg7fZpte/cSj8fJzMxEoVAwOzsrdcwDXLhwgVAoxLZt28jLy8PtdksNEJs3b2bDhg1ScnxmZiZf+cpXkMvlKJVKRkdHyc/PJ5gMl0utxKeIILvdLvnA5XI5f9/RgXV6muj165z613+VXrPZ2VlGR0eZmZmRJM5qtZpgMMjBgwe5++67ee6551haWkIul+P1eqmpqWHPnj3Y7XY6OzupqqpiYWEBhULB2toag4ODTExMEIlEsFqtTE9Ps7KyIjVnHI5G2djZiVhdzecvXeLixYvs3r2b6elplnJzaWhupq+7m+l/+zdOnDsHwO9mZvI7BQUoFAqWl5dZWVmhsLCQ7du3YzKZCIfDFBYWkp+fT3d3NyMjI1RXV0vqk+3bt0sNGnl5eVK1XuozqtfrJdvLJz7xCUZGRrBarYyPj3Pz5k2i0Sirq6v4/X4KCwtJT0+XLEmp97inp4eJiQk2btxIVVUVhYWFiKLIqVOnkMlkUt2sVqvF6XTy/PPPEwgEuP/++2lpaaG9vZ1wOMwLL7yA0+kkEAhw3333oUmumgPg97OyssLRo0fZt28f09PT9PX1UV5eLgVrhsNhSktLpZyWpaUlTp48STwe5x/+4R9QqVQ0NzdTUlKCy+WSchwikQjT09OoVCrp3JqarF67do1wOExFRQUlJSX4/X7a2trY+MMfcqizE2dZGd87eBBHMMj1tDT+3OkkT6Ui7vWCx4MMqFIqaU42tNyKW1evdgE2EpP9lLlNx0+HOb6RaGi95br2DdukiIlbk358wMXk/7gMVJBY0aqKx7lHJqMkmbnwQeAJvV4iAd1uN5FIhDVRZJMg0KJScTM/H0V/v0QgFBYW0t7ezsjICH6/n6ysLIqLi9Hr9ajVarq6ulCpVFgsFiwWCwcOHKCpqYnp6WkKCgrYtGkTjY2NUguKWq1Gq9VSWlrK7OwsZrNZslSYzWby8vIkxYlCoaCpqYlQKIQrWfcrl8slq6BKpaK19dZX6xdDMBhczzlYxzr+f4JfN7Fwq3qgQBCEClEUb/4XHu/gWzz2rbg1gc37X/hf61jHOn7FMJvNbN269TcyyHgzwiA18Un9/59FKqSQslOkktJTPd7hcFhavStMeuPfiPz8fEkyfuPGDSm4SpGVhfvJJ3E4HMxfuEBoaYmXXnpJalOYm5tjdHQUp9OZGEQ2NODIziZtbY3S7Gx0Oh3z8/NcvHiRo0ePolKpiMViuFwuIqdOYfvhDxlVKhm74w6sVivZ2dnSxMblcqHX6ykoKMDv9yOTySjIziZeXMx9Dz6IzWbDbrdLORaPPvooCwsLyOVyyabxr8Cr5eXE43G68/JoIlE5ps/NxZqWxkNGozQpEUWRvXv3cvXq1YTseuNGFh9+GN0nP8nn/+M/mExL491lZSwmk+9LSkokgsXn87Fz505KS0t56aWXUKvVXLt2DYPBQHFxsdSs8MILLzA7O5sgJW5RoIRFkXvvvVciV8bHx3E4HMzOzlJSUsLw8DAej4dYLMaQ08kP//APJVuLubycL6pU3Ovz4Tl2jDygNSeH+++/H7PZTH9/Py6Xi127djE5OcnTTz9NW1sbNpuNlpYWPB4PHR0d+P1+xsfHKdfpuGd8HDlg6e9n/7338qXFRQ6NjXFodhZmZ2kADgHPX7/OYHk54XCYtJ/8hO1KJc76eqqrq8nNzcXn8zExMUE8HicnJ4eVlRVmZ2fRarWEQiG+/OUvYzQaCYVCHDt2jF27djE4OIhSqSQjI4Pp6WmMRmMiI8JqZcv4OCNaLbMk8gpKS0spKytDr9fj7+3FmszgUCwsEBsf5698PvZNTPDSZz5Du9VKZmYm27Ztk6rwCgoKSE9PRy6XU1JSQkVFBVVVVZw/fx6j0ci73/1unn322UTIncWCyWQiEAhgMBhYXV1laWmJ5uZmjhw5wvnz5/F6vQnbUkYGR779bYRolHu0Wr7c2CiF1aUIwFOnTnHp0iWM8/PS50CmUGA0GqXVc6PRKK0ip5oaDh8+zJUrV3jxxRfx+XwUFBSwZcsW+vv76e7uJi8vj/3793P33XcTj8eZm5vD5/NRXFzMzMwMHR0dkppEq9Vy7do1enp6sNlsbNmyhby8PFZXV2lsbEShUNDX10d/fz+NjY24XC4GBwelLBK5XI5Go6G/vx+Hw4FaraayspL+/n4MBgNer5epqSlsNhsqlYq7776b48ePMzc3R1ZWFp2dnXR1dSXsWn/wB1hjMfQtLaQfP85QVxcKhUJSmgiCwPXr18nLy6O3t5dwOMzu3bullWm9Xk84HGZmZoYXX3yRBx54gJ07d0oViim5/sDAAC+88AJer5ejR4+SnZ1NX18fY2NjZGdnc+edd0rKrZdffpnZ2Vk+kswYsUxMMF9VxdWMDFQqFd/6/d/n4x//OOEXX8TxiU8wIpfzgsdDUyDA74oiPiBVbrgdeIZEReT/epPz9xtJhDdrjHizVarUdnIS/tqdqXMKCXXDAAkLRkXy7zlAgULBdb0er9uNXhR5SS7nRDzOX8lkdGu1vD8aRaZWY7FYcDgcPBMMorXZKExmAmVmZjIyMiIpShQKBW63G7lcTkVFhfS3aDSK2+0mEAjQ1tYmfU6ys7P54Ac/yPnz5yWSJxgM4na7USgUtLa20tjYiM/ne0vFYElJCVNTU8TjcURRZOvWrW+63S8Ku93O8PAwZWVlv7HgxnWsYx2/Pfy6iYWB5GVKVfYXwHv+Mw8kCEIFifrI1GMNvMWm5bf8z9n/zP9axzrW8daIxWJSgNovG+AE/FZ9jxkZGa+r0XorpGTsCoUCtVrNnj17+MlPfkJ/f79UF6jX62lubn5LWajb7ebs2bOIosj4+Dh2u13qAR8fH5fS6R988EGuXr3KhQsXmJmZoaCgAJVKJZEWHR0drK6uku92s8nlIvd970NbUkJnZyezs7PcuHGD48ePs3fvXlwLCxz9yEdQR6McBt49NERVVRWbNm3i7Nmz2Gw2qYZyZmaGhYUFmi0W3vkv/0KW309vJEL0/e9n7969jI2Ncf78eTIzM7FYLJjNZqklw+vz8ZPkxCMjOXmfn59HLpdz7tw5ZDIZc3NzUrCm0+lEr9fT0NBAc3Mzk5OT7HvppUSlpM/HYUGgp6GB3Nxc8vPz2bBhA263G7/fj9frJRgM0tjYiM1mIx6P09DQQFVVFZOTk8zPz9M4McHRuTn8Fgtn3vY21pRKOsfHeSwtjYdCIU6fPs2NGzeora2VqgUnJiZYW1ujqamJmzdvEgqFUCgUvPLKKwwNDVFaWsr41q08UVaW8Ed7vdLKoc/nw+v1cvnyZSaGh/lYPE6ty8VjhYV4PB5u3LjBwMCAZJkoLS3lYUFAPp4oRYoLAgPJSdmKy/VTn52Y309PTw/ZFy7wV3NzADz80kt8+uGHKSkpkdLVrVYr27Zto6+vj46ODnw+n6Q+SFmBpqamqK6uJh6PS732Xq8Xr9fL/v37Kf/e96heWCAiCHxYJmNpaQmDwSD11jcMDUn7FdLriWq1PDSTKOJ7z9QU31CpsIfD3Lhxg/LycqqqqqQ6WJ3LRcVf/AUPRyL4Pvc5FiorWVlZ4cqVK9TU1PDjH/+Y+fl5Nm3ahMlkwu12YzQaKS0tJSsrC61Wy5YtW6RJcF5WFiSJI0UsxtHDhxkaH+fJJ5/k9ttvJyMjA7vdTm1tLQPxOF+MRjns9zO3fz93tLSg1WpZXV3FYDCgVCqprq7m/Pnz9Pf3o9PpOHDgAC+++CLBYBCfz0dpaSkqlUoiD++66y5cLhdDQ0N0d3eztrbGkSNHkMlktLe3c/HiRdLT09HpdFRXVzM6OoooipSXl2M2mxFFUSIdTp06xezsLMFgkIKCAoqKimhubsZqtUq5KamV4vz8fKxWK+FwGJ/PRzgc5q677mJsbCxB7nV3U1JSQlNTE2VlZSwvL+PxeMjJyUG0Wun7i79gx44d6JK2EY1Gw9zcHFarlfn5eVwuF1u3biUnJwe/34/NZqOjo4Pl5WVKS0vZu3cvQ0NDRKNRRkdHAaRV79Txmco5CQQCmM1miYgNBAIUFhZKk+TvfOc79PT0cODAAeba2ii7fh2f2cyOhx9GPj4u+fCff/55CgoKuPEnf8LY2Bh1P/kJD4siChKhi05eUyZMAP+bxIS/9uec23+WLeJWhEmoFEZ5jVQAUAF/B3QAjwGfINGDrgL+BXh3NEqTVoshFGJUqWTS7ycHqA2F+IFKxZWkAksQBMnKEAgEMBqNrKysMDc3hyAIUhiq2+1GFEVu3rxJWVkZeXl5zMzMSGq6VB1qqv705MmTnDp1CkEQ2LZtG6FQiKWlJSlLobu7m3g8Ln1O34jc3FyKi4t/IdL9F4FGo5HaLdaxjnX8z8evlVgQRbFLEIQpEnk3AvC/BEG4JoriV36ZxxEEwUyiFjilRhOTv78ZttxyfeyX2+N1rGMdPw8zMzNMT09TXl7+W+uo/mWRGphNT09TXV0t7bfL5WJxcVEKxwOkmjedTkdJSQn9/f2JCVZDAyqVSuqF9/l8tLe34/F4pMTtW5FaCRcEgYMHD1JVVcXGjRsByM7OZnp6moWFBTZt2sThw4cpKSnB6/XS0NAgNRKcOXMGq9VKkVLJsU9/GlUoRPjsWVTJCarP50Or1Uq+XJfLhSyZ/5AK1atrbmbbtm0Eg0Gmp6ex2+1UVFQwOTmJyWRiQ38/WUm5dPbJk3w9ufqcWs3Nzc3l+vXrqNVq8vPzGRwcZGVlBbVaTTgcxm6384Mf/ICqqiqpvjMlt41EIlRUVDA1NYVarUYURV599VUcDge7k3JhEcgtK2MpmRw/MDCA1WpleHiYubk5YrEYjY2NPORwUPDjHzNsMPDC8eNoNBpkMhktajXveuEFZEB0cJBlrZavb9/O5Y0bYWEBl8vFzMwM3iQxMDg4iCAI2Gw21tbW0Gg0FBcXU1BQwNGjR6XsDbvdzuXLl5lLTuz9fj85OTnMzc3hdDol//Lh+XkOLC0BYFYq+WZyha+yspKMjAw+mJFBlSDgam4mdOUK6nics1VVPNXVxfz8PF/W6bBUVbGnsZGluTmcPh+f12oZOXeOP15ZkT5P6mgU3eQkryZr5VQqFWlpaczMzBCNRolEIjQ3N5OVlcXKygrxeByHw4F5YQHdhz/MnWo1voMHycvLw+VyMTY2xsLCAq1OJwBKUWR3QQFX19bQJStUKysrUSuVBL/7XTSxGG0bNqDMy8Ol02H0+1kxGNh/4gQvnj7N+fPnmZiYwOv1kpWVhcPh4PCzz1I8kFgD6P7kJ1lK1nS6XC6JFIpGo1KVnl6vp76+nl27dnHx4kWpNWRychKNRsP5oSG27d+PeWGBsf37CcRiOBwORkZGOHbsGBkZGdTV1UmBnndMTVF49iw1P/gBgsWCeOedfPnLX2ZtbQ2j0cjQ0JBUF5oK89y9ezcul4vGxkbGx8cpKSlhaWmJzs5ODAYDvb29zMzMSGGPPp9PqgeMxWISWaDT6airq6OhoQFRFHn55ZfJz89n+/btnD17lqmpKTIzM6murpYUFGtra8zNzVFSUoJcLmd1dVUiHdRqtXQsjY6O4vV6qaqqoqamhu7ubkZHR6mtrUWpVFJTUyOds944ocvIyECr1UqVkrFYDK/XSyQSITMzk8LCQnJycqSWiZRFoqSkhA0bNpCZmcna2hpyuZyqqipEUUSn05GRkUFFRYVUDxyNRtmxYwf33nsvLpeLqampROPJ1BQjIyNs2bKF7584gctkYv973oMuI4Oenh6pgeTFF19EpVIxPj7O2toaFUtL0oA1Hfg9EhP7dOBPSYRu3QUMkxhsiiSCvVIS1hCJAa8ciCSv30oyRHn9gNhNYjC5SKJ+7FZy4R7gvuQ+PAw8CDQCb4tGOe718ljqmFUomBAEckSRMLCYDOeMx+PS+2K1WhFFkdnZWTIyMkhLSyM7OxutVktzczNKpRKbzcbExATLy8uSdebuu++mqamJoaEhSd1lNpu5cuUKU1NTFBUVsWfPHoaHh5mYmGB6ehqlUsnGjRsxm81vWuMMiSyEDRs2SMGsKaQsSQ0NDW+aXfRWMBqNbNv2Vlnr61jHOv6n4detWAD4Z+DLvKYs+5IgCFuBT4iiOP+z7igkEtLuAT5LwkqXUitMAT98k+3TSDQNpbZr/xXs/zrW8T8eqTT2txps3AqLxSL11v+6sLq6KiXD/yqwvLzMyMiI5NFPYWFhAYfDIa3KA5IXPGWbkMvlLC0tsWHDhtfd1+12S6uHKysrryMWPB4P4+PjVFRUsGHDBiCxEpQKfczMzOSd73wnNpuNmzdv4nQ6aWhoYGBggM7OTlpaWiTZ9uTkJNk+H6pk7aJiZgZiMVZWVrDb7XR3d3PbbbcxPj5OR38/zX/xF2zo72d20yZOvPe9hMPhRM2jTofVapUq4hYWFsjJycFRV8eqUokpEuG81crY2JgUFhaJRHjhhRcQRZE9e/awZcsWJicnpW5wlUqFzWZjamqK4eFh3G63NDmBRLjl3XffTVdXl1SD2dPTw9DQEB9NZgUIQH0gwERaGn6/n6GhIXp7e1lZWaHEaOTjV66Q961vIQ+HUcbjNLrd/OjZZxltaaG/v58pp1OSQCuiUaweD8c7OniytBSr1YrT6cTn82E0Gunp6WFwcJCFhQV2KpV8fG6OMa+XV5uaqKmpIRAIsHnzZnJycjh58iS9vb0sLy+Tk5PD1NQUFotFagdJ1QIqb1HtuJOd8Y2NjQnJ8Q9/yH2PJaYZQ729fPTOOzk8P8+i04k/GcwWFEX+KS2NKwUFaCsrEUUR5/PPJz77fj8k6+yiGg2e6mpWZmfZs2cPAGfPnqWiokJa+UxJ1tfW1jCZTBQUFPAnL7+MZXmZY8ClkRF0X/86CpWKr2ZnU1xczFcbG3nXxAQrOTlkDQ7yQDSKo7oamUzG008/jdfrRf+e95AeChGtqyM+OUn7Aw9gGRrioigy88orFJWWSnkTIyMj9PT0EIlEKPB62ZR8bdoXFnjuueeoqKjAbrfzxBOJtYHGxkaysrJwuVyYTCYaGxuZm5ujt7cXnU7HzMwMExMTVOTl8ZXOTooCAUatVp4LBvGvrFBZWcmOHTuYm5ujvb0do9FIVVUVOp2OcJKAA3B2dZF7772S372oqAiNRsPWrVspLS2lra2NQCAgKUGampq4fPkyHR0dHDlyhNHRUS5cuMDk5CRKpVLKIEllPygUCin5fmJiApPJRHp6Ohs3buSVV14hHo9TUlJCdnY2ZWVljI6OStaVVACoTCYjEAgwPz/P008/TSQS4aGHHpJyPGZnZykqKqKsrIyhoSHmk3aP1dVVFhcXpTrRVFuF3W5n7969pKenAzA5OcmTTz5JaWkp9957L7FYDH0ys+X69eukp6ezdetWMjIyOHDgAJAgZVM5Eqnzn1arRafTodFoXhdke+v3x9zcHH19ffh8PgYGBlhbW+PBBx+ktraWqakpxsfHqaurQ7thAweOHuWLX/wi3d3dKJVKNhQX8/bRUeRra3zV72csHOZryfOFA3g3UAYoSSgFIBHY+CAJQsCYPK8skJC2rpLoHreQGDi+g5/GMyQyGlIGASUwnby+n8RA9H+TaI04nPx7PYmshVS/SwxI6Xt0Oh2xWIw7BYHfkcuZzMxkWhDQkFjFl8vlUu6CTqcjHA7j9XopKytDp9MRCASkc06KpJbJZESjUVQqFZ2dnRQWFkqWvMnJSXw+H5WVlZSWluJyufjGN75BQUEBO3bsQBAEzGaz9H2Uet8AHA4HKpVKClj0+XwEAgHC4bCkanC5XKytrRGJRH4pYmEd61jHz4YgCH8KPCaK4vJve19+Ffi1EwuiKH5FEITfAfbwGrnwLuCdgiCcJ2FfGyJhkQuTCN/NA5qB24BcXiOgBRLE8vtFUQzy03gHr2XviCSI5nX8iiAIguVn3fwb25F1/Mpx48YN1tbW2LJly8/NP0itKv66EI/H6evrQxAEaQL185AKtLt1sHQrUpONHTt2kJmZKf09JVG+lRSIRCLSYEqpVBIIBHC73fT09KBWq6mpqUEURUZHR8nLy6Ompga9Xi/ZHTZt2oRSqUSj0UgDtXg8LvmP3/Oe95CWlkYkEmFubo5QKERjYyPBYDBRVRaP8+STT5KTk4NOp0OhUOCpqmLsjjuwdHcj/7M/Q/T52Lt3L6urq4nVzO98hwe/9S1EjYbebdso/MxnWLPZ0Hq9zM7Osra2htPp5Ny5cyiVSjweD0tLS/h8PiZlMv59yxZylUr2p6fzJz09PLmwQGDDBqqqqohGo3g8HioqKvD7/ZLq4gGdjnS9ni9MTRFKkh4GgwGDwYDJZCI/P5+BgQHMZjMPPPAAvb29yOVyrFYrPq+XMzIZv9vbC8DmS5e4cOAAX/3qVwmFQpSVlWG1Wtlhs1GZbJ/wJlfPQgoFjQYDmQ0NiYF58nZ47UtiqbAQq9VKdXU1xcXFXL16VfInp6WlkZOTw/+5epX8cJgjbjdhn4+WqSnOPvccgd27KSoqep3keMuWLVK+xvLysjShU6vV/LiwEDwe0mUyrh04QFVVFV6vF4VCwerkpLRv/oUF1HI5d95MxAyVr67yAasVuVxOIBBgaWkJv99PY2Mj73jHO5iZmWG8pwd/Zye6aJTrJ06QVVBAVKGQKhEDgQBra2v8+Z//Od/97nfp6OggTy7nz6JRLBUVnK+sRHn2rLQPG0+eJM3noxm4abWS3tyMdscOeisq2PDhD7NheJijwJkTJ+ienGRiYiKRrZGbS8vRo1JuwOzsLDnT03xzcRGZKPIv6ekY772XtbU14vE4LpeLrKws5oqKGDeZMG7axGWHg9Dp06yurvLyyy8zODhIVVUVJ06cwOv1kpuby4ULFzhz5gw3btzAZrNRVlZGdnY2TqeTYlGkKBAAoGpxkXfdfTfza2vYbDZmZmaoq6uTFAROpxNBEPhCcTEPBwL4MzN5Ij0d8/e+h1ar5eDBg6Snp9PT08PS0pJEhsTjccrKysjPz+fMmTPSpC8zMxNRFKVjWqPRkJWVxZYtWzh37hwGg0Gqd3U4HGRlZWEwGNDpdHzve9/j0qVLmM1m6uvrcTgc2O126uvrWVpa4saNG6Snp9PU1EQ4HJZyOlKE4PDwMKFQiOLiYq5du4YgCGzdupW9e/dy6tQphoeH6erqkqTwoijS3t7O0NAQGzdulCaBqWO+r68Pl8vFiRMnGBgYwOVyUV1dzezsrBTaun//fuRyOfF4nFdeeYWuri4OHjwoBcz29vayuroqyfHlcvnrpPMrKyv09fUxOjr6uuBKp9NJS0sLCwsL0mualpYmkSJKpRKTycSxZ5+lLpnr8bskwrJSrQzZwFMkJv63nu3/LXn57yTsCQA3SJANfw68Lfm3t0oMuAc4CdyZ/H3xltsaSKyOaYH7SVRWbuI1CW038DngJnBdJkMQRQwGAysrKyzH4zwCqJKTco1Gg9lsJi0tjUAgQCAQQC6XI5PJJELX7XazvLyMw+EgLS0Nl8uFSqWSvqu6urro7e2VMjWcTiexWIxgMIhMJqO1tZX29nYmJyeZm5sjHA6zZcsWnnrqKWZmZqQ2k40bN1JSUiK12+zYsQNIqK1SxFtK/ZRS0q1bGtaxjl85PgN8WhCEp4CviaJ47re8P/8l/CYUCwB3AC8D23hNTSAnQQTvf6s78dr3Rmq8GAPeJYriWxEGD/IayTwniuKN/8pOr+On4Pht78B/ZwwODhKNRmlsbHzLCe5/VxgMBuLx+K/MV/lfgUwmo7S09HX5Db29vcRiMZqbm3/qtRVFkY6ODgRBYMuWLW98OCAR0lhVVfVTf1er1Vit1tf9TaPRUF9fL1kLUmndqVXFoaEhMjMzsVqtzM7O4vF4yMjIIBKJSKn9Wq32daFXgiCg1+uZnp6mt7eXHTt24PV6WVhYoKamhoaGBnp7e1lbW6O8vJxLly5x+fJltm7dyuTkZKLC8A/+gGdHR7FmZVHU08OePXv40Ic+RHRyEvndd2MWRR6Wyej8m7+hsLAQk8mEVqslGo1Kyd/PPvssLpeL/Px8qqqq2LJlCydPniQtJ4c9tbW88x/+ASEeZ5tMxiGlkn379tHS0sLLL7/MpUuXqKysxGKx8EcyGVWf+QwAuxsbebWhgaNHj1JeXi41TrjdbtrPnuXI44+ji8UI/O7vYrVaWZyd5bPXr1NttxMnEZwWShI5KSVEdXV1YjW0spLI1asoRZFZrZYlvZ7ddjsPtLXxPaUSm1KJVqmUHsel0fC1DRsolctpHRzkiakpNmzcyNLSEkajkU2bNlFWVoZGoyHQ/pqg7UOLiygXF6nv7eUrLS3E3W5aX3qJnVot7ttuQ5aXx4kTJ9BoNFy9ehW73U5dXR1KpRK5XM7zZjPhcJgak4np6WnUajV2u51rgsBOrRYBCCiV/Mnsa7E/ZlGU6gFNJhPRaFRKbc/Pz+fGjRuEYzHesX0722prkZWXk21KNCifP3+ehoYGKWHf5/Px9re/nfHxcT7Z28tOrxdGRhh629v4dHMzDxUV0a/Vsqu7mzQgDgiZmSwsLKDVaqmqqsJ0y7GvCoXIzc1lw4YNzMzMSDWbXV1dDA0NIQgCJzwe9ElCb+vICJ89eZJdu3bR0NDAytgYebW1bPvjP8Y8NUX0yhXira0olUpUKhV+vx9RFLHb7fz4xz/m6NGjaDQampqapNyAmpoaDh06hM/n48CBA/R1d9N74wYbZmdpq6lhcmmJxcVFbDabVGOYUqZEo1EGBgbw5ebS9b73EYlE0CYJC7PZjM/n47nnnmNxcRFn0gqi1+ul8Mnm5mZOnz6NKIqo1WoWFxfJyspix44d2Gw2Jicn8Xg89Pb24nA4KC4u5vjx40xNTdHV1UUkEqGhoUFqSlhcXMTlcvHEE0+Ql5dHMBjEYDBw//33c+bMGXp6elhcXJSk/wBHjhwhIyODlZUVAoEA2dnZUrWoyWTCYDAgk8no6urC7/djMBhwu93EYjFsNhsej0fKirDb7bzyyivU1tayb98+AoEAvb296PV6DAYDTqdTUh5NT0+za9cuwuEwo6OjXLlyhYsXLxKNRtm2bZtkoVldXeXSpUukp6ezuLhIdnY29fX1WK1Wrl+/ztTUFDqdDr/fT3V1NfPz83zzm99Ep9OxadMmdu3aRUdHBw6HQ7KjHD9+nIKCAjL+4z9eO3eSIBWCgIZE5/it1Y8AfwB8PXk9ZR6KJu/7h8BpwE+iIeJxEt7cO0kQA6mUAYGEjSJFLHwmeXkQ+DSJakiAj5MIjISEpWKMRLBXC/AhkL5HU8G4AOnp6eTm5uL1evH7/QiCQGtrK0tLS/T39xMMBpHL5QSDQUKhEAaDgUAgIKlrsrKyCAQCxGIxlEql9BkWRZGSkhJkMhnz8/MMDAxw8+ZNbrvtNmpqalhZWZFCIXt7e1laWmJ8fJxQKERmZiYTExPk5eVRXl4uWdUuX75MIBCQ3p/+/n7KysrYvXv3OqmwjnX8+qACfgf4HUEQbgJfJaFiWPrt7tYvj9/ILEIURY8gCKnz80dIjAFvrQl+s1mYyGuEgkAiQ+c9oihe+hn/59CvbKfXsY5fEqlBnSiK/88RC6mmg/8ueGN6dKpG761eW5lM9it9zTMzM4lEIthsNvLy8qSe9qtXr3Lp0iXKy8tpbW1lcXGR1dVV8vLyMBqN6PX6txx8GY1G4vG4VLXZ0NBAQUGB1Ovu8/no6uqSgvlSq/7l5eVotVoEQaC/vx+Px4PBYGBxcZGMjAx6h4bYrFYjDwaJaDSo0tIYHR3F4XCwYcMGKc9hZGQElUpFaWkpLS0tktohIyMDj8dDPPX6AjJBQCaTSVkaxcXFZGVlsbS0xMTEBNtvSdwvDwRY27KF+vp6RkZG6OjokEICD83Pc3AxsfYXf+wxTt1+OxlTU1TbE6U+MuBcbS2mzExyu7uxWCyUlZVRX19PLBbDl5WFq7ERS18ftV4v4yqV9H+1y8uoiorwl5fzaGUlm7xe/mZujgcGBrjf6+V+IGa1cimZnG+1WtHpdCwtLVFUVMS37rqLrd3daDdtYu+PfgTJzIdYPE7Do4/S1NeX+L2jg2/ddRdX09MlKXg8Hsdms5GZmYnD4cDhcLC6uorX6yUzM5PNmzezvLzMX3R1UZpcZSd5uaJQMGgw8K3qatKiUTIyMqTV22g0ysTEhLSqXF1dTU5eHuG8PGaTYZqpUM/UBEapVEoy9XvvvRfjLWGLv3fqFH5R5DOHDjFuNPK4w8HbjUbSDx+m5tIl7j11itGiIl7JyGDxbW9j59mz9EQi/PWzz2I4d05atXQ4HInJ9eoqj05NEVKrOVtSQmRgAAGYqK9Hq9Vy5coVdp88yb2dnSxkZKBPftYV4TAbMjOxqdXk5ORw++238/jjjzM6OkpbWxtuu51/tFhoKi+n5PbbAaipqWFyclLKIkhLT+ex++5jdGCA2qYmon190urryMgIs7OzZGdn09zcTH19PWtrayiVSpxOJ5cuXcLn87Ft2zZ0Oh0XL15kfn5ekvjn5uaiVqtxOp0sLS3x4osvIooitbW1bNu2LaEwCgTQXbvGWFoamtpazp07R1ZWFhUVFRiNRkwmE3K5nOnpaSYnJ1EoFJw4cYLz58+j0WhYWFggFosl6l0nJxkdHcVisXD48GG6u7u5du0aer0eq9WKxWJhY5IQm5ubY2RkhNOnT7N582Z27dpFbW0tgiDQ0tLCwMAAgiBgMBgYHR0lJyeHTZs2YTab0Wg0hJOVqZAg7lLBnAMDAxw6dIjKykqGhoaQyWTS53BhYYHJyUn6+/upqqpCoVBgMBgYGRnBaDRKVarhcJjV1VVWV1cZGRlhcXGRe+65h4qKCoqKilCpVJw9e1YKNO3s7KS4uJj6+noMBgPp6el0d3cjCAIZGRnk5uZSVFTE58vKuH9sjPpAAK0oIiNBKkCCYHgjsWAjEaB4kNfaIhQk1AX3Aw8BXyGRxfABEqqF/wWYSNSLqUiQbR9L3jcEnCXhv30heXtqQHoK2JE8d/Umt08NPP8JOKJSEQ6H8Xg8kj2ktraWPXv2cPr0adbW1hAEgbm5OeLxuEQYpGx3q6urNDc3S6GygUCA+vp6/H4/6enpkgqkrKwMn8/HhQsX2Lp1q6SQEEWR+fl5mpqaaGlpQaPR0NzcLOWyXL16lYWFBfbv3093dzdnz57l2LFj+P1+HA4HHR0dLC0t0djYSDQaJT8/n8rKytflLaxjHev4tUEAKknECHxaEISnSagYzvx2d+sXx29seVIUxQDwp4IgfJMEsft2Eoqyt0JqltBJgrn5jiiKoV/vXq5jHf95bN68GVEU/1NNCev42WhtbX3L1za1+vOrQiQSob29XQpjy87OlpQcqW75lIWitbUVtVrNxMSENNHQ6/WSBeLWfTSbzWzcuFEiKSKRiDTwHB4eZnR0lN7eXkRR5MiRIxQWFlJSUiI9b1EU8fv9dHR0MDIygtvtJj8/H1l2Nr2f/SwNs7P0lpURjkbJM5uJRqOkpaUxPj7O7Ows3d3dUtDazMwMDodDsocMDAwQMptp+8AHMHd2cqmmhlpBIBAIYLfb8fl8UpK4Uqlk6v77MUxM4Fhc5PHCQrzJBPl4PE4wGCQjI4PJyUnEW94vh0qF1+slp6mJhe5u8lZXGS0tpXJmhvyhIRoFgd6jR/GVlNDe3k4gEKCpqQnxFt+2bds2IgMDzLjdtLW0UGM2k9Pdzdu6ulgrKKC8ro7Gjg5ItlHsKCtDc/AgsVgMv9/Piy++SKnNRuPwMGObNnH6+HEMBgPjd9xBaXc3r2ZmMtTdzYax13J/5aJISX8/Z1pbGRsbkyZaw8PDUp6BzWZDFEW8Xi9qtRq9Xs/ExASKJFlxK3pNJh7Zt4+VlRUy5XK0Wi0KhQKz2Zxop1hY4HfGx1lRKBDuv59jt93GlStXuHHjBn6/n1gsRkNDA9nZ2dIK/Kuvvsrly5dZWFjgZnMz9/b3UxePk+N0kgGcWF7mn/V6FhQKvlpQgH5mhpPDwyhEkeaJCYZtNl7x+XjUYECtVpOZDD9MtXBkZ2ezeWyMD3V1oUqqFOZNJg6Vl2M2mWjYtYuNwNDQENsuXAAgz+2mf98+sq9epTcjA2d1NWUuF263m+vXryOTycjLy0Mul/PeuTmqXnwRgIVXXmFl/37m5+fp6OjA7XazZcsWamtr2bt3L93d3Rw6dIixsTHJltLV1UV2djZjY2MJBU5aGrfddpu0Gt/V1YXdbic9PZ2srCzcbjcWi4UPfOAD3Lx5E5fLhVqtJisri2g0Sk9PDyUlJRw6dIjt27fT1tZGyd/9HTVdXWxVqfjnBx6QqmRTCpjV1VU0Gg133HEHP/jBD8jNzcVsNtPY2EhVVRWvvvoqq6ur9PT0cPHiRbRaLV1dXSiVSg4mQzWj0ahUh2kwGJibm8PhcLC0tMTU1BS5ubnYbDaGh4elrIJUo0BraysWiwW1Wk1xcTFbt26lrKwMVZKMu+eeeyRr0t13343BYCAnJwe73U5/fz/RaJRjx45JDRgLCwuYTCZ27NjBtm3buH79Om1tbRw/fpzCwsLX5dD09PTgdDrJzMzkypUrkpomHo+zubIS5cMPUzY3h7+pidVwmOnpaZ544gkpV2N4eJjq6mrS09Pp7e1lNBbjg3V1fCA9HXlPD2suFx9OHkvLJCb6el4LYtQCX0geX14SxAC8ZlXQAceT1y0kbBFfIhG8mKIqb502q4EiYP6W2wGukCAprgPPJ//2t7fcPpUMIYXEOT/VKBIMBqU6UY1GI1WGLiwsEAqFUKvVFCTDa1Ohqy6XC41GQ15eHjk5OZK9ym63S/a5zs5OZDIZCwsL6HQ6HnzwQdrb24nH41RVVbF9+3by8/Px+/0olUqKiopwuVw4HA60Wi3BYJBwOIzb7aa3t5fx8XEyMzMpKSlBrVazbds2BEH4KdI+Ho+vj3PWsY5fHT5LIiIgZTdPLaqrgAeABwRBGAe+BnxLFEXnb2Uvf0H8xnXPSXvC+wVB+CCwAWgF8knk7ahJZO+skMjcaRdFcfEtHmod6/hvhd9GoFE0GsXlcmE2m/+fU0n8MvhNDGJSaghBEKRV4KKiImKxGH19fZSWllJcXCxVRgJS1WQqET0rK0sKSnsjWlpaaGlpARJhmd/73vcSq/qHDtHR0UEsFmPz5s1s2LCBnTt3IpfLGRgYYGVlhS1bttDR0cHZs2epq6uTag9zcnLQaDS8IJfTX1uLyWSiqaiI6elpKSCsvLwchULBtWvXMBqN6HQ6TCYTWVlZTExM0NLSQlNTEw6Hgwtra+hqajhy5AhNq6tcuHCBgYEBamsTJW59fX2YTCZKDx7kssXCwD//M4eHhxmzWplNNiPodDqWlxMZRD0FBfyN1cpmiwX/gw9i7e2lauNGviyTUaVQMCaT8Wef/SwAMlHk/e3tPF5czEQ0SpnLxd2Li5zcvp0KtxtNRQXfyc2la3ERr0bDDoDlZT546RJ5wSB5Kyt8rr8feTzOUlYWg2lpnCwtZf7aNUwmE8XFxVSkpfHtxUU0djueoSGe+dKXGBsfx97czMvJisxqo5F/KyoiIxplk89HRC5nprKSh27epFMm46ZMxn333UdTUxM/+clPCIVCZGRkEI/HpeNwbm6O6upqvnPbbdw+PEywoYG07dt57vOf50xeHnV5eRQVFTEzM8PS0hKTk5NSGv9HpqY4FIlAJMIz3d3829iYdGzL5XJJ6n/58mVplfe5557D6XQil8sTNoydO3lnPM6JZ55BBEYLC5mYmEAmk0l1qwsjIxRNT+MUBJ7u78dSUIDo9VLZ0EBGRgbGnh6q7HYuFhdTcvAgb//bv5VIBYBwXh4NtbVYrVaUSiWiKPLJT36SudVVqk6fJm4yUb64iDYYZHskwvf7+pgIhVhZWcHr9aLRaCgsLKS8vJzm/n64kXAuKkMhnE4nVVVVaDQa/H4/w8PDzM7OSr7+o0ePYjKZ0KjVOBwOWltbKS4uZn5+npWVFT73uc8RjUbJysqSahRzc3NpbW0lNzeXkydPolarOXv2LDdu3MBgMNDS0kJlZSVdXV243W4MBgM3btygqKiI7OxsipIVm+pwGP3Nm4Sys/H5fFy9epUHHnhACoLdsmUL27ZtY3FxkT//sz/j7bEYO48c4ZJWSyAQQKVSsW/fPhoaGggEAtKxvLS0xK5duyguLqa3txeZTMa2bduora1leHiYGzdu0NraSk9PDzMzM9TW1lJdXY3dbmdkZITLly9z2223kZ+fz+TkJDqdTpLXK5VKKQAyNzeXmpoaBgYGpNDJ9PR0SkpKqKioQKFQIAgCO3bsoK6uDpPJJNnBRkZGcDqdzMzMcOnSJfR6PWazGY/HI5Eb7e3txGIxqqurmZmZoeKZZ7Amm0H+YnWVjj/5ExQKBefPn6ewsJA777yT9vZ25ubm6OjooKamhoMHDxJ/8knefSaxSHdFEOgDooLAR4DrCgUZ8TgnYjF6gLtvOc/KeI1QcAHfAL5Joh3iMyRG7P+WvP5mA+BFEpVj7SRWtVIQeH0zxNeTj5/COeBP1GqIRpHJZBiNRiKRCIFAgJmZGTweD+FwmDKVih0OB32ZmUxHIgiCIFklUjYXgP7+fklRlspSyczMTNjiRBGHw4HP56OwsFBSk8XjcQoKCjAYDASDQdrb24lGo2zatIlYLEZaWhp79+7F6XRy8+ZNVldXKSsrw2w2k5ubi8vloqysjMrKSvT6xLpfPB4nHo9LioX5+XnGxsZoaGj4qSakdaxjHb88RFH834Ig/CWJU9kfAAdSNyUvBaAC+L/A/xEE4SckVAz/LXMEf2uGalEUo0BX8mcd/28g+2fcNsfryf11/AYwMTEh+fRzcnJ+/h3W8aZIVSimFAi35iP09/dz6tQpjhw5QmNj45veP5Vmn5mZ+QsRPKlmAovFkpjEGY2UlZURDofx+/1S4Nno6CgZGRkIgsD4+LjUJR+LxTh8+DCzs7MSWdDb28v8/Dznz59nZWUFQRC48847aWpqwmw2s7S0REZGBuXl5RiNRnw+H/6f/ISiv/s73Dk5OP/8zzGbzVKv/erqqrQfq6ur1NfXY7fb8Xg8/PjHP6ZKJuNDr76KXBTxv/giP3nkEX74wx+ytrbG5s2b8Xg8OJ1O7Bs38pwoUjA3RyAQYHh4mA2trXR0dDAzM8PZD3yAo9/+NjqXi8rVVXZdv860VsuXenpQd3eTp9fz4Z07qS8s5EPf/z5VHg9fLS1lNC2NsbExQsnXWwTkyVXNyWCQ/9vaiiYQYHx8nFgsRmZmJge3bEHT1gaANhjEoNFgsViw2+2o1Wri8TiLi4tYm5r45s6d/BDIzcvj3n/5F0rW1jgmCHw0mdieUrGkCJzMzEwaGhqIRqNUV1czNjbGkkKB9Y//mJKSElRmM57FRSxTU3i9Xurr65mamsLtdkukQDgcJpas/gSIer2MzM9LTRRNRUW8Y3kZx/w8n/d4EAQBe9JWkqr/zMrKYtOmTbjz8/mG04l9ZYXV4mKyvF70ej333HMPMpmMH87P8665OWLxOEdsNn7vwgVCgsBXKivpHxriUxcvohRF9k1N8WdWK8eqqrB2dhIVBH7Y3MyTRiM5okhdXR0zMzOMjo7yxS9+kZvLyzwtl5O2uoommVmgj8XIcrnwl5bS2tqKXq/H6/UyOTmJ3W5n9KGHiHq9eINBbt5+O2XxOBs3biQnJ4eZmRkGBgakHIXV1VXaHnmEB77xDQgEuNDaSry2li1bthAKhTh37hy1i4s0ud20y+XYbDYUCgUf+MAH6Orq4vz588TjcdbW1sjOzsbv9+PxeFAoFDgcDsbGxhBFkcnJSaqqqgiHwxQXF7P2R3+E8lOfwllYyPXcXLxutxTAWllZKU24x8fHJavAXdevc3xkBH70I97ziU8wfs89krIhHo/z6quvotVqGRoaor+/n3A4TH19vRTCV11dzY0bNzh//jyRSIT6+nrOnz/P1NQU58+fp76+nrKyMhYWFiSFkzu5X6+++qp0biosLCQejxOLxXC5XDz55JPMzs6Sn5+PVqvFZDJRXl7Oyy+/jM1m4+1vfzt6vf51QbepesqRkREUCoVUO2kwGDh06BAZGRlUVlYyODjI/Pw8breb6elp8m7JsFHX1LBt2za+9rWvSecuq9XKpk2bmJ6eZnp6Gq1WS1paGukul3S/bUmL1pRCwWJxMeHJSeyxGKkkhs/dcm691YhmJOGhjZFYEjxOwi4h8Br5cCtiJNom/MD3gbo3P30TA/pJJI9HASsJAiNNo6FFryficjERDhMIBNDHYmxUKFjR61l1OPjO3BwF8TjLi4vUqdUIWq0UqBuNRpmenkav11NQUCAF7m7dulWqloUEMb20tIRer+f48eOkpaUxOTlJXl4eBQUFLC4ucvnyZYLBILm5uchkMjQaDRqNhrS0NEnJY7FYqKmpIRQKEYlE2LVrF9nZ2a/7Drt27RrxeJytW7cik8le97OOdazjVwNRFCPAj4AfCYJQCryPRKNtamB/q4rhPuA+QRAmSagYvimK4n+bDLzfflLbOv6fwc+S3wiCIL7Vbev49SEV6PVG6f06fnVYXV0lGAyysrIi/R4Oh6X+cafTKf3UJldwfx7W1tbIycnhyJEjFBQUSJYDg8FAJBJhaWmJQCCAyWSirq4OlUrFhg0bpAk/JKoyp6am2Lp1K62trZJE1ufz4ff7Jf//j370I4xGI21tbchkMm677Ta8Xi9LS0vc9fLLmBcWyFpY4JXPfQ7XnXcyPT3N008/jc1mw2q1kpubS3t7O6dOnaKiooLW1tZEe0FhIfJUG0cgQOvmzTgcDlZWVpDL5Vy+fBmPx4PFYmFtbU3a95WVFQIzM3iT6pBraWk07t5NxXPPAdA2N0dUqUSdfOyCUIjS0lIeOHOGxrU1AH5vbo4PulzI5XJ0sVhiHwCXXI4mFuNbyST1lIXG5/OhUChoX14mUlnJkXCYYEMDzX/0R+SVlNC5axfvPX0apc/HhFrN+IfcwQABAABJREFUQn09r1ZXs7i6ypTDwTuTk32ZKNJcUMCez3+ezPZ2choa+Bu5HIfDQSAQYHR0lHg8ztGREf7gyhWuK5W8mJfH1NQUaWlpbNy4keXlZWZmZpibm8NgMFBQUIDf7ycrKwtFKMRFrZbA2Bg2QeBCVhb6ZBVsLBbjI4OD7JybS3yGNm/GtXkzGRkZFBcX09bWxvXr17Hb7TzzzDPcb7PxsWQWxmNqNfH8fBZVKtrb2wn193PbhQtYk6/dndPTKEURpSiycXycYYUCZfL11wSDvPTCC7i2bGHTtm0YFxe5Z2CAvLk5vn3oEHNzc2zatAmdTsczzzwDTidpyccFWBQELqlUXBIEjtbVsXPnTtxuN5cvX2bTpk2JYysS4WWfj+5gEFVbG3v37pVsSP39/chkMiwWCzt37kwoRP7+79Ekj8fdAwM81dCA0+mkurqaLJeL9507h0IUWQHeaTJRUlLC5OQkTz31FMvLy9jtdqqqqji+cyc5OTmcOXOGUChEVlYWy8vLVEWjfHlgANnoKM+urGBLBiO677yTWCwm1fClp6djMBgwGo2srq6SkZHBxMQEHo+HLVu20GR4LQ0gNxQikJeHy+ViYGBAOsZKS0vZt28fJpOJUCjE5cuXsVqt2Gw2AoGApOrw+XykpaVx6NAhurq6WFtb45FHHkEURQoLCzl+/DinTp0iEokwMzNDMBgkLS0NuVyO3W6XJPI5OTmYzWapRSNlabh8+TIul4tIJCK17LwRWVlZ+P1+cnJyyEs+l1gsht1uR6FQ0NvbSygUQq/XU1lZyeLiIjP19XQ89BDXTp6kbXyc95w8KbUgOBwOPve5BC1QUlLC1NQUc3NziYaUtDSMJhO1gQCbk5WrhmiUDRs2MD09TeyWz9jXSOQmyHh9YJdIohIyhcdILAWmtrlJol1iFkgn0fwQA57kNevEG3GWRF5DKuzryVtue5sg8D2HA5Uo8lGZjKeUSq6IItbFRa5aLPxldjYFCwtAIry1WK/Ha7EQj8dZWlqisLCQlZUV1Gq1dK4IJp/70tKSFEI8lMxRqampkYjnlOJhaGiI4eFh0tLSaGxslKx5fr+fyclJ6urqkMlktLS0SNWm6enpkhrojd9farWaWCwmkQ25ubkSybSOdazjVw9RFCeBvxAE4RPACRIqhsO81pBI8noZ8A/AJwVBeJaEiuGV38Iuvw7rxMI61vH/MIxG4zqp8AakVh9/mQTrurq6twyG3Lx5M2q1moaGBiDhIw+Hw5hMJilFPSMjg6ysLDIyMt7yf8TjcYaHh0lPT6e+vp6srCxyc3NZWlqS8hxSioFUsFpK0eD3+6VAOp/Px6ZNm6SKMUgQTJWVlRQXF6PT6RgbG8PhcBCPxzEajdhsNkKhEA6Hg0996lPcfffdTE5OMp+WhhmICwJUVmKz2YhGo9TX16NWq1lZWZFUMan8gIKCAsxmM8GKCmb+8i9ZfPxxztbUoDx5koqKChYWFjhz5ow0IN6xYwdXrlxhamqKaDTK79rt/N7AAG6DgX9/+9sx5ueTNTgovU6atTXac3N5qqCA1mCQ0cpK/vH730fvdr/2HufnU1xcTHNzM4NjYxSOjRFUq+n83OdYMRrp/dKXUCkUTExMSI0LV65cQaVSMV1YiOL++3noYx/D4PFQvLhI0fXr5EQiABT4/dDWxoWVFY673dy7tkZcpYJoFBGonJ0l+1JiWnGsp4cvHjrE/Py8lEGRl5fHbd/8JtpYjJ2xGE+ePMmrajVFRUU8//zzdHZ2kp6ezubNm6X6y/LycjSiyBe7ushdWaHXYOBvS0rIXluTlA3j4+Ok35LZoA+H6Rof573vfS/Xrl0jV6Xid2UyhjUaHAoF9cHXGpkf6unh93p6+FJFBT/p7eWp4WH0tzzWdEUFWYODxBQKvPv24bfb+XYkQoPdzje1WupKSlh2u/mB283Z6Wms8TgFDgeTPh+vXL2KSqWipKQEi8WC5vhxhldWSDt7lqvNzXxXrycSiVCXn49er2dubo7HH39cahlQq9WU/+mfctf8PIsyGYfn5nC73Xi9XrKyspiZmSEUCiGKIhMTEwlVR0YGtwkCclHkZnExBoNBIm9219ejSE6MtR4Pa2trBINBuru7yc7O5qDdzp1TU2gnJ8l+4QXqm5rgzjtZXV2VJrsfnJmhKhSCUIiG736Xl3bsQKvVsnnzZhYXF7lw4QKZmZkcLi7mbWfOMNrWxo+zs9l3223YbDYcDgeDg4NcOnoUK+ATBL4aCBB67DGMRiPnzp0jEolQWVlJS0uLZE95/PHHuXbtGtFolKKiInQ6HZ2dnczNzZGXlyeF+UUiESlDxWAwsGfPHjo7OxkeHiYQCFBaWkplZSWrq6uEQiEmJyeJRCIUFRVRWFjIjh07MJvNzMzMsLq6Kp0jTpw4IVkoUkipN7RaLQaDgWg0KrUeuFwuioqKWF1dxZYMSXW73bjdboqKiti7dy+CINC3dStPX7mCRaXCZrOh0+k4cOAAly5doq+vj5ycHBYXF19XW9m0eTOfXllhaWmJj+n1bHS7+TeZjN6rV9HpdBi8XsyCwADwzWiUEeAZEiqFOAlFgkAiE+EjyefyKq8nHt4OnCHREtEN/AeJpcB7Us89+VhtwOeBvyJRY7adRHDjCAl7Uuo8vGl5WbILnYjHuSMaxZo8zioGB1EfOcIXi4q4zW7n5fR0HgbuGRvjlMnEv9fWSq0m5eXlRCIRNm7ciFarZXJyEpvNRk1NDQUFBVy7dg2LxUJOTg5yuZwHHniAnp4eXnzxRYaHh1ldXZWyK6ampvD7/VitVkpKSohGo6hUKgKBAFlZWWRnZ2M2m2lubpasfbciVS+8jnWs4zcLURRjJNp1nxIEoYgEwfC/SMQHwGsqBiWJ09Y9giBM85qKwf4b32nWiYV1rGMd/4MQiUS4fv06KpVKGqz/ohAEgRs3bhCNRtm4caNEMqjVaimgDaCiooJwOEwwGGR6ehqfz0dra+vPJXhSE/tAIEBBQYHUUe90OtHr9Wzfvh25XE5XV1dCahoKYXj4YSI3bzL8+7+PbMcOWltbCQQCqNVqBgcHpdo5jUaDz+djYWGB+++/H41Gw2OPPYbZbGb//v0sLi7i8Xg4c+YMDocDu91OdXU105/6FPLOTgwtLRxuaeHmI49QU1NDPB7n4MGDmEwmzp49y8LCAivJQf7XvvY1qX5M/ZGP0FVYyEx/PwaHg6ysrESgpEyGzWbj951O7v/Xf2X3li18d/t2HA4Hbzt7FoAMj4eMjg46w2F2OxykXj1zXh47duygr6SErkiEd3/rWxhvIRVCaWm8/K53EQ0GcblcuP7P/2FMFPnR5cvEnE5aiorYsmWLZDMQo1FOLC+jNxqZ2L0bu8OB1WplNT0dg8cDIJEKtyJzaYn3Ol6vLhSAwgsXWFQosEaj9Ken40m2PQSDQRp1Og4PDLBisZA2O4tHoSBSW0umy4XX65Umr/n5+dxxxx34L12itaeH8dJS5rRacpOr8Bs8HgrS06lvbiYnJ4dgMIjT6eTHW7bgOn2am8EgZ8vLsSQnh3a7nb87c4Z8txuv3c6f3n473/V4qPP5yIjHyUwGym1xOBipqJBIhTDwxxs3Et+6Ff8nPoElP5/l0VEKFAouGQyEW1vZrtNRv7bGCy+8gNfrZcJgwOp2E5bJeG5khGmtluHhYYqLi8nOzsZisXB+82YGCwqQyWS8e98+4vE4TqeT4uJinn32Webm5giFQolqwYwMapKruNZ4nMZYjNKpKRZfegnf7t1SS8rCwgKBQIDFxUUGdDqyP/IRTDod1xwOMuNx/H4/nZ2dzFdUoH7Xu7AODvJCVRX65WXC4TCLi4ukpaXxnoEBdNGo9J5W9/WxUlPDzWRWDcBkZiYkpfhHfD5cDgeeD3+Yffv2SZJ1o9HI4R//mPKJCcqBdo+HHzz5JDk5OSiVSpRKJYvp6QRfeIELZ88y+eKLaKJR5pPWlsbGRrZv304gEMDtdpORkSFlFAiCgFqtpre3l/T0dIlYCYVCDAwMMDc3x/79+zl48CDhcJi1tTU0Gg379+9nbm4Oj8cjhQam2l+ampqora2ls7NTyuUpKiqSGnhuzY65FeFwmOHhYaLRKDU1NdhsNvR6vVSNmZGRQWFhIbFYDL1ez549e5iamkKhUGCxWFhaWmLjxo380z/9k1RvOT4+js1mo7y8XKrFHRgYQK/XU15eTkZGBnV1dVL2zMWaGs5EInR2dhL3+6kPBDgVi6ED/lqh4PN6PZe9XrKTx2guiYl/FgmFQQo2EmqDdwHfJTEATmlKUraHYRLhjyliQg6cJEFafDm5jYaE4XkEXqeceFwUeQ8J9QOCwN5bbvsS0N3dzYzZzGONjShcLq4mq0Xvdzq5unMnl+12ZDIZcrmcq1evMjw8zJYtW1hcXCQcDkt2t5qaGnJzc5mammJ+fh6Px0N2djalpaU4nU40SYuXWq0mLy+PhoYGtm/fLjVDAJL1JhUm/LNI8XWsYx2/XYiiOAP8tSAIfwvcToJkOEbiFHWriqEE+BTwd4IgnAS+Koriy7/JfV0nFtaxjnX8j4FCoSAnJwe1+s0ctD8fPp/vdbWW0WiUjo4OPB4PNTU10uQJEsGZeXl5mM3mX0g1otVq2bRpk7Rvk5OTrKysUFhYSHZ2tjSRCIVC1NfXw3e/i+wHP0AG5DqdrL7wAjqd7nWKhObmZkRR5Nq1awiCQFpamjQ5uu+++6ipqaGkpITl5WUOHDjAfffdxzPPPEN+fj7bt2/HYDAwnJ1NKD2d8e5ujEYjXq+Xb3/72zQ3N7N7927Gx8fZtWsX0WiU9vZ2FhcXKSwsZHh4GI/Hw7Vr11AoFFRUVJCTk8PS0hIajYZirZaHJycBMD/zDDf+/u+J1tcjeDzwwgvE5HJCzc3YbTY+l5vL2zdsILy0xMDWrXjW1ujv72d0dJSqQIByEhLlH+zeTdVf/iULydVZr9fLhQsXuOuuu3DKZNgGBnjllVfIy8tDpVKxceNG3j42xuZr1wD4xvQ0Y9u3k5WVxdfvvJN3fetbVKTqIIG5+np8VitnbDb+7JbaxpBCgSoaRQDOK5X8o9HIXRUVOEpLSUtWjgqCwPuefJLCcJgY8J0DB1ioryc3J4e0tTX6+vrYKpfzzwoFYmYmZ8fG+LunnkLv97Ojr48vvO99nE9LY6/Px0s5OWw9cgSvw0HTZz/LoXCYn+zbR7Sykj8ZHUUQBG7fsIGMjAxGRkaYn54mL0m+6GMxrCsrjFksvDMjgw0aDZ+8eJH0SISXiotJP3qUzkiEwvFxHs/PZ9hkwt/Tw8rKCo2NjVJlYU5OjtQokqq3zMvL47k9exgeHuaUzcZVpxNtKERaWho+n4+SkhLm5ua4fv06R44ckXz9a2treDwenn76aaampqR6RL1ez8aNG3m5pYUjXV1cUav5UCzG9qkpwlNTfEytxrp3L7Ozs3R0dCTCSZuaqKioYC0nh+VIJNE0ktzfmzdvcuXKFeaLitj/wQ9y+fJlInY7KpWKrKwsFhcXWcrNpWhsjDgJ6fyQxUJBUxNnvvtdBgYGMBqNXGxq4nBGBo3d3QDsvnmTmfZ28v7qr/BVVrLzXe9CptMROX0aJiYAsNTXo0takWprazl27BhKpZKxsTFGR0dxuVwUFxfT19dHOBzG6XTS09NDbm4u5eXlBINBzGYzVVVVhEIhqcVl9+7d3HvvveTn53Pz5k2sViuhUIizZ88iiiJms5mjR4/idDqprKxEo9EwNjZGVlYW27dvJxaLUVxcTCQSYWBggKGhIfx+P8FgkLKyMrRaLdFolNHRUWkFO4WpqSmWl5elYOIUkWm1WqWMmIKCAsLhMDabjaysLPLy8sjKyuLkyZPMzMygUqkwmUy0trYyOTmJWq3GYDCwtrZGYWEhu3fvRhRFMjIyUCqVqNVqvF4vjz32GB6Ph/r6+v+PvfOOb+M+zP73sAcBgiRAENx7U9SgSE1rWMPbTizbce1MO81o06RN0jZNmzTzbd40zW7yJk5ixxl2PGPHsiVZ1t4iJe69SZAgARKT2Lj3D4An2XFcO7HTpOXz+fBDEDwcDsDd4X7P7xnI5XJGRkYwmUx4vV52CAK61DZeF4vxxVQLDCSvsO0kLRCVJJscrsaHgMdSy53likohQHJq8BNAE0l98c2p805b6rEfA74AXABe7Up9SKUiNxJBDnwtGmVr6v7PCAJf02jIUqnIyckhPT2dsUiEIYWC8liMSZmMwdR3TCQSkewQGRkZ2O12lEolCoWCjIwMrFYr/f39LCws4EhV+QqCwD333MOaNWuIRqNMTk6ytLSETCbjgx/8IOnp6USjURQKhWRJW94nZDIZbrf7LVM+LiwsSETUmwVRFPF4PBiNxpWshxX8r4IoigngGeAZQRDygPuA95EssrmaYFACtwG3CYIwQbJd8YE/RqPEfzuxIAiCimSd8BseCaQYnBWsYAX/Q3H58mVEUWTNmjWva3lBEKQZmN8Hr6y1XK79Wk7kvhoKhSJJALwGFhYWGBsbkxLul8MYKyoqSCQSjIyMoFQqKSkpYWxsjHPnzkk1dRQXS+vxpZLX5+bm0Ol0Ur2bIAhSroLVaqWiogKAwsJCiq96/Pj4OEtLS9x3331MT08zlZKbLywsYLVaSSQS9Pf3c+bMGfLz88nOzmZubo4HH3wQo9HI0tISq1ev5vLlyxgMBsLhMJFIhLa2NhwOB7W1tRQUFOBwOLh06RLr1q1D8QoVQPuZMyhqaoi3JvN65fE4u00mBpVKcmw21p0/T9b0NHt++UsUiQTPZGVxXyLBPygUuK+5hi1TU6wPBjHm5OB2u6WKx3A4zOOPP048HqeyspKMjAzi8bgUiKk+e1bahvSlJTIyMohGo7RPT3N/RQV/NzPDtS4XAa2WHzc0kL97N9P795ORIhYSwHfuu49Mg4Ho+DiH4nFW63QErVZs8TixYJC8vLyk5z71GDngLyxkRiZjIaVKUavV/N+JCbK8Xjh8mCeGhmC5mk4U8Swu8oH8fBSxGOs2b+a6hQXMly+zKzWbrz5zhsdkMgojEbzZ2ZJdxufzJdsornqvJ5xOSjduZGlpCb9SyafuvRffwgLm/HzC8/N8rqiInJaWJJE2PY3L5UIQBBKJBLOzs5T29qKemeEZvR6/KJKbm4vX62VhYQGfz8dMWRlFa9dSevy4VDmYlZUltSnU1taSm5vL/v37GRgY4G1vexsymYzHH3+caDRKdnY2fr+f6upqAI7v2MHhLVsQRZEv/L9kJJ8KCLS1MZudTWlpKXK5HLvdLpFcMzMzXL58GZfLhcftRpdI8KGXXsK4uMgPAwEORqPI5XLJh24ymVhYWOCLTU0UKpWcXlzEkJmJaf16SuRyEomEpAyYmZnhJ0VFfKq3F0sohC0QwPyTn6CMxdA6HGRkZnJu1SrUf/3XjP74x0xFIsje9S6aLl2SkvtdLpd0vB4/fpz5+XlJrbJsdSgpKSEnJ4ejR49SXV3N9u3b2bt3L4uLi6SlpUm1gi6Xi5GREVpbW8nPzyc/P1/KQCkuLiYajeJ2u5mamiIvL4+pqSkUCgXZ2dkolUoOHz4sZcTU19eTm5vL/Py8pBbw+/3Mzc0Ri8WwWJKNZ4Ig4PV6paDRUCiE2WwmHo/zy1/+krm5Ofbs2UNZWRknTpzgwoULzM7OEgqFyMvLQ6PRoFAo2LJlCyqVCkEQpPwHgO3btzMwMEA4HOaaa65BqVSyuLjI3Nwcdrud0dFRFAoFDQ0NUg1lPB5HoVDwtEzGB0iGJn7nVc67MpmMuUSCV0sz+zBJ9QAk6yYHgazUTyHJC9FPA0GSbRLfAi6nlv8VSfLh68CvgU/LZHTAy1oTREFALQj4SFovXpLJeDAzE4tej0wmIy0tDaVSSSAcZm9aGrdZLLRrNFJ2wQsvvMD4+DhWq5VYLIZarUatVuPz+cjPz6egoIAjR44Qi8XIzMwkEolI+9qpU6e4dOkSGRkZlJeXk5aWhk6nIxqNcvToUex2O3l5edLxGo1G8fl8uFwuqeXB4XAgiuKbEga9sLBAR0cHFovlv/yufCOw2+0MDg5SVFRESUnJm7beFazgzwmiKE6TzFf4IsnGiE+QJBeuDskRSLq9vgh8VhCEnwFfFEVx7K3arj86sSAIQgXwXpLNPWuA3zZ1vT6I/AkQIytYwe8Dv9+PXq//H10R+WYgFAohiuLvzD94s3G1txiS2QXp6enIZDIWFhbecHaDx+ORZmuVSiVLS0uShzgQCDA+Pk44HEYQBNrb2/F6vej1enp6etiyezccOEBiaAjFNdcQdbvp6emhrKxMqsDLy8tDr9fT0tIiDbaX/bdXN1js2rWLixcvcubMGcLhMH6/n56eHgoLCwkGg0kZf0MDHR0dyGQyPvnJT3L48GEEQaC0tJRwOMyBAweYnp5GLpeTn5/Ptm3bJP/u/fffz/T0tOTl7uzsZF4mY0GtJjMcZslgwNzYyNHz5+mTy8kmmetg+sUv+O7cHIM33khWKpRQlZIP3+Z08tm8POTZ2WwJBlk3MgIjI4zdeiu6d7+bkpISSktLcTqdLC4u4nA40Ol0bN++nf7+fi5cuEBzczPBT3yC4+97HwlBYOSuuwj6fHzhE59ANBq55tZb+X+trXxxfp7a2loMBgNlajXaNWt4oqODlpkZ/Dk5XDM0xKOlpVxwOLBYLMlZ3eef55/6+hDkch664w7ca9bw6COPcF9bG3JRpMbt5qGLFzHJZOjLy5OtDVftX+NOJx/OzeUv/H4OAWJeHlUpe8eew4e5e3qa2NWzcYEA//yrXxEDvpidjclkom92FmdKNfN0TQ3X9/Vx2mhkPDOTtan9djlo7/Dhw4yMjFBZWYlSqeQejwed3c7XZTKiFgslJSVkZWWx0e3m46kMiTXp6Xw4I4PCwkKGhoak2euSkhIMBgPZ2dkUu91YKitpdzi4ePEihYWFbMzPZ31GBqdNJmQyGYlEgsbGRtauXYvZbEYmk/HMM8/wzDPPcPvtt5ORkZEczLjd6FPZEBHgXHY2tsVFzpw5I7WUnD59Wqq3xO/nF2Nj1HZ3c/7SJTalrCsfm57ms1VV0qArGo3icDjIy8tjLhLhcaUSl1xOkclEidXKc889JymF5ufn6e3tJRQKocvP54tDQ0By5nq5ULjx1Cn+MxplfHyciM2WrKsUBObn51GpVDQ0NNDf309PTw/RaJTMzExsNhv5+fnI5XLGxsYYGxsDkoPSoqIiVCoV8/PznDhxArlcTjilBHE6nZw+fZpIJCLZlPR6PWazWartnJ2dxWQyUV9fT0lJiRTkl56ezuzsLIlEgtHRUXw+nxTcZzabJTKhsLCQhoYG3G43J06cwOl0UlJSQnFxMcXFxczPzzM2NiZV6S63w6Snp3PmzBlcLherVq3CbrfjcDhoaGhg586daLVaZDIZk5OTzMzM0NDQQDgcxmg0olarUSgUhMNhHnroIVavXk1GRgaPP/44CwsL2Gw20tLSqK+v5+LFi0RT6hSVSsWUSkVRMIicZCvDK5G4Kj/klVjzitsDrzxnAz/nijWiELiFZFMEwL3AX6duZwD7cnLw+XwSySmXy/k/CgV/ndqPWzUa8oqLicfjEims0+kwm80syuUMVVQQSNnTKioqpJn93NxcmpubuXjxolSBHA6HCYfDLC0tEY1GKS0tZWlpCVEUJYuLx+OhqKiI1atXk5ubK1kr9Ho9Go0GnU5HcXGxRBIajUbGxsYoKCggKyuLvr4+AKxW6x/8nWswGLBYLK8r0PiNYJkoXK7mXMEK/jdCEIQskpkL7wcqeDmhAFciZa5ulHgvcI8gCF8QRfHLb8V2/dEG5oIgZJBUnb2dKy92ZVS1gv91mJmZob+/X7poW8Hvxvr16wH+2wgYhUJBfX09w8PDzM3NMTo6ypo1a163H7WoqIisrCzpgnzDhg0SsZCXl8cNN9xAVlYW8XgcrVYr9b9LF2J79iDbs4d0l4uLPT34/X5WrVoFIFWEQdJm0d/fLw38ljvIl5Gbm0skEuHUqVPk5eWxfv164vE4RqNR6kOvq6ujvLwcrVaL1+tl/fr1FBcXk5WVxVe/+lW6urrQaDREo1GpGUOv15OZmYnBYCArK4u8vDxEUZSC3f7jHe9gUyjERYOB+ZSq4sdWK7G0NNyTk7z9QFJQXPH88yRkMmRXDQgcBQVUNjXhcDrRp7zIAIbFRSorK7HZbCwsLDA8PEx1dXUyNyFlSdDpdJhMJrq7u6lfs4bED37AdCSCbm6Ov/7Sl6h3ubhQU4Nz40bOnDkjJahXVlbi9/sZ7O7mWFERkbQ07r50CYaGWBge5nmdjvn5eaxWK9fZ7agSCUgksBw5wkuiSNP0tNSUUXz8OPs9HjLjcX4uCPwgPZ1/qKzkjvl5XvL7cVmt3G40Mu3zcU4mo9LtRhRFMjIyaHS5kvtfIsF+m41uhYL1Xi9VJL+0Pzs3hzA3R2RggB8bDOjuvZdEbi5ehwNDTQ0f+shHSCQSHDhwgKGhIUmiPj05iVwuZ+PMDNtTSo4vlpbys3e9i7KysiSxlCJ4AKq1WnJychBFUapUrKysJDMzk/b2dj4wNMR1XV0ETpzgrqIiFgwGWjwe7nv4YeRf/jLvuP9+fmM24/F4UKvVFBQUsLi4yNatW+nv76ejo4MLFy6QlpZGd3c3Vo+Hd6eeO6hQ8J4PfADH3Bytra1S6Fx6erqk0tju97MqEABg7VX1hONKJe5Ua8jCwoI0I3/u3DmKi4sxmUzo9Xr8fj+tra1EIhHyjUb+r8nESbebf0/t17+Jx2nIy6NOJuO0RsNfDg4CoIzFJAvU0tKS1HQRCASYm5vD5XJhsVik4/od73gHTU1N2O12Tp8+zfT0NBkZGRw7doyCggLq6+sl0sHlcpGTk4PNZqOoqAhRFJmcnEQURcrKyujr62NkZISamhoyMzNRq9W0traytLREPB5nYWEBj8cjZcbI5XKJ7BgaGpKsUunp6fT19REIBCgsLJSeZ25ujnA4LDXdGAwGZmdncTgcZGZmUlpayp133onJZJJsF7m5uaxZs0ZSZQwNDUmfNyRJ1OXQybq6Orq6upienkYQBM6fP4/L5ZKsEeXl5aSnpxMMBhkcHOTQoUM4nU5pUB2JRJIKAYWCWCorQ0ZShdBI0urQntoP3gP8HUnbwidT970AbCGZo/AfwCjJnIUtJLvP/w9w6Kpz57XAZ4B/TP19tY54PvXawuEwKpUKg8FAKBRCmVIiAajjcex2Oxs2bMBiseBwOAgGg1RUVBCLxUgkEmRkZLC4uEhfX5/UFLN3717Wr1/PY489hs/nIx6PMzw8THd3N5FIBJVKRVpaGrm5uZhMJhobGxkYGKCsrAyr1cpTTz0lqUY2b95MUVGRROQkEgmsVivxeJzp6Wnm5+eZmpqSVBL5+flvyneuUql8U5UKy1i2UK1gBf8bIQjCTpJkwm0kyYJXEgiQjJT5KUmO9AZensWgBr4gCEKVKIrLX7lvGv4oxIIgCEXAcSCfK3UZV78R0qJX3X61vqMVImIFf/ZIS0uTQqxW8Np4pYLgvwPp6emsXbuW6elp7Hb7G/KKymQyiVQAXvbY2tpaamuT82KiKDI3N0dXVxdFRUWSHHkZCoWCUChELBbD6XQyOTkp2RgUCgUnT54kEolIpIdWq0UURc6ePYvFYiErK4vz588jiiI7duygtLSUjo4OsrOzMRqNpKenMzk5SVNTE4ODgzz77LPU1NRQU1OD2+1mx44d0uzjoUOHmJ2dxeVyUVBQwMjICCMjI2RmZlJVVYXNZiMQCEj/+9nMDHOjo2zfvp277rqLnp4evvncc/jsdnbodGQsLdFjs7Fwxx3kPPssx9VqxKYmNn34w/ylx8P3vvc9HorF+MLMDDJR5MimTajVatra2rh06ZLk2V4e2C0tLREMBrEB2/fvZ8M3vsGSQsGP3/teJsbGqE8N2tf39vKT0VGp072/v59IJMKG7m5+9MgjTMvlPK/TSZ9Bpt+P3GDA7XbT2dlJWk4O13k8iMChtDSysrIYb2xkwekkPRZjRKNhZ0p+vtfl4j/1eo7b7VzU6UgvLuYDMhkfOnECgLLKSr4XCGCz2YhGo/zQaOQr4TABi4VfNTRwYmiIDq2WrR4Pcq58EaqAD/p88L3vSZkBllOnUL3//TwzOUlXVxfp6en09PTw9liMnb/5Df70dI6kyCkA/8wMFc8+i3nPHmZmZnhJLqfBZqNUEPhOaSmyRIKxsTGpbSUYDLK4uMjIyAh1k5MA6ONxahYXcdtsbHe7UaQIouyLF7G++93s379fChkdGBigr6+PtLQ0IpEIs7OzbNu2DYfDgQP4dGkpa91uTlVVUa3T0dPTw+zsLGazGZ1Oh9Pp5G0zM6xvbeUZtRqPSkV6JMJ0YyOP63Rsu3yZwOIiitlZ/ClPviAIyOVyotEoo6OjmEwmioqKuHTpEn19fWg0Gr67uEhzZyfNwFxREbG1a7Hb7fxwbo6Ojg5Ci4vkrV7NOrmcjltuYb3JRHFxMQcOHODSpUtMTU2h7+7m04uLuI4e5ZHdu0kkEoiiyJkzZ/D5fHg8Htrb26XZ4XPnznHx4kXGx8e58cYbOXr0KACrVq2irKyMpqYmzp8/j8lkIhAI0NraysTEBEqlkrKyMun+VatW4XQ6mZ+fx263o9VqCYVCDA4OotPpyM3NRa1Wc9ddd5Gfn8+pU6eYmpqitLSUQCDA/Pw8mZmZUtPK4uIiKpWK/v5+7Ha7RExdunSJgwcPsnfvXqxWqxRSebVlzOfz8cwzz6BUKrnpppuoq6ujqqoKURQZHx+XrBjBYJDi4mKKioqYmZlhbGwMh8NBdXU1wWCQeDyOwWDA7/fj8XgkIsPv9xMIBEgkEijkcn4Wj3PXVefKI0Bm6hj5f6ljpAF4hCRJ8BUgCuwlqVaoA25P3fcDkoqFfcBzQH1qnZ8gSU4cSd1/J1ClUPDtWAxPKtskGo0STOW1fFmjQSmKREWR/9BoUCqVhEIh7HY7lZWV2O12uru7EQSBjIwMampq0Ol05OTk8Nhjj2GxWGhsbJQCMT0eD9nZ2QSDQZRKJbW1tdTV1SGTyfD7/Wi1Wk6dOkUoFOKaa66hsrKS/v5+JicnOXDgAPX19YyOjuJ0OgHo7u4mLy8Pk8kk1d0u24vkcrmUqbGCFazgTwOCIFhIqg3uB8qW7079vnpMfZhkRu3TqVYJBEGwAX8J/BXJTNvl5e8VBOEpURSffjO39S0nFlIZCk8DBVwhC0TgHEmy+O6r7jsILJD8Xqjj5ZUakAzsPfdWb/MKVvBWwmAw0NTU9N+9GSt4nejt7eXQoUPs2rWLxsZGQqHQG7JDLOPqusn8/PyX/S8cDhMKhZDJZJw+fZqysjLq6uqkWaNlcmNgYAC9Xs/27ds5fPiw1EE+MjKCVqvl8qVLcPo0RVu3kpNKmM/IyODWW2/F5/ORSCQoLy8HwOVyce7cOW644QbUajX9/f3YUrLup556ipMnT+JwOCgrKyMQCNDY2MjS0hLDw8PSxafb7aa/vx+n00lFRQVarZbFxUVKSkqQu1xc/+KLCAUFtO3ZQ2ZWFs888wxZWVmUl5fTF4vxn7t2URgM8ozdjjkYpL+ggNHRUXarVBS4XLS3txMIBBiw2fjlf/wHJXl5DH3nO+z+7GfRbtzITE4O4+PjPP3003i9XhQKBc8++yy1c3N8/dIlqXZQF4uR1d6Of+9eZi9fJmd+Htf69QxOTeH1epmfn0ev1zM/P887T55ELooUxmKMRiL4BYE0UaTR5cKoVjPh9zM4OIimoYFPrFmD1+cjnpGBJhwmrbaWd8fjxAMBfGNjrFYqyYxGGd64EUdbG4lEQpJzC16v9PnLZmfp7++ntLSUtLQ09huNdNTWsmXLFo797Gf4/X7m163jwYYG3vXSS0TUarxyObZUqwVcuarwyWR8/GtfYyaRQKFQEIlEOHPmDB+bmEAZi5HhcpGZlsaZG27A09pK/sICf9HaSry1lUfWriWqUPCR9PTkrPXly1II4Llz55LWCoOBlsZGAJ5LJHj/pUtMq1QMVlZSUFDA6YwMNvT3o4zHeUAU8fb3Mz09zVIq38Lv9yMIAhqNRrJFZGVl8bnPfY777ruPA0YjF4qLKSsrw263SyTacsuArL+fv07ZExoEge15eWyzWNBs3EjD+fNsSA301AMDfKa2lng8ztzcHJFIBLPZTDgcfpniJhAI4PV6SQuHrxyrTicOhwOlUsnk5CSJRIIcm42Xdu7ksCiSq9Mx2N2N1+vlmtFRth05wnmlktxQiMZoFIJB2s+fJ7J5MzKZjPHxcUm1MTw8LFkNZDIZkUgEt9vN5cuXk4NlhYLTp08zMzNDeXk558+fp7q6mvXr1/P0008TDAYpLCwkkUiQmZlJPB7HnFKFvPjiixQUFHDbbbdJ1YS5ublEo1HOnTtHW1sbBoMBl8vF4uIiBoNBsnfJ5XJKSkrwpoJG1Wo1VVVVxONxent70ev12O12+vr6JJJRr9eztLTE2bNnCQQCjIyMMDc3h9/vx+v1Eo1GMRgMVFZW8uKLL+JyucjLyyMej+PxeBgfH2fr1q2UlpbS399PV1eXZO9obW0lkUjg9XqlmlGlUonRaKQgFCIGhAThZaQCJIkESF40DgM1gJ9koOPO1P+UJBUIu4ASksQDwEeBfwWeTT1umayTAzemlj9CsiXirEyGh6SabtmuF4/Hk2RLTg6fSTW5KGMx0kIhHA4HNpuNpqYmnn76aebm5khPT0elUrF+/Xpqamqw2+2sWrUKs9mMSqWira1N+ox1Oh02m42tW7dK1ZN1dXUvCxeenJykra2NkpISbrrpJg4ePIjJZKKzsxOz2SzZ25athfX19ZSXl5OXl4fb7aasrIycnJzfUrytYAUr+O+BIAi7SZICN5M8db3apPwi8CDwfVEUh165DlEUZ4DPCYLw78BXScbLLD/+fpJj9DcNfwzFwvtIKtSWX0QbcLcoioMAgiDcfdX//q8oii8tP1AQhEqSdrYPpLa1EnhcFMXP/BG2ewUrWMFbhERqFjQzM/MtS6N+sxCPx6Wf7u5uPB4P69evf9XO79fCsvS7oqLiZcTC8qCiqKiIqqoqnE4n09PTEmmwfv16FAoFxcXFaDQasrOzcTgcqNVq6UK2oqICr9dL6de/Tt3Ro0S//nXmn32WTZs2SfV3JSUlDA8Pc+LECUmWHQuFqB4cRFZezlQsxk033URaWho1NTX827/9G5cuXUKv15OWloZGo8FqtbJ7927UajWCIJCdnU0kEqG7u5uhoSEsFgv19fUoFArefvAg2R0d0NFBOC2NSw0N2O126QL8pptuYteuXYTDYdoffJD+/n6GhoaQyWRYLBYKCgp45plnCIfDlJSUoCsoQGc287cnTqAWReL9/Zy/7z7OpkIc9Xo9BoOBaDTKX/f3o0yRCiIwp1Bw2mIhR63my7feynVVVcRKS4mdPUtpaak0wItEIgxVVZHvdBJUKunOzkY+NQWiiEoUadHrGRVFlEol8XicyVCImCCg8Ptpb2+XvMzOxUXsgQA319fzN+95D//6ve8RDofJy8sjFApRUFDAoclJ8oxGcuRyvldURFZmJhkZGRinpnhXJMKEwcD09DQFBQV4PB7MZjPaG27gP7ZtI54inK47fpw1Bw4gADFBwCGT8eWMDDrn5iTvfkFBAbFYjJcUCmqAiFzOBY2GrLExbvB4MKXUBXJAMT+PxmZjzerV9L/4IvPRKNFoFJfLhVqt5m2CwBdeeIHo4cMMVlTwvM/HE9dcgy8UYnZ2FmZneSkY5Ns6HRqVCtn8PNpDh/D7/YiiSCAQIBqNYrFYJPl9Y2OjFLian5/P4uIiSqWSrq4uFhYWKCwslAbA2dnZxJxOIkNDqEgG5W2Ty/nS5cvEOzu5mLJOAcRVKpRKJYlEArVaLRGCy2qB8fFxJiYmyMrKwu128wW9nn/RaFiIRPDI5eSZzazZsCFZsTkygtfrJf/MGRricdo3bZLsRTcePkxaJMItoRCnNBpI2ZM2zc6iHxjgN2YzaWlp+Hw+2trapBySZStAY2MjLpeLsbExbr/9dhYWFnjxxRcJhULMzMywuLgotQBEIhHUajWxWIzOzk7y8/NJJBI4nU4aGhoQBIHLly8zPDzMjh07eP/734/P58Nut1NUVMT58+eZmJjglltuIRAIYDQaXyZ5j8fjtLW1cfz4cerq6qTWm+HhYWZnZ9m1axfr1q3DaDRy4cIFFhYWKC4uprGxEb1ej9frRavV0qjTcf3BgwjnziG74QaorGRwcJCZmRnOnj3L6OiolJmxtLRES0sLNTU1tLa20tHRQV5eHna7Hb/fT1FREWazmfn5eaLRKNe43TwcCCAHPpBI0AGsAnwk1QZ/c9U5dzvJfITTJHXB3yAZ7hUD9qR+zl61vJnkFfcqXg43yRmwXJKWCg9gjkT4W+ABvZ5wOEwsFkvWBMtkEimVmZmJQqFAJpMRj8dpaWlhaWlJCp4VRRG1Ws3x48c5e/YsVquV+vp65ufnOX/+PD09PRiNRoxGo2S78fl89Pb2IooiCoWCkZER0tLSqKurw+l0otVqyc3NxeVykZubi16vT9bypqxC1dXVNDQ04PV6pQYQi8UiqeSWlZShUEjKuljJglrBCv54EATBSnLsfD/J+kj4bXWCQPL09X3gUVEUw/wXEEUxAHxYEIRykjwpJEtw3lT8MYiFj3HljZgBdomi6H49DxRFcQD4G0EQHiTJqOQDnxYEQSWK4j++1mNXsIIV/OnC4/EwMTGBz+f7kycWEokEi4uLxONxsrOzUalUaDSa37n8sjT26hyGRCIhzVDV19e/bHmVSoVOp8NisZCXlyclvL/wwgt4vV6Ki4ulILNltcHyzFd2djYymQyPx4Pb7aYgNZOrjEQYf+wx4u9+N/F4nLOpAbQoiqSlpeF0OolGo9z5wgtUnTtHTCbj1/v2YV+7lpycHFQqFffccw9PP/00VqsVm83G7OwsRUVFXHfddahUKlQqFRaLhbvuuov29nYmJibIycmhqamJwsJCwlfNpqtSr3P79u0sLCzw4IMPMjIywgc/+EEmJiZYu3Yt8/PzlJaWYjAYuPXWW/H7/eTn5xMKhXA6nfT39+OemqJGJoN4nASg1umSNZ5aLY3RKFlvexsxn4+Sw4el53YWFPDOigqigQDB0VFmZmY4l5uLeXqaS6kU/1AohCAIrFq1ih+53XxvYQFNYSE5BQV85vhx9o2O0hCN8rWBAdaVl/PU6tVUV1czNzfHxMQEc3Nz0udbXV2N3++nuLiYwooKMh97jC9PTvLllI2goKCAz7lcrG1vZyItjU9v24Y3HmdVZSWaxUX+5aWX0MVijMzO8sFt29iwYQNarZYjR47Q1dXF/Px8soazspKu4mLWpl6nUhTJj8d5z9ISg5s2MTs7K9W86fV6flRYyIt6PfU7dqApL+fexx9HlSJfZrKzOaFUctpgIOh08uGjR2m22+nTanmbQsHS0hI6nY4bxseRRaOoo1G+3NGBRhR5Mhbj0zodPp9PCltNS0ujuqQEg9lMV18fwWCQTLWa++bnmfT7+en8vDSoEgSBX/7yl0SjUaxWqzQwMxqNhMNhbDYb8XgcvVrN3x44QIPdzqhKRUkkgj6R4G8cjuTriMXQyeUcuO463IODPFNVhVEQpBaW3t5eqZpyaWkJh8MhefYVCgV2nY4viCJPT0xwUyJB+69/jVOt5qutrZxKJPiZy8Xfpqoly8fHGX/0UXp7exnSalkdibAkCDypULCR5Cx3i99Py5kz/DovD3t5OXv37iU/Px+Px0Nkbo4PTUwQ0+t5vqCA8pYWLl++zNzcnEQ4LPv1a2trmZiYwOl0kpOTg9frfdkMuclkktphKisrMZvNxGIxgsEgBw8e5NKlS+h0Onbt2kVBQQE9PT1otVpGRkbQ6/WsXbuWBx98kJ6eHm688UZ8Ph/Z2dnU1dUxPT3N0NAQ4XBYqnDdsWMHZ86ckQbOarWaxcVFtFotLS0t+P1+Vv/nf5KTssmIDz5IvKWFwsJCSZW1nJWh0+mw2+08//zz1NfXU1tbyxNPPIFcLmfz5s2SimrNmjV0dXUxPDzMtSlSAZJX3TagK/Wet8rlHNXpUKU+1znggavOtdnAK+fih4F/AX4M/AUQIjn9l8GVGa9vkbyQheSUoTl1+53AT1KNIqoUkRWLxQin1C/LrQwulwuZTMb8/Dzt7e2oVCrq6uqYnZ0lGAxKla52u535+XnJApGVlUVhYSHRaJSioiIMBgOPPvookUhE2i+Gh4cpKSmRakSLiop48cUXGR8fZ3x8HJlMxjvf+U6ampqoqKigtLT0dVkdltUncrkcp9OJwWCgsLDwv3zcClawgt8PgiBcR1KdcCPJ8fnVZMLyODoA/AL4niiK7a+2nteBX3KFWMh8rQV/H7ylxEKqY7OSK2/KF18vqXA1RFFsEwRhF8n6YAPwSUEQDoiieOTN3N4VrGAFfxyYTCYqKytfdwjiG4UoigwODkrhVv8VEomENPv/StjtdlwuFzMzM6xevZq8vLxXWcOV5718+TKCILB161Zppkcmk9HY2IggCKjVL2/W1el0NDc3S38rlUosFgu333478/PzZGVlMTg4SHp6ujTDtNzM0NHRgd/vl2bG/H/1Vxg+/3ncOTkc1Gpp8njIycmRat/27t1LIBBgYWEBg8FA7swMkAwJ3JuTQ3FxMc8//zwej4d9+/Zhs9m4cOECAwMDHDhwgBdeeIEv/f3fk9fZCU1NGMrK2L59O7W1tVRUVDAxNsac08ng4CCK6moEtxt3YyNV/+f/EOntZaS/nz0nT3L75CQmux3XZz/LDxMJZDIZN998M0ePHqWiooKTJ0/icrlIT09nzZo1Uq7DmdFRjuXnc7vfj76ignd4vYRyc/nnY8dQx2K4f/ADDn/qUyxpNOhSculn9+xhQ26uFLL30EMPsX//fiorK1lYWECn0yGXy9FqtZK0eCg9nU11dZjNZp5qbwedjpYUYbRzcZFfBQJMHD/OgsGAwWCQAg4jkYg0ExgOhyk+d47d4+MANAkCFwYG2J+eTs358wAU+v18oLWVb1ZXMzIygnloCF0qkK4wGiXo99PW1kZhYSFGo1FqCZiZmWFmZoaRvDxsNhvNLhfpqcA4WW0t1dXVFBQUIJfL6erqQiaTJetANRo04TDakRFmMjMpcrnwyWT8a3MzL/X1EQ0EkMViNE9PA1AdDFIVj9M6NkZGRgYnLRY2Op3EBQFNipTYEw7j/PSnGRgY4MSJE6yan2dfWhq7L1zAZzDwwfp6zsTjfF+hYE8qhFOn0XBCocDr9fL8888zOTlJRkYGBQUFBAIBDAYDmZmZnDt3DmV3N3UZGehKSmhIVW+WXBWONyuXkysIxGUyusvKOKvT0e71kimTsXHDBtLT0+no6MDtdhMIBBgbG8PpdOJOhWU2NDTgdDpRKpXkjo+jTik4cmdmKPj618mMRCgFqK6GVGK+JhSSrEL9+/bx/IULXIzFuHlhAZnff+W8AlTabNx/+TJ5Z8/y1N697NmzhxueeILrZ2bA5eLe2Vlmnn6aUxs20N3dzcLCgmTR6O/vZ8OGDYiiSE1NDYWFhYyPjxMKhdi3bx/FxcUEg0EcDgfHjh0jHA5TU1OD0WgkEonQ2tqK3W6nrq4OrVaL0Wjk4sWLQNIKVVhYyMWLFzl8+DBzc3OsWbOGvLw8tm7ditVqpb29nampKYnk0Gq1qFQqbDYb5eXlZGdn8+STT9LX18fq1au58847WVxcJNDRAalwUKGhgfn5eVatWkVubq5Ui6tSqfD5fHR1dbG4uMihQ4cYGhrC7/fT0dHBtddeS0ZGBvpUTaPf72f37t0MjY8zd/AgKlGklmSt2HIiTW08zhOBAL/+Ha0Qm6667QaW5bFfIkk6AGiAm0iGPt6Qui+TZFfbx4EJkJ7XxZXmomg0KikTtFot0WiUmZkZtFqtFNJ4/Phx7Kl9eLndo7CwkJycHEpLS+ns7GR0dJSioiI2bdpEKBRi1apVfP/73+f06dPs27cvaSPr62Nubo7a2loOHjzIc889R0tLC9dccw0bNmzgySefZGpqSlI6NDQ0kJ2dLX1/vB7k5+dLpGRfihxcIRZWsII3H4Ig/DNwH8kSGnh1dUInSXXCw6Io+n9rJW8MU1fdftODzN5qxcLy1fJyYOOv/ovlf6feShTFAUEQvkwytBfgcyTtbitYwQr+zCAIwusa8P++WA7K0uv1mEwm2trasNlslJWVveryXV1duN1umpubf0uNsCxNXa5vFEXxZb3lV0MQBKnp42r5qCiK9Pf3I5PJpKaL10IkEsFut2Oz2YhEIkxPT7OwsCD50V8pTY3H4ywuLjKwYQM5fj+TXV1U9/bS3NzMwECyUC07OxutVovZbKagoCAZhpefT+KjH2WpoIChxkY0w8MS8dHb24tWq8Xj8UhVdVarFcvddyftDVotgQsXGHO7kY+NwZ49lHs8pP3Hf2ArKED5q+TpflKl4sQLL2CxWNg5OEjts89eeV+++EV0//zPWAoKmJubY2RkhK6uLjZv3szw8DBpaWmUlJRwXXo6lRcu8Eg0SkivZ/fkJNqzZxHOnuWTmZmoU4Nx9dAQ33v4YQbuvpvsS5c4IIo0dHWRlUigraiQBkRGo5FEIkFLPM5HXnoJu0rF54qLOXz4MJs2bWLfvn0cOnSI6elpXC4XJw0G3IkERp+Pi3V1fPXYMSqWljhutbL/Pe8hFApRVFTEwsIC8XicWCyW9JrHrpThFYgiBaEQ1T09HMvN5brUjO4Wu51Fv5+PpqXxTCpYMqpS4frMZ7g/P5+2tjampqYQUnWGdrudzMxMJiYmaO/s5C8NBgo3bGBLNEqdycSlykrmZ2eB5OAxEAhwzerVVDmdHJHJcDqdzM7O8qHKSqpHRzkWCIDdTigUQqPRkG42cyweZ9vsLCOZmYTLytiam0txcTHyzEz+fXycqd5ePt3aSrbHQ/uWLbS1tVFQUMDHIhHuHh2VXnO610vj1BTTRUVY56/k6edptdIAOSsrC1EUUalUFBcXI5PJJJvPtbEY3xgdRT46yslIhEmDgQKfj670dFwFBcR9Pj4tl3Pd7t20bN7Mi4cOsTAxQXFxMTU1NTidTslatGzbGU6RGzmpmkBAqn2dz8jgYChEfTjMlzUa/jXVOAHwzr4+JuVyehUKLu3axdjYGB6Ph6qqKh4VBLLz8tC+4x1MfvGLmOJx+rOzOZaXR2kgQF2KlFr//PP8uKWFOxRXLr0MkQja06dR338/k5OTlJaW4vV6cTgcTE5O4vf7OXHiBKOjo9x3332S/12lUnHx4kVJCr9sHUgkEoyklBUNDQ3s2LGDVatWEYlEmJqakpoaFAoF8Xgcv9/Pli1b0Ov1klXHYrGg0+mkvISMjAwUCgWJFAlYXV0tbX92djYVFRXs2rULQRDIzMwk86tfhR07QBDg+usxx2JUVFRQX19PT08PHo+HRCJBb2+vZEHS6XSoVCrkcjmxWAyz2YxCoSArK4snn3yS6elpSkpKeKG3l6/J5YiiyP54nN1cyUIAqBVFfp26XUjSh/siEAS+R1KVYABMJC0P5allp4FJko0QJ0jqkOMk2yOMJEMfBeDq4sTdQIlCwUSqHjQWi0nnlmUiZvl8HQ6HcTgcaDQa9Ho9RUVFZGdnS+eMZTI5NzeXzMxM+vr66Orq4vLly7jdbuLxOMXFxczNzZGZmcmlS5cYHh7GaDQyPj7O6OioRDwtt1RYLBYMBoMUHCoIwsvChF8LyxYMgLVr176h0OIVrGAFbwif5wqJcLU6IQI8TlKdcPpNfL7f3cf7JuCtJhauPgdPiaLo+i+W/9364iR+TJJclgGbBUHIFUXR/ods4ApWsII/bYTDYURRfE37wSuh1WppbGxErVZLREA8Hv+dy+t0OkKh0KuSBWq1msLCQunCqq2tjVAoREtLi1QdeTWKiope9TkEQXjdXtXl+q/lmr/6+nrsdjtdXV1UV1eTk5MDJNPjRVGUZv6CwSDDw8OUlZVJvfKdnZ1SuNdy6OTyDDYFBbBvH+Pd3cy+9BJZMzNs27aNiYkJpqen2b9/P/F4HLVazc0338wtN9+MsrIy+b4Eg8x0dGCsr6eks5O0VOK4/kc/IurxsKz9yPR46OnpYePGjSRe8fpdJhOVDQ2UlpXh8/n46U9/isPhoNhmY8v8PJenpiAtjQ8+8QTyUIiNajXd116LrqfnyucTCOC59lr0R4/i1WjI8vtp8/nY8+EP86mHHmLNqVPEz5/n5+97H23p6czMzKBWqwkGg/zN+DjVfj81QGt6Oo+NjZGbm4vdbqetrY33vve9jIyMYLfbee/q1eiAsliMm5aSrfbXOBwcVakwmUzMz8/j9XpZt24dPT09hMNhuisreaSoiNrRUVal1CGiRsPDW7fS9cwzfCI1u52dnk69SkV9SkKtjEQ4nJHBunXrOHXqVFLWPTfH5OQkWq0Wi8WCWq2W2hKysrL49cAAT7ndVC+HIoZC5Ho8oFbzqeeeI29hgTtVKt6TqhEVRZFT8TjzMzPUmM0UFRURDAaZn5/nbqCmupq6HTtYlQrfE0WRoaEhLg8OEo7H+er73sf0yAiDY2Po5+cxLS1Rk6pjXIZXJqPXauVd27ZhevFFFnNzOQv8QKtFldoXlivu0tLSKC0tTe4XLhcXLlzg9sVFaTqlubub3atWYVpcJHvbNtzBIMFgEMPsLDe1t5Po7cWtVDLv82EMBLjx1CliiQSX//IvqXvb2+jp6WFoaAiNRkNubi7r1q1Dp9ORSCQ4f/48gUCAmXic96X8/Am/n5uUSq5LZSYAFMTj/N9Vq5hOJAhOTTE7O8vQ0BAGg4FrrrmGEbmcf05J13NUKhp8PtY3NxPt60MpinTo9SgUCh7bsIHcQIDyhQVigsBTLhe/+sQnJNXAzp07uXjxIk1NTfT29kqBk+fOnaOoqIjS0lI8Hg8jIyNSkn80GkWn06FQKCgsLMTtdmM0Gtm8eTN6vZ5nnnmGWCxGQ0MDHR0dUoDkcjtBvd1Ozbe/TWL9ei7p9ej0eu6//34OHDhAIBBArVbzzDPPMDIywsaNG8nMzMTr9XL48GHcbjctLS1SlWUoFCKyZUuSxDp9mvr6emQyGU8//TQTExM0NTVx8uRJQqEQZrOZkZERiouLKSkpYSl1bMnlcmZnZxkYGMDj8SCKIhcuXEhmw6TqPu+NRNgYCPDJRILNqc9oUalEiEaxiSLtJAmEIySDGzeQJBWW4SNJHsgBJ7Axdf8/kCQgIGmVeBcvx7JVwg54FQo0cjnBYJBEIkEwGESn01FQUIBCoZBqT7OysqipqWHt2rUMDQ3R2NhIYWEhH/3oR1lYWOD48eNUVVXh9/spLy/H7XajVqsxmUySXfD555+XPrflusn3vve9PPfcc5w5c4azZ89K2SWJRIKZmRkuXbpEMBjkmmuuIZFIsGXLFjQaDTKZjNeLlQarFazgjwYBGCJZUvOT1zFu/n1gBx56C9YLvPXEQkbqt8jL63+vRogkoSACut+xTHIlojgvCMIoV6o2NgBPvgnbuYIV/K9DIpGgp6cHg8HwOwfDfwq4ePEiiUSCzamEdUBKtX4tZGRkSLe3bNnymhdSy9kFrwaLxcK2bdukv1UqFYODg2i1WgRBwGKx/FbLwyshCALNzc04nU4CgcBrBj8uKxS0Wi1FRUVEIpGktSCViv/KTIrlWaibb74Zu93O1NQUAwMDGI1GGhoaqKysxO/3v+brr6uro7CwULIEVFZWkpmZyeXLl3G5XJSXl7Nx40b8gQDODRswnzxJyGbDX13NhQsXWLJYaFapECIRhA0b0H3/+9K623bt4rrrriMWi3GwuBjn3r2UxmJciMU4nJVF0cgITpeLPXv28KlPfYqTJ0/yyTNnyD51irBMxo+sVmSpAbcuFqPu4x8nsX+/NEP5YmUlxXNz1MXjWAMB3uPz8ZBcjndwkPqUHFsuimj7+gi3tDAxMYFOp0Ov1+MxmyEValZx3XXUB4MYjUba2trwer0sLS3xsY99jCNHjjA9PY0oivS53fTq9dQEAvSsXk04HkedCrIURZF169ZJqfc5wSA3dnRgWFqiv6GBrmCQX2RnMzs2xnGdjgKzmZ0NDUxcey3XLC0x+J3vUGG3c8Bg4OC5c/jlctrb28nIyEjK3sfHaRBFclta8L7wAr05OThTUmVdMMgmr5eheBzf6tV89+JFMkdGmDUYyEnNzFsjEXQuF5Vbt3Ly5EnGx8cRBAG/309BQQFOpzNZbRoO0zozA/39mM1mpqenCQQClJWVoVKpiMfjzDocnGptRaVSkW8w8MlHHyUrEiEKuHJy+G5JCS84HKiUSv7m+9+naJl4uv12vhmJcC4S4YhMxtTUlDRje+HCBUZHR3E4HBicTs6Hw7w/9TnLRRGlWs01ajUf/fnPmU5P5zObN/Muj4d1qWyRe6qreaqxkX1HjrBmbi55PD39NN+KRvnX4WHiwHc3b6b4mmtwOBxSveLw8DAHDx4kEolgMBhYWFggFovxacCqUFAUi5EJ2JVKZjMzsdvtUvaKwWBg8+bNbN68mb6+Pnbu3MnopUv8pK2NvHicAY+Hf7juOgyLiwQ3b6ZFoUChUNC2bx/nz5/nwNmzzA4P43a7USgUTE5OMj09jVKp5NixY+h0OtasWYMgCCiVSlpaWpDL5bz44ouMjo7S2toqWQ3+7u/+josXL9Le3o7FYnkZmbn8+PLycvr7+ykrK6O+vh6VSoUoimy4916UDgf09qLMyeGC1UpmZiY2mw2bzYZWq6Wjo4Oenh50Oh1lZWVMTk6iVCpZWlri5MmTFBQUYDQa6erqwuFwMDU1RSgUIi8vj76+PgYGBojFYgQCAck+1N/fL7VmiKIotdAcOHAAn89Heno66enpNDU1cfnyZWQymUQAG61WTrndRBcX+UA8zmVB4IeRCIJMRqUosnymbAa2kWyCWIaXZPuDmqS1oTG1zDFerg3OesW5sgO4VRDYJggcTiSYCwRQKBQIgkAikSAcDpORkUFdXR1LS0sS4RiLxSgvL2f9+vWoVComJyfp7OyUWjCW83LGx8dRq9UUFRVJdsFldceJEyfQaDTs2bOHffv2YTAYMBqNdHd3c+jQIUwmE1lZWaxfvx65XM6lS5dYWFggGAxiNptpb2/n3/7t39iyZQt79uyRXtOybWM5X2cFK1jBHx1xkoUz3xNF8dBb+USiKPaSrK58S/BWEwvR33H7avi4olT43eblK3BxhVj40x0NrWAFf+JYTntflnH/sbF8QfVqs/5Xw2w2SxJcgNbWVqLRKM3Nza971uWNzM68Ei6Xi76+PvLy8pDJZNTW1uLxeHC5XCiVSqkJYDlE7XdhaWmJrq4u0tLSXrNudLkPPTMzE5VKRSgUkiS2FosFp9MpERmRSIRwOIzL5cJsNlNaWoogCLhcLtra2vD7/VgsFkpKSjCbzUQikd954Xj1rJQgCGi1WioqKsjIyJCeR6lQkHX6NIIoorXbmXvuOU6OjNBuMOD77nfpO3uW/F272H3+PPq2NjrT03GsXcvejRvp6upCrdPhev/7sdbWMvzssxTE4xQWFuKcnWXgn/6JQCzGnf/wD6Q//DAA6kSCzbW1CNdfT+Kxx5Dddx/uykoO3nsv6558ksnMTP5No+HjExPUpba9gyRptvbFF1GmVCoRuRzn3r2s+eUv+XpPDy9t3kx4zRoeSk/nJVFkKTubfI2G9aJIQXMzCoWCzs5OFAoFP/jBD/D5fGzfvh2NRsOZM2f4y4YG1hQUkL1qFYt2OxcvXmRxcZFdu3ZJlhOZTMY6pxNDagbW4nZzat06yrq70SgUjCuVPLZuHfr3vIdzqWyJg//4j3zikUdoHR+nOtUKolAomJ2dRba4yCPt7RjDYWLd3Sj8fpaUSu6uqyMQCPD07CyVkQg+r5cHd+8mMyWHz/H5cFVUoBwcZFQQ2JBI8GJbm5QrsBxguHyMVVVVsdfl4qbRUc51dXFkyxYmJyclj3YikeA3v/kNg4ODUluKan6erFTugRLwKRRM2O0UZGYSSEsjfJXnvfLgQXJ8PrYIAtr3vpdnYjEmJibo6emRCLVrolEe8npRAs8rlVgSCQ6XlmIpLeXuZ55BkUhQtLjIGrud+NXHtlJJc3Mz3lSGBcCJoSFu8vupSe0LN/T380O1GrfbjcFgYGJigs7OTuRyOUajkYyMDBwOB9FolK54nH2FhYR8PiqWlvBYLKSFw2i1Wux2O0tLS+Tl5XFLTw+Vjz5KxqZNqOrr0ff0kJd6vvLZWR65eBFBqWSVycS6detYs2ZNUiFhsRDMzSUtHpfaMgRBYHp6mrKFBUrCYS6Xl7MQCFBaWsp1113HqlWrePbZZ9FoNDQ0NLC4uJg8VlKKgqWlJWZnZ1EqldTW1kqVkGVlZTgcDh599FEyMzOpqKggFArR3NyMwWAgXlAADgeiTEZBczMvXbrEL37xC3JyciQb2b333osoikxMTDA2NoZKpWLr1q1s2LABtVqNTpecG8rJyWFmZkbKHHE6nfh8PjIyMjCbzdTU1HDnnXfi9Xr5+Mc/TiwWIxKJMDExgcPhQC6XMzU1RUlJCevXr5cqR5cbQ0RRlCpD3x6J8ON4HBnJq/I4IIgiJ4DHSJIF/wk8RzIXAZIXnUbgMyQ7z5exPLP1HySVDWkk+80fvmqZ/ycIzKrVPK1WSySxQqFAqVQSjUbR6/VoNBouX76MxWKhubmZwcFB/H4/drtdIlFmZ2dZWlpCo9GQl5cnZWkolUpUKhUul4u5uTmpgnZubo5gMChlTmg0Gvx+PxMTE2RmZrJ69WqMRiOlpaVs27aNwcFBysrKaGlpobi4mPr6enw+H6OjowwPD0uBrAAzMzP09/czMTFBS0vL6wp3XMEKVvCm4XPAD/+nKPDfamJh8arbv8vYNc+V7J3fPW14BVdrst54mfwKVrACIHkh2tTU9Ee/iPD7/cRiMS5fvozZbP6tloRXYrmK7mq8EVvBH4pIJEI0GmV4eBi5XI5Op2P9+vUIgkA0GpWSvktLS18z3Eqr1ZKfn/9fykr1ej3Nzc0SAaDRaNi0aRPj4+M89dRTUs/40tIS4+PjzM3NodVq8fv91NfXU1ZWRmlpKWq1mp6eHnp7e2lsbMRgMNDV1UVxcbGUA7GMYDAo2SSWMTIygsFgQK/Xc+rUKZ566ikaGhqoXrcOzp8nnJaG32pls83G9PQ0Dx49itvtZvPAAOufeILOEyc4PzdHU0sLPp+PRCJBWVkZo6OjXL58WZILG41Gyh54gOaXklFqP3M60b///eR+4xvM5uRgfve7EcvK8N1xB263G/vkJBu+8hVUH/843UeOYP3JT7jJ4QDAl5XF+LZtbGttZcelS9Jrsd92G/quLjYcScbylJw8yYUPf5iZ/HweHh/nGoeD93/jG8hEkVagv6wMm83G+fPnmZ6eprKykh07dhAOh6VZ/lhWFmazGbVazeDgIKIoEgqF6OnpoaioiN7eXs7LZHg1GoyhEH1WK1959lmJ7Hi8upqXsrM5c+YM0+3tmDMzyc7JQZWbS4bXi0KhkBozLly4gKW/H2NKuSFPWSh00Sjf7e/ns4WFlKUG9oZYjMq8PLqrq6lLhQ1mDg5yQaulORikcWCA8YUFRjMyKCwsZDg1Wz4zM5P015tM/MvICIpEgvVzc/S5XMjz84lEIjz22GPIZDLcbjeZmZmsXbuWmZkZxuNxfp2Vxa2pjIiKqSkeAkITE9yVn88n0tP5iEKBOz2dfVPJ3CiZKBIaGyPTYkEmkzE5OUkgECAYDNIsk0lWGr1Gw3sKC1m3bh3pWi2d2dnkjo0RkMsZyMhgqqkJeXo6QVFE9tGPErPb+Wl+PsOBAP6lJX4K/JVaDSmC51wggHtxkQ0eD+mDg4xmZTEzM4PX60Wn03G72813vV5+DXxFJksSckYjY4uLlBQXU11djd1uZ3Z2lkQiQWE8zqZUbkjW2Bj1gsBnSks5ajSyyevlF1YrgWAQWapiMi0tjUuXLrG0tCTlScjlcuRyOYFAgDVr1rBJpeKvTp1CLoqcXVriS+vWUVlZyYYNG+jt7WVgYICqqiqi0Sh33XUXjY2NPPLII/T29lJdXU1eXh4Wi4WMjAzC4TCPPPIISqUSo9GIx+MhLy+PpaUl9u/fz86dO7nmmmuwf//7RB54gEhDA568PDZptQSDQSorK6mrqyMcDjM3N4daraagoEBSdfT391NVVUVDQwNzc3NcuHCBlpYWWlpamJqawm63c/r0abZu3Uo8HpdCOrVaLWq1mg9+8IOcO3eOzs5OBEGQmhSi0ajUSNB4+jTXzs7ycCLBD1Ln4GAwSNzno5kr+QqfF0W+DvyjKPId4M7U/d/mCqkgksxTWE6J+BLJePR24PnUfSHgU1edCz8OrE7dvlYQeDA1sJfL5cTjcYLBIIIgkJ+fj06nIxAIoNPpMJlMUi2kVqtFLpdz7tw5YrEYi4uLiKJIeno6gUCA1tZWdu7ciSAIaDQayQoXDofxeDySkiw3N5eFhQX8fr/0fsdiMXbv3o3VapW+F3/84x+j1Wr5xje+IX3nbN26FbPZjN1ux+FwUFJSAiSJoJGREakK87W+xwYGBnA6naxbt+63gohXsIIVvHGIovi5/+5teDPxVhMLQ6nfApDzO5bpJKlEA9j6WisTBCGdKy0TkFSzrWAFfzZwOp0sLCxQVlb2qn7+NwuvxyoAvKYk/62A0+mkq6tLkvRnZr7xppt169a9ruUSicSbQkDYbDaysrKIRCK4XC4yMzMlBcRy1aMq5bN/LQiC8JqWi6vxykH+MqFRXFyMz+fj7NmzaDQaRFGkpKQEo9EohbotP9eyh/fEiRNUVlaiUqmkQcyFCxcwmUxUVFQwPT3NqVOnMJlM7NixQyKaluvNlgfSk5OTSVn8gw+iO3eOUHU1hmCQUosFhULByZMnpbaKRb+fpbw8GgsLKSoqIjMzk0AggHd8nJmf/5x2pZKWXbsoLS1l//793JQK1AMI9fVx6p57kH3jGwQCAVbb7Rw9d47Dhw+Tk2quSP/qV6l96inekZZGi80mfZHpFxf5UChE8Kq2kcHiYh6urSVx9qwU8qb3+RAffBBXXR0PDQ1RkApSBEg7f56+aBSn04nNZiM9PR2z2cz+/fu5dOkSc3Nzkjd/uW4yFAqRk5NDQUEBubm5+P3+pNTZ7ea7VVVURqMotFqJVADYFgzy1dZW/qWvjy95vUwODPCz974XRaotQRRFnnrqKQwGA1VVVXgnJiTbxtXIDwb59uAgX8nM5F0+H3Pr1uEsKODc7t0U9vVhIPkF3BC+UnOdIZORk5ODTqdDJpOhuKoKc9bpZEGtJjsYZEkQcAE1NTXJmsRIRDqmNBqNFIA4MzPDv1VUkBeJ0OTzEZHJUCUSaESRv56dpV+v52s2G4XV1aRt2sTqZ59lJhIh49gxAhoN9tJSKYFeoVDw86Ul7pLLyZDJmLr1VjY4HKxSqYhWVPCJkyf5eno68pISFgIBZF1dzFVXk5WVReeDDzI7O0s8HudBlQqn14tOpeKJvDxiCgULXi+/iUb50vAw756ZIdHZyXevvx6r1ZqsT9Rq+VJPD3JgDXBcEBi02ykqKsJkMtHi87H72Wd5FpiwWPikSsX9HR3EFQrksRgCoBBFdvv9fHPnTr6RkvorYzHkcjmTk5PMzs6+LJwwPT1det1er5fLly9zRySCPNW6URoK8Y1vfIN4PE53dzenT5/G5/Ph9/u5ePEi9fX1GI1GdDodq1atQq/Xs7CwQFZWFsPDwygUCubm5lCpVNxyyy2kpaWRSCSkLAMx9TxZNTWMfeQjHDx4EO/Bg9xzzz1S2O3Q0BDRaJTi4mIUKStHNBplYmJCUrF0dXVx7tw5Ojo6UCgU3HjjjVKlZF5eHsFgEFEUpZaaSCTChQsXALjtttvQarWsWbMGm83G0NAQTz75JIODgwyePMmPJieRkSxcf1apBJOJnyoU3OJycZZkU0MaVy4y/wX4zlXHSJ8gQOp1PkCyPvIZkjNTk8DdrzimBJIqhetIqhe+KQj8JPX4wVSI5fz8PEqlUlIqKBQKioqK0Ov1UjDp9PS0RM6aTCaUSqVErBcXFzM8PIxOp6OoqAiz2YzL5cLj8VBYWEhDQwN5eXm0t7cjb2vjPy5eJGIwcGD7dqZTlcTLuROBQID777+fWCzG7Ows6enpUmCj3W5/GTlfWVmJyWTCYrFI96lUKjZs2IDdbpfye34XYrEY8Xhc2m9WsIIV/GEQBOEzV/35U1EUx/6AdZWQbMIFQBTFz/8Bm/Z74a0mFrquum0SBMEmiuLMK5Y5D9xF8lxeLwhCsyiK53l1/DVX7G8iL1exrWAFf/KYnp5mcXGR7Ozs/3Ig+vuir6+P+fl5mpqafmuA+t8NnU6HwWDAYrG8oeqrN4poNMq5c+cwGo2sWrXqD16fSqWSwrKuhtPpZHFxkZycnN9K2xZFEZfLRUZGBvKUV14mk0ntEm8EyzOde/bs4ezZs8lwuJwc8vLy0Ov1TE5O0tXVRVVVFTabTXpcRkYGt9xyCz09PczNzdHS0kI0GuXSpUtJKfbMDDKZjEgkwuzsLPbUIAqQvM1ZWVmo1WpkMhnp6ek8fegQbrebtRYLU1NTTE5OsnfvXu6//35mZ2fp6upCEATkcjmFeXmovvIVlF4vxX/7t8Te+142OByMpKXxq127iMfjNDY2MqnV0vDEEyj6+3mH2403HGa4sRG/34/b7ebFF1+kp6eHSCTCzMwMtx1KWhDT/X5qXVeyjWSJBA0/+QmTDzyAZ3ER18QEn8/IID8aZdhk4sfr1nF/ayuaWIzdv/oVL61ZI5EKIhBSq/m1zcbCwoIkMY5EInR2drKmupoKo5GxsTGCwSBerxe1Ws3Zs2eTBMjq1Vx33XXSoCgWi/E2nY5PtSerpkeNRoIGAxqfD1EQ+IFWi2tykpu8SX68YGKCd/3sZzySkcHzHg9erxeVQsHfy+Vs9nj4+7Q0vm80cns0iiUYfNn+oU4kmFaree/atdx8880ce+oppqenidTV8fnubmSA3WRiWi5HUVpKqKWFjRoNbW1tyGQyQqEQt4+Ps66vj4cyM/lwXR3rJyc5rVQytrgIAwOEQiFqa5NzAIFAAJlMRiAQIC0tjcbGRuRyOf+gULA5I4NVosgNzz+PLx5ndzTKbrcbRSLBgyoVvvJyfrV9O//y1FOoRJG7AwHebjAQVqkIBAK0tLRw6NAh1uj1rKqvp7y9nf/s6kIlivy0oQG1RsOo1cqq8nKmBwdxu91So4XD4SAQCJBIJKSQxuUZ8GMyGWk5ORT6fJSnPhMZEDx9GvOGDZhMJgw6HbEUsQDw9vR0Ph8OJ9UZNTX841e/ikYU2QbcajLx8ZkZ6SKqp6GBks5OZMAzej0Gg4FgMCgFUubk5DA2NibVaRYWFnLu3DkmJycxGo0UFRVRVlbGzMwMjwkClrQ0ahMJ5F/5CiMjI/T19ZGbm8vw8DDBYJDFxUU8Hg8KhYJAIMDIyAhut5uSkhKCwSBDQ0OcP3+ejRs3cu2110qDYJ/Ph8PhYPv27dTU1Ej1uTqdTqrptVgs0sy21Wplfn6eaDTK5s2b6e/vZ2ZmBqfTicvlorm5mbq6Ok6dOkVmZiZlZWVSgODk5CRyuZzt27dz+PBhyT4xNTWFxWLhzJkzeL1e7rzzTrKzs/H7/ZjNZk6cOEFGRgbve9/7ePA738E7MoIpkcArl+MXRTQeD7ekSLYNwDqFAlcsxmWSYY0XSVqi9MA7gO+KIu8AtgD3kvTTlqQ+t6+Q9Om+m6SV4nFgLXBP6v9fAAxKJU5RxCAI/EapJJYKFF5WWCyfQy9dukRTUxMWiyVpX5LJMJlMFBQUMDMzw8LCAnK5nK1bt7J7924OHTrE+fPnqa2t5ezZs4yNjWGxWKScnVAohMlk4q7JSfK9XvB62dDezunduzl69ChnzpxhYWEBi8VCNBrF5/PhcrkYHR1l27ZtLCwsSATSMgRBYGFhgWg0+jJlgiiKzM/PI5fLX9MaWVNTgyiKf5C9cAUrWMHL8K9cmTA/CYz9AesqfcX6/mcRC6IougRB6AVqUndtJnnevhqPAf+eui0ADwuCsPeVjI0gCHeRtMQt13BESbYCrWAFfzaoqqrC5/O9ZaQCXLEJ/LGsAm8EOp3udSsO/lAsy4v/UCz7UktKSn7LxpCdnU08HpfS0K/GzMwMAwMDFBQUUFpaKs1UdXV1kZOTg9lsft3PPzg4iMFgYN26dTQ3NyMIwssu7LRareTBzcjIeFmDxsLCAt3d3ej1eqlzfdkmEY1GKS8vp6GhgUOHDjE4OEhBQQHhcJiRkREKUjWQ4XCYqqoqrFYrExMTBINBrFYr1dXV+Hw+iVRZDogTRZHy8nLiP/oR1u9+F4BQZyfGlGWh1O+nxGSipKQkmc5/xx2QlQUf+hBqIPH1r9P6kY8wMzPDqlWrJKWHIAjJoLjSUt7e0YEvM5PFvXsp/OUvJTVCVKEg//3vJ6JQ8M21a5lLT6dSp8NoNKK/916i3d0oQyE8Wi1lKhUhQUAjigjAucZGTLfcwkcqKvjsZz/L4OBgksQJhfjHkyfJCAb5Vl4e31SrycnJkWZsJycnEQSBxcVFTh44wAdeeglLIEDbVbOCJSkCYbS2lkN6Pe9qa6MxLY2zmZlsWFhABPKGh/lbmYxHi4uZjUb5a72ej/f1gcPBv2o0fE+t5sH0dB6QySgJhRhOT6c8kUDndvPdmRn+0WplYWEBn8/H8PAwXosF/datXJOezv91OhlbWuLOm2/GNTxMz7lzeDweDAYDO7VaPpKyjpQ7nbx7925it93G6KOPMj01hdvtJis9nYaGBl566SVUKhVf+MIXWFhYwOv1IpfL+dWvfkVMJmMyKwsxP5+ONWvI++Y3+UDqdRu0Wr47McG69nZ8Go00g6wUBBYXFvCn8h3uCAb5tstFn1rN383PUz45iSq17KrZWQypULzy/n72TkzwM6USl8FAPB7HZrOh0WhYXFyksbGRDRs2sLS0xOTkJF6vl/HxcQoLC/m1KJJ//jwOUeTJ9HQ++u53c+TIES5evMjP1WreFw4jAk3Z2eiWlhgYGGDBbufjJAOhEkB2Xh69/f00xGK4ZTLe4/Uyk55OLBwmS6vFNjOD3++ntrYWq9XK7t27efLJJ5mamiIrK0tSikQiEUKhEDqdjp07d9LW1obb7eZfqqrIzMzko7m5KEURk8lEcXExzc3NPP3003i9XrZv345arZZk7F6vl5qaGpqbm3n88cclIm7fvn1EIhF8Ph9lZWVUV1eTn5/PfKoCtLe3l6WlJWnAabFYaG9vlyTva9askSp2jUYjPT096PV6GhoaSEtLY3Z2FrlcTnV1NbfffjsZGRnE43EUCgVWq5W0tDSMRqN0fjCZTFitVjIyMmhvb+crX/4yt3g8yHJzkW/ZIp1rs7OzySoq4tGxMe6aneW8VktCLscZDHJSrWZLOEyfXM6MXg86HXUzM1QCNwM3pI67fwA+ypXucy1wK1faIHpIhjjqSZIJ50jOWDlI1pq1ApFEgsNKJbFYDEUqL2TZ4rC83y0fdydOnMBgMJCeni7ZpLouXeL90SgapZK+khIEQeDQoUMkEgkyMzOlWlStVktdXR1paWlotVqGh4exWq3MmM1UpRpXhFWraGlp4ciRIywsLLAhRYqNjIwwNTXF2NgY0WiU9PR0mpubWVxcpKurS7IcRiIRnE4nwWDwZcRCLBYjFAoRfAVp+Ur8qV5brGAFf+ZYrpr8U13f68ZbrViAZIXwMrFwPa8gFkRRnBIE4UngdpJvQgXQLQjCC0A/oCJpkWgi+UaRWu7noiiuWCFW8GcFjUbzhmoTfx9UVVW9ai7B/yYolUo2btz4Xy/4OjA2NsbJkycBfkv9IJPJpBm/V8JgMBCNRjEYDAiCQEtLCy6Xi97eXuRy+esmFpZr+JZJjVcjS8xmM42NjczNzf2WRNXhcJCWlkYwGOT48eOYzWbJb52VlcW2bdvo7e2V7Arf/va3Wb9+PZFIBE2qujAYDErhlKUp2fryRWk0GuXy5ctkZWVJQWMXLlzg9OnT1M3MsHzpOh8M0llWRvP4OKM7d9J03XW0trZKpIdtepq3yWQoEwkWq6slK4tMJiMtLY1AIIAoigQCAX5RUUHgne9kx223cfqRR7AJAkpRxJeWRig/H0tfH+polJsSCdbJ5Vz/ne/gMpv55egoz61axcYtW4g+/TQfPHuW2FXv1bbz52mYnOTY17+OzWZDEATMZjPlR46Qkbrg3ud28/jatZjiceadThq2bEm2JMzO0t7eTtnJk+xMNSAo/X4OlpVR63KRn5phDc/Ocq/Xiy4ep8Dj4bObN/Mtl4sHBgbQJRJEFApqGhvRLSxgA0jlJGwMh9kZCtHt89EtCNTH4+SHQoSsVnSpdceHh+nu7mbNmjXJwfDCAj+XybhssxFOTyfHaEQURfLz8xkbG8Pr9RKNRhEMBkRBQBBFgnI5CoUCg8GATCYjNx7nuelpciYm+Go0CllZjIyM8NWvfhWtVovT6ZTqO8PhMG1tbSh/8xtMSiWPlpWhGxtDTCT4YXY2hzs7k8dGKMRDJhP3eDwoRZH3+3x8ThDo7+9n7egopliMDbEYu0IhnlSpuAMwCwIXm5spy8kh3tvLFxwOFCQHkFWhEPF4nKKiIt75zneytLREZ2cnExMTEuG2uLjIcH8/b1OpcOj11KSqaOssFr797W8zPj5Oeno6T2Rl8T67HQHY0NtLzGzGEw4TCAT4i/R0bg+HeUmn45Ldzu1GI3/l8dBtMDDk9RIXRcpra6mqqkKlUtHZ2cmRI0eS+7fNJuWwDA8P4/F4KC4uJhwOk5WVhUaj4aWXXkIUReRyOR/72Md44IEHeNe73kVVVRW7d++mtbWV7OxsYrEYsViMlpYWfvjDHzI8PEwoFJJk+CMjI4yNjaFWq6mqqkJIvbcOhwNRFLFYLExPT2O32wkGg3R0dOD1emlubmbNmjW0trZy9uxZiouLWbduHa2trZIypa+vj8nJSRKJBDabjWAwiM/nk+pKlUqlNIPf1NREWloaquPH2fBv/0ZeVRW9paVMTEwQDocpKSnhhRde4O2XL3NHqtlj2GDgObWajIwMjh07RmdnJw/MzKATRfb4/eyrquLFSIRbnU5Wp6UxplQSCoeJ+nz4SfaoXaHzkvkJU8AASR8tJGWy7wIqZDKeTSS4KXX/coH8AkkrzFrgZIrAjUQiiKIoVTnCFbtdZmYmeXl59PT04HK58Pl85OfnI5PJqKys5PqLF7l/YgKA/QMDXKiupru7W7KxZGRksGPHDtra2jh48CB333038/PzjI2N0dfXx/GcHDp37iS/sZGMnTupS1lzqqqqUKvVjI6OMj8/TzAYRKFQMDo6KllLpqam6O/vx2azkZaWhtfrpaGhAVEUicfj0veJTqejsbGR9KtsZCtYwQr+aPgf4y36YxALvwI+QpIU2CcIwkdFUfS/YpmPATtI1lOKJEnl2676/9WEggDMAP/01m3yClawgjcboiiysLCAyWR6S/Ml3myYTCby8/PfsMrE6/WiVCrxeDxkZ2dLs3evZql4LQiC8JphWsuoqqqisrLyt2aTysrKyMjIYH5+nvHxcWlWMy8vj7y8PMlnX1xcjCiKRKNRaRauqKgIhUKByWSSBmt2ux2j0Sht09zcHD/+8Y+Ry+Xs2bOHpqYmSktLOXfuHA/FYsjvvJMyhYKZ227jzNgYDw8Pk5+fT31nJx0dHYyMjJCRkcG4IHBqzx5K5HLqPvIRysNh7r33Xikpvrq6mkAggNvtRqfTsdFgIP2HP0QxPo4yRabIw2EezczkQ4JARC5Hs2UL7/z61xEAy9wcn0nJ3CfdbkwzSVeeAlhQqciMRBCArJkZen7xCzzhME1NTezatYs2QSDS14cqkSAnGOQTwA1nzhARBL5WVISur4/3BgKMfu97TObnQ0pq7zAaeeGWW/ip3c67e3qw+nx822rlAx0dNMVihORyAjYbvYEAn1yzhmvcbs5arWiAqvl5DqSlkVtaiuDzsTM1u1yXSEhkTebSErHRUeKCQEd2Ng8vLWEdGKCuro7a2lpaW1uZnZ3F5/NJXvfLly8zPz9PbG4OS3o6814vTwwMULBhAy3xON8JhRAEgdbWVkpKStgdDFLo8QBw29QUj6VsMePj4/j9fmp8Pt4ejdKRn88Fo5FbZmf5pxSx8iuDgSd278bj8ZCbns53Jif5kNvNaY0Gt06HIkWI7HS7CaSnc9zrZVCtJj8WI0EyA6Z7bo5KjYa333or1txcLh8/TlokIl28GIHHl5Y4IpPxtCiyceNGjh07xqlTp6Qgwfn5eQJDQ1xwOMggKXcMFBTQn56OxWKhv7+fQCCAUqmky+djBrAB7TIZwUSCDL0eMRikVKvlZxoNF5aWKAQ+GYnw/ngc3G5CJhPPymQolUo6OjoACIVCycBRu50HHniA97znPWzZskUKzwuHwywtLSEIAr5UJWhxcTGjo6McPnyYvr4+3G43AwMDNDY2SnL6RCKB2+3mwIED0uDW4XCwefNmqqurmZiYIC0tjc2bNyezJzo7JdvU3Nwcubm56PV6zp07x8jICLm5udTX11NRUYHD4WB0dJRQKMSekRGyt29nPDub1g98AFEUpcwVo9Eo5WzMzc3hcDhwOp2EQiHWrVsntVbMORxEr7mG9KUl0o8exbNqFaNGI1qtloKCAurr68m/eFE6X40fO8Zz0SgZGRlSQG03sB7wCwJTSiUleXmMy2R0+/3EolHMZjMej4elpSUSiQSPkVQo3Ap8OrVeuSBwlyiSBfyEZEDjxRRBcANJi8RzJEkIQRCYBV5IqUqERIJYLCadj5crL8vKyhAEgampKWQyGYIgoNfrUavVUoaBWq1mbUkJpIgFcyqwc9leNjo6Sn9/PyaTCbfbjVKpJBQK4ff7yc7Ols579vl5jNXVBKamcDqdrF27lhdffJGOjg6sVitGo5FdKXvZ4uIic3NzmEwmcnNzpVrQ4eFhpqencbvduN1uWlpaWLVqFaFQiMHBQVwuF2vXrv0tW98KVrCCPxtcfQGY+J1LvYV4y4kFURRPCYLwNa5USlYAl16xzLQgCHuAFwAzv83cLP8tkMzpuVkURcdbt9UrWMEK3mxcbQ1YDgX7c0BBQQFZWVlSNddyMNerDeKvRnZ2NuFw+GWZB5DMPQCk2a8306v6atuzHCz5+OOPEwgEuOGGG6Ru+mUUFhYyPj6OXC6nrq5OmoW+ugp0OXjUZrO9LIRSnbIFdHd3c+DAATIzM9myZQsymQx/IMDgTTdh2bSJSoOBR44dw+FwUFVVlZxh9Xj40qVLyIDY977HI6dOMTo1xRqNBqPJhM/nIxQKIZfLueaaawiFQkxMTKCbmKD0wx9GlkiwXqfjSFMThWNjPFtTw+SaNcxOT5M3Pk7+z372svdimc7KGxjgydpabpiZYTAzk6lEghtHk5E9YbmcNr8fQ2Ym90xOUnDPPRhXr2YxLQ2r14sskWDzyAgKUUQhijSNj7MrVY3Y2NnJx202vn3zzSimp/m5IGB/+mlkMhlzpaXc8L73EWpt5SsLCzTPzvJiVhZpiQQWiwWv1cpnL1ygWa/nPw8eJC0QICEIyESRU/n5tFmtVM/Pc6KiAncsxl3Dw/hkMgyJBIgiC/n5bJid5Wt9fah++ENCO3YwmpmJaLfzs6kpbDIZn08kODg8zMdEkY+Oj7Oo1/O53bt5+uxZHltY4CckFShloRDt7e1EIhGqSkoIj4ygjsWI7dqFanqa/Px89Ho9QjjMIydPootGiXo8/NOGDVRFrzRLq6encRcXs2HDBvouXKBTr+f6/Hzu02j4yMWLxEh+qacFg3w0EOBDgsCLubkQCCADbvN42BoKkRGL0Z6Xx8HFRWZnZ/FEo/yj0chOYIvfz95Egr2JBANLS7zw5S9TMTFBpVzOYKpZoKWlhXddvEhGaruUwFqlkowNG2hububChQucPHkSQRAYcThoEgT2ZGbSEYtxnUzGuNHIF51Otns8hAWBHQYDi7EYDVcdb41yOb0lJUSjUcLhMAqFArPZjNVqpaenB0hmpXR2djI9Pc309HSywvUq8tFoNDI+Ps7ExAQul4v8/HxpRnx+fl5qBHA6nSQSCVQqFWVlZQwPD+NyuWhtbeXGG2+kubmZHTt2UFRUlJTid3XR3t5OU1MT8XhcsuMtLCzgcDhIT0+npKSEeDxOaWkpH/3oRzFoNBisVoR4nGvGxvDecgtut1sKKAyHw+Tk5NDX18e5c+dYWlqiurqa0tJSfD4fi4uLtLW1MTIywv0KBUogIZdT3thIc3MzJ06cwOPxcM8999BrMjH34x+jNpmYufVWrp2cxO12c+OFC1ijUb6qUpFrNNKuUHBueJg0hwOr1UowGEQmk2EwGKSWhY0kiQMn8EWSCoZc4CFR5FevODcu27ZOxWKcuur+ZdXXcp3qcq1wPBW+mh2PUw6MOp0kZDLElFVluVlFlcoLEQSBYDDIl+Vy/r6qCpVczgP5+Yy99JKUd+H3+1laWsJoNEotITMzM3R2dqLRaLj77rvJzs7ma1/7GmfPniU3N5f09HS2bt1KY2MjS0tLbNmyhcLCQmKxGJcuXWLDhg1cf/315KfaXERRxOfzkZOTQyKRQKvVSpYUl8vFpUuXEEWRzMzMlaaHFazgzxtXs4JLv3OptxB/DMUCoih+8nUs0yYIQiXwzyRbgvJfscgU8FPg30VRdL/pG7mCFazgLYXJZCIrVdH354ZlUgGSBEk4HKa0tPQ1qzqVSqUU3PZq6O7uxu12s379+t/rYi4cDrO4uPiyirFlLHfHFxUVIZfLJR+3KIq/RXRAkuwwmUx0dnZSWlpKfX39b4Vr5uXloVarycrKehnhYDab+fjHP86pU6c4evSo9F4JgkBubi5VVVXk5+dz6dIl6uvrue222ygvL2f//v3svniRvNTsrv+738WZGkjV1tZy7tw5ZmdnJQnvMtGxefNmgqEQstRsY0Y0ysMNDcxaLGRlZbFOLidvfByAkvl5Hl27lnV9fUzbbKydnsYQCiEDphcWuL2lhUAgQFZWFjnXX4/vwgUeyM5mdmGB63JzqfnWtwBYa7dzYvdusl56CZkoYpqbA5LTASfMZuoVCgpiMQIyGQqbjfPxOAvxOBXZ2ejtdqm944UXXiCtq4tf2O2oRJGCrCx+lGqAsNvtJBIJinw+0gIBIFnJCLBpagoB+EZ2Ns8XFZGens63DAZ2O518ZmqKmCDQbrPxrwsLydpJu52dfX2czMpiz+goTYkEJBK8c2KCEyUl3D47m3zvAgFWt7XxeYeDtNlZHrZa+WZuLnv37uXgwYNMTExwJhjkvVu2UGM2EygrIzI6KlWwFmRmokx9DvJ4nK+eOkVAEBg1Gsn0+YgFArSePk37pUsc8fmoCYWYcTqJymTISGZi/KvNxidS26MSRSau2reUcjmbQiEAAg89xCNbtrB69Wrm5+fZHwzy62iUQyMj6CIRYkDI5+OzL72ELpHgRpmMGp2Oixcvcscdd6B5+GFIqT78gsAj8Th3FRczMTHB+fPnUalUxGIxlEolMaORydxc9re3YxVFOkIhslLboRZF1uv1tGZl8VhGBraODqbjcX4il7PkckkWEpvNJs1yW41GKnJyaG1tpe/oUdbk5TGtVEp2I6/Xy9TUFDabDa/XKymJmpqaOHDgADMzM5w+fZqqqioaGxvp6OhApVIhk8koKyuTBryBQIBHH32U7du309LSwi9+8Qvi8Tg5OTkMDg5iNBqlqkev1ytVU+bk5PDAAw9IgZDvete7yKyqIlJQgHpsjLBGQ0ZtLbWNjQwMDEhqrGg0isPhQKlUolarJXXUhQsXGBsbk85RD9x5J1tHRjDeeiv5q1dz4sQJLl68SGFhIe94xzvIff/72Z+XxwsvvIDnzBluuOEGsjo7uaW7G4BqhYId2dn4fD4UCgV+v19qWNDpdIRCISmk8DNAVernOSBGMjvhF6l9ygI8mvp9XzTKeUChUEifFSTP3csZEcrU57T8Hm+Ix3mWpLz2kZkZ7kmpVJbtbVcHJhoMhqRtrKSER1avxul0YrfbWVxcJD8/nw996EOSOqWzs5Pe3l7UarWUl6HVaunr66O6upq9e/ciCAKVlZVMTU1x4MABuru70el0Uqjq7OwsXq8Xr9eLIAhMT09jNpvx+/2cPn2azMxMcnNziUQibN68GZPJxIkTJ5ienmbbtm2/VUO8ghWs4M8OV/t1Xb9zqbcQfxRi4fUiRRh8AviEIAgFJLNzBGBWFMXJ13rsClbw5w5RFJPVUnL579Uc8KcOnU73P+J1NTY2SgOQPwRyuVySz/4+GBkZweFwSG0NDocDm82GUqlkYmICp9OJ0WjEbDZjNBr5wAc+gFqtRqVS/da6lpaWsFgs1NXVkZGRgcVi+S2vrVwux2q1Sn/HYjFGRkYwm81kZmZSX19PV1cX3d3d5OTkEI/HSUtLo7a2ViIkSkpKKCgo4N///d/JzMzEun49HD8OwEQq/DA/P5+lpSWpv/26666jsbERu93O008/jVwuJ8NiofhDH0LX2srRpiZsJhMKhYKCggKG7HYGi4upGBtjpLISxT/+I98+eZKysjIGnnqK9xw9yqJCwcHULGd+fj7BYJC21avJue466rq68Jw+Tdf4OPNaLZZgkASw5dChKxrDxBWF4YlolOcMBq4Lh4lt2UL9tm0kenoYHBxEp9NxgyBg8XhoFUXS0tJYH4tJYYRrPB4SiQQul4v6+noyMzM5OTVFq1bL6mAQn0aDIRyWqgfXx+Mc0WiSoXs6Hb8yGJjeuZOc4mK8aWnMOJ2sTikvyu64gxvicTx+P4n2dmRAu1qNzWajNS2N/AsXcCuVyF0ujKn1v9Ph4ImSEqamppDL5Wg0muQA0WbDGwyyaWqKh4aGcMfj/KVazYzJxFeamnh7fz8VHg8yUUQvimhCIdJFkduBo4kETy4tUZMamNvCYXypY8ctCHRbrfyDTMb9Xi89Vivd6el812BgRKnEJAj8S+p97kwkmJ6elqpVs7KyWHPxIr1KJWfUan4RjzMbjaJLfTbmRAKiUebsdr70oQ+RkZXFFwMBNCoV/1xejmNigscffxyZTMbs7CwFBgPvmpujz+/nx0tLxHw+rKn3pd7v5zNlZXxoYoIepZIXlEpUHg89+flck5WF2+0m6vOhSHncRVHEaDQSiUQojsf5vN2OeWKC72q1vDsYJG16mv/MyOCfAbfbTSKRQK/Xo9PpKCgoQKfTMTExIZEMIyMjBINBotEoo6OjrFmzhnA4zPT0NE899ZQU/JiVlYVWq6W3t5f5+XkEQcBgMJCXl0dnZydTU1NSyODWrVuZmprC7/fj8Xjo6upiZGQEo9FIa2srfr8f4Wtfw/3zn9NvNqOcmiJnYYH+/n50Oh16vZ6f//znhEIhdu3aRUVFhZQDU1RUxPDwMGq1mubmZi5fvszp+nru+Yu/wOl0MjExgdlsZteuXUBSVeX1eqUw0ImJiaStIaXYCaalEY1GEUVRqs21WCxoNBrJBuB2u8nOzqZzaorrUiSBjGRI1yZB4BeiiA44DSzrrT5HMvgrkXi5YjgWi2FTqfhuOIwxEuHDgkA/8G2S1WTL2LH82HCY79jtrBEEPq1Q8EyKZNi9ezehUAiLxcL8/DxTU1NYrVZJ/TA+Pk5zczPDw8M8+eSTUujt9u3b8Xq9KBQKenp6KC0t5aabbqKjo4PBwUE6OjokItJsNpOWlpZUF1VVMTMzQyAQYGBggPz8fKqrq2lsbKStrY22tjaOHj1KVlYWaWlpNDU1kZ2dTVFR0QqpsIIV/JlDEIQy4C+5ovLv/u/Yjj8pYuFqpIiEFTJhBf9rsBxM9+eUP/B64HA4GBwclAatf+7QarXEYjHOnj2LwWCgrq7u91pPTU3Nf73Qq6Cvr0+aEQ2Hw0BSYj2R8vAWFhZSWlpKRkbGy9oqXtlocTUGBwfxeDzU1NQwNjbG5cuX2bhxI2q1Gp/PJ73myclJ8vPz8fv99Pf3EwwGWVpawm63k5WVxZ49ezCbzdJAweFwcO7cOa699lpmZmbo7e3F7XazlEraj61dy4e+/GXi0Si8/e00HDlCIpHg5MmT9Pb2snHjRkkmbjAY8Hq9jI2NYTKZiK1fT/Edd2AUBBpmZ3E6nZhMJqqrq5natw9BraZ9Zoa+gQGKi4vZsWMHjzgc3Gs00tjUxPUZGSRS3unOzk7pwnr5gn7K4eCDq1bxSbudDZMv/ypaTE9HJYp079qFRRQpKivj0twc1pQn2m63k5+fz41qNe95PJlXXO9y8eMbb+Qlq5W3ezzYolFeampCr9EQDocpLy9naWmJ4MQEeeEwcpKqjyMlJVTMz6OORHimuprVq1dz/vx5EokEeXl5rH3729m2bRvHjh3jueeeo99gwNHYSHNlJXc2NHCxtJSvPvUUi4ODPBMM4unr41Pp6ZzYt4+OqSkKpqa4NxCQIqSzsrJwOp04HA7Jv6/T6SgqKmLbU0/RmFJTfESl4hsKBY+HQnzQ75dyLtxKJfGrBmolNhtGpZLfALuGhhBEEUPKLvEZs5mFzEwm1WpcxcWUnD3Lt1tbAfg/Fgs/MhrptFgoSUvjGaUSx/AwWq0Wk8nErowMvpRSIDhVKv599Wpcs7P8JD+fWwWBn+p0FAeDPDA8TNPiIi94vdyg1VKYm4syGiUSiUi1hzKZjH+dneVGfzL+yR+P82gwyBOCwB5R5GGrlUtVVWwIh5HL5cmZ81CI1atXo1QqpaDW5ZrVUChENJUTcP3CAubUQHdfLMZyuspmj4eAQoFGo6G6upr3ve996PV6vvWtb+FwOCTlg9lsluqJZTIZfr8fq9Uq2RAGBgbIysrib//2bwmHwzz22GMkEgmcTidbt24lI7WfV1RUkJ+fj8fj4cKFC1L+Q1FREdnZ2ezZs4euri5CoRCRSASDwYDabKb92msZ6enB6nbT3d1NXl4etbW1nD59GrlcjtPp5MiRI9TV1Ulka3Z2Ntdeey2QHHgnUqTQ1NQU1dXVuN1ubDabpF4TBAGLxcLb3vY2ysvLOXDgAI/19dFbXs5GmQz5ffexe3ycU6dOEY/Hk/YomYxPpKWR6fXybb8fn8+HxWLhy3o9xz0eqlQqPpdSsjwik6GSy7klEuGKiQs6U79lMhmJRIJtwC8BnyjybDgsBX19QRS5k6SUdhlR4NtpaeyLx/lGMEheStHwZUHgbFERBQUF7Ny5k/379/PMM88QCoUkEthsNhOJRBgfHycSiWC1WsnNzcVms7F3717Wr19PTU0N/f39HD16lImJCSksc2pqCrPZzNq1a1GpVIRCIen80dvbKynK6uvrKSsrw26309/fT319PYlEQgqULCgoQCaTSW0RK1jBCt46CILw49e56CcFQbj3jawa0JGsmVxNkk9d/jp/6Y1s45uFP1liYQUr+J8Kj8dDX18fZWVlL7MFyGQyWlpa/sdVOUWjUSnF/M8RfX19vPjii1x77bUSGbCcqP2HvqaxsTESicRrWiauxnLX+LIktquri5MnT3LnnXei1+sl+4JOp3uZfeOVWA6qW1YvFBQUoFarsVqtJBIJAoEAKpUKt9vN4cOHmZiYoLS0FKPRyOzsrBQuVl1dzdTUFAMDA5jNZgoLC6mpqSEUCkkXrgUFBQBUVFQQDoepqamhqqqK/fv34/F4+L7fj9Fo5FaFgoaGBiYnJ6VZvuWZ1lAoRHl5Oe9///t59tln8fv92Gw2tFot7e3trFq1iqmpKWmwc8cdd1C6aROjhw9jtVpZtWoV8Xicd7zjHbS1tTE/P49SqeTmm2/mwQcfJBaLEY1GGRwcZHR0FK/Xi0wmw1hVRf+WLaz51rdQpwbDfQYDv/rIR6hbvZosn48bvvc9unJyWFQqGRoa4onHHyfe3c37+vupuKoPPt3r5dixY3h8Pm5MzUo32mxUZWfj9XoxmUxkZ2dj7ewkJzUwTw8G2TUywr+VltLscHDX8DAj+/Yh27BBSnTX6XTk5OSwprWVDw0PA/D45csc+uY3Ob5mDWazmX61Gtvu3dQODzM2NkZdXR2Nu3Yx9dBDfNbpRAAG1WoerqtjOhLB19tL6eIiUzodCYMBn8/H9PQ0k1c12shjMd49P88DDgfDooiZ5GDrr2pr+deBAUgdGxarlUqzme+Ew/ygooIvnztH/dwcEWDMYKCiooLu7m4mJibYkwpzBFgTjVJTU8O830/IYMDm9+Px+SSVz+hVZE80tX/ZbDZ+I5czvWYNTz/9NC0WC029vQBcF49jSgXIymQyotGotK8HAgE0V9XsZSkUKAWBx3U6fqDRcDEapdrtxmq1EgqFUCgURJeWaDpwgJ0yGf+uUDCxtIROpyMYDBKPx1lYWECv1/Po4iKbZDKyEgk6LRayU40TQaUSQ1oa2SmJ/89+9jMp6yScIjBGR0dxu92YTCYKCwuZnJykoKAAt9vNsWPH0APlS0vY1q/H7XZLSoX8/HzS09OZm5sjEAhgsVgQRZGLFy/icDhwuVx4PB5CoRCFhYX4/X5WrVqFzWbj3LlzuN1uBEEgKyuL3bt3s3HjRjQaDX6/n2g0ikajwWazUVJSwkMPPcSZM2fYuHEjW7duZWBgAL1eTzwex2g04nA4KCgowGq1Stuh0Whoa2sjPT2d3bt3SxkAOp1Osk95vV6mrVa+PT5O0cWLDA0NMTs7iyiK6HQ6rp+Z4UMpCw0aDXeHw+j1eiqrqjje18ehcJif6PWEIxFCiQQyUaQDCJJMBz8BfDEtDZNCIQVn/pxkaKcN2H3V+XIs9fshmYxPJhKMKBTs1GiYjUbpCIe5uhdoKjOTjRs3YjabaU2RZMtkVEVFBZs2beKJJ55gYGCA3NxcFKnnb2hoYGpqiqmpKYqKili9ejXT09MolUqUSiUzMzPk5eVRX1+PXq9HpVKRm5srqYu6urq4fPky6enpJBIJPB6PlN8xMjIiqR6WazJFUZRUVbpUHe//tEmNFazgTwjv4bWbH5Yv/Pf8nuu/uuQAwAM8/Huu6w/CCrGwghX8kREMBgkGgwQCgd/KG7jau/4/Bfn5+eTk5PzZvrZIJEIsFiMSiUj3LddZ/qEk0LLkd/lisuiqgeirQRAEmpqapOe1Wq0oFArcbjeBQACn00l+/ivjaV6OYDDIxYsXMRgMrF27FkjmRrhcLgoLC19Wn6nVatHpdITDYRKJBFarlRdeeIHFxUWam5uxWCy43W4qKytJT0+XiJaFhQU8Hg86nU5qmrg6MHJZovvzn/+coaEhrFYrbreb1tZWDAYD+/btQ6/XEwgEmJ+fZ25ujqysLMrKyrjxxhsZGhqipKSExcVFgsEgU7/8JWXnzuGpqcGXSldf3n65XM74+DgDAwPYbDZCoRBtbW3Mzs5y4sQJSSk0OTlJRkYGe/fuZXBwkNnZWZqbmzl67hzHb72Vv5DLUSws8GJ5Of39/YwMDPDt/fvZ7vezoFLxD+vW8UB7O6YLF/DL5VgiERgbAyCsUPDTmhrweKitrSUvL4/p6WlmZ2dxu91Skvz111/Pow4HvWfPUnPVIHu908nOQAACAZYeeICnGhtZt24dTz75JDKZjAMHDvA3+/dLy+/z+7n1+HHun5vjuFZLdnY27e3tZGRkSHJpv99P+dQUhSmLgjEe50W1mpjbzdd7etgcDDKlVvOX69ezdmyMu3p7uWSz8eX6ekKDg3w+5SPfbTTy8cpK7pbJmM3LI2I08kgkwt/392NXKnkkEiHo8+FwOPB4PPxDZSX1sRinl5aYVyopTSk2vF4vT9lsXBONIo9E+FFmJps2bWJ6aIi8Y8foj8fx5uaSlpZGUVERk5OTvG9ujuZo9P+zd97xkdz13X/P9t60Kqve21XppOvnO5/PPnfjBoQWAoQnkEAC6YGQUBJIISEheQiE0PyYZoMNNu72+Zqv91M99S5t72125vljd8c6dzs+qj6v172kk2Z3Z3dHs/P7fD+Fx6urmR8ZUdpW/uVf/oVkMsmsycTvGQx0pVI8plYTVasRCuF6giBQYzLxiWiUxWSSP1Or+aJGw3gux3/ncnxRpeL3w2HEcJi3ulz41Gquv/56hRD7QCTCHxbUG+h0fEAUyeVy6HQ61Go1oiii0WgYAa5vbaXW4aC5v589xb8tScorb0SReDxONBplfn5eaRNYXFwkkUiQSqUwmUxKG0M8HicQCJCNxbh3aYkOUWTowQf5c5+P+sZGbrnlFoaHh5mZmUGn01FXV4fX61UaJtRqtRKg++ijj3L27FmuueYacrkc9fX1DAwMKJWJXq9XsWhAPsB1fHycZDJJTU0Nzc3NCILAww8/zMTEBM3NzYoyobq6mtnZWQKBAL29vWzbto1MJsPAwABGo1EhQlwuF9PT00oOidfrVVpNHnzwQYV0iMfjCplrsVhQBQLK8W6VJNRqNZIk5X+nUilqLk9VFaIoEgwGGZIkNsgyjZLEfr0eo9FIIpFQ8hOiy86Tp4DPkk9C+38qFTqNhi86nfw/tZrpSIRk4Vw3pFbTmsuRA364bh3zd9/NO3t783kag4OUlJQQCATIZDKsW7eO7du3c/78eeX9aW9vZ2RkBFEUaW1tVdQuZ86cYXJyUqkbvnDhAgsLC0rjRn9/PxcvXsRsNmO32zl9+jTBYJA1a9ZQV1dHSUkJ8XicyclJJSh4OXGQyWSYnZ0lUSDEqquraWxsZHh4GJvNRmVl5St+jqxgBSv4pcLykoME8B5Zln2/iB351bzSX8EKfoVRUVGB3W7HaDT+onfl54ZfVVIBYO3atUpf+HK8GW0OXV1dRCIRRkZGlIvbIrLZ7EvmOCw/borTvuIk0eVyveTjZLNZTp48id1up62tDZfLdVmGQpEUeOFzLC52d+zYgVzICJifnyeTydDQ0IDf7yedTtNVmIzLsowgCFRXV9PT08PCwgKTk5PodDoldb44cU4kEpSVlSHLMtu2bePIkSNMTEzQ1NSEVqtFo9GgUqnYsmULx44dIxqNcuDAARwOB4IgKBLgDVYr2/7v/0WVy7F9bIzFfftobm7G5/MRLyz8ihV9BoMBu93O+vXreeqpp5ibmyMcDmMwGHjooYcoLS1l165dZLNZent7CQaDzM3NAfANt5vfLy3lz775TSYEgU9WVWEtSOddmQx3p9N4ClPvYuii8jqKIrG5OVq7umhububUqVOKHx7yRNXDDz+Md36eu3/wA5oiEX5YVkbMbGbMYMAdCnFNJALAWOF9npqaIhwOU1payuLsLBsKlZBFaGWZtaJIfyG1XpIkFhYWGBsbyxNAwSDXJpMskg8zesRozBNCXi/bCs+jOp2mPZfjb2dm0ABrRkb4+A03oE+lYGQkvw3w9//1XyQSCc7+6Edo43F2qdXoJYmqdJrAmTOMu93KNN+fzXJx82ZGTp+mwmhkcXERl8tFfX09IyMjXON2E4/HUUWjhJ55hr86d46rvV4k4HO1tTgyGbZv3873L13iKydOcJ9Gw/bWVjKFmsQarZaPRaOcEUUeEkVudrmosFoZisVQyTJiYcFpNBr5TCbDHcEgAKuAXeRrDf9Lraa78B5qgLW5HEdNJh5++GFCoRCiKGLW6aBwfOkLFgiTyURXVxd+v59cLkcmkyGTyeCNxcjq9ZwErhcEGoHP6fX5ZhSzmdraWtrb28lkMoyPjzM5OYkoitjtdmw2W74us0BELyws4PV6sUcidBQWt23BINZCA8btt9/Oxz72MY4ePcrCwgIzMzPMz8/T3t5OW1ubklFQXl7O6tWrMZlMJBIJRFEkkUgoC+F9+/ah0WjYvn27QkhotVqamprIZDJMT0/j8XhoaWlhx44dDA0NKSTswsICdrudnp4eTp06RTqdJhAIKJYrrVbL3r17aW5u5syZMxw6dIiNvb2YPvxhmk+fZmTXLh669loWFhbIZrPE43EsFguSJCnnxe+7XNSIIpVaLZ/U6TBks+h0OkWJUiR3kskkVqtVsSB443HGYzEcDodC8BexE/g24Fep+IhWSzqXw2Qy4XE6FaVFChBSKSwGA2azmf+sq2M6m+WhS5c4t7RE8+OPEyiQt4lEghtvvBFRFEmn06RSKR544AFisRg7duygvLycnp4etm7dqtjJysvLGRkZIRqN0tDQwOzsLAMDA4yOjmIwGLDZbDQ0NFBSUoLT6cRsNiutJnV1daRSqfzxYbcTDocRRZFYLMbExAQNDQ2XnduLeUFzc3O4XC5SqRQLCwvE43EqKysRRRGVSvWSn3WLi4vKcWVYpmRawQpW8LJ4LZOoNzqtygFDwOPAf8qyPPYG7+d/jV/dq/0VrOBXGL9JpMKvA65UBZfVasVqteLxeC67ePP5fFy8eJHGxkZqa2tf8T6KAW3FrIdIJILBYLgspLFo3QgGg4yNjdHR0XEZ2WOz2ZSJVjwe5+LFi7jdbiV3oDgJhjwZcv78efR6PSaTSVmYF/cF8nYfl8uFKIo0NDQoeRDHjx/H6XSyevVqnE4nXV1dnDt3jv379wN5OXtRHjwyMsL8/Dytra2UlJTwzDPPsLi4yC233IIsy8zOzuan4Pv3s6NAytgSCWayWQYGBmhpaaG5uZl169ahVqs5d+4co6OjSqBkIpEgGAxiNBpJpVLkcjmampooLS1lbm6Oubk53G431dXV+P1+3nbsGFsLVoM1wI16PUff8hbaTpzguMfD0uIiWUFAK8v8pKSEUoOB8liMzmCQgFbLBZOJbo0G8cABZoNB2h0OJK2WtCTR1tbGU089heniRT5VyMq4a2mJt952G66yMqRTp/hhLseI1crcNdegVqkYHBxUFrOJRIKIzUZJJEJaEIgKAgt2Oxc7O9F5vXg8HnQ6HcPDw+h0OqxWK1/q66MzmSQC7NRouGSx4FSriaVSPKxScbMk0VdRwZM+H4sqFVWSREqrJWe3s+ZTn+JHf/7nVAYC/KvFQs1PfsKaNWs4f/48Go2GysJz0AE3aDQ8XV+PrbSU/v5+dMEgnxgaQpVK8Xmnk4sXL9LU1MRVzc184sgRgn4/f11aSsLtpqKigqojR4C8cfTuM2foiEYRjxzhM4W/GY1Gg9VqZWFhAZ1Oxz9PT9NTWHBfLUmMGQwE1WpM5EMCk8kksiyTTqeJLlMhtRS+moFrBIF/Nhr5UjzOvEbDUHU17z9wAF8uxxfdbjKCwBcLgYsWWeavBQGbwaAsyovp/sVWhGw2y8TEBNXxOEMqFQ87nUw1NtJqNufzPGZmSKfT1NXVESxUalqtVtasWaOENkK+/rAYcpgWBA64XFwVCDC2fTthrZbc/DwnT55U/PwajYZ4PK4QFjU1NczMzCBJEuPj47jdbpqbm7FYLBw5cgS3283VV1+Ny+Xi29/+Nmq1mquvvpq1a9cSDAa5//77KS0tVZR24XCYkZERqqqqqK+vp7q6WpHfd3Z2olKpWLVqFfF4nGeeeYb5+XmuvvpqNmzYQDQaZWJiglgshsViIXHhAu3HjgHQ/uST/P7iInUbNij5DEU7XTG7IqvR8LlYjAqVimlBwGg0Eo/HuXTpkqK0ikQihMPhvK2pEGSbzWbzSoxMBr0kcWrZuXSJfJijVq0mV8jMEARBUULMz89jtVpxOBxks1na2tro6OzkeDDIqZERtIUmhh/+8IdoNBqMRiOXLl2iqamJmZkZLl68iCAIjIyM0NjYiNFoZP/+/TgcDqX144/+6I/w+XyKNWRmZoahoSHS6TTZbBaLxcLdd99NMBgkl8sxPj5Of38/PT09bNiwgWQyidfrpaWlBb/fr+QwBAsE2nIUM4+KKhmA9evX5wmUVEo5X79U6HIwGFSUcivEwgpW8KpoeJmfC8AYzysO3kU+Y/a1QgLiQESW5V8Kv/HPnVgQBEEF9ABdQC1gJ295e70sjSzL8vvf5N1bwStAEITSV/r1z21HVrCCXzO8cCJUrDl7qQaHV0IsFuP06dM4nU7WrVun/Fyn07F161YGBgaYmprC4XBcdjE5Pj5OOBwmFAoxMjLCo48+quQlCILAXXfdddm+qVQqdDod5eXllJeXK73vkG+Y2LdvH9/61rdwu938xV/8Bel0+rL6tpmZGex2O9XV1Zw7d04JT3O5XNTV1eU97Nks09PTCIKALMtKU0TRq+x0OhkbG+PBmhqe2rqVNYEA9s99DqPRyMLCAn6/n9nZWTweDw6Hg+7ubrLZLEtLS2i1WhYXF/MNLNEoSYeDkNNJdXU1V111FZcuXeLYsWMK4TM4OMimxUXlOYpAYtUqHm5p4TseD3/57W+zN5EgrtHwkYYG9qvV1NfXEwmHuaWxEUNLC9svXOBPfvADdLkc79Xrae/rY8Jk4sPr12O322loaCCdTBIJBrFFowy73fhCITouXuSzBULjQFsb38lkGB0YoKamho/093NVXx8Pud3c+8EPsm58nLNWK88EAoq/vUheBYNBdDodDoeD3p4eWgYHgbzUW114TyVJ4suSxM2SRBoQAgH+JhLho52d7EmnOWez8dvPPkvHQw/x8MaN/L3ZzOTkJHPHjvGzn/2M26an+WAux4TRiEunQ6NW86lkkvcPDPDZhgYmzWZ+Z3GRrQWbx2+PjfFRt5tIJEL997/PupkZAD4cCHDPqlWUlpby3d5e3vbcc0i5HM7CdFkDlCwtgdmMNpnkj+6/n7WyzKdtNmyFRTiAQ5IIBoNKaF2xFaWYYfAFl4tYOExEkvCbzXze5yMETAI/TaV4zGikqqqKr/l87CqoOHyRCP/tdBKWZT5ekOarVCqcFgs6nU5pahFFkcXFxfzfHvD+SIReWaYMwOfjb9avp89uV6byp06d4vjx40C+2rW1tZWFhQXOnDmTt23U1CBJElqtlpKSEiKRCH/T0sLqtjYWAwG809NKq4MkSVRUVGA0GtHr9ezcuZOxsTEmJibo7u5WFopTU1NKO8DS0hIjBTtJJBLB6XSyceNGGhsbiRUm/N3d3VitVsbGxvD5fMRiMfr6+njnO9+JTqdjYmKCVCpFQ0MDBw4cIHTgAKWlpeh6erDb7TQ1NdHa2kooFOKrX/0qwWCQyspKVCoVE9kssyYTVYkEE3Y7otXK/Pw8er2elpYWHA4Hly5dYnJyksXFRfa0tvIvAwOU5HL8p9HIpwoEoSAIiAVbynI7lV6vVxowXD4fT8XjOGWZzwBfMBqVLCBAIXKK6iu1Wq3YwdLpNDU1NYpyYnBwkEgkgs1mI5fLUVJSouRAVFRU4Pf7EQQBp9PJwsIC1dXVtLa20tbWRnt7OxcuXCAcDuPxeHC5XPj9fg4dOoTP52PLli1s3ryZbDbLz372M8bHx2lvb1eOY61Wq7TwdHR0UF5eztTUFGvXrqWiooKxsTFUKhUdHR2XqRWKKNrAiuftYkho8TUwGAwvSxoUSWCbzfaSv1/BClbwPGRZnny5373AUrv4Stv+KuDnRiwIgmAFPgH8NlD2Kpu/6t2RZ3dWiIWfL5Z+0TuwghX8JsDhcLBt27bXfTuDwaBM5c6cOaNUPQKKBaEoRV6O5uZmpQ0hFovR1dWlTNnC4TDf/va3qa6uZteuXeRyOSU3AZ7PbCgrK6OtrQ2fz0cqlcJut5NOp3nssccwGAzU1tZSVlbG5OQkZ8+epaGhgbvvvpvq6mo8Hg9erxeVSkV9fT2yLJPJZLDZbEp6/Y4dOzh06BAnTpwgFotRWlpKPB6ns7MT7XXXYdu4EUGlojQWw2q10tfXx/79+6murlZS1202G+3t7ajVas6cOcMt+/dz1YkTZNVqPn/TTQwkk9x4443U1tayuLiI0+mks7MTo9FIv99P2UMPEbFY+GJPD5MGA9mxMcxaLVWFRadZFElbLLjNZgCCoRDP+nysrqjgDoMBXUFZ0VqQ49cnErSGw0xNTXH11VdTVVXFcZ2OBz77WZ6OxSiTJNYu80VXF1oxotEo7kiEmwoBhu9YWODh4WHGx8d51m6nraKCswsLRGMxzGYzoVCI2tpampqaqFOpSFosDL/jHTR/97uEZZms1ar49zcW3lc90JnJ0JnJ4Orqgve+F9W//RtbCoF0dxw8yGqrlSdFkf90uVCn03w+kUAFNKXT3N3ZyXeHhgCoikRYlU4z7vGQMxphKf9RMlFYuF1zzTX4fvAD5XnOqFQMDAzw/tpavJJExGJhU8FT79XpOKvR8IhGg06nY08yydYCsfWRaJTvlJbyV0tLCECZVovb7SYQCChtEsVgwlQqRVqv518rKvJ2DJMJW3k5n1pc5F5RxCwIfDOTIRwOk17295JUq6moqCAej5NIJJTJdGVlpaJYiMViSiaAIAj8y9IS9S+wx4S8Xka8XhYWFnA6neyKxUjF4/xUEMhkMiSTSUptNu4JBlmbTvOP8ThPFBQNxUVwJBJhvvD31tbWxuTkJF6vF41GQ1lZGTt37lT88wMDA4iiSHl5OXV1dYiiiCRJ6PV65ufnKSsrY/369XkbikpFb28vzc3N3HPPPRw+fJje3l5uu+02vF4vmUxGkdfLsoxKpeLMmTPMz8/j9XqJRqPc5Pez9Z58dtg911/P9Fvewvr168lkMjzwwAOMjo7S1tbG2rVrOXPmDLPhMH9x9dVsM5sp2buXt4TDjI+PMzw8TE1NDTabjXQ6jU6nyyuPzpyhpPD3dFsuxz+YzfkqWqeTmZkZMpkMbrebXC6nNNdUV1czPT3N3gKpAHA78K96PU6nU1F1Fc9vRqORjo4OJicnUavVeDweAoEAExMTlJeXIwgCS0tLqNVqXC4XIyMjynZFNVQxWyKdTlNdXU1LSwu9vb3Mzs5iNpspLS0lk8nQ09ODyWRSchOKBGhNTQ3nz5+nubkZnU6HzWbjE5/4BCaTiWAwSCwW46677lLeg/LycpqamlCr1fT29qIqWKFeiqSemppSMjOMRiMWi0XJ0xgaGkKn09Hc3Pyi20E+kHKFVFjBCt4UTPG8YiH5Shv+KuDnQiwIgrAReJC8lXM5NfNKCZkrWMEKfglRnB6bC4unFbw+BApd8EWJ/xtFKpV60TSpWDM2MDDA4uIiyWTyMhuH1WpVAh+XozjVhnwgZJHUOHnyJEtLS8zNzZFKpZTJb1FmXUQul2NoaEghLtRqNWazmXQ6jcViwePxYDKZePbZZ5mcnKS2tlaZoK1bt45cLsfRo0cZHR1Fq9WSTCY5fvw4NTU1xGIxvF4vLpeLjRs3Mj8/r1g7ihLl3t5ejEYjJ06cYGBgALVazaOPPsri4qISdme1WhkeHiYSibClro5ySaJ2fBwAbS7H+zo7kd/7XrReLzWzs2i3bKG1rY377ruPc+fOYXnLW/j+bbfxxIEDjE9MYPb56OjoIBaL8d2eHnZdvMixkhJGzGZ27dpFR0cHTz75pBJ+F7/hBqYfeYSSUIh+q5WeSIQZk4kLOh3WVIry8nLm5uZYVKs563AQDgRQ+/2ctVrptVoRZZlvVlejl2XMZjMV69cTPngQeyCAV6fj5p/+FIA7BQGrLPM9nY7PNjXlF759fWxeWKBZltk4P4/XauViZSWrJIky4NOSxL85HDTGYvxfo5F/jsVYfmQZZmeZGRnhkkpFUqXCKEnocznWB4OsBx7OZPA3NrLo9+PJZolptaQdDn5kMvH2aBQZuObhh/kPh4Ov1dejcjq5MxhkYzbLEyoV1dXV7Ovq4uDwMBrgUauVGyIR7vzqVwHwLzvW/tnt5kdGI5lgkNKSEuLl5UT7+rCS14/uDYUo6n9uEgSOm0zcpdNxOhLh+OQk75Rl/iKR4LhKxXtjMURBUPJNOpc1Q2xSq/lOIc3/zysqmKuuZioW478kiQ6tlra2Nqanp/k/osiOeJxHslm6QyGaL1zg/6nVfFUQ0Gq1pNNpQioV5HJIwOMqFY+rVPzXwIDStPA2r5d/KzSBfMpk4suShBiPc388Tn2BhPqLcJhnNBoEQcBut9PY2MiHPvQhstksTzzxBB6Ph2uuuYYHHnhAsWLo9XrMZjP79u1DrVbT2dlJRUUF4XCYp59+mkQiwe7du7l48SJzc3PYbDbKy8vxeDycOnWKTCbDsWPHGB4epre3F0EQ0Gg0dHV1UVtby4ULF3A4HFRUVHD//feztLREWVkZa9eupee731Vey+sNBh4QBI4ePaoEu1577bW8+93vRq/Xc9111zE8PKyoKqZHR5mamlKqTicmJrBarfz2qVNcPTfHTzUautNpZPIXlPfb7ahUKtRqNZlMBo1GQyKRYHJykk5B4D6VioAk8dkC4fCoIDAFVMsyXy/YHdLpNIlCIKndbicSiSiWkVAohF6vZ2JiAlEUcbvdOBwOlpaWSCaTaDQaqqqqFBtaMWvC5XIxOTnJ0tIS2WyWNWvWoNfr2b9/P5FIRFnEFwmK6upqgsEgXq+X/fv3o9FouPnmmzEYDDQ3N+PxeBgfH2d6eppt27Yp5+JiwO6qVasQBIGFhQXKyspe1aJgsViwWCzU1NQgFOwkoiiiVquJxWIKifzr1lT1y4jC8LWbvKK7B9gANPP8mqlBluWJ13F/O4DfBXYAFeTl8iPAj4GvyLIcfYWbr+DnCFmW63/R+/Bm4ooTC4IgtANPAsUS9eJnAazI51fwG4hiuFVZWdnrlrr/MmC6ILltbW1dSY5+BSwtLWGz2V50cVcMHUwV0vjfCBYXFxkYGLgsgyGVSpFIJHC5XEpP+fJshMXFRex2+2tWQsiFaj6NRsN73vMe1Go1arUau93Ojh07lO2MRiOlpaUcOHCAeDzOjTfeSGVlJdFoVJmkdnR0YLVaSaVS2Gw2br31VqUaE/LTr02bNtHY2Eg8Hufw4cNMT08rIWyBQACTyYRarWZubg6Hw8GqVasYHx9Ho9EoF+hutxudTofBYGDPnj0sLS3R0tLC5OQkgUAAWZZJ/eAH2O+9l49JEqeuuoraEyeIl5VxprGRjgsXUN19Nz2JBL4778T23e9isVhoamrCbDbz9NNPk0qnueuuu1Cr1eRyOR599FE+HQxy786drFmzBvelSyQSCQYHB3E6nbhcLkpLS4kajXz79ttZOHWKi3Y722pqGE8k0CYSZLNZDh06RFlZGcPDwywtLSGKIl2BAJ9ZWEAN/LS0lBGzmbWNjfT396OKxXjw7W+HH/8YUyzG3YW8AGthEntHJsO/2+2EvV6+ODqKRRQVJr80GiVdWEQB9IZC3BsIYJFlTtpsPFZVxVtmZ4F8lePWZ55h9NQp/qGpievLy3lLSQl39/dTLctkgJheT1smg7OwQL/Q2YndbucZvZ7diQRluRyd2Sy7UilO5nLsSiaxA9tzOdaPjpL99Kd5dzDIvzocIIpsSqWoW7bIt4kix41GJhwOnq2oILW4SCqVIplMEm1p4S8bG5k7eJD6eJy3F14HEfiOTsfnZma4KRwmDWwCPgOUAnWSxD0aDY8BkiQRi8W4x+1mTbF60OXCLIoIgkAE+GebjUAkQqww/X6rwcDNfj87Cvu5+eJFihTehmyWZ61WxnM5stksb9Pp+GO7nQtaLfdlMsTjcaTC/ut0OtqXnQs6BSGvxNBoqF/WfNBnNLJq1Sp8Ph8NDQ3U19djMBhIJpM4HA4OHz7M+Pg4RqORclnmD2ZnKb3/fp7asoVAIEB7ezvd3d1KQGNVVZXSDqLT6bBYLExPTysNFXNzc2zevJldu3ZRWVlJXV0dMzMzVFZWMl4g5CorKxEKCov169fj9/upqKigs7MTXVkZ0tNPgyBQ+td/zc6CciYQCBCNRvH7/dx77700NjYyNzdHVVUVFosFl8uF2WxWiI33ve99PPDAA6RHRritkN3xrhfU/P4gkSCr1WI2m5VzVjF75AuyzG5ZBkmif2mJfwBmBYF1JhOrGhvBalWUQEW7VlVVFSqVinA4zPDwMIIgYC4oIoqEgd/vV/IramtrWb9+PeXl5QSDQfx+P21tbYqVqmhdEUWR/fv3k8lk2Lhxo0JgaLVavF4vJ0+eRK/X4/f7UavVSvtJZWUlJ06cUAjW3bt38/73v5/Tp0+j1+uxWq309/fT0tKCXq/n0qVLJJNJWlpaLnudhoaGCAaDdHd3o9PpKCkpuYzcjkajnD59msrKSnp6eoA3J6R4Ba8JB4D1/9s7EfIs0L8BH3nBrwxACfnT4IcFQbhDluXT/9vHW8EKXoifh2LhP8mTCsurMJ4AfgJcAPzkqzFWsILfCCwsLDAyMkIqlXpZmeEvMywWC2az+ddasVC82HujIZuBQID+/n5cLhdr16697HeVlZW4XK43HHg1OjpKLBbDYDBctn/FOrnu7m5sNptCKuRyOdLpNAMDA5hMJjZu3PiaHicSieD1eikrK1MC2YaHh5VE8uUXnJlMhrKyMpqbm7FarSwtLbF161Z8Pp+SudDa2sp11113WRjdchSzG+bn50mn05SXl7Np0yb8fj9NTU2sWrWKgwcPcvHiRaXCtKys7LJpmsPhIJPJsLS0RH19PbfffjtWq5WDBw8yOTlJNBpl/eQkgiiiBhqdTr7xpS9x4cIFDCMjWI4epbmw4LadOMH//M//UFpaitPpVPIKenp6aG9vZ3h4mJGRETZs2IDFYqG+vp4PfehDHD16VEmEn5+fZ3Jykvr6eqoWF/nzb30LrSTRV1XFD3buRD0+Tmt1NVNTU8pk0wp0ptMMWq1cb7ejXlgA4Eafj4MGAwMDA1RNTfHRn/1MsVYADJaVkchmaQyFcMgyamC1JHFcktAVpuFFxNVqJpYrWZbdT0c8zj91d1OqVqMKh9lSaJuoDYdJJRLUptN86OJFdMDPdDrur67GWlPDjpkZDIXHKR0b43ODg9Sl06QL9xtTq8muX482k+GiyURjKkVWEHAaDHygsFBdp9XiLhwbn1arSahUmCQJLXCwtpbJ665jT8F7f+DAATQaDZlMhkmjkeGyMrqXlqCQ3xAUBA6aTPxj4f96YJ0g0KdWs0sUSQCjKhUVBQVPLpdj2m5nb20tRqORcDgMokhVVRU1NTXsPHqUP41EGFKp+JBKxWcGB9Hz/KRkeaeLCGS0WuSC3WBMFPlYYZqt0Whwu934fPkmMK1Wy9eNRrojEQw6Hf9psRAOhUharcr9ycCf1NdjmpoiFosRi8VYXFzkpz/9KclkkurqauLxOEtLS+zdu5c9586xyueDAwfI2O2c3bGDm266iRMnTuD3+/H5fAwNDZHNZtm4cSOhUEhRLZWXl5NIJNi6dWs+JDKdVojC6elpzp8/TygUorS0FEmSKCsrw+v1cvXVVzM5Ocns7Gz+3NbTg2p+Hsj79fsffpjJyUnWrl3L6tWr6evr45lnnuG73/0u1dXVrFq1ip6eHmpqamhtbSUajXL48GF8Ph8Oh4MDgQDjajUNhWrHokEoDSTKyqirqMDn85HL5ZTPqGw2S3TZuWaW/ELZaDRiLykhoVYTWVggEAgoNoDS0lIlz6WY12Cz2XC5XDgcDubm5lhaWqKiogJZlmltbWXdunWK7eHs2bP09PQoVaI6nY7Vq1czNTXFiRMnSKVSCoHS3NzMpUuXOHToEDqdDr/fT319PT09PezatUs5zxTPqeFwGLfbzebNm7FYLGzYsIF0Oo3NZmNhYYG5uTk2btxIIpGgsrKSeDxOf38/NTU1VFRUkM1mldaMIrLZLOPj45SXlyttPMWvK/i5YvmgNQycAdrJqw1eD/6B50mFMeAfC/flAN4GvA+oAx4VBGHjr7qffwW/fLiiZw5BEOqBq3n+szcI3CnL8rNX8nFXcMXwStkYM+RDwFfwKigrKyOVSv3KTvtdLtfL1hr+OiCdTnP69OnXtQh/IYo94MX09BfijZIKxYR0QRAuUw0AeDweRfpchN/v58KFCzQ2NlJfX/+6yKDJyUkEQcDtdiv1kNFolGeffZba2lo2bdoE5JUN7e3tCtnw5JNPkkgkuHDhAjabjVWrVhEqLO4Azp8/z/j4OLt27UKlUjEzM0N7ezsmk4kTJ05w5MgR2tra2L59O5IksWvXLiRJQqPRsHnzZkKhEMlkkmAwiEqlIpVKodPpcDqdOBwOOjs7ee655xgcHMTlcrFt2zZ27tzJhQsXqKurw9rYiHT0KKIk8WSh2lCj0SBJEpnrriN99Ci6S5c4uHEjjz76KNu2bWPTpk3U1NRgLoQVHj16lGPHjnHp0iW2b9/OnXfeicvlwuv14vf7CQaDSiJ9MTl9bSiEtnBBv2p2llafj7pdu1haWlIWmapYjH9+7jmqkkme0ev5cW8v7zx7FgHQyDL12Swxj4cdQ0OXkQoAox4P/9PYyOcefhhHNosG+NTQEPZ4nAmTibjLxUBDA3ft3485l+ODIyPsb2ykcXqa7xqNXO1w0Lq0xBctFg4NDzNQUkJcrebzsszObJZ7KypQa7XcoFIpNgmTVktk/XrUoRD/L5HgNo2GKlHEQL6qElCm+A80NDCt11NfWck3NBpGhofpiEa52etVnoNmGVm1SqXiv8rK+PjsLHMqFd8LBEjv24dKpSIUCqHVaiktLc2n3R8/jl2WOVtVpRALpbKMIZVSAvkWgadtNh7NZrlOljmdyzEkinQWagiLtiGv18vMzIySj7CwsIAsy7ynUC3aJklslySyKhV6SSIDPGA287BazecjEWzAnwHThVYBrVZLJpMhkUiQLKgbtIXput1up6KiAq1Wy4+mprglkaA9k+G4LPNkMsmTej07Mxm+ZjbjT6e5PhYjHgzys2hUsfckEgl8Ph8Gg4Hq6mq6u7vJLJvoZ3I52tvbsVgsqFQqKisrkSSJoaEhLBYLfr+fxcVFLl26hEqlorm5mdbWVrRa7WUVlE1NTYrtIpPJMDQ0hM1m48YbbyQSiRCNRslkMszPzyuqoXg8zqpVqzh27BgHDhwgl8uh1WrJZrMkEgnlucdiMUKhEOFwGKfTycDAALFYjEwmw7PPPovBYCAtCGzXaNikVvO5TIbOwvObEQRyBStAIBBApVJRU1OD3+/nXRoNb89mkYD/UKu5R5axFLI2RFEkGAwSCARwpdP8OBSiUhD4C5WKRwo2K71erwQ3zs3NodfrldrdoiUwFApx9OhRjEajEmLb1NTEkSNHSKVSuN1uRkdH8Xg8TE9Ps3btWhKJBMPDw0rQZlVVFT6fj87OTnbt2oUoilgsFkpKSrBYLIq6rbq6WgluBBgZGSEYDLJhwwbWr1+vHLNNTU2oVCqlpjRWOHZXrVqlqMCKKFbqiqJIZ2fnG8r2WcGbgm8AXuAkMCLLsiwIwrO8DmJBEIR1wB8X/nsJ2CzLcmDZJk8IgnAW+Hfy1/P/DNz9v9/1FazgeVxpSrJ45VsMW/zwCqnwqwtZlr0v9ztBEFbyMl4jXikQaQUvjaIHevkF0ZWCTqdTMgHeKDQaDa2trW/iXuWhUqno6upSpvRjY2PKxXuxoWE5ivYFjUbzuomsxsZGnIWmBMgrLcxmMz/84Q/JZDIKsXDs2DGSySRXXXWVssCpr6/H4XAQDAZxOp3o9Xrl9bBYLGQyGWZnZ1GpVPT39yuvdyaTQafTsWPHDmRZZnp6GqvVSiQS4dixY+j1etasWcOhQ4eYn5+nsrKSubk5Wlpa2LRpE4uLixgMBu68804uXryIxWLh0KFD9PT0sGbNGi5cuMBFWabyyBG+8c1vonc4UIVCymMKGg0D995LVWUlzpkZWu69l87OToW8mJ6eZnBwkIWFBXK5HFVVVczOzvKDH/yAsrIyuru78Xg8XH/99XzjG9/A6/XidDrxeDz80O/n7Ty/0N62eTORdes4ffo0R48exev10uz3K0GQu9JpvpLJ8NWGBt45M8NwTQ0lN97I2miUOVEkMjmJKZViTqMhaLfzw/JyBgcHubeigr+dm0PU6agpqA1ssRifUqk4Jcu8tXgsAWvn5mgp+OodH/0oD0xM8MQTT1BVCCj0er18pa6OeywWQqEQxkyGxV27CP/kJ5hFEY9Gw+3T0/ykro6z6TQ7ysvZYbHwvUJo43I4olHS6TTx+Xm+dvIknnRa+d2EXs9+p5Pxjg4+fvgwxmyWoNvNf1utPLx+PQNTUyTSaazBoNIMYjKZsFgsvGVujs+m00jAhwIBTrpc9AQCfEMQuFGno7VA5pQDVakU57JZHjAYyGazNKtUfHliAnFmBr0o0pRO88e5HN+XJKWNBPJk8NnaWvZeukRAo+GwRsNdVivviUa5TZJ4ezzOcyoVq2024vE475Ekjsdi7JNlPq7XYzAYUKfT/I8s0yxJfEoQ2JfJkM1mGRkZwSWK/H0ohAbYApyorITSUt6zuKgscH83m+WvC8GZDVVV3N/crHjhBUGgpKSE+vp6fvSjH3FOq+XtJhP66mpG162jV5b53ve+R0VFBd3d3dTW1tLa2sqZM2dIpVLU19djs9kYGRkhEokobQJr167lT/7kTzh79ixut1sJTzSZTNhsNhKJBIuLixiNRiV/wWw2M1VQVmQyGfx+P0ePHiUajdLZ2Ul9fT3PPPMMg4ODXHvttdx+++2cOXMGjUbD1pISEl/9Kl86c4YH43El8DUajSKKIj5J4pxaTZUgQOG9sQJ3jo9zX10dn0kkuCGb5blslr/TatkrCErehqOwb0X7QTqdVkIN/yEep0uWQZb5UCjE4epqJEkim82iUqmUIE6LxUJrayu9vb1MTU2RTqdJp9NkMhmCwSC1tbWYTCai0ShqtZrm5maGh4cVktbr9fL0009TWlrKqlWrGB4eZv369WzatEmpS81kMjQX3ttinkKR9GptbaW0tJSamhrluFSr1RiNRnw+H8888wxarZa1a9fS0tLCwMAALpeLpqYmIJ/lUPwMLaqpEokEOp2OxsbG1/X5sII3F7Is//ubcDd/Ccoh/5EXkArFx/myIAjvADYDdwmC0CbL8otP2CtYwRvElSYWljNtIeC+K/x4K1jBCn4JkUqlmJ6eprq6+g3ZC06ePEkul2Pz5s1X3PMpCAIej0dpTggEAgwPD9Pa2vqGlBpvdviVdZlE2u/3k0gkFMntC+FwOBRlw+vdj2KwF+TlsrlcTrECLA+EvFTIFNi2bRvl5eWKPaGtrQ3IqyyKk0rIT81cLhdWq5WpqanLbBWlpaW0tbVRXl6OyWSirq6OpaUlZmZmyGazJJNJ1Go15eXlBAr+8/Xr1ytZFl6vl0gkwoULFwgEApjN5suec1lZGQsLC5weHKSmtZVsNsvjjz+OzWbjjjvuYH5+nosXL7K4uEgikaCqqooDBw6g1WqJRCIcOXKEkpISNm/ejM1mo6+vj0gkonTKFxcAuVyOO++8E6/Xy1vf+lbm5+f5yle+wgdFkT8QRXyNjWgrK4mNj/PII4+wsLDAunXrWJqZ4cTsLL3xOJM33QQaDQ+2tjJ4662EQiGaxscpKysj7PHwkTvuYH56mvLaWtra2hh59FFyuRzDmzbxzT172Pn979P27LPKc8+VlnLtjh3Mjo9TV2iTsKZSxMlbWWq+9jV6R0b4rWyW1lSK79XVsW/bNn730CFWz89zf0MD99fVcSyZZEdzMweHh2kPh2k/cYJHYzHWrVuHwWDA4XYzNjZGYzbLcbUalSBgNhr5cUsLi4uL2KLRy0gFgFOiyJ/mctwdj2MrZCT89vw8n9fpGIpEEFUqrFYrarVaWbglEgnC4TAbCtYVFbA+meRt1dVorVai2Sx/vCy7IAccS6c5IwjcajSCy8W/xGLsWqamAfh74PugpOlrtVqWlpZ4SyRCh1ZLqqSEjCwTTqf5rCxT1ADdIUl8S5YxGo38RyyGibyO+fuiSL/Vyt3ZLHcXZPkPptPcqNWyb2kpH0QqiqTJX5BpgP/0+fhUezuZTEY59puX/X1XhUKMjo5SVVWlZPVUVlaiVqvp6+tjIhbjC2VlXL97N9tXrWLfvn2cO3eO9evXK5ks58+fp7+/n1QqxU033cTNN9/MoUOH6O/vJxKJ5ANLLRbWrl3LwYMH8fl87N69m7q6OqLRKLt372bfvn0cOXKEmpoaVCoV3/jGN8hkMtxxxx15u4HdzvT0NC6Xi7GxMU6fPk1PTw+/+7u/SyqVYmpqiiNHjhAKhfJ1i29/O+Xz83xREBhoaEAwmRBFEbvdTmVlJRqNhlv0euwjI0B+WlUmy3w6kWA2leLDBVKu/vRpVhsMWDMZskBCEHiqtpY11dUkk0mmp6eVSsjmYJC3LlP/DLtcbN26lccff1xRABTDEaPRKKWlpajVauLxuBKouLi4iCAI3Hjjjeh0Og4dOqTUu5aVlRGJRFi3bh0zMzOMj48rSiqj0UhTUxM2m43HHnuMRCLBpk2bsFgs9Pf3Mzs7iyiK1NXVUVVVhU6nQ6fT4fV6KSkpQZIkGhsb0Wg0DA0Nce7cOZxOJwaDgVAohCRJLzoHFhEMBgmHw0iShMfjecMquhX8ckAQBCNwc+G/E+Qt5y+Hr5EnFiCvWPjclduz31wIgvDMC34ky7J8zWvY7s3CSz7elcaVJhbkZV/HZFmWXmnjFaxgBb+eWFxcZHZ2Fq1WS319/eu+fTGt+s1Op56enmZ6epp169YpNoEXWiFSqZQSFPd6MTs7y8jICKtXr/5fNUC8HNatW/eSpML4+Dizs7N0dXVhNpuVyeTGjRvfkOrj7NmzJJNJNm3ahMFguIxY2LRpE+l0WiEOiu9RLpdTLsyLne9FeDweotGoYl8oLS0FUBYjxUmxWq3m5MmTTE9P87a3vU1ZZPT29jI0NERJSQk+nw+fz0djYyPr1q0jk8nQ398PQGdnJ06nU9knt9uNJElIksS1117L8ePHKSkpwel0YrfbMZlMGI1G0uk0Fy5coKysDJVKxfj4OGNjY2i1WrRaLR6Ph4GBAaUe85Of/CQLCwvMzMzg9XoZGBigbWGB3xsYwB6NcnHTJiRJwrptG94bb+T06dPkDh+mrq5OUXD4/X60ZjN/vX079R4PklaLf2QEjUaDx+PBbrej0+lwu92cOnWK+aUlSiorufXWWzl37hwmk4n6+nqy2SyPPPoozm3bFGJBFAQ+PT6O9PnP8/9uuIHr43HcySQ/7e2ldHycPXo9N56+PMfr3RMTHLNY2DGZt+C+b2iIH1RWotfr8yGGgoCd/II9Lkl0dHSwZ88eRFHkL/1+pKEhDgWDJESRtWvXUlJSQq3BgC8Y5FAqxeZgkDNaLQdlmX+32bDZbMzKMgm1GlMux6gg4AsEkESRPWo1abudM7EYZWVl5HI5YrEYoijyFbWavYBaEBjU6chms+gtFiLT03wzl+N3yJuLi0d9lyxzVVkZ/tpaJg8eVJ5v0bc/ZDSiSqfRaDRoNBpSqVQ+b4G8UZnCZPkvs1l6C8epBHxPq1VUN0NAF/kYdp/RSCwWY2RZ3aQauC2b5YkC0RAE/kCl4psFdcW2TIbtw8N8S6XCYDAgCAIHenroOXmSWCDA3xTUDq2trahUKhKJBJFIhL1793Lx4kWSyST2QlPCQiGjQ6/Xk0gkmJmZQaPR0NfXx7lz55SmAUEQFEvDxYsX6enpUQJcn3rqKURR5MYbb0Sv13Pu3DluuOEGuru76e/vZ2lpid7eXmw2G7FYjGg0il6vJxaLYbPZaGpqQqfTceTIEU6fPk13dzfbt29nfn6e+fl5Zmdn8Xm95Px+tORtP3/8wQ/ytePH2bdvH2azmbe85S0YjUa84+Ocm55mTTpNWqPBKIpIwI6lJfyCQIksIwDrlpFK96rVHAUcsRjJZFI5Z5pMJnQFmwCAT6Phn0tKiBw4kP971GqVatFi20OmQHyFw2EWFhZIJBJ84AMfwO12MzMzw8mTJ5mcnMRgMJBIJJR8g6mpKSorK6moqMDlcjE9Pc2ePXvQ6XQ8/fTT7Nu3D6PRyNatWxkZGcFsNrNlyxa0Wi02mw2h0F7ywAMPoNPpCAQCDA4OUlZWxpo1a4C8BcPhcCj7fu21114W4Ksc64Xcnerqajo6OlYCGl87hILF+zXj9TQ5/C/RAwrPuU+W5VdSET+97PtdrBALVwq7uDxf8OXek12v8Ls3ild6vCuKK00szC77XvuyW61gBSv4tUZVVZXSrf56cO7cOWRZZv369Vdkv9LptNIJX8QLrRCVlZU4nc43pLQoLmjfDEJkcXExX5/W2alcLBYnWC9EsYqxGNIlFCrVXi+SySTnz58nk8lgt9sVOa9Wq6WxsZF0Oo3ZbKa5uflF93/48GEWFxeprq5WUtCLiyTIT0yz2axSmwb5KXFRHi6KIl1dXVRVVZHNZpmZmaGtrU2ZrHV0dHDixAmGhoYoKytjcHCQtrY2pd4yFApx/vx51Go1PT09CjllNBppb2+nrKxMCWWzWCycPn2a66+/nvn5ebxeLzfddBMqlYrR0VEeeeQR4vE41157LbIss7S0xOrVqykvLyeVStHX18fk5KRiHZmZmeGmf/93nKkUnDhB+5e/zM6dO9FoNNTX19PS0sJ9993H2bNnaW5uJpVKMTAwQCaTYd26daDXoxYEurq60Gg0+P1+xf8+OjpKzu/nc2fOUGU0crKjg4qKCn7v936Pubk5fvjDHyIIAiPBIDGTCUsigUqWURWuM2sGB/m7t7+d3bt38+1vfQtJkvCrVOQEAbUsK4FIx/V61hRCFQGiViut7e3E43E8Hg9/VVnJVWNjPJ3NMmOxoJqf56tf/SrZbJbq6mrOz82RDgRQq9VMT09jMBjQ6XTMLi7y+zU1/KEs875QiC5BYKymhm+PjjI7O8udlZXs0Gh4CHCIIp+cneWDkkQqFuMDdXWoKivZbrVSPzTEUxUVtEWjGAFkmb9MJPiuwcDS0hLpdJp3q9U4X3BMz2i1/N/JSU7NzXF7KsWsSsUnJQkjMKtS8Tt6PXryOQiyLCvVqdlslt/PZFgP/LsgEFeroXDeUAEfzWb5U7+f7wkC1wkCtwJndTpCNhvqcJhnczn+Qa/nT9JpssDjej3dkoRLkngql+N+rZY/yuVYV7jPv5iZ4UtWKxarlZKSEkJWK79VXc35QCDvwS+Eg5aUlJDNZpmdneXw4cPs3LmT0tJSvF4vTz75JGq1mrvvvpuenh5GR0d54okn2Lp1KyqVimQyycTEBCqVikgkwvz8PH19fZjNZkRR5Pjx4xw+fBiz2YzL5UKj0WAwGLBYLGg0Gq655hoEQeDcuXPce++9lJWVYTKZiEQiqFQqxsbGWLNmDU1NTVitVhYXF1Gr1ZSVleH3+9mwYQO1tbX8+Mc/Znp6mq9ecw03jY/jefe76X7f+7AUFBWyLCtNC7U7d3LTkSOkYjFusNm4Z3oaFfDb8Ti7zWZ2p1L8VS7H8qXyYOH2wWCQTCaDWq1WSMbjGg0fV6nYKgjcV1ODz+8nGo0qWQo9PT1oNBqSyaRCMk9OTuLxeMjlcqxevZp3vetdTE5Ocu7cOURRpLy8nGQySTKZZG5uDoPBQFlZGW1tbZSUlPDII49w5MgRDh48yHve8x6y2SwOhwOLxcLg4CDBYJCKigq2b99OJBJRWigWFxeVfJdbb72VhYUFJdsFYOPGjTQ0NDAzM0NpaSmnTp26rNq3iGw2SyQSwWq1rpAKrw86YPxVt7ocP6/2u1XLvu97pQ1lWZ4SBCEGWECJK1nBCt4UXGli4WjhqwDUCYKgWlEtrGAFv3koVni9XiQSCWRZvmJd2k1NTdTV1V02TV8u4y/i9ZIKkiQxOTmJy+Vi586dr+k2s7OzzM3NsXr16pd8vHg8rgTAvdQUajmam5tpbGxULhpfjpiRJOkVLyyz2SypVIqKigrlNdmwYYOiepiYmGB+fh6VSoXH47nstmfOnGFmZobGxkaFpDl8+DAul0vxWmcyGeW1n52dJRAIYLPZCIfDqFQqJEli/fr1mM1mZcFf9BcXVTBFe4Tf7ycUClFWVkYsFmNiYoK6ujqMhYlxLpcjlUrhcDhoa2tDr9ezZcsWYrEYw8PDzM7O0t/frwTKFQPbRkdHSafTmEwm7HY7Q0NDijS7vb2dkydP8u1vf5tYLMb73vc+SktLaW9vJ2owUJ5KIQsC1evWYZ2aYnh4mBMnTuQXWtPTdB04wFh1NS2bNrG0tMTU1BQej0cJlvuDP/gDrFYrX/va1xS1hsVi4e5/+zcaCoGPyW98g0f27iUUCjEwMKAk4l935AiWZTYBGcgKAja9nuu7uvBFIkqo24VsllGzmdZYDAEYMRp5X1kZn1pmE5BuuIEyt5unjh3j9vl51tXW8tO9ezmwfz+2wt9pPB5Xjt1iIF0oFCKVSuVtEIX3NpFIsKEw+dXIMr3AfSYToVCIQ8EgsfXraWlooEmSuP3ee4F8V9rXJyfRTk4iFJ7TjkiEibIyKCgKBEHgH+NxdILAl0wmrio8BsCAXs9/m818LhDAlM2yG3hQpaJNlin+tVVIEh+MRPiKVkumELxY/LcpHOZfCvfXnU6z3WLBE4/z8QJhswpAFPlr8jrj72g0SNksqqUlTCYT2WyWT+l0/KimhlA8TnsyyfFsFjXwd4LAZ2SZd5vNHA2HMQF+QaAtm2VGliktLUWj0VBSUoLD4SCVStHY2IjFYmFmZoZMJqPkm2zcuJHx8XFsNhvV1dV0TUxw3SOP0Ld5MxOFusSzZ8+STqcxGAxEo1EMBgN79+7lySefRKVSsX37dnQ6Hffffz+yLJPJZPB4PCwtLbF582b0ej16vZ4f/ehH2AoZHYuLi3i9XpLJpBIUGw6HGRkZYWlpiTvvvJPf+q3fYnR0lAsXLijZDhqNhmg0yuzsLPqmJi595CMESkpI9PUpDRHFxhnIt9W0tLQwMzPDtMvF9OwsNZJEwOUi29zM350/z0mNhvXAoiRRp9XSrNPRbbVyaHExbz3J5QgGg1RVVeFwOPhBMMg34nE0wSCpVEoJrTUUSKpt27YxODjI/Pw8ExMTlJeXc9NNN9He3o5Go+FTn/oUO3bsYH5+HkEQWLVqFSMjI+j1eiWg0el0MjQ0xOzsLH6/X1FzRKNRurq6WFxcJBgMKnkVMzMzPPnkk6TTaSRJYmZmBkEQ2LhxI5IkIcuysv/F99rj8VBSUkJFRQWRSISpqamXPL8bDAZ6e3sv+9xbwa886pZ9P/Uatp8GOgCPIAhaWZZfXNW0gjcDr/XC9edFQF1xXFFiQZblcUEQngO2AjZgN/DUlXzMFazglx2BQIC+vj5aWlqoqHi9TUK/Wdi4ceMVIxUAJbX9zUYoFFLqDV9YNwn5zAm/36/0nAPEYjHi8TjpdPoliYWGhgY8Hs9rJjlebRI1MjLC3Nwc3d3dL0tU2Gw2Nm/efJkqYnmzRLHv/aXaLzZu3EhdXR1r1qxRQskymQyTk5M0NTUpRFNxUh8MBhEEgTVr1uB0OpUmCMgHSVqtVhwOh6KYGBoaUlLxixL0Yv5EUR6sUqkUa0sul6OiooL5+XnMZjMzMzO0tLSwa9cudu/ezdTUFA0NDQiCQGNjIyMjI/T19XHx4kUcDgcOh4PFxUWlrs9msymPK8syDoeD6upq5XHC3/42F+69F82mTQRUKp544gnOnDlDVVUV73znO3nv97+PNRRCGhjg4O23E+zsRKfTEYvFGB8fR6PREIvFaG1tpbm5mZMnT3L48GGuu+46qpc1KQTTaRKJBJOTk3i9XiRJoqamBr0kwZkzz2+n0eASRTb19zP013/NzKc+RUNDA2NjY6wOBGhdJgk/4fEgqdX8q9lMmShSa7MRbmrio//0T3wylcpfOMzP44jHOe3x8M7ZWTYcOcLxnTvxNTZy/fXXMzw8zMTEBPF4HEmSMBqNbN68WZHXf1ejoX50lIDZzEM2G6sKPvxgMEhfXx/BYBC70Yht2TFVdIEXpxMpSeIet5u/mZ1FAuYkid8pWJbuBj5tsdCZSDCvUnGLIPCVUIhiJKsMXF1Q9GTJL+QrZJlPSxLN6TR/nsnwA1mmVBD4A5OJ7DILkSgIxFMp/katZqsospm87cEMLJC3NhTVDpIkEYlEgHyWxflCrsLbcjnFnrG5sHif0Ou52enky9Eoq0SRI6kUu0Mhzpw5w8TEBDt27GBhYYHx8XHm5uYIBoPEYjF0Oh1ms5nS0lIefvhhQqEQW7Zs4dqqKm75xCdQj4/TOTDA1zs7sVqtnD9/XlmMFlU7qVSKtWvX4na76e7u5tFHHwXyyo2ZmRnUajXd3d2EQiFKSko4e/YsjzzyCE1NTbS0tLBmzRoeffRRpqamuOuuu7BarbhcLuUYGB8fJxqNotVq2bdvH42NjXR1dXH48GEikYhSwZhKpYhEIkiSRCwWI5vNYrFYqKysxGKxMDAwQGNjI3q9nvn5ea42mdiuUhHq6KC0rIzGWIznvF6ejMepTKfpz2bRJhLcHomwzm4nlUqh0WgQBIG5uTnFMlI8VxTrKFUqFbFYjMHBQcxmM9dffz3pdJqZmRkqKirweDw89NBDCmHmcrlYvXo1w8PDNDU1Kc0OxaBLt9tNLpfDZDLR1NSEyWRiy5Yt9PT0YLfb0Wq1HDx4UAmMNJvN1NbWEo/H8fl8HDp0iNraWm699VaMRqPSLCHLMnq9ntWrV5PJZIhGo1itVmw224uag3w+H+fOnaO+vl4JdHwjmJ6eJpfLvSFb4wquGKzLvo++hu2Xb2MFXhT0uIL/HWRZfk1yoNe63a8Kfh5FtZ8AisEUfy8IwrOyLIuvdIMVrODXGUXv+XL5/QpeGj+PFogrAafTSXNzMw6H4yV/PzY2xtLSElqtVrGHtLS0UFtbqxAHRWlyQ0MDOp0OQRBel3Li4sWLpNNpurq6XpJkUKlUr8kisTxP4YWwWCy0tLQA+UXTqVOncLlctLW1sWXLlstIIZ1OR11dHdPT0ywuLiohcgcOHADg1ltvRa/XKwGZgiBw4cIFjEYjzc3NVFZW8tRTTzEyMsINN9xAVVWVku0wNzeHrZDIX1wUqNVqZcGg0+lYWFhAFEWkQuJ/EcW2DJPJxH333YfT6eT666+ntrZWIZ00Gg0+n49YLMb27duprKxkaGiIpaUlqqurufbaa2lsbOTqq69GrVYjy3JeXr5rF0eOHEEMhTCZTEpF3QMPPMAdhem3SpapcDi4/fbbUavV7Nu3j5MnT6LVatm/fz/hcJhIJEImkyEcDvPEE0+gbmhg1/AwQa2WH11/PetXr1YIk+Jjhz76Ub7n9bJtchKjLPMzlYr3TuUHWepAgBMnTuD3+5FlmajRSJa8X3HOZOIbjY2kh4cZTSaZ12rZMz9P7h/+AbV0ueBwQ38//+xwsLMYpPngg0h2OzNnz/Jge7tSq2i1WrlDENjQ30+mpYWzY2N8f3KSp8rKKNdqOXPpkkLMRAtVitlslm0uF8uPvrhKhUGS+JpOh06j4bFkkp19fXyhqYnHbDb+qa8PCq+rDphKJumqryeXyzE/P49LpYKiPQhIAkby/W73CQL/UlAfOIH3y3K+1kqW+dNEgjtNJj6s17NelvlvsxlVPE5WELhWp+NOQK3VoopGeVKSiAMU8kXMZrNCLGg0Gj6Qy1EvSdyn1fI2lQq3KPKPgkCt0UgV8FwiQUPhs0ENvDub5eOFhXBR1SQIguL1V6vVShOA1Wrl0KFD6HQ6JiYmCE1M8JbCa6fOZonFYlRUVNDY2Ijb7WbPnj2Mjo7S3t6OIAg8++yz6HQ6BgcHOX78ODqdjg0bNhAqHL86nY61a9cSCASUINO6ujp6enrQarUcP36cQCDA/v37cTgcrF69GlEUWVxc5NChQwrp1traSmdnJ+3t7SSTSerq6pibm6O/v5+HH34Yu93OO97xDiVzZdv0NJuffJITBTtHsdoxl8shlpTww6UlOH2a6upq7HY7VVVVtEWj/MvoqOLBdQK9vb0cPXqUbDZLRUUFoVCIUCiEy+VSzq92ux2r1Yper2dhYYFoNMrExASSJFFbW8vw8DAajYb77ruPYDBIfX29Yp175JFH0Ov17NmzhzVr1uSrUMkPEwwGAwaDgTVr1qDVavF6vczNzfHUU08pLTizs7O4XC4WFxeVY765uZmxsTHm5uYoKSnhueeeI5fL8dBDDwFw0003UVFRgclkoq+vj3A4TG9vr0IAj42NMT09rbyPxXDOuro6hbh9vRgdHWV+fl7JplnBLwWWXxxkXnar57E8QdfECrGwgjcJV5xYkGV5vyAIfwt8GtgAfE8QhPfIsvz6k9BWsIJfA5SWlrJ9+/Y3/KG+gisHWZY5e/YsGo1GCcR6IxAEQalpfClUV1ej0+kua5koTsqKKAabFbvuXwmJRAKDwXAZgZBMJpVp+kuhsbFRqRgbGRnB6/XS3d39ikTCK0GSJERRJJvNKov3F5IWtbW16PX6y57P2rVrkSSJiooKRRJdVVXFpUuXeOaZZ5SJ/fz8PFNTU/h8PjQaDXV1dciyzOTkJKIootfrcbvdSgbC0aNHqaio4LbbbkMURYaHh9Hr9cTjcWXiODg4iEqlQqPRcOzYMTQaDVarlVOnTlFSUkJnZycajUbxQM/OznL06FEWFxex2+088cQTxGIxTCYTMzMzDA8Pk81maWhoIBqNKpPXYihbY2MjyWSSyclJznziE6w/dIjMtm085ffjHRzk6quv5uabb2Zubo5AIEAikeDxxx9nYWEBi8WC0+lkbGyML69ezfkbbmAinWbz1Vdjs9m4dOmSYvlIJBI88sQT3LewgKzTcd1116HXann4qaeoDYf5R6ORI/v3Y7VacTqdpF0u/nXNGrouXaJ7eJhvP/MMH/B4GHG72VjIWVBLEjm1GvWyBH2DJCmkAoAlk0HwerE/9hgq8se5VqvlqmiUPz92DADZ4eCRkhKakkke9PmwyTJfcru5v6SExsZGcrkcp06dQpIkLqZSHFGr2ZLL8YhazV/W1mJWqwlptfmQypERWkQRaXSUobY2/qK0lC8sLbE2m2UaqM/luHFqijmtls9qtXxcr+f7kQgVoogPeLvTSVU0ys8Aq8FAeyqFWxT5U6Bbp1NIimtlma/E47xPrUat0SDFYkiShE6n45MaDX9eIA6+ajbzjEqFWZJIp9OIoqiQCgC3iSL/Ufh+jSjyzlWruH5khI+l01wdj6MHfgiMAsWzz0mDgT8Gbpqa4rtLS5zR6bDZbJjNZmX6brFYlHBGrVaLxWJhbm4On8XCP7e0cJUk8UhdHZXAO9/5Ts6dO8fU1BQPP/wwmzdvpquri/n5eZqammhubsbtdiu+/JKSElatWkUkEiFVCES02WyoVCrWr1/Pddddh81mQ6fT8bGPfYzx8XFCoZBSYxgKhcjlcjQ3N1NSUkJraysXL15UlAJut5tIJMLRo0cVFZJOp2NmZoampiZKjh/nj48cgZMnEQ8d4ptNTbS2thIOh9Hr9Xg8HuXcU1ZWRiAQIJdK8R+TkxR1VDMaDX/tdjM8PIwkSWi1WkUhVrSYSJKkKMacTic33HADmUyGMwXVz09/+lMEQVD+BnO5HC0tLbzrXe9iZGQElUpFXV0doYLCJBqNUlNTg0ajUbJootEop06d4tZbb8Xr9eYrXAtWrWIo7XI1m0ajUXI0Nm3apNhCfvjDH5Io2JyKociQD6edn59naWlJef+OHDmC1+tl3bp1NDY2cvPNN2M0Gv9X1x/V1dXEYjFF8bGCXwosX1O9OHjpxVj+QZ94k/dlBb/B+LmsbGRZ/qwgCFnyyaN3AOsEQfgC8GNZlkM/j31YwQp+mbBCKvxyojhRvtLvj62Qgv9SmJ6eRqPR0NDQgN1uf9XAy1AoxNmzZ6moqKC9vV35eXd3tyLHfjVkMhlisRiJROI1EQuJRIJgMEhlZaVCHhgMBrZu3Yooijz33HNYrVZWrVp12Wup1WpfRLhs2bJF+f7ChQuKzcBsNrNu3TpWrcpnUh06dAi/3093d7eS2SAIghLu6HTmY/ouXbrEmTNnFNtCe3s7a9euvSwhvyinLi5O/IXAtp07d+LxeDh27Bh9fX3IssyqVavI5XLMzc3hdrtJpVLEYjG2bt1KJBLh8OHDuN1uKioqlBaQiYkJ0uk0U1NT1NTUUFtbS2lpKS6XC5VKxbXXXqs8b70o0nnwIGNjY8zOznLNNdewY8cOlpaW2L17N4899hiRSIRIJEJjYyNms5mysjIu9Pdz8eJFwpkMXV1dlJSUYDQacTqdvPOd7+T73/++MtU+e/Ysq1at4otlZaRsNhKJBGZZxmaz0d7eTi6Xo621la6DBymRZZBlPqxWE43F0JK3HmT0ej61bRumiQn+anwcbSF9P6VS8fcuF55kklvTaapEkZBGwwLQVFnJqulp6rPP23dLUimqq6v5A0HAVmituC4e53GrlbNnzxIOh7HZbFgsFtxuNzfE4+xOp1kym9FlMlyMRDAaDJSVlmIqKBBUQMTrRcjliEoSEyYTaxMJPgv5gEVRZEKv53w6jU4UEYBSoEyS6Cov58+Wllgdi3FRENgGRIC4ICCSv0hSAe8GvlFbi12r5U8uXSIoy/yfXI7WZTkO/yce53ZBoEmlQqfXo9VqSSaTCIKAXq/HnE5DgejT53K4hof5h2XtBQBvATr1er6Uy3GdKPIPsRjFpVtXNst9NhuuggUpnU7jdrtxuVzMzc0xPDys2HlmZ2eprKzkRFcX5l27sCYSNA0NMTIyQiwWo6+vT8kwKYYMOhwOJiYmSCaTbNy4EYC+vj6i0Sg2m43R0VGOHDlCd3c3c3NzJJNJzpw5g9PppKenh8nJSY4ePUpDQwNWq5XBwUEaGxtpaGigpaVFqfDMZDLs37+fUCjEj370IxKJRJ4olCTuqqpCVVdHdVsbwWAQz7LzkTYaxWQy0dHRgU6nQxRFXC4XuVwOtVqN0+lkdnYW58IC7mXqms8DP0mnyRbsPmazWVHr2Gw2pU7X7XbzLo2GnRMTnHj6ac653TidTqLRKMeOHcPtdrNjxw78fr9CSsiyTDKZRKVS0dLSQjgcJpfLoVKp0Ov1hMNhjh8/zsmTJ2lsbCQWi/Hss89SU1PDunXrSCQS2O123G43W7duJRgM4nA4qKurUxRbmzZtoq2tDZfLxfDwMN3d3axZs4bHHnuMI0eOsHfvXjo7O/F4PPT39zM5OUlDQwPBYJB0Oo1Op1OUXC8McnwjaGxsxGAwXJGmoxW8YbzQ2vBqWO5/fC3WiRWs4DXh57a6kWX5C4IgHAK+ATQD/w18TRCEccALpF7p9i99lz//fs4VrGAFvxrIZrOcO3cOh8OhBH+9GlQqFZs2bbpimQ6vhlwux+joKGq1Go/H85oyOPR6PRaL5UVExWu1kRTlvEtLS/T397Nt27YXbSPLMqOjo9hsNsrKyhgbG8Pn8ykqgeWPWQyEHBsbIxKJ0NDQQCaTURY8r4RiWCTk8xuKpMHAwADj4+PY7XYaGxsVEmFpaYlDhw6xYcMGZT9MJpMSYibLskJkaLVa9Ho9Op0Ou92O0+mkqamJ4eFhLly4QHV1NU6nE71ez9atW3nsscc4ffo0NTU1nDp1igsXLrBlyxa2bt2K1+vl0KFDlJSUcO211zI3N4dOp8NqtSqVb8VazpaWFqLRKP39/WSzWcrLyxWypPia7dy5k1AopNhEPB4PFouFhoYG2tvbMZlMnDt3jng8TkdHB3q9HqfTidfrZXBwUPGGl5WVUV5erkiqN2zYwMLCAna7nUgkgtPpVMITd+zYweLiIhMTEwB0Pfww7kIIogTYbTZuvnhR2U9DOo3x0iUOtbZyn1bLO4eGkAGNJDEL/LS5maMVFdQMDHAglyPl9/OXZ86wenGRgCDQ19UF8/N8wWJBFEVO1dWxx2bDHInwn7kcg4ODikpDr9djNpvx+Xx8OpHgD2UZORxGDof5R4OB98ZiWLxePqPXs1UQGHa7uWQyce/EBD25HCRePIDbm83yZUlS+reSQI0k8bHZ58urVssyVwEPA02ieNkF0pxGQ+PWrbzn0UfZXiAH/JLEf9psrI9GFftCmSxzUy5HJJMhbTJxuBC05zGZOCaKfE4UaQT+BjCnUkhwWYNBBnivKOI2m9FFIujIa5b1wBLgj8fJLCywbt067HY7drudxb4+vD4fEbWaDwWD1Gaz/J0gIFRV0dzcjE6nQ6/XK/aDI0eOIEmS8jfy9a9/nZaWFjQaDQcOHKCrq4vbbruN6upqpaJybm6OVCqF1+tldnaW+fl5TCaT8jcVjUZ56KGHOHfuHLfeeitdXV1KJaPVaqWuro5kMsnBgwcV5dCTTz6JRqNh1apVWCwW7tq3j7b/+R8yOh0Xvv51Nm7cyKOLizwwNITL7+fvDAZGRkbQ6XR0dnYyNTXF0tISFouFQ4cOKX9zVpOJeVHEI4o8B3xTq8Wm01FaWorNZqO3t5fTp08jSRKhUIiZmRkSiQRlosgnfT5UssxWv5+H1q3DWFbGwsKC8vr94R/+IXa7nWeeeYaxsTH279+vWLymp6cRBIGmpiblPBCJRBgdHSUQCHDp0iW0BbWNLMu4XC5mZ2dpb2/H7XZjMpkwmUxUVVVx//3388wzz3DDDTdgNBoJhUIsLCwobTbV1dXo9Xrl3COKotJcodVqCYfDnD17FrPZjF6vp6+vj+7u7lc8/74cAoEAXq+XpqYmNBoNKpXqFRV5v8bIAG2vutUvBssDG2tfw/bFbRZWghtX8Gbi50YsFLpfPwTUg9JoJQBNQOPrvTt+Qf2cK1jBm4F0Ov2GJecreG0oSsJfbzjjL0pNEo1G8fv9dBZC/F4rjEYjPT09b/gxi+RLeXn5yz734uJCkiSampqoqanBZDIpC/zl0Gq1bN26leHhYWWxnE6nKS8vvyz48YUoppx7PJ7Ltuvv72diYoLOzk7UajULCwuUlpZSUlLC4uIi09PTeDwe6uryodjV1dVUV1fz3HPPXRbo2NnZqQRWdnZ2Mjg4yKlTp1CpVFRWVqLRaDh79qxiU+ro6ODcuXM89dRTOBwOSkpK6O/vR5Zl2traSKfTyLLMtm3bePbZZ1laWuLqq68mm81iMBgYHBxkw4YNVFdXc+DAAaWCbnR0FI/Ho2RMPP300xw+fBi73U46nWZ+fp5IJEJNTQ1nz57lgQceYMuWLTQ1NSkJ8WazGZPJpBAU8/PzZFIp7opG8QQC/KC/H29hIZJOp3G5XMr+OhwO1Go1yWRSWXQkk0myyywOKmCpoO4oQgL643FCoRBrCuGRAvmLiDtkmeqKCj46Ps75dBp/JsMNU1O0FbZzyTL/4/Fg+d3fpSca5fDhwzw9Oop1zx5ufegh7hBFfjw1RYx85kWRoEokEuwuLOKLFwy/n05jLfzsrlyO97W1sWbNGkyDgwSWEVfHVSpiOh0josigJPHpZdkKj2g0/LkksfYFNqE54ETx9rkcx4BeoE+t5jqdjvhPf8q6VIpiz8t7RZEN2Sy/vWUL9x86RFnh/t4G3C6KSJEIbzMYuKRS8XQgQAnwSUHgvQV7DcBbgY+RHx82F75+MpeDgoVCBv7TZmM+FuMBSSIDiKKI3++ntbWVjvFx/mJ0FAn4jsvFBwrWFZNWyxeSSbxeL263m8XFRfR6PefPn6e5uZm3ve1tOJ1OMpkMfr+f9evXs2rVKoLBINu2bVNaYDZv3sylS5c4ceIEkiRhMpk4ffo02WyWa665BrPZzNjYGIFAQCFDt23bxsLCAslkkmg0qiysp6enOX78OHv27OGmm25iYmJCqUsMBoOUXrgAgC6TwXDuHKeBdC7HT6+6iqmpKSYmJtAIAtFolFgsRiAQQJIkpXlGlmVMGg0/jkQoEUXigsC7LRZMBTIxkUiQTqcZGxvjqquuorm5mXvuuYdsNks8HicQjZIlT+JkVSpKKyqQDAbS6bwdfc2aNTz55JPcfvvtBINBzp49SyaTobq6mra2NgYHB5mdnWVsbIxMJoPNZlMqKZOF96IYzlu0XjQ3N6NSqYhGowSDQaLRKNlsVgmzraioIBAIcO+99xIKhdi7dy+lpaVIksSqVauQZZnx8XEkSWJubo7FxUWqqqoIBAIKqV5s2YnH4694Dn45zM3N4fP5FNXVbzBkWZYnftE78TK4uOz7VS+7FSAIQi3PKxZesZpyBSt4vfi5XEELgnAT8F3yB3KRFFghBlbwG4nFxUVFil1cXKzgzYfBYGDz5s2/MraTyclJfD4fq1evBvL2hNdDMLwRmEwmysvLcTqdr6iOMJvNrF69mqGhIcbHx+nu7lbyGV4Ora2tAIrF4tUuaBcWFpidnaW2tvayrIiSkhIEQaCzs5NwOIzX61XUGc3NzWg0mpecntXV1V1WZ1lEUTWRSCSUasjq6mpmZmaU6krIy33VajUTExO0t7fT3d3NF7/4RQC2bdtGJpNRWkUymQx6vZ50Ok1fXx9ms1m5iI9GoywtLZHNZqmtrWVhYYHp6Wkee+wxVq9eTTgcJhQK4ff7lST9YohcX18fkUiEYDBIV1eXItduampi586dnDhxgkcffZRLly5x5+Iitz73HACRTZv4TlubYv3o7u5mZmaGvr4+NBoN9fX1bNu0Cet3vsPi1BSntm3jcx0dfOXwYQyyjAjcWaizjBck/CrgXaLI36vVPFVfz6pgEJUsk1OrecBg4E+OH6ckGORqYCd5ciKrVhMRBI7odHx9YIDY2bNs2LCB2dlZJicn2TEwQGc2SycwA3xCr+dkWxuXLl0im81SU1PDv0UifCWTUUL4rMvIgNZcjpmZGcXK8o5Mhg8JAlMaDfdrtciyjMXpxKzV8s9zc8rtfurxsJBM0r4sQDcGfNVi4YOxGP9G3g6xGdCo1TicTmKxGJlUij+RZTqBPYXbdcRiXLx4kVtlmS8AIyoVjQUSQwXclEpxQhAoisbvkmX+Ta9XbEoJSWJbgWR4qcQ1ATghivzUYCCZTKLTaNDr9YyPj+Pz+XhrOKwYqq9altEiaLWo1WpKS0sZGhpiYWEBjUaDVNi3LVu2sGPHDi5evEhrayvz8/OsOnmS3x8YwFBoNVCpVNTU1NDV1UUwGMTpdCrqgLm5OaX5Znp6GpPJxPz8PPX19QrRIAgC9fX11NXVKeqAsrIy9Ho9DodDCV6dnJwkm81yf1MTv+3zkait5RGNhqH9+7nxxhvZs2cPH//4x/H5fDQ0NPDWt74Vl8ul/A12dnYiCAKXLl0iPD2No/C+mmUZoySRNhiUtgl7MsmpcJj5+XlyuRy9vb0kEgkCgQBRlYrfKytjdyLBc1VVyEYjlR6PkmOwvC5So9FgMBgwmUzMzs5isVjQFl5zr9erkI719fVYLBay2SwHDhygpqaG973vfajVaqVFxmazcf78eaamphgbG8NsNrNz506uvvpqNIX3e2FhQcnLWVxcxOVyEY/HMRgMuN1uqqqqmJ6exmw2MzU1RSwWY+PGjco5/siRI4TD4cusZ68Vzc3NlJWVvSSRvIJfGpzk+XKaqwVBEOSXC1iC5Wrv/Vd8z1bwpkMQhCrg94Ht5J19QeAU8D+yLJ/9Be7alScWBEHoAe7n+aCQolphBSv4jUSxA9xgMLz6xiv4X+FKL8zfTBQzFbRareJbXrdu3RV9TLVaTUdHx2va1u12o9friUQiigoA8nkFoVCIDRs2XPZ6F6vwampqXrbOcjlsNhsOh+NFF69FBQLkSYaSkhKSyaQSztjR0UEkEuHSpUvU19crREKxzrKIXC5HXV0dTU1N9PX1sbS0hMfjobq6Wql3GxsbQ6/XU19fTyAQUKZ/paWlZDIZNm/erFgndu/erTxftVqNWq1GEAQWFhZYu3YtnZ2dGI1G0uk01dXV+P1+0uk0jY2NnD9/npGREcxmM8lkkltuuYVYLMbS0hKJRIJz585RV1eHw+Ggs7OTvXv3KtWWU1NTWCwWgsEgarWa+vp6UqkUFSMjynN1ZTLkcjm6dTrkQqNAMXDN5/PlAyZ//GOuKjRyHCwvZ9+NN3Jvby9rh4aofeYZyguWFHP6+fDwmkwGSZI4WFvLcGcnekFAPn2aT/T381JLjowss7q8HEmtRk6niUQiDA0N4fF40Ov1XAKKxhs18MfZLAfPnOGUILC/vZ2amhoeWVjgc+Ewn34Je8OUSkUqlSKTyWAwGAin05wTRcpFkQ5Z5q2SxGmjEUmrVewGYZ2O2I4d1A0NUT88rNyXBfh0wYPfSj5TAUDM5Uin08pEvEyt5l/TaXblcmiAE4LAsWCQcuAPgbOSxLeW7WMb8LeyzF8BHvJe0FgshrZAfPiX5U9MCwKHgWtkmSrADzyh0/EIeWVSLpfDYrEgyzKiKJJIJPiJwcCNkQgIAk/39nK0rAy738+/6/WoYjFFPSOKImvXrmVycpJMJkMkEuGee+5BFEW2b9+OOD5O71e+ggoQDx7k706eRFsIMVy7di1LS0u43W5Wr17NoUOHyGQyjI2NoVKpCIfDSgXi0NAQmzZtYsOGDQoRqNVqmZ6eRqVSsWrVKkZHRzl06BCyLFNXXs7eM2cwCAKP33Ybf7VlCwaDAZ/PR0dHB2vXriX95JN8eHiYb2cyTKfT+P1+vF4vGwcH6fL7iVRVIXR2cu7cORIaDV9oauI2v5/7cjkmJIlrs1m+4PdTnk7jkGX6YzHuCgQ4duwYtbW1pFIp7HY7Op2O83Y7My4X8/PzxE6doru7m2uuuYbjx4/j8/nw+XwcPXqU7u5uurq6GB0d5fjx41RWVlJXV8cNN9yAz+cjHo8zPDysBEAWW1vKysrw+/1cddVVlx3LDQ0N2Gw26urq8Hq9OJ1O+vr6OHv2LF1dXUrjxebNmwmFQjgcDsLhMN3d3UrWwZYtWxgbG8NisaBWq8lkMpfVdb7SNUfxmHophV+x0WIFv7yQZTkpCMLPyIug6oHrgMdfZvMPLvv+viu8ayt4FQiCsIk8SVDEZ2RZHnmF7W8H7uH5JpDiwH4T8HuCIHxeluVPXan9fTX8PEZ5/0GeVCgSCmngW8BPyUt3/CsNESv4TYLD4XhDU4MV/HrDbDZjNpsRRVGR+v+ywWq1XkYqQH56VgwZW79+vfLzkZER4vE4LpfrZdUKsiyTTqcxGAyYzebLbv9KKA5iZFnG6/Vy7tw51Gr1y4ZdRqNRHnzwQZxOJ9dccw3hcJjp6WkMBgN+v59gMEhJSYniRQ8Gg5w+fVrxkxfDNNva2hgZGUGSJDKZjFInGgwGyWazZDIZKioqSKfT7Nu3T+mS37x5s7IQCwaDSntFJpNheHiYyspKrr/+eubn5xkZGUGr1dLR0cHg4KASTtfQ0MDhw4d5+OGH6evrY8uWLfzO7/wO1dXVLC0t8ZP2djzZLFVuN0u///vc8qMf8bahIWRB4IGTJ5nbupWOjg6mp6dJJBKkllkdzJkMN910Ey6Xi8nJScaTScr37VN+f8HlQp3N8h+FlPtAIMDk5CSxWIyvLC3RUHg/nrNauae0FDkc5ma1mkfLyigvTIvdbjfl5eVMT08Tj8dxu938fSzGvF7PH8zNYQUMgsAdgQB3AF9vaOBpUaQ7m+XPCqSCT6WiRJIQgCmdjt82m/lyNIpaEPh2bS3t4+N8NRIBWSYuipiBXCDAz5apluazWR5/4glMosg9ksQfAtXkDcpF/diN5Md+cfK5K8WWkxscDu5dXMQAfBQ4SJ5MeF/hdv9OPruhjOcveJ4DJoEG8p1u4WXHsCRJHAfuKtzHjbJMA/BerZaDgoC6poY1a9ZQcu4ciUQCt9uNzWbDYDBww+Qk749Gec5m4z3XXsvNt9zCgz/5CUM+H06nM68QGB5mdHRUyeBYu3YtsVgMlUpFIBDgzJkziKJIY2Mjd193HaJajS6XIykInO/vZykSwefz8Vu/9VtK9sns7CzxeByLxcLExASZTAaVSsUdd9xBR0cHJ06cwGKxUF1dreSejI2Ncfr0aTKZDO3t7UQiEXQ6HX6/n8qnnmL1wAAAofl53B/5CA8++CCtra2sWbOGoWPH2PPRj7JKFLlDpeJj69fz+OOP0ykI/O2RI6iA2Be+wB81N6PRasnlcvzYbufM+vXs37+f5mSS//L7KV9m9ekURdZmswwnEgrJ2NLSgsPhQKfT0dTUpLRZlJeXU1NTQyQSQa1WEw6HGRoaQqvV0tnZydatWzl37pxCImYyGe666y5+8pOfcPr0aSVwtaWlhd7eXtavX/+StcHFQN9EIsGFCxeIx+OsWbOGcDhMVVUVTz/9NJAny8sKuQ9zc3NIkoRarSYQCFBfX68o3kRR5NChQwwNDbF+/Xo2bdr0osc8f/48kG/m6e/vx+/309PTo4TjruBXDl8A7iZ/6vmyIAibZVm+rEZSEISPkBdjATwgy/Lgz3kfV/BifBB4F/mPjfFXIRXWk3cALB/WL1emqIFPCIKQlmX5767M7r4yriixIAjCKmAjz3/GTgHXyrJ86Uo+7gpWsIIV/KqiGGb2q4JNmzZhNpsvC3EEcLlciKKIyWRibm4Os9msVJPJskw8HlcyEtasWYPJZFKS1F8NJpOJ7du3IwgCx48fR5IkGhoaXrQPRcTjcSDfuHH06FFaW1uVJof5+XkWFhaw2Wxs3boVyKswionxVqtVIUay2Sx2u52qqiolEM1isTA0NKTkVBQn28eOHSOVStHS0oLH40Gn0yke7/b2dkZGRrh48SKCIFBaWopWq8VsNiMIAkajkcXFRTo7O2lsbKStrY1jx45x+vRpJicnCQQCSniewWBg3bp1HAiH+ZLFwoYNG1hVUcGmwvRdkGVqRkaY6OlhYWGBpaUlgsEgP1u7lnqTCd/MDD9etYrYf/83XV1dCILA+c5OTqZSrJ6f50h5Od8Jh9FqtfQ2NHCnx8OcyUQqlSIYDDJx4gQUQh+fbmjgmFrNZCjEiepq3vGOd6CenKS/v1+pzltYWECn0+Vr+ESRB6ur+U4qRSPwb9Eo1sIC8LHHH2eyro63ZTIUaamMXo+QzM8hLsgyH4jF+N1C64M4Ps5k9Plw8+JRpAZuFUVywHFB4A9VKm4OhfhvUSRNnkCQyZMKWUALuIBrgQfJW2cSiQRqtZo7tFqKS66/BP4TGFmmNo7zfBy7APwfYC8gAl8BPlL4nUqlUiw0AA/r9dwtipDLoQI2iSI/Npmo0+vx+XyYTCaWlpaUtgH/wgKfDgbRAI1eL/t8Pp46cYKpqSmF4DKbzRgK9gmHw0EqlUIURdxut/L3UFJSgkql4ujRo4RCIbR791Jx6hRnW1uJZrPMz88ri2Ofz8f58+cxm82Mjo6i0+kIBoPE43E2bNigZKMUMwcgX3lrMBjweDxcc801OJ1O/H4/JpOJyspKTp06heX0aeX1c1kszBfCVw0GA88++yzGRIK9hWNCJwhoyBOFKaNRuZpOFywxNbW12Gw2JYNBm8nwZCJB6QsU4V6tlmGzGakQrKlWq4lGo4iiSHV1NQ6Hgw0bNmCxWPjwhz+Mx+NheHiYZ555hsXFRcxmMyUlJczNzbFv3z7Wr19PS0sLyWSS/v5+xsbGlHYGl8vF1q1b0Wq13HzzzTz00ENoNBqFbLNYLCwtLTE5OUkqlWLXrl0YjUaMRiMNDQ00NDQgyzK7d+++LKDXaDQSiUSoq6tjamqKQCCA3W5XCGmNRkNNTY1S+/lCyLJMrHCOkGVZCb58raG/K3hzIQhCM3lZ+3Is9yfeJQiCb9n/Y7Is3798Y1mWzwiC8K/Ax4EW4EShge8sYAd+i+d5UB/wx2/eM1jB/wJ7l33/vVfZ9l95flgPL3YAFNfbnxIE4Ue/COLoSisWiqxYUabxwRVSYQUrWMEvK+bm5hBFcSX74nXAaDTS29v7op9PTEwQCATw+XwMDAyQTCbZu3cvyWQSn8/H1NQULpdL6ayfn5/Hbre/ZjWPIAj5hW0hA6Gpqellt62oqGDv3r08/fTTyuLW5/Nx44030tDQQDabvSyLo6mpiXA4zJEjR5S6QIPBwNjYGJC/EL948SLJZBKTyYTValVUCEUVw549e7hw4QInTpygpKSEnp4eWltbWVxc5LnnnmNkZITGxkaSyaTifz9//jwNDQ2EQiG+/OUvs2nTJt7//veTyWQIBAJ0dHRQV1dHNBrFarUSCASw2WyEw2FcLheVlZUYjUb8fj+Du3bhPn6cLHC6q0tRj+j1ekZGRhBNJv519WrU69ZRU1NDanpaWcxotVr6DAYmyE9SK/btoz0e50uPPoo+m+XC7/wOo7feysGDB/l+QwOLdXXMhEIcFkWMOh11dXVUVFRw8OBBSkpKlNfzzJkz+WrLtjbm5ubwRCK0SxL+XI57IhEE4JDbzRMaDftFkVpJ4jGzmQ9EIliAU04nlQViYVKWSS5f1Ody/Jcg0AuUCQLfVan4G0mitJApoAaWVCrOazT8Y6HxofiOF6/Miv8PA+cFAWQZq9WarzPN5fAtm3qXF75+njyZsEkQ2CjLmIFp4FPAceCrhe3+gPyY6euCQAp4pywzWLi/dDrNf+l07JYk0rLMVwtKnqmpKS5duoRarSaXyykkRyQWYwRoB6IqFYsqFelC/aPD4aCqqkppC0mn06jVatxuN36/X8lTEUWRLVu2KI0vsViMaYeDC3v2UF1djbGgIohEIjz77LOUl5eTyWRIpVJKranJZKK0tJRbbrmFsrIyRcUyMTFBVVUVAwMDjI6OIssyQ0NDGAwGMpkMHo+HW265hYqKCg5pNDz+pS9RXVqK7/d+D6PRSFlZGSdOnKC2tpZQJsN/X3MNGy5dYnrbNgSXi5aWFlzV1dzj8WB87jm+msnkx3ayzFVXXcX58+fz+2C3U1oIwVyOB51OZqJRdAVrUvF5BQIB/H4/1157rZJxUmyk+dKXvkQ4HKa1tZVMJsPCwoIy2c9kMlx11VUMDAzw1FNPIUkSbW1trF+/XmmMCBfIOUEQkCSJYDCoBC4ODg4yNTWl3G7Lli1Khobb7UYQBHbt2nXZcwgGg4rloqmpKZ9Rcf/9bNq0SVF+lZWV0djY+JJtPIIgKJWiy5ssisjlcmQymZdUV6zgimA78M1X+P0/veD/k+Rt5i/EnwIG4MPkg/G/9hLbTAN3yLI8/gb2cwVvIgpZCZXLfvTIK2zbRT7CqPjBN05e7XAYcAN/Qd5SIZP/OPtT4P1v/l6/Mq40sbBck+qTZfmJK/x4K1jBClbwhjE6OookSVRVVb3uyU0mkyEej//aB1xFIhE0Gs2rymWTyaTSJGE0GonH4xw7dgxRFCkpKVHqFJPJJH19fWQyGUpLS5Xbi6Ko5Ba8HEZGRpiamlIyEGZmZqioqFDaHzweD2vXrmVxcZFEIkF1dTWVlZVKUr3b7c5PgP1+wuEw27fnB0Y6nY41a9aQTCbJ5XLK/Y+Pjyu1cH6/H0mSSCaTJBIJgsHgZfvW2NiIXq9ncXGRZDKJLMuMjIxw7NgxJicnKSkpYc+ePYqveX5+nrGxMXQ6nWJZqKysxGw2K9Nqh8PBzTffzPz8PP39/UQiETo7O9m9ezff+ta3CIfDdHZ25gmbhgbe8txzxONx3tfTw/bmZuLxOK2trRw9epSRkRGeeeYZstksnZ2dSuhesZlk3bp1pNNp4vE44+Pj7Dh9Gn0hD8C+bx/zvb2UlJTkawUFgYkLF8hOTCgqDbfbrSTdt7W1IUkSZWVlOBwOVlmt3HDmDH+WTKILhRjRanEUSIKtPh8LLhf/E4sxNTnJiVQKR+E1jYkif11VRdTvz1+B53KkBAHUar6QSpFWqXif1apM0/eZzXxNrWZjIIAKOGUw0BePU06+5SIFiIKAUZaVcMj7VSr+ymhkvGC/iMVirBVFjgC6eJwMoAO+vuy9/ivgFlnmp4X/68j7PU3AJfKjw6PkbROdsgyyzPtTKf502X3sz2ZpKNQ3ptNpVNksiUQCSZKUNgah0IggyzK32e1cl81ySJaZGBnB6XQSj8dpa2tjw4YNRKNR5ubmyGazRKNR5RjT6/WoVCocDgctLS0899xzJJNJzp8/z87t22lOJsnV1lJXV8eaNWtYWlri8OHDeL1e3v/+9zM5OYnf78dsNlNfX4/VamV6eppUKqUoMX72s5/R0NBATU0Nfr+f/v5+RREQiUTo7e1VmiJmQyH2bd1KfX090sWL9PT0kMvl8Pl8SiZBX1sb0729tLW10RQMUltby8zMDI+bzTwhy6DVUlNRgc1mQ6PRKJkn2upqvldezp4LFyhNp5HJh2t+TaVCDdjtdgwGg5JpUFQbFVsbWlpakCQJr9erNKioVColp2TdunXs2LGDgYEBDh8+rJCMHR0dbNmyhXA4zNzcnNIekUwm+fCHP0x9fT3ZbFZRSpSUlLBp0yZisZiShZLJZAiFQi+rwipW6drtdkUNVmzhgHwY7uDgILW1tS8K2g0Gg+j1+lc8h/f19REMBunp6XlDTRIr+MVAlmUJ+H1BEH5AftG5nbzyIQ6MAA8A/1eW5Rczbiv4RaB92fcScOYVtn1H4atQ2PY2WZaLrR6zwEcEQSgn764DuFMQhP8jy7LIzxFXmlgIFb7K5Nm1FaxgBSv4pcWaNWvI5XJvSA46ODhIIBCgq6tLkfz/ukCSJFQqFaIocubMGaVS8uWQTCaVirKhoSF6e3uZnp7GarUyPz9PXV2dIus1m81KP/r8/Dx+vx+9Xs+pU6eoqKhQau9eCpWVlYqU+NixY+RyObLZLKFQSLFfiKLI4OAggiCwc+dOJa2+pKSEUCiE3W6nubn5RXJhk8nEpk2blIvvdDpNb28vZWVllJWVYbFYcDqdnDx5knA4fNnti9kJFRUV9PT0KK+fy+WiubmZnp4e6uvrKSkpYXR0lGAwSHNzM5lMhieeeIJ3vetdfOADH8Dj8ZDL5aisrCQQCHDixAkSiYQyxe7p6UGv16PRaJiZmSEYDNLY2Kg0fGzatAmDwUB3dzdHjx4lnU4zNzfHmjVrsFqtStiex+PhiSee4Pz586jVaoaGhqirq6O8vJyysrJ84v7q1URGRjAlk1zYvJl169ZhNpvRarVotVo++9nPsrS0hFyY8u/cuZOHHnqI8+fP4/f76e7uzk9xa2r4yH/8B/ZljQzaXA6JfIuCCrijQATg9/OjZaFxt/p8/JYkMatS8T2LhXgux5cMBhwOB/L8PNbCa2G1WtFqtSylUtyt1eIsLUUtivyhTkdTwQbwtErFO1QqMhYLnwmF+Aj5q7W3SBLvyGSQZZle4D5RxAlK80KRNPgQcJMg8CFZ5nHyRMNTgkCPLPO35KXoCVGkB1inUnGikOfwtsL9nH3BsVzMG9FoNFRWVhKLxQgGg+RyOUUaH1k2fY8YjXxfqyUSieAsPO8iSTU0NEQqlWLjxo1EIhFMJhPhcBiz2UwulyMej+NwOJAkibGxMZaWltDr9dxy77109vcTstl44vOfZ1qSsNlsShtEc3MzkUgEs9nMunXriMViNDY28vTTT3P69Gl27tzJrl27OHjwoEJKeb1eMpkMvb29jI2Nkc1m8c7Nkf7bv8WZTBKvq0MQBCYmJrh48SIzMzN0dHTQ3t6uHEvXXHMNJpOJoSNHOPn00wS0WmpqapiZmUGn01FTU4PNZmN6eprR0VHltXA4HAz29tIxM0PpwgICsK+8nLTbzabGRurq6hgbG6OqqorW1lbC4TCyLPPUU0+RzWb5wAc+wNjYGJWVlXz605/mvvvu49SpU2zZsgW9Xo/L5cLj8eDxeFCpVFitVtra2njuuef42te+Rnl5OYuLi6TTaXbv3s3q1auprKxkfn6esrIynn76aaampti+fTurV69mYmICr9dLXV0dBoPhFUNvi+fQYv1jc3Mz73//+xUSwGKxYLValcrLYk2vJEmcO3cOs9n8kkqzIux2O6Io/koFIP8qQ5blb8Flua//2/s7ABx4s+5vBVcM9YWvMjAty3LqFba9ftm2Ty4jFZbj8zxPLFiB1bz44+aK4koTC7PLvl+JlF3BClbwS42ijP2NoLy8HI1G82s33ZmenmZsbIw1a9bgdDqprKx81YvNpaUlKioqcDqdtLW1YTQaaWlpYWZmhsbGxsu8wqpCsv/FixcxGAy4XC4qKirQarWv+jhms5nW1lZCoRCCINDY2Eh5eTn19fX09PSgVqsJhUJkMhnFA33+/HkkScJsNmMymUin0y/5WFNTU4yPj9Pe3k5FRQV6vf6yALTm5mYgXz3pcrmorq5W7BQnTpzg9OnTXHXVVYoqAqC2tpZIJMLs7CyRSITm5mbOnDlDPB6nqqqKjo4OxecsSRIPPPAAFRUVXHXVVWzevBmfz6csnLLZLHNzc8oCbufOnQwPDzM8PEwsFqO1tZWmpiaMRiNnz57F6/UyNzeHWq1maWmJtv/P3nuHR3bX9/6vM71oRpqRZtR7X2m1RdL2XdvrtY1xwdgY02LABAI3pMIllyQkJJf8IJTkJrlwEyBAgJhiirGJjXFbr7fvSiuteu9tRpre2/n9cWbOavuu7bUNmdfzzKMpZ84cnTkzc77v7+fzfjc2Ul5ezurqKm63m8rKSqLRKKurq5hMJmprazGm+9Crqqrwer38xcMPMz85iQ74WCKBw+Fgfn6e3bt309zcLMUnhkKSSPLCC7z/5El+pdGwbLVy7NgxlpaWME9OyqKCCLgUCj5vtyMWFPD5kRGs8TgeJJ8DgB8nEuQoFNSqVNSlPQlKUyn+MC+Pr8bjlJSU8IFwmLuSSfpUKpxra0y5XPy0rg6TyYTb7WZNoSCUSPBsMskHkNoinhZFnMkk2kiEl5VKPp5MIgDOdKm6RqPhT2IxKi9x3PUjiRA/FEVygLuAQwoFbxEEPpVM8jngjxIJqpAqFrYpFERSKf4e6QwvBkxzrkc0w9ZkkrVUijq/n393OFCIIg9qNJwVBBKJBIWFhQQCATweD8FgkGg0iiiKtLW1UVlZyXPPPUd/f78sQOzatYuOjg55OZVKhcfjkSsIlC++yCPBIGdaW5nU6WhIx5Xm+XyET5ygcf9+JicnMZvNcgVPpp1Gp9ORTCbldBWz2cyWLVtkj5iKigq5tcftdtPb24vJZJIMD0+epDVtRvjAtm38WUEBAwMDBINBOT0lkUhIqRGVlczPz+N/6il+/8kneSSZ5K+rqxnUapmfn0etVlNYWIjZbMbtdpNYJ1htWVpix+QkLzY20uRwEM/JwXfXXTT7fOh0OmZnZ4lGo9TW1srpFlqtFo1GQyQS4fjx43R3d8seMkNDQwQCAd72trdx9913c/z4ccxmM9u2beOll17CarVSUFDAj370I1KpFBs3biQ3Nxe9Xs+dd96JwWDA7XYzMzMjt6msrKywuLgoV2EolUoqKytZXFzE4/GwdevWS34PKhSKiwx+1xvr5qT9VgDm5+cZHx8nHA5TW1srC7JXorKyksrKSx39WbJkeQ1ZPwvlvtxCgiAUAC2c+8n4+aWWS/tseNet97dOWDiB5FukAqoFQVCLohi/ynOyZMmS5XVhdXWVpaUlGhoarsk08EoUFhZSWFh49QVfQ2ZnZwmFQjQ2Nl6xZeDVoFAoEARBvtTX11/1OaWlpajVaux2uzzYDgaDTExMkJOTQ0dHx3nLq9VqioqKqMFjWKoAAQAASURBVK2tlWfIr1QRkSEvL4/9+/dz4sQJxsbGqK2tRZs2vBsZGaGpqQm/349Go5HN7MrKyjAajRQXFxOJRDhy5AiTk5M0Nzeze/dued0Z4WF9uXA8Huf5558nGo1yxx13yLOKF8785eXlUVtbSzKZ5MiRI3R0dLC4uIjL5UKj0aBQKPB4PMzOzmK324lEIjidTux2OwUFBUQiEZRKJRaLBbPZTCKRIJlMctNNN7G2tib3y2cGkDU1NfIM9JkzZ9BqtajVarRarTwLq9PpCAQCiKJIa2srTU1NJJNJioqKsNlsRCIR9u7di9Pp5M4770Sr1fIP//APJJNJ9u/fTzQaxel0IqZj7MbGxpibm2NsbIyFhQVuueUWTCYTa2trKCIR3vfooxhTKe5SKvnGww/z3eVlFAoFo3o9z9XWsnVxkflYjKRez4YDBzgUDrPH4aAjmeR/hEJUJ5N812Ti5z4fj4ki+kSCBSAP6cwqXFdHvsNBIhzmY0NDKEWRaqdTfg+2p2f7/1mh4Ey67HxYreb7wCLwD+njThAEfmUw8GGFgvZwmJOxGJ9LJikXBNb76H8VKFKpeAp4PJGgFsnsEaSTnI+lUnwL+BxS1UVmyLcR+ANB4MuCgCiKvISUFLEFKVXCkt6eZeBhUcTl9/PrQIDidGvIo7EYfyCKHDQYcDqdhEIhRFGU2ySUSiXLy8vyQDUYDBKLxSgoKGBqagqn0ynHW953332o1WqqqqoI9vfzv7u6UIkiN8/O8vG3vx3nu99N8Xe/i7uxkQGTiU0qlTTjvbSEEtjxmc/g9Xo5dOgQP/jBD7jrrrsYHh6mr6+PvLw8XC4XZWVl2Gw29Ho9JpMJu91OZWUlXV1dWK1W2traaFpdhbSw4He5MKYHsS6XC7vdTnV1NZFIhMXFRfx+Py+88AIPnjyJNu1JcXckgr+8nGAwiMfjQaFQYLPZaG5upq+vj7GxMd4tiny2pwd6eghUVvLR97yH3fv2EVpaoioYZGFhgYmJCQoLC4nH42g0GjmW8cCBAwQCAVQqFQsLCwQCASYnJ7Farezbtw+VSkVPTw/btm0jLy+PZDLJ0tISsXSlS+b+zs5OkskkBQUFKJVKxsfHKSoqksXVVCrFhg0bmJubIxqNsmXLFlwuFz09PTz55JOYTKaLIodTqRQjIyOEw2FKSkrk6qQrYbPZCIVCFBcXIwgCDQ0NV31OlixZXhfWm5hcqVrhQs/C56+w7DSQ+eJ43ePFbqiwIIriiiAIzyAJ+gbgHuBnN/I1s2TJ8tuN3+8nlUq9Ju0GTqeTtbU1AoHAqxYW3giWl5cJh8NUV1ffsO0vLS2ltLT0up6jUqlwOp309PRw++23o1Kp5FLqS82UZdzPr5dEIsHCwgLhcJhYLCa77Gfy22OxGNXV1RQWFsqVJJlKA0COqGxsbLzI/FGtVqPX689ri0kmk/KMaiAQuCjbXRRFRFGkpaWFDRs2MDg4KIs/Gaf6bdu2sXHjRo4cOSL3aWdmSXNycjAajTidTioqKmTBYmxsjGeeeQar1cr27dupra3F5/MRDodxOBxo0oaJBQUFNDU1cccdd2Cz2eRKjoMHD0oz92trrK2todPpuO+++5iZmcHhcNDd3Y1arWbv3r2UlZVx+vRpfvWrX/H888/T3NzM3XffjcFgIBAIkEqlOHjwoBwrCDAyMiL7VBQVFXFTZyfqtNClSKV44dlnUSqVbN26Fa1Wy+NbtnD4pz/ls8vLEAhgfvZZvpaXx/jaGh9QKNiR9nJojUTkVg8Ege0mEx8OhegGRjwe2QRyQa+nIhSSZzEA7nE4AGgSBDYATU1NfGNxkYwEFNfp+JJSKUeXPm004lSp+MXaWubgAsAPnAKeBJYEgZvjcSY5f5pJhZQA8WEubdG9mkrxJSQzxxEkUQFgb/pvK+emqqyAUxTl1pAyUeT7sRjmWIxUehmNRkN+fj4+nw9RFOXvAVEU0Wg0PKRW8wmXi1PHj/OVykqWHQ7UaslFoqKigi1btmAtLER1+LC0vkgEMZmk/+GHOX7nnWjNZpZ/+ENip05xS3k5v3v2LLk9Pbg/+lFy//VfOXbsGCdOnGDz5s1s3ryZaDQqR7T29vayf/9+ZmdnEQSBcDhMY2Mj+/bt49ixY4yPj2O9+25UHg/BxUV+VFFBZWkpZWVleL1eOc5Ro9EwMzPDwsICGo2Grqoq7l9dRRmPM7ljBxqNhqamJoLBIKIoUlFRgcPhYHFxEZ1OR0M68QDAsrZGT18f/UNDlJSUyJGpNptN/oylUim5Ymrz5s2Mj49TV1fHzp070el0vPzyy7hcLnbv3o1Op6O7u5ucnBzMZjPhcJh4PM7JkyfJzc1l48aN3HTTTaRSKZqbmykrK5PTKux2O3q9HqfTicPhkL0bIpEIRUVF/OxnP2NhYQGDwUBVVZX8HVdSUoIgCESjUc6cOUNfXx+33norhYWFVxWVtVptVkzIkuXNyXox4UplRHvXXV8RRXHiCsuG1l1/3Utob3TFAsDfIPWFKIAvCILwXNY0JEuWLK+U3t5ekskke/bsedXRWPX19XLJ/m8ibW1txGKxVywqDAwMkEwm2bhx4xVPTqempkgmk9TW1l52OafTSTgclhM1fv7zn7O0tMSmTZtkYSITQwfIZm6vZt8vLS1x8uRJ9Ho9t99+OyUlkrlySUkJBoOBoaEhEokE5eXll3y+Wq2Wy4UvZG1tjYmJCUZGRujo6JD7nt/xjncQiUQuEra8Xi/d3d1oNBq2bdsmV2GsrKwwPz9PS0sLiUQCQRDo7++XBxjr///i4mKA81pF/H4/KpWKsrIycnJy8Hg8zM3N0dDQQDwe58iRI6jVakRRZGZmBrvdLpdI19XV4XK5KC4uJpFIkJOTw5EjR/B6vRw/fhybzcbo6Cg2mw2TyURubi4Oh4OTJ09y4sQJYrEYeXl59Pf309raytTUFI899pgsqthsNj71qU8xNTVFX18fS0tLiKJIXKPh6Cc/if3Xv2ayrQ1NPE5BMEgoFKKnp0fyzli37/r9fqLhMPvNZsT8fBiXYrwXDQZyRZE/9/tpUCgYVCj4YDCIPpXi6zodvtZWHu7rwxKJ8F85OTwfjdImCJRUVXH76Ki8/kyagip+rmDyr8JhFlQqHjOZEEWRd3q9/H46cQLOZXaZgP3ALUAqHudK3ziKdddF4Dng+8DfJpNyS8VeJCPHHcAokBnu/RIpC64f+BuFgpOpFN9BatvwgiwqZI4PjUZDWVkZMzMz8jGSeewLU1NYRZFGIDg1xZ8pFKRSKbq6upiZmSE3N5dAQQHH3vte7L29PFdXR3FpqezDkamgiUajaBwOctPJGopnnuHRRx+VDUZ3796NIAjcdtttFBcX8/TTT3Pq1CnZpDMSiTA0NMTo6ChNTU0UFxeztLRE78gILzc2Yty6lfbSUqxWK0eOHMHn87F7924cDgeBQABBENBoNNx22210d3fzxd270avVmCsqSI2M4PP50Gq1+P1+5ubmMBqNUsWMQsGjFgsVOTk0hMPYUyka1tbo1mopKSlhfn4elUpFR0cHn/zkJ1lZWWFhYYEnnniCpaUlfvKTn9BYXU3gmWcov+02iqurUSqVTE1N4ff7+eY3v4nD4cBkMqFSqVCr1bS2tmI2m8nJyaG0tJSzZ89SWFjIli2SjDQ7O4vH42F0dBSDwcCBAwdQKBTY7XZEUZS/w5ubm7Hb7dxyyy2oVCoGBwdxu90YDAYsFgsulwur1crWrVupr68/7/s4mUzS19eHTqejsLDwN/Z3LUuW/0Z40n8FzvktXIoD6b8iUrHblTCtux57RVv1KrjhwoIoiqcFQfgfwL8CtcDTgiA8IIri8o1+7SxZsvz2UVFR8YoNFi9EpVLd8JOvaDSKz+c7L/HgtUKn0100a349+Hw+kskkoiheVjCYnp7m6aefpqSkhPLycvkEeHVVitTOuJZPTEwQiUSw2+3odDoq06Zs6/t+15MZxNxxxx3ybOp6RFGkt7cXhUJBW1vbJdeR8WJQq9Xk5+fLXgYZYrEY0Wj02nbGBVRWVpJIJBgaGqK7uxtRFOXKkEsJOQMDA0xPT1NXV4eQLns3mUyUlJRQWFiIUqlkenqaqSkp4aukpOSitpKZmRkUCoUshGR60202G7feeitGo5Guri6CwSBer1dO1shE47lcLioqKvjWt76FTqfjQx/6ECaTierqajo7O+X1Ly8vc+LECZqbm9m7dy/79u3j2Wefpauri7KyMsrLy3nrW9/KwMAAN910E8888wxPPvkkXq+XqakpioqK5Ni9uro6WlpamJmZIZVKycZ9d911F9P79vHsM89QnBZwfvnLX6LVajEajUw1NfFwPE6nzUZvcTEnX3oJWyrFc0oln25qwphM8n1R5Hfm5/kf6ffwwLqBf/vICIfcbkrSAsKdgQB3AWOCwHtUKgaam6laXeVLsRjKUAiv18tnKyv559FRKtMl9R2iyC/1eqIuF1+ORGTR4ATSQP9TnDtDE0B+PHHB7RhSXep2wIx0YiUAu5CEg/Wd6hpgN1I22CrwAPAHwO8AB5HOHhVKJZ8QBJTp7fzT9c/XaPD5fPj9frnEXqFQyB4KSqUSj1KJNV1x8WAoxF/k5cmfA6fTyeDgILt37+arQOlb38qHPvQhNEeOcPjwYUpKStBqtVgsFubn5/lZfj7Nej3l4TDfNBr52Xe+Q0dHBzabjYGBAaLRKBXpFIl3vOMdvOUtb6GoqIiZmRl+8YtfyO0bTz31FH6/n87OTpRKpVwlptPpsFgsdHR0MDw8zJYtWygpKeH06dPYbDacTiculwuXy8WiwUBpaSmKQEBKzlAoKCkpwefzkZOTw/j4OKlUioaGBiKRCD/Q6/lqIIA9FOJz8Ti/t3u33BZUWlrKxo0beeKJJxgZGZFFzmg0ytGjR7n7q19lq8NB2Gol1NPD5OSknBgxMzODIAiyf0Vmf9XW1uLxeDh48CB6vf6872az2YzJZGJ+fl5O2mhra7vIP2G9jwtI30M5OTk8+eSTqNVqiouLMZlM7N+//6LnZlI3RkdHsdvtbNq06bzft2QyyeTkJPn5+bLpY5YsWd5QhtddzxEEoV0Uxa71CwiCUINU6JbxV3jpKutcf7LpedVbeJ28HhULiKL4DUEQXMA3kIT6AUEQ/h/wGHBWzNQiZsny35RwOEx/fz8lJSXXXXb+343MjPhvCqOjo6ytrV10kvdmoLOzE1EULxqQr0ev19PU1CT7F2QYGJAMifft24fH46GmpkY+aQe47bbbZCf6SxEKhQivGyheimAwKEcqZmZk16NWq7njjjuIRqMX5a1rtVrZcPJ68Hq9eDweKioqaGhooLi4mMHBQXn9oigyPT2NXq8/r7+5traW0tJSKisrWVhYoKur6zx/ikwcoEajkb0kMrhcLmKxGNPT0wiCIAsLBoMBpVJJIpGQl9+xYwcej0cewGei42w2G3v27CGRSBCPx8nJyWFlZYXy8nKam5sBqaVCrVazY8cOWltbZY+ITMVBY2Mjd955p2zCB7CyssK3v/1tIpGIbGRZVVXFzMwMeXl5BAIB2UTzpZdeQqPRkEwmCaUH8xnjwJqaGj796U/T398vu/f3xWLMaTQ8ZDJhS8+Kd66t8VOFgj9wu9mrVvN4av1c/blB/aPJJLp1ngqZI7heFGF+nv+Tl0duUREPLi/zeZ+P/wgEeMbr5ZN1dXxpeppoPM4/CwLJlRVuTSYJILU3RJEEgq3A/wb+mnMCQhhwAX+uUNCfSnEEyZX6WeDu9Hb9HfBppDNAIxfXodqRqg8cSP4lz6dS/Dj92M3Ao8CX4nHq1j3Hq1CgSkc5wrmUFo/HQzweJzc3VxbwcnNz+bBez1N+P1qg32SSIystFguCILC0tIQgCOTl5cmxj7Ozs4yMjGA0GtmyZQvt7e2cOnWK+fl57mtoIBoIkFIqyY3HKSoqklNKbr31Vpqbm3nuuefwer3U1tYyPz/P1NQUTz31lBzv2tvbi06nY2xsjJqaGu666y5GRkY4duwYDQ0N9PT0EA6H2bdvH1arleXlZbn9wG63y2kWGQ+V7u5uQKpgq6mp4fbbb5fbizIVRcGcHMgcI2kR0uPxEAgEmJubY3BwkMXFRfr6+igqKuLtb387HR0dfO9736Mt/Ty9ywXT09TU1PDyy9JE4QMPPIDf7+d973sfVquV7u5u/vmf/5nS0lLe//73y/u6paWFeDwux3tu3rwZkKqQ5ufnMZvNVxWcM94pTz/9NAqFgr/4i7+gqKjokoaOWq2Wbdu2yUJM5rs3EAgwOjpKXl6e3Dq2Xljo6uoimUzS2dl5w7x6smTJckl6kH52Mh/o/wU8eMEyn0j/zfgrPHu5lQmCYAPWm31NvxYbeT3ccGFBEITJC+9C8iv6dPoST4sOVzKtuBSiKIq1V18sS5Y3P7FYjGAwSGBdX2iWG084HJZLxa80uH41lJSUoFarL5q5F0WRZDJ5yQHzq2Vqaor5+Xm2bt16xZSKa3nty5lSNjY2IoqiPGiwWCznGY2VlZWd1/pwIe3t7XIiw6UQBIHKykpGRkaYmpq6rGlkJorvQjLZ8ZWVlczOzl6zyDA1NSXHUObl5WEymeRZRFEUGR0dZWRkBLvdLgsLLpeLqakpDAaDHOE3NzeHkHbzz/g6tLa2yhFuqVSKRCKBSqWSW1JaW1vP2x+Z6gi3200oFMJgMKDRaDCbzUxOThIOh/H5fIRCIfbu3UtzczMrKyvce++9cgSlIAiUlpYyPT2N1WqlpqaGLVu2UFtby8GDB3n00UepqalhbW2N5eVlnn32WTo7O5mammJxcZGqqiruueceCgsLOXHihCwiZWZuT5w4gc1mY/v27SgUCn7yk5+QSqU4e/YsGzdupLOzk/7+fnJycigrK5Pfq8nJSYLBIDqdjpmKClz19eSNjfG9ggI+5fFQEo9TEo/zTGkp/+x08uFYDFEQ+H2LhZeiUSJ6PbclkySRRIUhoA44lJ/PUCgEa2tUpFJ8Jj1A3J1IUOxycVyhYKfFgs/nQw2cDoXOG8QnAC2gRjpZSSIJCwkkI8ZppRJBEPjbVEqOugqm/4rAnyNNEf0FUvVC5v7McO27SH4NUZWKZDKJRxB4VhS5Lf34O5EqHTLNtlHgB6kUH9DpeEGpRK/Xo9Fo8Pv9BINBlEolZrOZwsJCZmdnmZ2dxeH3s1Gh4LayMnpsNjYajXJizerqKh6PhxMnTshi4OLiInl5ebS0tBCLxXCtrNDpdBIxGAjn52MwGCgoKECv12M0GqmqqqKiooKioiJ2795N/5EjzPzoR3SlUpwtK6PGaOSWlRU2eL30xuPE43FUKhXNzc24XC5ZoCwtLUWj0XDs2DHm5+fRarX86le/4rvf/S6Tk5PMz88TDAYxGAyUl5cTDodpbm7m8ccfl8VEj8cjC2xOp1NunygsLMTyO7/Dsx4PBQ4Hz1VWIpw5Q1FREXV1dSwsLMjeJpkY2F27dvH1r3+dcDhM16230vH888zX16MsKaGiokJuh3j729/O/Pw8x44do7m5GY1GI3/WBUHAYDAQj8dZWFjgF7/4BQaDgYaGBlKpFKOjo+j1enn5a8FqtXLbbbexsLCAUqnEZDKxuLgoV0KtR6fTUVJSIreFgSRkZL4nMgk96xFFkdQFAl6WLFluPKIoBgVB+C/g/vRd9wuC8G3ga0j+wO9DSjfOTMB3i6I4doVVXpghO/Jabu+18HpULFRx7ndV5NzOyfzOaoCr29peTLbKIctvDbm5uWzfvv030kDwN5nJyUmcTicajeaGtCoA5OfnXxQLBtDf34/H42Hbtm2v+fueSqVkI8EMiUQChULxmgkomUF1ZjZ9/f/ocrkYHR2loaHhsiW3a2trRCIRqqurL7tN+fn5FBYWvqL3pri4WC6XvnBfrCcajeJyuSgsLEShUFBbW4vX672kOejy8jI9PT3ybGSGb3/724yOjvLOd76TZDIpiyJVVVWsrq7KFQgKhUKeaTx8+DCrq6vcfffdNDQ0yB4Iy8vLGAwGWWCora2VB1cZdDoddXV1eDwejEYjgUCAHTt2yO0VmTjKTPrF0tISp0+fZmlp6TwzTpfLxfz8vFw5otVqmZ2dZdOmTUxMTPDUU09RXFzMI488gk6nw+fzyXGekUiEs2fP8sQTT1BUVIQgCHR1dTE+Po7BYMBms1FVVcWRI0c4ceIEGo0Gi8UiVzqkUinsdju3HThARWUlP9+8mX/76ldx+Xw0A9VOJwmgwmrlJq8XfSwGosg3XS4GFAruUyq5Y137QjPwaaWSbyuVaHQ6otEoS34/QaSqgRRgj0QYXV4mmUxKSQI63XmiQgY/MAN8EziL5H3wM4WCiVQK0u0JE0qlfD0JlKZf438hmThmpC43ktCQsSZVA/8JvEulYlsiwdeBJaS2iy+ml1k/y6JNXz4aj3PaYiEWi+F0OmVhCmBhYYGVlRWUSqXc8jClUPBYOIzJ7aZAqeT+++9nYmKCM2fOkEgkGB4epqCgAJPJhNfrZXZ2FrPZzMDAAG//4Q9p9XqpVypZ/OAHWa2poby8nKWlJXJycjh48CBra2vccccd7GhpofE976HD4WCkqIjH//iPee/XvoZtdpYvKhR86i1vYdZiwWazkZubK1dNPPvss7K3S8Z344EHHiAejxMIBAiHw/L3lUajQavV4nQ6icfjbN++nY0bN7Jhwwa+853voNVqOXPmDHa7nXg8Lkc46nQ6HBs3klNWxpFDhzCbzdTV1aHRaLjnnnuYnZ1l3759jIyMYLVaiUQizMzMEIlEeGb/fp7etQtrfj7ty8s4vF7q6+vJyckhJyeH4uJivv3tb3P69Gk+8YlP8LnPfQ6n08no6CjRaJSamhr5s5oRFKxWK4lEAq/XS1VVFa2trZc4+i5mbm6O5eVl5ubmOH78uBzzeebMGQoLCy9K2bmQ4uJijEYjZ8+eJRKJoFarWVpaYnZ2ltbWVtlnJlutkCXLG8L/Bt6GpJELwMPpy3oyY+i/v8q63rbu+rIoinOv1UZeK69LK0SaC8/qXo0wkP32y/Jbx6VmXbPcWCoqKuQe39ebzGzZjaiUqK2tPW/AHo1GOXnyJCaTSS7Hfa1QqVRs2LDhvPsikQiRSOSKrQ6ZCMXLDfinp6eZmZlh8+bNl00ACQaDTE5OUlFRcdEyVVVV8vWysjJ5X6z358hUIGQM3woLCzGZTOdVl3i9Xvr6+qipqWF1dRWVSkVDQ8N5yyiVSsrKyujs7EStVtPY2Ijf7ycvL4/V1VWmpqbOEyJAMp5cXl7m1KlTNDU1UVhYyPj4OPPz8ywtLaHVaonFYmzatOmSwtS+ffsIh8NMTExQUVEhz1BmqlAysYKZ11paWsLn85FIJFhbW6O0tJSmpiYeeughvF4vgiCwfft2VldXSaVS7Ny5k7GxMXkwNDk5idFo5Oc//zlPP/00DzzwAEajEbfbTSKRwOl04na75dlzpVJJMpnkwQcfxOPxyC0y/f39iKJIncHAD3p6yD14kNm//ms+2dXF9Pw8er2ePysq4vvhME2BAB/t62Nt3aysEmhLpfhhOMx/Ggy8MxaTPQ3+LpnkSCJBf9rfwhkO83O1mvfF42iAzwDvTYtu+5NJVLEYHqQWiMxJhRHJUnsLUpXC48AT6TYEIR0n+C7gs6kU3UolimSSdyM5VPcgmTxmEJHKMy+sGSoVBCKRCJ9HCiZvAbqBP0EyovoScBtSWsTHkU7UjqbjQoPBoCxCpVIpkskkiURC9g3IDDoznz2lUsn8/DxPPvkkdrsdk8mEx+NhYWGBo0ePsm3bNtmoNBNfusHvB0CbTFLmcrH9j/+YVCrF4OAggUCAwcFBgsEgeXl5qKam0KYTOBqXl3nH3Xdj+fznpWMxleLOzZsZS1fMLC4uMjc3h1KplCtxzGYzFRUVmM1mlpeXyc3NZefOnZhMJp577jnZfLWkpITBwUGOHDkiG8lm/EqWl5eZmppiw4YNOBwOVCoVVquV1dVV5ubmSCaTrK6uolarqa2tZXZ2luHhYWZnZykoKKC1tZWxsTGmpqZkb4Rjx45hs9moq69nfHyc4uJiWeg0Go0MDw8TCoUQBIFAIEBlZSVarZannnqKcDiM2WwmGAyyZ88eysvLOXToEFqtlgMHDhCJRNBoNJhMJmZnZ5mfn2fTpk2XrC7LfEclk0kaGhooKiqirKxMrkjy+/1X9MjJYDab2bx5s1wlFwwGCYfDRKPRK1a1ATgcDkKh0HnfqVmyZHltEEWxVxCEP0cSDS6cfM9MyAvAE6Io/uRy6xEEQQXct24dh2/IBl+F10NYmCVbXZAlS5Y3IRcOIl9PbnT813rBInMi/3qJVyUlJTidTubn57Hb7Zdsd9i6desV/R0y3gRXOmH2eDzMz88TjUavOGuXeY3R0VGWl5fZunUrOTk5DA8PMzc3R0lJySUrKwYHB+XBeDwel40SL0yZeOSRR4jH43Kag81mw2azEYvFyM/PP6/iwu12k5OTw2233cbMzAxerxeXy0Vubi5lZWWEQiEWFxfl6MZLlUunUil55rSgoOCqg4qMMd2ePXvIy8uTq03sdjsajYZNmzZRU1NDd3c3g4ODVFVV8fzzz+P1ejlw4AATExOsra1ht9vJyclhaWkJjUZDVVUVKysr1NbWsnHjRo4fPy63PGQGsJWVldx6660UFBSwsrJCcXExHo+HTePj5KfbFEp++ENyOzqoLCmhtKSEsZkZWJfg8EOtlg+FQmg456WwLR5nKZXiFq2W56NRNEiiw/ddLr4HhFUqHhZFAmYzuKUwx1mlEo1azZdFkd+PRknF4xclOQhIwsL6wvDMAD4jgn0BKQayLJkkYw1q4Xwr7ijSCZYSyZvhCLAZqYKhXhSZ5lzEJMCtwGkkDwcn8O/p+78K5CkUdAeD55Wrx+NxkumKCbVajSAIGI1G1Go14XBYbpHIDKrD4TB2m42/qKwkbrPxmeFhPB4PZ86cwWw2U1VVxZkzZzAajXyzooI/nJnhrErFD3w+/qGkhEgkwu23347T6WTjxo2Mj48zMTHBHz3zDB+y22l3OOjauZNnf/EL7vnkJyn73vdYrq+n9D3vYbm7m2g0SmtrKxaLBYPBgFarlSsgfvd3f5e1tTV6e3sZGBhgeHiYxsZG9u/fz7PPPovT6ZT3vcfjIRgMEgwGpbYNlwulUonNZpM9P9rb2/ngBz/IP/7jP8qeHkqlks2bN1NQUEAwGMRms3H06FGeeOIJTCaT/Hl1u900NTUBUovioUOHmJ+f553vfCdut5vJyUkOHz7M5OQkgiCwYcMGdDodCwsLHDt2DJPJRH19PU1NTczNzRGNRtHpdHJShslkIhgMsrKygslkkqNxL9cWkXkNkAxvPR6PLDKEw2GcTifHjh2jpKTkqgP/9VG/tbW1lJWVXZP57+TkpByH+WrMgrNkyXJpRFH8kiAIa0iFa+tPRjIded8C/vAqq3k354wbReCp13o7r4XXIxWi6ka/RpbfTDI57Jfq386S5bedzGD1Rg724/E4c3NzFBUVsW3bthv2OpdiZWWFpaUlNm7ceElh4WqiQWVlJZWVlZd9HJBnMb1eL+Fw+Kr7MuOanxEatFotVquVpqami7ZRFEVcLheCILBnzx65EiAjRDkcDsbHx2lubpYrXi58TzUaDRs3bpTX6XK5OHv2LDabjZaWFqxWKx6Ph3A4zOHDh6mursbr9SKKInfccQdGo1E2b8y8/vj4OIuLi2zZsgWTyXTZfbiwsMCJEycwGo1s3ryZaDQqVxOsrKwQj8fp6+uTB1JWqxVRFOUBXnFxMQsLC6yurtLS0sLKygoNDQ24XC5SqZRsDldRUUFHRweBQAClUklbW5tc+TAwMEBXVxcajYb29nZ8Ph81NTWkUin6HA6iCgXaVIrwrl38XmMj7T/+MeLQEL9XXMwXc3P5U7+fFaOR75pMfCWVwqBW86crKzySnlH3p1JUiiJOQaA0PfCsBP4SEBMJacrH7eavdTpmYzF+otFQp9Hw4fTMvIJzYsJppZJfGwyo/X7+E7gTaXA/B9wFONIDv7/i3FlfDKlNAWAeeBfwFaRaVC1Sg+y/I82ufC69XBypQiIXKVpyc/r+FiATfHofsAGp+mE/8GgqxYUd8JmWB51Oh1qtJpFIMD4+jsViwW63U1JSwsDAAA6HA7VazSdFkff/6leURqRGi/cB80olHzOb8fl8NDY2kkgk0Gq1iB0dvOfECQYHBylYXeULX/gC4XCY3NxcYrEY7e3tBAIBfv3rX+Nyueivr+d3P/95xiYmGDx1CtP+/dz+xBP4vV7EtG9QRsT92Mc+Jpfjz87OcubMGV588UW56kWn05FMJunq6qK+vp6CggIWFhYwGo3s2LFD9pjo6+tDqVTS2tpKc3MzX//613nhhRcwGo2UlJSwuroqp7K43W40Gg1er5eTJ0+ysrIiD7L9fj/xeJxUKkVxcTFVVVXccccd3HrrrSwtLfH4449z9uxZDh06xEMPPYTVakWhUGA2m7Fardx+++0UFBRw8OBBpqenuemmm6ioqJAFtkw7x3rhc35+nkAgQFlZGXV1dVRVVaFQKBgfHyc3N/ei1q/i4mIWFxfR6/Xk5ubK1Vn5+flEo1H8fj+Li4uUl5dfc1qSIAjXLBJs2LCBSCSSFRWyZLmBiKL4LUEQvo+kMzcgddQtAi+Iojh/DatoAH6x7vYvX/utvDqvZytEliznkSklNJlM5/UPZ8nyRhMMBlGr1bLDvdPpxGazvSYRlxn6+vrw+Xxs27bthokLDoeD2dlZksnkZc0PbxRWqxVl2ujuRiEIAm1tbQQCgWs66a2pqZF7nwHKy8vlcukL908mTk4QhEuaXMZiMWKxGH6/X56B/fGPf4zL5eKDH/wgRqNR7oPP+CpkKgy0Wi2Li4uUlJTIfgMqlQqdTofJZEKr1ZKbm4sgCPT29uLz+di+fTsajUYWRq7UQhONRjl+/Di9vb3U1dWhVCrRaDS4XC58Ph/j4+Ny1N+BAwfk6pm3vOUtzM7O4vP5+PCHP0xjYyMTExMEAgF27txJJBKRDSKNRqPc7jI+Ps62bdt4xzveQWlpKVarlenpaQ4fPszAwADBYJD6+nomJiaoq6vj9ttv5+saDf924ABNFguRjRup+8pXUIdCAHzQ6WRbKIQWaA2HecHv5/++730E43H8Q0N8Y3ERkkn+SaPhxNwcxisES/mB/xQEdBoNI9Eo5kgEzbrlM0enThQ5Kor8V/r215CstQuB9wD/B8m88W/Sj4vALxUK7k9XEfQBE8DvAXuRxIeu9O2H1m2PBykZIgn8P6RpqGaVis+tm7FuTl9+hWRC9QhQqVKhUCiIxc6PJRcEge3JJDeLIo8Gg8wkk3KFRcbYcK/Vyp+vS9AA6eSvKpnknnicFz0ennjiCQwGAzU1NRgMBnbv3o3P5yMWi3H27FnZ4C8ajWK1WhEEgWAwiNVqpa2tDXNeHmq1ms2bN1NUVMTS0hI2m42FhQVZLJidnaWvrw+QqmWef/55enp6ZF8EtVrNfffdJx9TWq2WmpoaVCoV27ZtIycnR/ZbGB8fZ3l5Ga/XK1fkuFwu6T33+zl8+DB6vZ6bbroJu92O1+uVq278fj8jIyNUVlbygQ98gOnpaX71q18xMzODzWbD4/EQiUQYHh5Gr9fT1taG1+vF7Xbz/ve/n6GhIQoLCykqKmJgYAC9Xi8LPWq1mqGhIXQ6HTt27EAURdxuN16vl4qKChQKhTxQz5z3qFQq1tbWGB0dpaio6JKeMuXl5dx5553U1dXJn/2MQe7Kygr9/f0MDw9f1HJ1IZmql+tpwTObzXI1VpYsWW4coijGgKfTl+t97mde+y26frLCQpZrJh1jctmHr3d91dXVBIPBrLdAljcVsViM06dPYzAY6OzslKPTIpHIa9pjmjExu1wqwmtBUVERqVTqhhlTXom2trZLxkC+WrxeL2NjY9TW1mKxWC6bWnEtJJPJK3pBXEmsKCsrw263c+rUKWZmZti9ezcWi4VEIkEgEMDtduNyueR2gGg0Sl1dHa2trZw8eZL5+Xlyc3MxGo1YrVb27NkDSJVcHo+Hrq4uUqmUNIO8roe6urqa6urqy25XOBzm5MmTWK1W7r//fpqbm9FqtWzdulXuB5+fn0elUnHLLbec1wqk0+l44IEHZPGipaWFM2fOcOTIEcxmMwsLC+Tm5vK+970Pi8XCSy+9JBvt6fV6Dh8+zJkzZ7jnnntI/OEf8tAzz9Da0sIz73wnY2NjvPTSS9x8881UVFTwlre8heHhYb75619jGBvj3a2tNB0+DKKIubAQXbp/HsAYjfJeqxX7N76BxuNhLT+fv3vf+8g7fZplh4PaSERObwBYUij4J5UKTyrFaY2GZUHgTChESVpQWL9shtZUiscDAbYgVRIcQ0pniAO9meOFcxUOAnBXOipSD3wSqeVIn5vLyy4XVcDvp5/3I6RKijqkOMp8JIPGwfTj6kSCh5Gmm0SkKMo2zuWP5QIapRIxLSitb4mwRiI8IYrokQSI2kSCWCzGysqK3D4wHwgQTm9nRBBYVaspi8WIKBQ8EwpRMzDAnsVFHs/NZValklNLtmzZwsLCAkNDQ7LhZ05ODiaTidzcXO6++26WlpYoLy8nGo1SXl5OIpEglUqxvLyM1Wplw4YNKBQKhoaGmJqaYnl5GZVKRSKRYHFxkVgsRnV1tVx1sbKygkqlwuPxcOrUKWw2G/feey8ajYZ/+7d/o7y8nPe85z3s2rWL0dFROXHiIx/5CP39/ajSaRuZaMv+/n6SySQGg0FO0SgtLSUcDlNTU8PZs2dZWVlBr9fLUZZdXV2yWalCoWDXrl28+OKLnD59mrvvvltuZZiYmJBff2FhgWQySVFRETk5OfJ3R09PD729vZSXl5OXl4fZbCYajV7k6zMzM0M0Gr1klVYsFmNoaAitVnvJ34u8vDwsFgt5eXkXPbYeURQ5efKk7KdyOfx+P319fVRWVmbjr7NkyXJdZIWFLNeD47VcWaYPOUuWNxMqlYr8/HzZ0MpmsxEKhbDb7a/p67weRlhKpfIiP4DXC41Gc8ms9VdLIBAgEAjg9/tftemmTqdj586dr7gSRaPRkJ+fTzweZ2lpif3796PVajl16hTBYJD8/Hz0ej0rKytydZYgCNTV1bG4uIjP57vIOK2goIBwOEwqlcLr9WKz2ZiZmWFycpLGxsarblMmVtBqtVJeXo5arUYURYaGhlAoFLS3t7Nv3z6USiUrKyuyp8Jjjz3Gli1b2L17NyBVlM3MzKBWq2lra6O8vJz5+XkmJiaw2+0kk0m8Xi9qtZpdu3Zht9vlnv6RY8fY+UupCnNLTw//brfT9sADbNiwAaPRyIkTJ9DpdLz88styLGXJJz7BiX37sOXnM3P0KPWf/zy6aBSFKOLU63ne6eT9Hg8A+WtrOIeH+dLp01RGo5ywWvlaNMqDkQhunQ6fXs8fu1zEBIFvxGLUpFKwrkohDJQolZTqdPxLNMr+RAIF0glRMZKw8Gkkn4RbgReQTBzvR4qT/BukQb8WOArUAB3AaDLJO10u2Zb7b4B70tcziQ+5SJUKdwI/QYqlHAW2Ap8H/gCpSuLD6et3AP9hMCCK4iUFsJy0qABSlUQiGiUSicjmsBqNBodazXvy8rg5leLReJxYRQU35+Yy4HSij8X48tAQSuDeSIT/+OAHmZiYkKu2tm7dyuzsLGq1GrVazfz8PC+99BIbN26kubmZRCKBKIoEAgFUKpVcISWKIlNTU6RSKdbW1nj55ZdZXl6mubmZwsJCuTpg8+bNiKJIW1sbOTk5+Hw+XC4XBoOBs2fPMj4+jlqtlqsajEYjIyMj+Hw+ysvLKS4uJicnh3g8zp133sna2hrd3d0cPHiQRCJBQUEBPp+P6upqOaJzw4YN1NXV4Xa7OXjwIGq1mp07d6LRaHC73fh8PlZXVzlw4ACjo6O43W4+/vGPo1KpWFpakqN1M60na2trcmvB+Pi4LBKCVMFQUVFBbW0tubm5TE1NMTs7S0NDw3mRkDabDY1Gc0lxQK1WU1JSclmhMyMcXomMYeS1CNnxeFyuyMqSJUuW6yErLGTJkiXLOhQKxXkxYAaDgebm5jdwi7Ksp7S0VJ7pfy14tRUjTU1NLCwsMDY2RigUor6+nrq6OoLBIGVlZYBURRAKhZiensbv99Pe3k4wGGR1dZW8vLzzqjoyx5tKpSIWi9HT08OZM2ewWq3XJCyo1WpqamoYHx9nenqahoYGSktLSaVScpSf3W6XI/+6urqorKxkdHQUtVrN7t27EUURp9PJ8vIy1dXVbNu2DVEUKSgoQKFQsLy8zNjYmBzLWV5ejkajobq6mtHRUQbm5ynJzaXS62VJr2cBuMliYdu2bczPzzMyMkJpaSnNzc3o9Xo2bdrE6OgoP3n8cRoaGti6dSsfv/9+lKkUpcXFDE5NIQSDaAoL2elw8H2jEbG3l53p8vM2t5ufGgz8WK2mM5Hg0OqqvD/+d/rvdwUBsyhiBN4LRBQKFhQK1KIoGzj+WhB4Ni1AfA343XX79T6gAsm4cQopueEMkptWprnms5wTEEDyXQApFeLPgXfCefGW70DyY3gLknjxLJKYAJLY8H/TF0IhtFotWq1WToHIMKZQ8ElB4C5R5KupFHHORcAuLCwQi8XQ6XR0qVSM5ORI71k0ytFwmIROx+ZUSq7esCSTTE1NMTExgSiKWCwWTCYTO3bsIBwOo9Fo8Pl8BAIBJicn5cqXvLw8DAaDLPplvAeSySTHjx/HYDBw0003MT4+zh133IFCoSA3N5dEIsHY2BiFhYXsUiho/vrXWbDb+T8WC0qlkqKiIhwOBydPngSQ4yL37NmDUqlkbW1N/ozULS6y6e//nmWLhYNtbRgMBjnpxeFwsLS0JLdy5OXlYTQaZfNIpVKJ1WrFarXKXhC1tbXU1NTwgx/8gJGRETZt2kRVVRXf//73iaR9KtRqNXNzcywtLXHfffcxNjbG0NAQ1dXV8kz/hZGSVqsVv99/UYpNeXn5ZUVgQRBeVSub1+vlzJkzFBUVydGSV8JqtbJ79+4bWk2XJUuWqyMIggbJfqeCcx7BfiTv3xmgO90+8aYhKyxkyZIlS5bXnEOHDrG0tMTb3va219z0a727+ZsBm81GOBymuLgYkNpc1ldT6PV6WTzw+Xzk5OTI4sN6USGRSHDy5Ek0Gg3bt29Hq9USj8cpKSlBqVRe1kBtbm4Oh8NBa2srWq2WmZkZlpeX5VlrQRDYtm0b/f39PPfccySTSXbt2sWuXbvwer00Nzeza9cuWbgQBIHOzk46OjpQq9WoVCoGBwcZHh6mvb0dq9VKV1cXyWQSl8tFT08Pe/fuPS9149GPfQzx+HFob+eD+/axurrK5OQkbW1t7N69m+LiYvbt28cLL7zA4cOHOXXqFLOzs+Tm5nL06FHmHQ7Ky8vxJJMsOZ1Eo1H+p0pFKC8PpVJJi8XC6uoqBYkEJ8xmdhmNfNrhIJk2Orywg/wtwJc1Gr6a9ipIhkL4/X7865b5jkIB6aSFpguePwAsANuQzugq0vdH1i1TD3iBB5F8FDLJDplKhEuhBvYgCQtPIsVMFgM/UanQKpW0xeP8TSrFSDTK31ksxFMpwuGwPOiLRqN8y2TiG8mkHBcpiiKLi4tyS0BxcbFcsl9XV4fZbGZychK73c6QVsuXLBZuUal4fssWpqenZX+QZDLJs88+SzQaRRAEmpqa+OhHP8qLL75IMBiksLAQURRZWVlBqVRSW1tLPB7HbreztLQktyiVl5ezceNGRkdH0Wg0iKLI/fffz/T0ND/+8Y+ZmJhg66FDWNfWKAWqtmzhdEGBnHKxsrIiC3DHjx8nlUrx4IMPcvDgQXp7e4nH43x0YIDclRVygR0WC+M7drC0tMT8/DwzMzPMzc2xd+9e2tvb6enpYWZmhrKyMnbs2EF+fj51dXVye+bZs2dZW1sjGo0SCoVkQU4URSorKzl69ChGo5GdO3cSi8UYHR2lrk6SjLq6ujh79iy5ubkYDAbGx8cxm81yEkumtSkcDmM0GkmmPTFu1CDe5XKh0WgwGo3X9b2ZFRWyZHljSMdGvhP4CLCdc11xlyImCMIJ4F+Bn4iieOl4mdeRrLCQ5U1DIpFgcHAQi8XyhpVvZ8lyI0kkEkxNTWG32y+asXoz0t/fjyAIVzUEuxTDw8MsLCxw++23v65u4qIoyhFvr5b1aQxX4oUXXmBkZIT3vve9GI1GRkdHWVlZYffu3eeZpOXn55Ofn3/R9Qzj4+O43e7zKhO2bNmC2WzG5XKxsLBAbW3tRa/v8/nw+/3EYjG0Wi0NDQ1yiXjGm0EQBDQaDUtLSwSDQSoqKujs7OSRRx5BqVSiVCoJh8Oyid6F8Ztms5l4PI7L5aKmpobdu3ej0+kYGBiQjd0OHDjAwsICfr+fvIoK1LW17NmzB6PRyPz8PH6/n6KiIkpLSxFFkdnZWbRaLWNjY7jdbrZu3Up9fT0DAwPodDra29s5c+YMoihis9mwWCxynGJdXR2P5OXB2BjqXbv4Wn8/dRdE9g0KAm6Vim3xOHZR5IuxGKeB01otBoOBWCzGI7EYnwCmgV8bjZAenJ9GGvBnqAM+Kgj8S7qiYQT4HpKwkEmG8AEnkaaRMnwY+NgF79dLwE+RKhxWge+m71cDz6WvG7VaShIJXkylMCK1Tpx0u/lJui0gFovJx5YgCLKfgiAIsiigUChQqVQ0Njbi9XqZnZ0lHo/LQoEjLd4cu/lmbPfeS3JxEcPLL1NQUEBdXR1Wq5VgMMjx48cJBoNUV1ezefNmQqEQ/f39FBQUMDs7y8rKCgcOHKCkpITZ2VlKSkoIBAJ4PB7uv/9+DAYD//iP/8jLL78stb2UlMjHa2VlJePj4/gUCjlto7CpibWREXJzc+ns7MTpdGKxWHA6nbKp6uLiImNjY/L/6sjJoXBlhRSwoFLR19eHyWRi27ZtkveFXk9ZWZnsdZD53NTW1lJfX080GiU/Px+r1cqzzz5LPB5n79693H///bLfSSwWY+/evaytraFWq2loaMBut7N//375M5Kfn49Op8NgMBCJROSWp9zcXLxeLwqFAo/Hg9FopKCggK6uLmKx2KtqybocDoeDwcFBSkpK6OzsfE3XnSVLltceQRD2Af/BOe36av51WiS/4L3A3wmC8AFRFF++gZt4VbLCQpbr4UpN5vNcWVW7KtFoVI4yywoLWX4bcbvdcnnym11YEEURr9crX7+WdIdgMMjMzAxVVVU0Nzdjt9tln4VkMsnAwAB5eXlUVFRcZU0STqcThUJx0QD8SoyOjrK0tMTmzZuvamYGklHZ8vIyVVVV583Szc/PMz4+TktLy1W9YB577DGWl5fZv38/BQUFHD9+HJfLRVNT0zX7yKRSKRwOx0UtD0ajkebmZhYXF+VZzwtpamqipqYGvV4vu/hbLBZGR0cRBIG9e/cCUktGRUUFer1enmHNvD+BQIBTp04xPT1NbW0t+/btO+81rFYr7e3tKJVK+vr6aGxspLy8nMHBQcbGxhAEgcXFRblcvri4GK1WiyAIcpl3bW0tWq0Wj8eD3+/n7NmzjI6OUllZiVKpJBAI4HQ6WVhYwOfzUVFRwfz8PCdPnkSr1WKz2SgrK2Nubk5aj0pFXyKBfXiY2WTyvDYDgB9ptXw9L49DDgf1acPDqliMI0gtT0ajEWcsxv8CHlarWfT5WAZuQhIO1qMFPrbOp6ERKULSh5QIMQz8f0hVCwtAAukE6yucO9FyA7cDPenH/2Xd+j+B1EYxCOwDfJEI/5pMsr7hx4HkoRGPx4FzDv/rZ6UFQSA3N5dkuoIhFArR29tLUVERfr9frmowmUxUVVURDodRKBT867/+Kzk5OVRXVxMOh3nssceorKzkK1/5CpFIhGAwiMViobu7W05jqK+vZ3BwkGQyKUfbqlQqgi4XQrp1Y2RkhOnpafmzvHv3blpbWxkaGmJ1dZU77riDDRs2cHT7dvIWFpi32ajZtAn7176G2+2murqa4uJinE4nTU1NxGIxJiYmqK6uluMnXS4XT0ajjJ8+TU84zBlRJOx2IwgCTqeTt73tbSgUCv7zP/+Tubk5/vIv/5KVlRXZP+HrX/86iUSCj3zkIzQ3N7Nz505MJhORSISlpSWmp6dZXl4mFouhUqnQarUYjUYGBwfRaDTk5ubS1dWFQqGQv9sUCgUGg4G2tjb0ej3j4+MsLS2Rn58vJ0yUlZXJVRlXS2nICEkZoTMWi5FMJi9pjptKpeRIzEsJmFmyZHnzIQjCHyN12WUURjF9gUsLDOvjkASgGnhBEIRPiqL4TzdqO69GVljIcs2Ioui83GOCIFw+7+saMRqNdHR0oNVqr75wliy/gRQUFNDY2PiqTQdfDzLl8Jnr14LT6cThcJCTk8OWLVsIhUKyF0IsFsPtdpNMJq9JWEilUgwMDKBQKC4a5F6JnJwcOf7xWlhYWGB5eRmTyXTewF2lUsmXq7F582aWl5cJh8Osrq6yf/9+1tbWKCgouObtzmTdX2pfq9XqS7rFZ8jMyAJyxGXGQG/9LGhNTQ0Wi4WKigoEQWB+fp5kMkllZSUajQaTycSGDRvOe39CoRArKyt0d3fj8XjYvHkzfr+fQCBAMBiU2yHOnj3L6uoqlZWVbN26laKiIk6ePCkPZBOJBKOjo2i1WqLRKCsrK7JJZUFBAaurqwQCAQAmJyeJRqNMT0/T29tLIpFAqVSSSCTIz8+XB4RWq5XCwkLi8TgfCAT4o/JyNNXV/PrsWbSpFD02G7kqFR9IJPhnt5v2ZJJvATGtlsfT+0mv16NUKvloIIAGaZro3UimjUEk4aA4vS+6kYwV1w/TzEi+C8eRBANT+jn/AexM387wElIlRIZtgA14CsmrQQG0An8G1CWT3Lxu2WkkIeOfkkkeUypJpls21hOJRGSjQ7VaTV5eHslkEq1Wi0KhkJMXQEo12bZtG319fXI1iUqlkk0bo9Eo/f39PPvsszQ0NDA/P8/k5CTlxcVUPfEElZEImltuYc+ePSwsLNDa2kqOKFL9yCPkTUzwxNatfKWmBp/Ph91uZ2pqCqPRiEqlwmq1UlRUxNmzZ3nuuecwmUy4XC5W9+2jpqaGXLOZ6upqBEEgFAoxNDTEzMwMGzZsIBAIsLq6Sk5ODg899BA//elPicfjdO7Zg2vDBqoTCcKDgywuLpJKpZiYmGBtbU1uwcjNzUWpVLJv3z5uvvlm8k+dYtsvfsEZu53le+/FaDTicrnIz8/HZDLR1tYmXy8uLmZqagq1Wo3JZKK0tBSTySSLgmq1GrfbjUqlYu/evSwvL2M2m9Hr9ZSXlzM9Pc2LL76Ix+OhuLiYUCh0TdVg8XhcNjzNfCd3d3cTi8XYtWvXed9RXq+Xnp4eKioqqK6uZuPGjVddf5YsWd5YBEF4GPiH9M31YkISGEIKJ3Ii/SwZkX46NiElEyvXPUcJ/IMgCGuiKH7/9dn688kKC1neVLzZeqezZHktEQRB7sP/TeB6Ux3Ky8sxGAzk5+ejVCrP+zzr9Xo6OjrQaDTyQPFKgoVCoaChoeG68tZBMne8noi06upqzGbzRakfRUVFFBUVEQwG8fl8crl/pr99/cl8xrzQ7/fjdrupr69Ho9EwMTFBTU0NCoWCtbU1cnJyWFpawuPx0NraepFokcm1fzXodDp27dqFKIq89NJLKJVKOenhwjz6jGt/WVkZCwsLLC4uolKpzqsYm52dZXl5mWg0KosPGYEiLy9PdrZXKBTMzs5SXFzMzMwMzz33HDk5ObS2thIOh4lEIiwsLKDVagkEAvzqV7+SZ5wNBgMlJSXU19eTTCa55ZZbGB0dZXFxEaPRiMViQaPRoFQq5WNCpVJx5swZdufn0xSP87VAgH8WBIxOJ0uAzmBAmx5ET6pUrK2rNmhNpThktRIOh1EqleTn56MNBuXkiCYkYQGkM7n/gSQgdHJOVJgAMk0p/5BeLiMimLnYUyEFfHDd7a8itUgISFNU/5W+vQr8EaDj3JliAKhKXzbEYvzwgnUrlUpEUZTFg2g0Ci4Xt+h0+FtaWE0/FggEZDHFYrHg8/koKCiQzR4bGxv59a9/jcViIScnB4/Hw3e/+110Op28rz7idvM7Y2MAjD3+OFMf+5icsFDndJI3MQHA/v5+vl9bK7doFKQ9EyYmJpiZmSEnJ4fp6WncbjehUIhoNMpzzz1He3s7Go0Gj8eDUqlkdHSUqakp3G633OJktVrx+Xz84Ac/IBqNkkgk+MEPfkBDQwM1NTU88MADHDx4kHg8jt/v56mnniKRSHDbbbfxrne9C5VKxfT0NBuam7F+9KPYQiEaJyZYiMXQ5uTIsZBKpZL6+nrZODEzmC8rK8Niscj3LywsEI/HWVtbo6KigoaGBnw+H6Ojo+Tl5cnVU3a7ndOnT9PY2MiGDRs4ceIEmzZtuur3lUKhkI1eMxQUFBCNRi9qn1CkI0lf67aKLFmy3BgEQShC+klYLyj4gL8Hvi2K4vJVnvtB4FNIoUOZROSvCYLwrCiKKzdy2y9FVljIkiVLliyvCUql8oqxnEajkXA4zKlTpygoKGDDhg1XXN/6OLYbhVarveLrZMzhdu/eTTwe5+TJk+Tm5rJ582Z5mS1bthCLxSgsLJTFlLm5OdlTIBaL0dfXJw/ivF6vbKZ3I8gMNBsaGq74Gm1tbaRSKVnkyVzEdYPwiooKWayYnp5mcXERrVaLxWKR3f0zZGZfBwYGCIVCJBIJent7OXv2LHlp08Xx8XFWV1flsv3x8XEKCwv59Kc/zcGDB3n22We55557mJmZoaSkhOnpadbW1lAqldTV1WEwGNBoNFitVgo8Hv7+2DF0osienBzel049UKlUqNVquTVEp9PxRZ2O2nicNUHg6+m+fJ1OJ4tcZkGQhYU5zk0LnRAE/j090/98uvUAIL5uPxYgVTKsx4dUZdCWvj2bvg/gfUhiRYb7kTwc/g1YQZqe0iHFXX4cuBe4C2kqam7d84xGI8FgUC59z7RIKBMJTooiDYEAU6dPs02vR2+xEI1GUSgUaLVaZmdn5WqSlpYWysvL5UF+OBymra0NtVrNwsICkUgEvV6P3W7HkE7iAEg4naRSKcxmMwsLC/xwdJRH9Hpyw2FO2my0trbi9/tJpVIsLCwgiiLHjx9HEARJzNFqZYGtoqKC0dFRIpEI4XCY2tpaZmZmOHv2LKFQSD5+MgP99R4LGf+QTEWGwWDgtttuw+v1cvLkSUwmEx6Ph7m5OX72s5+xYcMG5ufnUSgUWNVqzEBKqWR6dZVIb68kzAAbN248b4Cem5uLIAi0tbXJ98diMfR6PZWVlbhcLjkCM5VKUVlZeZ4Y0NraSm5uLkVFRXi9Xk6dOoVer7+qsJBMJrFaref5xmRamS7EZDLJrU9ZsmT5jeCvkX5uMj+8XcA9VxIUMqSX+bwgCN8CnkDSv0mv76+A33/tN/fKZIWFLFmyZMnyupGZVb3eaogMlzMXvFGEQiGCwSBKpZJUKsXk5ORFbQmXalNoamoiFAqRk5NDPB6nsLAQm81GXl4e8Xj8kr3R64nH4wwODlJQUHBdFRgZBEHgwIEDV1xmvShQVVVFQUEBo6Oj51VOGAwG9Ho98Xhc7tPPVD34/X6MRqNcVSKKIkNDQxQUFPDRj36U3t5e+vv7icVicum32+2mpqaGlpYWFAoFTqeTvXv3Mj8/L6dbdHd3o9FoaGtrw+PxsLKyQl1dHbFYjB//+MfodDp27tzJZoMBXVoMaAyHsdlscouA2+2msLCQ/Px8+vv76cvJ4Xdqa8nLyyN85gzxaBSVSkUymWR5YoLqdaLBT5ASHeqBF0SRhlgMPZIY8EukeMmydftx/dzwYeBbwFFgHNiFVAHxFKBUq0nF41zYCJXJCutN/70NeAipiuHe9AWkVor3rHtepuJHFEUSiQQKhUKKiRRFGtLLVCeTFCmVrEQipFIp7HY7Wq2WYDAoH4fj4+M0NzezsrIitSLk5rJ3716CwSDd3d04nU78fj+1tbUs3X03hx59lLjfz7d1Ogw/+xl33nknCoWCqXCYr/zu76JfWWFIrWZzuiVqaWmJ8fFxotEoubm5cpyjTqfDZDLJx9v8/DwGg0H2AhkeHkYQBKqrqwFYW1ujsLCQZDIptzO43W5WV1dpaWkhEAjQ1dXF4cOH0Wq1vOUtb6GoqIg/+qM/4tixY3L7TTQapaCgAJvNxpHPfpbmri6Gi4qY8PmwqlRMTU1x9OhRIpEIO3bsIJFIsLCwwOjoKPF4nLa2Nvk96O3tJRQKsWPHDs6cOcPc3BylpaWyyahSqZRb3xQKBQUFBeTl5ZGbm8vu3buZnZ1lYWHhvM94MplkdHQUi8VCUVERGo2G9vb2GyZEZsmS5Y1BEAQFUpBQptJgErhFFMXA9axHFMUVQRBuRerIq06v6yFBED4urp8peB3IfktlyZIlS5bXDa1Wy86dO1/Rc2OxGENDQ6jVarm8/0ZjNpvR6XSkUincbjder5f5+fnzllnvyJ/BaDTK/hJqtZrm5mb5sWsZIEQiEdxuNwqF4hUJC6+EjLmfx+PBYrHg9/s5ffo0Ho9H9k5ob28HYHV1lf7+fkpKSmhoaEAURZLJJKurq6jVatRqNY2NjbhcLk6dOkV7e7ts5hmPx3nppZeIRCLk5uYyNTXFwMAAPp+PjRs3yka+CwsLFBUVySaYBQUFnDlzBkEQSCQSjFdWcryigvq1NZ7Yto09W7dSXV1NT08PXV1dmEwmCgsL5XSToaEhVCoV0WiUYo2Gr3i9aBIJfj+VYkEQqBBFORzcDUwBdwOPI4kHfwhkaltykMSDJeCBdfvwc8Az626/nL4AlMXj/B/OVTGAdDb5T4ABsCK5IJ/mnBfD7UqlHIF5CFhc99xAIIBOpyMSicgGq3q9nrVolH+Kxfgd4DG1mtFwGNItPOXl5eTn59PT00M8Hpe9SLq6unC73TgcDuLxOBMTE2zZsoUHH3yQY8eO0dfXRzgcpndmhrWHHqK7uxuj0YhVp8Pv97N582bi8bg8I/9Ws5lAIIDBYKC2tpahoSHOnDkjexDk5+ezadMmzp49i1arxev14nQ6sdlscvtRVVUVNTU13H777fT19THU28sHfv5zmr7xDc7cey9LDz5IV1cXs7OzLC4uUlFRwdzcHGNjY8Tjcfr6+qiuruZtb3sb7e3tRCIRamtraWpqYnp6GrVajW3PHiY2buTYoUMs9vTw9re/ndtuu435+Xm5QmBhYYGJiQkGBwfJycnB5/PJYkFBQYHsS2Gz2ZiamuLYsWM0NjbidDrlBBaAkZER5ubm6OjooLi4mIqKCtbW1vB6ved9xjO+JtFoVPZ9ybaJZsnyW8k2kANxROCT1ysqZBBFMSAIwv9ECh0CsKTXf+JVb+V1kBUWsmTJkiXLKyYWi73i6oPrRaPRUF9fjyiKnDx5ErPZTFVV1SuKlgwGg/K2u1wuSktLL+nn0N7eLrcL2O12yfDtApf1TO/19u3br+gJkUqlWFxcxGKxyKLD5TCZTHR0dNyQqM5EIsHQ0BAWi4WysnNz78XFxRgMBkwmyS0gM2DNGD6ux2g0kpubKw+wuru7CYVCFBYWyqXg4+PjJJNJQqEQL7/8spwWkp+fz9raGrFYjLW1NcbHxykrK2PXrl0UFhYSCARwu92Ew2GsVistLS1oNBrKysrw+XyYTCaGhobo6enhbGsrZWVlzMzMYFlYICcnR96G4uJiVlZWCIVCqFQqOSVBo9Hw8WiUuyMRAP5OreYv1Wq+GArhRaocGAXuQ6oeyFQkfAxJTNiPNK10F+BFanHIDPuuZBn6d5wvQgB8G6kyYRQoRRImPpNZl1bLZ6NRPEjTT/+Yvr8OKV3iV8BqWqhJJpOkUini8ThGo5E/jsX4E0HAbDCQCgbRaDRoNBoWFxdRq9W0tbXR19cnmzYqFArcbjeBQEDed8vLy4yNjdHf3y+3jESjUTZs2IDdbicUClFWVsb4+DhHjx5FoVBw1113sWvXLlZWVnjxxRdZXV3FbDbT3d3NzMwMVquVpaUlAHkgnjkWbDYbxcXF+Hw+wuEwgiCwf/9+8vPzKSgooM3jYfPsLAAdP/85747HmZ6elo+1TAWKwWDA7XaztrbG/Pw8y8vL3HPPPSwvL5NMJuns7GTXrl08//zz/PSnP6WsrIy6ujqMRiNra2ssLS3J6SXhcJiioiLi8TgbN27E6XQSCoXk495utzMwMIDX62VpaYl4PI5Go0Gv17N161Y0Go1cYZGfn8/Zs2eZnJykuLiY3Nxctm3bhkKhkJcB6bO/adMmuZIjlUoxNDSEXq+npqbmssdXMpmkt7cXk8kk+z9kyZLlTc36nqYAUlHcq+FJwM85y596ssJClixZsmR5PYlGo4TD4WuKZ1zP1NQUMzMzbNy48XWLNCstLSUQCDA6Osrw8DAul4tdu3Zd93r6+/vxer2ye/xb3/rWi+IcM6kKmRP+RCJBPB4nkh6QZsgYpl0Nl8vF+Pg4BQUFtLa2XnX5VzJLmUgkEAThiuZt0WiUtbU1otGoPNOa2f717RE2m42dO3ei0+kIhUKEQiF5sJMpjc+0RSgUCjweD/F4HKVSicFgwOFwsLi4yM6dOxkYGODQoUMsLS3xjne8g4cffphIJMKhQ4ew2+1s3LiRjo4Ourq6SCQSbNu2jcXFRWpqamhoaCAWi/H8888TCATo6OhgeHiYlZUVEokEgUCAZDIpxxKq1Wrq6+vRarVYrVYCgQAul4tIJEIikSCRSDC7rvVhNpHgd+NxioDMEVCOFAF517r91py+jAObkXwYVCoVP0gk+HB6mRakRtdLsT5W6SRwDPg0ksdCZr763ZwTFmKxGCJSDGUuUuVDG5K/gwnJj6FNFAkrFLLXAEhtNBm/jGAwiEqlkk00g8Eg4XCYeDyOQqHA5/MRDAbJy8vDYDAQDAbZYjBwh8vF2lNP8ZeTkxyzWPirDRsIRSJ4vV5isRgNDQ1EIhFKSkro7e3F4XDgcDjIy8vjzjvvpLCwkJaWFp5//nkmJydpaWmhqKiIxcVFBEGgpKSExx57DJAGxPn5+fzRH/0RKysr9Pb2cujQIZaXl6mtrWViYgJRFJlQqwmo1eTE4yxWVRGLxWR/kNLSUlmAcDgc8nEzMDCAyWTCYrHIZo4/+tGPqK2tJR6Py0kuN910E+9617vo6elhenqavLw8CgoK0Gg0OBwOuYVhYmICh8NBfn4+Op2Orq4uuru7CYfD6PV6KioqaGlpweVyEY1GWV5eZnFxka1bt2Kz2di0adN5aTEqlYqXX34ZlUrFTTfdJN+/PjkoUwmk0+moqanB5XLJhpvryXwWsmTJ8htD5kMsAtOiKCZezcpEUUwIgjANZOJgLm96dYPICgtZsmTJ8t+coaEhPB4P7e3t8mz1taDT6dBqta9bxUKGnJwcdu/ezfj4+Ct+7fLyckwmk+ydcGE0ZMYcrrW1VRZNkskk4XD4oijLLVu2XNNrWiwWKisrryuG8npIJpMcP34crVZLZ2cnsZjUvX/hPjIajbS3t7O4uMjQ0BDxeJyysjJcLhf9/f3U19fL6SV6vR6v18uLL75Ifn4+VqsVURRZXV1Fr9ezfft2QNoHLS0tzM3N4XK58Pv9NDY2Mjg4SG5uLh/4wAfo6uri+PHjHDx4kAcffBCQ2kQ2b97Mjh07CIfDhMNhCgsLsVgs5w2uent78Xg8lJSUEI1Guffee2ltbWVtbY1EIoEoimzcuBGFQsGjjz6K0+mko6ODd77zndTU1HDw4EGsVitOp5O1tTX+3edDmUrxO8kklaLISDLJPs41uoIUM1nLxdQhTQP1IA3m1p8JFl1i+Qx/jmS+GAK+yTmnrheQzB0rgDzgT5CqE9a3xt6JVNMKkrEjSIaRo34/LuAOYDJt4Gg2m89LgTCZTJhMJjmRI5lMEggEZOHF5XLJg/j4xASfe+YZjOuEl31uNw3hMCcSCdxuNydPnuQjH/mIbFba29srC1RKpZKFhQXKy8s5cOCAnOhhs9nIz8/nX/7lXxgeHmZ1dRW/3080GsXr9ZJIJKioqJA9HzLeJM888wydnZ3E43GcWi2fufdeqvx+Kj7wAd4livzVX/0VoVCIpqYmNmzYwNLSEg0NDVgsFmpqalhbW+Nd73oXd911F8vLy7jdbnp6elhYWGD37t38yZ/8CW63G7PZTCgUorOzU450BCkFZmRkRK5AyHgeJBIJDh8+jNlsxmq1YjabqaiowOl0yhVB8Xic0tJSuSKkr6+PUChEY2OjvH6lUsny8jKpVIpAIHBJMVGtVlNTUyP7smTWbbFYUKvV8nJarZYdO3ZkEyGyZPnNYf2H9VWJCpdZz/XFar0GZIWFLFmyZPktIJFIEI1Gr1pifykyJ8tXMxS8kEzJ9BuBVqu9pgz4y1FSUkJJSclVkynWkzENfKUn7kqlUjaiezVMTk6ytrbGpk2bzhMNBEHAYDCg1WpJJBKcPHkShUJxyYoOk8lEaWkpqVRKFk5EUSSVSpFaN6gEGBsbIxAIUF1dzcrKChqNhqqqqoviMTUaDbW1tayursrGlVqtlmg0iiiK7N27F6fTKVfGrK2tsba2Jr9+IpFgdHQUh8PBhg0bLqoCaW1tpbW1FZ1Ox8jICNu3b+eJJ57gyJEj6PV6JiYmWFxclCoSZmcZGhpidHSUqqoqRFGkqKiI9vZ2BgcHOXToEJsSCVqSSVqAL6vVfKK0lNK1Ne4KBJgWRX4v/bpxJN+F9TWr64+Av0WaFkohtTtcjhiSn8KFLAH3ILVg5ANfRkqICK1b5jTnkiq6kd5rrSiyAama4RGVir9Iv3c+n0/28RAEQW7Byexvs9mM0WgklUpRWFgoewScPXuWFrdbFhWS6f9zUa1mSqmktrISh8OBUqnkscceo7W1ldtuu43JyUl6e3uprq6Wj8e5uTkEQZBNDw0GA2q1ml/96lds27aNvLw8OTY08/o//OEPCQQCOJ1OWRQQRZHJyUl50KxQKFhZWcGOJHoVFxfLVSz5+fmUlZVRUVGBz+eT2zBEUeTgwYN4PB5aWlq4//77OXbsGBMTE9hsNjo7O5mdneWnP/0pbW1tdHR0ANLnQavVUltbi16vZ3h4mLW1NbZs2UIqnSxiMBioqqoiFAqxtLTE6uoqdrud+vp6uWIhsw2Z/Z5IJOju7qasrAy73c4tt9yC2+2+7PdvLBZjbGyMyclJ2tvbqa+vZ2xsjOXl5fOiYeH6I4KzZMnyhuJI/xWAi12grxNBKltbvx7n5Za9UWSFhSxZsrwpyPT6Xu/gNovE4OAgLpeLjo6O6y6hLyoquqgN4NXi8XgIBoOvm/Hg5cjMBGZK9q+VkpISiouLzzNkBM6bIcyQmXFdP0BOJBI3xB8BJH+ITJzj+oGEQqFg69at+Hw+jhw5wujo6EUDj/Xk5OScZyqZn5/Pjh076OnpIRwOy5F2Vemy8/z8fFZXV+X7LkdHRwfRaJTDhw+jVCppbW2VZ7Pf//73y8sZjUbMZrOcUGAymdixY4dsRAjg8/mIRqNs2rQJp9PJ0tISqVQKp9PJ5OQk3d3djI6OYjQa6e3txWazUVNTw+TkJH6/n/Hxcebm5rBYLOTn52MwGAiFQlJ7hyiCxwPAqlpNwSOP8OJLL/HJF17gz5GqAADUSC5Y3UhVBT9HygPLsAy840pv2DUwC6wiRVdOAuELHi8AMt+MHuBWUeSTgsCXRJE4UpuEWq0mFosRiUTkSNBwOEwsFmNxcRGFQoFSqeQd0Si1gQD/nEpxJu35UVFRIcVBejw8qlCwM5HgG3l5eEpLOR0O43K50AaDcvVD5v01m83YbDY5zWFiYoJvfvObhMNhcnNzWVhYkH0HMm0OqVSKz372sxQWFqJWqzl58iQTExP09vbKBq16vZ7Ozk4qKyvp6+uT24iOHj3Khg0b6OjoQKFQyNGKmcSL+vp6vvOd79DX10dTUxPl5eUYjUZeeuklnE4nDQ0NzM/Py+ksTz/9NF6vl5qaGlKp1HltTt3d3USjURobG8+rasqIJHv27EGpVFJWVoZCoUAQBAoLC+XEmmQyyezsLKlUiq6uLjQaDTt37mR1dRWfz4fX68Vut8si5+XQaDRUVlbK0aJWq5VEIsHc3NwVP98gtcX09vZisViorb1U/U2WLFneQGbWXbcIgnCTKIovvYr17eOcGeSF639dyAoLWbJkecOJxWJ0d3ej0+nk0uos5yOKIrFYTC5n1ul056ULWCwWUqnURWX6bxRjY2Ny7/YrqaJ4NTgcDoaHh2lubsbn8zE3N0dzczOFhYXyMrOzswSDQRobGy/rj3ChqHC513rmmWfQ6/Xcd999qFQq+vr68Pl8bN++/SJxIZOe8Gqi41paWi4SFS613WazmZycHERR5NSpUygUCnk29nJkjrNoNCrfl5eXx+nTp+nq6mLv3r1XPcaUSiWJRAKHwyG7/V9Y5bG8vEwoFKKiogK32y37PWTaSqLRKIlEgsHBQUKhENu2bWN8fJxf/vKX6PV6GhoamJubQxRFOjo6SKVS9PT0oNPpuOmmm+SZ4YmJCcbGxuTtyvTrFxcX812NBsf0NDOrq3QJAk//zd/wyWSSh4GvI/krZPJL8tOXp4HfA96P1MrwPaT4yShSosOFfAL4PFLFwW1IVQeXYhOS8WMAKdbywnywIs7VtGaGoF8WRV5AcuoaSyRQC4LcPpFKpdApFOQmkzjUavLz8wmFQtwcifD1kFQLsRXJBDLTm9/c3EwqleKjy8tSC4VaTZ3ZTBgQQyE8Ho9cEeP3+1ldXeXHP/4xsViMoqIiDhw4QEFBAfPz8wwMDNDe3s6GDRswmUz87Gc/Y21tjeLiYrZu3crRo0dpaWmhubkZx5kzLKRFiUwlTCqVory8nHA4TGVlJVVVVTzzzDMsLy/T1NTEE088wdDQEHv37qWzs5OZmRmOHz+Ox+NBrVbjcDhIpVJUVVXJMZWxWIyBgQG5EqGgoEBu69m3bx8PPfQQg4ODDA8PU15eTiAQYHx8nMOHD9PU1MSdd955XoVW5pg2GAzE43E8Hs95bU5KpZLCwkIWFhYwm83nJUm0t7df1/dibW2tbNwoCAKbN2++psqpRCJBKBS6pCCaJUuWN5yjSD8LBqSqhS8KgrBTFMXUlZ92Menoyi+uuysEHHlNtvI6eMOEBUEQbMAeJC8kK1JroQL4oiiKw2/UdmXJkuX1R61WU1hYmK1WuALT09PMzMxQVVXF9PQ0FouFTZs2yY+Xl5dfdfbq9aSuro5AIPC6iwqAXM6fSqXIy8vD5/NdVMWxvLxMOBympqYGjUZDKBR6Rds6PDzMzMzMebOBGQPES4kH/f39eDwetm3b9opEoLW1NRwOh1xNcClMJhM33XQT/f398uBDFMXzevYvXOfg4CCNjY3Y7XZ27dp13qBFpVKxceNGOU1AEITzXOwvhd/vp7S0lGg0ikKhkKsQotEoQ0NDdHV1oVAoeOCBB2RH/vX8/Oc/x+/3c8cdd9DX18dzzz0n+1s4HA4qKytxOp24XC46OzvZt28f27dvp6+vj8XFRfbv348oijgcDnJycqioqGB4eBiDwUB7ezu9vb34/X669+zhzJkzfMjhoCAd6/gR4BlBoEnacedtlwL4AvCp9O27kZIeEkhCxHMX7Ic/Q6p42ImUKvHldY9pgV8gnQiNcM7G+x7gWaT2ilKk2MsnQI6q/Kt16+hGqlRRKRQ0J5NsSa9TjMd5fnWVRlHksXicLy0vMxONokn/jwBWpRKjTocgCJw9exaz2YzJZJIFK5PJJItUmVlyQRCw2Wxyy8nk5CThcFg+PoqLi7FYLLhcLiwWC01NTbLXQG5uLrt376a+vp7BwUGMRiPCN7/JH3zpS3xEpeKf77sPe1psqKqqIhgM8utf/5qCggJuueUWotEoFouFxsZGnnjiCbxeLx6PB5vNRmVlJceOHePUqVNUVFSQl5eH0+mksrKSpaUlqqur2bFjBysrK6hUKkpKSrDb7djtdlks0Ol0xGIxgsEgPT09uN1uFhYWiEajaDQaAoGALA4EAgG8Xq9cafDcc8/h8/m4+eabzxMwQRIC6urq0Ol0uFwurFbrdXnZrF/P7Ows09PTbN68+Zoq0/R6PTt27LiqkLmwsIBCoXjDWtuyZPnviCiKMUEQngIeRNKTO4AfCYLwXlEUY9e6HkEQ1Eg6dyfndOn/EkUx/lpv89V43YUFQRDuAT6J9Ft6Kb4PXCQsCILwBc55F82IovjBG7OFWbJkeb0RBIGmpqY3ejPe1Oj1enQ6nTzz9XqlMLxSLjTfez0pKirCbrfLlQiX2ldtbW3E43HUajVPPPEEKysr3HXXXdfdutHU1ITNZsNqtcon71eKhNNqtajV6mtKkbgU6/u4r3QMpFIp1tbW5BLtbdu2XXbZRCJBMpkkkZA8n5SC8qJqjVtuuUU2h/T7/Wi12ouqQNZTUlKC0WiUKyQy6wuHw3KMn1qtJpFIyG0qw8PDiKJIc3MzOp2OtbU1xsbGcDqd8gx2SUmJnMLhcDiYmZlhZWUFm81GSUkJc3NzzMzMoFKp5MhAURS5/fbbAXC73RiNRuLxOLFYjJaWFqLRKC+5XPwhkofBL4B6UWT90XtcqWQY2JVMyi0SAO1IYoMGqXXiQmFhErClr7+X84WFmzjXbtGM5NGQAn6NVMFwFGkaK5l+7p9cYj8rlUpEUaQileJYKoUBKVvsM0BjWhR5MJXigVCIdwM/RhJC7gG0ySQPJBKU6XT8WKfDF4/LbQuZKNLKykqeeeYZLBYLRUVFspiTl5fH6Ogora2tiKJIXl4eCwsLWCwWysvLqa2tRRRFZicmaPvFL/isVsvqxz/OL7u6mJiYoLCwkDNnzlDw7W+jAPSJBJ94+WXcn/oUI9Go/P4UFBTQ1NTE3NwcmzZtYteuXXIbTDQaJS8vj7GxMZLJJLW1tbLQUVxcLMfDLi8vE0y3cXg8Hubn5wkGg6yurtLZ2SmLWmq1WvZxmJ+fx2w2o9FoyM3NJRaLcfr0aQoLCykvL2dmZgaPx4PRaESv15NMJuX9sJ66ujqqq6tRKpUMDg7icDheVYpORiC8nEh4Ka7mu5BKpRgbG8sKC1myvDH8FfB2JEsbASkoqE8QhD8DnhRFMXm5J6arFO5B0rsbOOc/HAf++gZv9yV53YQFQRAswHeQBH44Z7wsXnD9chzj3CSBKAjCl0VRHHittzNLlixZ3oys90HI9PCCNHOmUqluWD//bypXG7jrdDp0Oh2pVEoWbS40I1yP0+nE4/FQW1t73rozs57XSkNDwzUveynq6+spKirCbDYzNTVFUVHRJSt9FAoFW7Zskbc1M7AXRZGenh7UarUcealIxxX6H/MTuCVATlsOYlJEUJ4vLmRiLNVqNUql8oqzoIIgXDK+NC8vj/b2dkRR5LnnnuOpp57i/vvvx2AwyGZ9fr+fvXv34vV6GRsbIy8vj9raWsrLy+nt7SUYDFJdXc1DDz1EbW0tRqOR3NxcgsEgOp0Oi8XCyZMn5QjC4uJi2awyEomgUCgoLCzE4XAQCAQoLS3lFzod2202km43w4kEaqQB+jbABTycTFKp0fCB9Ix/CniKc6kRInDwEvvhL5GqD0AyfxxLr+9Bzp9dWQVuRTobnAb+GElUAOls873Aj9bt28zAUqfTEQwGKV+3fBtS20aKc+0TCmA/8BOFgkpRRCeKtAL/EY1CNMqBkhL+sq6OSCTCVrWaDzoc9Hu9PJNun2lvb8dgMPDYY48xMTHB/Pw8LpcLp9NJe3s7p0+fxuVykZ+fT2VlJQaDgdHRUfb199Px9NMATJ0+zcnt22lvb2dlZYWZmRnyNmygZWUFBaBaWcH8ne9g+8M/5LnnnsMoilRpNIyMjFBaWipHvfb396NWq2loaKClpYWcnBx++ctfyt4JO7ZvR+n38/SxYzz++ON88IMfRBRF5uelZpXy8nJisRhWq1UW1DLHcqZloLJS8j/LmIh2dXUxNzcnR6nabDa5XUitVrNv3z7UavUlq5AylT12ux1RFF9RtUKGyspKysvL5c/sKxUo16NQKNi4ceM1tX5lyZLltUUUxRFBEP4/JIEhMyauB34KrAqCcAjJ23eVcx6+BUj6814k7Xr9OFoE/k4UxZHX8//I8LoIC4Ig5CP1edQj/fPrBYTM7St+o4mi+AtBEDKJTADvAf7itd/aLFmyZPnNIB6P09XVJTum/7awuLhIJBK55Mz/4uIiGo3mNYtsVCgU8mz2lZibm8Pn81FUVPSqBgavFq1Wi1arZX5+npmZGTkNxOPx0NHRcZ7AdCnDSlEUCYVCqFQqRFEkGAwiiiKKpxUsfWWJJcUSdS/WUba37CJxQaFQvCoPlOnpaVZWVti0aRONjY2Mjo6eNxjr6OhAFEW6u7uJx+Ps2rWL0tJSBEFApVIxMDDA0aNHicViVFVVodPpqK6upry8HK1Wy9NPP83MzAzl5eU0NzczOzuLXq/n4aYmzH/7t6xEo8xt3kx1dTUejwe/349er6eqqopjx46xsLBAQKVCk67y2JNMolUqCUajqIFNsRhDSNUF/47UMrGW/t8yU0RmwJe+rxKpKiEA5KQvmQaWjyN5LmRYRhIdMjyO5M2QeTczNbF6vf48g8HqYJDH0tdXBYECUUQP/BHnRIVgehu+pVQiplL06vVsC4VIcO4ksDyRkFsYvjQ6SlUgwFuRDAzXOjoIh8NYLBYeeeQRnnzySaLRKJFIhPn5eQoLC7HZbEQiEV5++WVOnDiBTqejs7OT2oYGeOopANY8Hux2O7W1tRw6dIjq6mr2/dmfceT3fo+9L7wAwJLdjtFopEkQ2Pvnf47G5+PfW1oYv+ceRkZGJBGlvBy9Xs+ePXvYsGEDXV1dWCwWSkpKEGIxNv7+77P1xAmqamr4Xk4OqVSKTZs20d3dLV8PBoO8+OKLDA8P09TURFtbGwCRSITBwUE58SYjCmSEskwUa6blxul00tTUdMXWpAwFBQWvyfeWQqHA4/HQ29tLVVWVLIKsJ5FI0NXVhclkuqbkmzd7BVyWLL/NiKL4WUEQioEPc26MLCCJBvenL5fiwol5Afg3URT/9kZt69V4vSoWHudciQZIv3PfRKr4mwX6r3E9P+VcNeDtZIWFLFmy/DdGpVJht9t/66oVZmZmiEajlJWVnVfGG4vF5MHoayUsXCtNTU1yOfUrITMzej2+ChMTE6yurrJly5aLypmLiopIJpOYTCaefPJJYrEYmzdvvuo6M+JApl97amqKwtOF8JX0AimYuGOCvGN55GySeri9Xi+Dg4PU1NRctvXhWgiHw0QiERKJBDk5Odx+++2UlJTIg7fMvqmoqJDNHNdTX19PRUUFyWQSvV7P2toaMzMzTE9P09jYSFFRETt37qSzs5PV1VW+/e1vS2Z/jz5KztoaDUCwuZnR0VHm5+cpKyujqqpKFrICgYDcHqPVahEEgZycHOIOB9+PxXgQKa1hL3A4vU1/Kgh8RhTpAv4R2AAsAn+AVIfaxqVLMceAFmBz+nYNkseCP317On1pWvd4Zh+u50/WLeNYd38BUsVCDHibQsGJdBoGwP9UqXhCr0eZk8P3XC5MySROpGNUp9MhrjvWkioV8/PzqNVqxsfHuV2v56MjI/wE6K2vJ5FIEAwGqaqqIh6PMzExIcdYms1m+N3f5ejkJKsDA/zXpk1s3riR4uJiOjo62LNnD6IocuS22xizWuncu5fu3FxiTz/Nu1wuND5JorlpcRF3fj7xeByr1crb3vY2enp6GBgYoLCwkA0bNmC1WlEqlUSOHEF94gQAN09Okvy//5doNMrKygpFRUUsLS3xgx/8gIKCAiYnJ8nJyTmvsiYSieDz+eQoywxNTU1MTEyQn5+PUqmksrIStVotp19ciUgkIlf6vBY4nU7W1tYQBOGyFQuiKMrtJFmyZHnzI4ri7wmC0I3UMWfk4kn4i57C+YJCEPhTURS/cUM39CrccGFBEIT3Ars598+fAO4XRXFp3TJw5TaIDP+F9DsqAFsEQTCJoui/ynOyZMmS5bcSQRDOiwt8s+JwOBgaGqK5ufmqbQNer5dUKiWbKq5Ho9HQ2Nj4hmS1GwyGK7ZKXI2BgQHcbjednZ3XvJ5IJCKnI1z4P6tUKiorK0kmk2zduhWDwcDs7CyJROK8suaMI/z6QU2m7NtkMqF5VsPK51cAUBqVpKIpxIjI4r8uUvcvdShUCjklYv1M+ZXIVBx0dnaeN/BpamqitrYWjUbD8ePHiUQil+zpLisru+R6dTod+/fv58knn+TEiRPcd999GI1GFhYWcDgcCIJAZ2cnqVSK/Px87r//fgYGBoi88AIZm7u6lhaEtB+AIAhYLBZGRkbIzc2loKCAitVVqR9epSKZTKJWq9FoNGxLD9D0SEaKo8AtwH+IIv8B3IvkzQBSasM3kaoEQDpheQT4ENLJ0BLwGHAIeGt6mXwk8aB33f/7VeBf0tcv9G54O5KxY8+6+/5JFHk30IpUGfF0Tg7/S6fDazSSl0wSi8VIpVIoVSp+HYmwMy0qAHQ4HIyMjGA0GvmQycTvqdXMFRTgKiykQqWis7MTsyjywS98AU08zu1KJZ9673sZdzrxer0sLS2xvLzM6uoqzc3N7Nmzh7GxMVwuF8s1NcTKyigrKqKkpIRwOCy3GOj1einqsaqKkttuY/7kSXw+H8GmJjS5uai9Xn5psdDd3c2uXbtQqVR0dXVRX19PPB5naGiIkZERVldXueeee9j6zneS/MpXUI6OsrR1K/MOB6VqNYODgwiCwPT0NF1dXbzzne9k586dmEwmYrEY8Xic4eFhQqEQLS0tF31GvV4vPT09OBwODhw4cM0eMrFYjJMnT2IwGK6ayLKeubk5VCrVJT8fIyMjJBIJdu/efVmxQq1Ws3PnztekVSJLliyvD6Io/psgCE8ghQN9CCkQ6HJkxIYlpJ+c/yeK4vIN3sSr8npULPxZ+q8ATABvEUXR+wrX1b3uuoA0OXDiVWxblixZ3kRMTEyg0WjeVOkGv6mEQiF5RvuN5noMx9xuN/F4/LInxMXFxQwNDTE5OcmWLVteVWzja0U4HCaZTF7Rpd1kMsmz4dfKhg0bSCQSV3yOUqlk48aNABw7dkw2kRMEgUgkwqlTp8jJyaG9vf2i50Z+GiH2eWnAnLM1B2WOEt8xHwqtAtN2EwqV9B7YbDZ27tx5xWoLr9crp2Nc7r0WBEEWSKqrq+WUh4wBY1tb2yWrb8LhMIuLi5SXl1NQUEAqlaK3t5eKigp27NhBmVLJ7EsvMVdaysTEhByLGAqFGBsb4ws7dvBwKIR+/34GVCoGurrIz8/HZrMxOzvL8PAw+fn53LO2xl+mxZOPplJ8TxDkdf1NNMrn43FsgAXYjlTk8T/S23gCqZ0hcxY4ieST8H+AaiQhYApJWChGcrD+y/TjH0fya7iwdPP/pp+TB/wgfZ8OSZDoTN+OA2eA/51+7YNIwgLAvEZDsrCQpNfL6uqqFCFpMpGbm0soFKIrFmMAqXLih0htRgqFAr/dzr9t2IBSqaSupoZUKkVfXx95ySSKtMGnWhTZunEjoeFhgsEgSqWS8vJyVCoVhYWFlJSUSN/nXV2ok0nOIAlG1dXV/OIXv+DMmTOYzWZuvvlm4vE4Op2Ow4cPYzKZ2LVrF0/+6leMP/ww3oUFjoyOUpmOjV1dXUWv1xMMBmloaODZZ58lGAyi0Wjw+/2o8/JYe/55Jp5/Hm9hIQXJJL29vXR2dlJTU0NNTQ3FxcU0NjYyMzPDiy++SFVVFUqlkuPHj5NMJgkGg6jVanbv3i1/D1mtVtRqNalUimQyKYtn7e3tV/xcqFQqcnNzrytxJhOTejlhobm5+arfC8A1xVFmyZLlzUV64v0zwGcEQWgEdiB11lmQOuoCgBupqO24KIqjb9CmXpIbekYmCEI50m9c5gzjL16FqIAoih5BEBY5F+NcT1ZYeFPh9/vlcsUsWa6HeDwul9xmhYVXT09PD/F4nN27d7/hg+9MD/a1zJ5louKuVF4ciUSIRCLX5Yx+Izlz5sxV93V1dTXV1dXXtV5BEK5ZiHA6nWzcuBGNRiPvZ7VajcViuaTXwuI3Fhn9Pel8RFetw7zdjL/LjxgXMe00UfSwNESORCKyr8OlCIfDRKNRXC4X09PTRKNR2tvbEQThimZwNpsNURRJpVI8/fTThMNhmpqaLhIWVldXWVlZwel0yqLjXXfdxaOPPorL5SI5OorQ2UmFz0fZ+9+P9x//kZWVFZ555hkikQgTExOUV1SQ/PCHmVhZwfnss8zPz2MwGBgcHGRsbIyVlRW0Wi3vW1iQX/dui4Wj+fnMzc3h9/v5qV7P8bo6jg4Pk5c+7tYEQY6jXEE6IbkdKETq/7w7fZ8Zybbbve7/ygwz/4RLpz1k+K8Lbt/DOVEBpCjLLUhtGJVIsZefAwIaDd+MxVA4HIRCIURRRKfTYbVa0el05OTk4I7HaU8mKVEomFco0KSP3VaDga8ePYopkeALLhdDJSUEAgGGV1b4p507ucvvZ2zrVp7v7eXMmTPk5eVht9v50Ic+xJkzZxBFkXA4TONLL/HHQ0MAfOfmmxnyeEgkEjQ1NXHkyBGWl5e56aab8Hg8nDhxAlEUuffee2ltbWXz5s0YDAYWFhYIGgw0NDRQVFREKBRi8zqfDIvFwi233IJGo0Gj0TA9Pc3CwgJFe/awpaKCnp4eurq6WF5eZseOHWg0GjlZZHZ2luXlZXJzc9HpdGzfvl1qBRFFucXDaDSiUCjQ6XRUVlYSCoUYHh7myJEjFBYWsmnTpisKC4lEgrKysuvyMMjEu15OGMj6IWTJ8t+DtAHjG2LC+Eq50WebGTcxAYhwrlLw1eDinLCQHb2+yejv7ycajbJr1643pFz5N4FUKoXD4SA/P/8167n8bUCtVrNp06Y3fBD820JJSQmxWOyGzVqlUing6ukLGa5nuUulCaxn06ZNpFKp1+RYEUWRvr4+tFotjY2Nr2gddrudaDT6hs0Qulwu+vr6ANiz51zWgFKplE3p1rNeVCAf9Pfosd1rw3fch8KgoOSjJQgKAceyg8HhQSorKy8rigwMDBAIBOjo6MBoNBIIBAiFQpes3vD7/Xg8HsrKyuR0hy1btiCKIjk5ObIAsrq6SiwWw2AwcOTIEYqKiqitraW4uJh4PM709LRcmaHo7kZI9+KLzz+PxWLh7NmznDlzBp/PR3NzM/X19RQWFqLX6/nwhz/Mt771LbRaLbOzs7JooVQq+Z7ZzM2xGKIgcLqzE/3SkhznmDG7vFWv50vhMBMaDV9SqVBGIjQmk/wYaQblHcDPkKoZ/vSC/z/vCu+hCalqoBbJn+FtwEPAtzhX9gkwgHQypeN81+tMSKoKabbll7EYxGIQkBoyBEHgz4A/m5risFbLB/V61Go10VSKeaWSgoICVCoVfr+fe1wuKtOJB28dGuL7S0sYjUZEUeS/tFqe0umITUzQ2tpKbm4upaWlHDhwgLa2NpRKJQ6Hg5WVFTYGg/J2Vy8vM63XMz4+TklJCTk5OXJ0YyAQwG63o1Qq2b9/P1arlfz8fIqKivjyl7+MVqtFpVJhNpuprq7GYDBQU1PD9PQ0u3fvZvfu3Zw9e5aJiQmUSqUsdLndbiYmJqivr8doNDI3N0dFRQXHjx/HaDRSXV1NYWEhKpWKkZERIpEIubm5bNu2DbfbzalTpygvL6e+vh6QzBe9Xi/z8/NotVo2b9581UqETFxqW1vbdU24XKt4EAqFzmvbEEWR1dVV8vLysucXWbJked250WfwmWZaEZgQRTH6GqwzuO765etOs7whVFVVEYlEsqLCFVhcXGR8fFzO+s5yjqsNKLNcO1VVVTd0/adOnUIURdkI8PVEoVC8Zr3DqVQKr9f7qr6zXC7Xuf71N0BcMJvNqFQq3G4309PTV4y0XC8qaCu06O/R0/LlFob/5zCBMwE0JRrMO6UBvt6oR6/XX9EToqSkBL/fj8FgoLOzk0AgcNmWkMnJSdxuNzk5OWi1WrkE/q677jpvENTd3U0kEqG+vh6fzycnP4Dk13HkyBHcbjcWiwV/WxvqlhZ0o6N4P/IRPJOThEIhrFYrtbW17N27l/b2doaHh9FoNKRSKW666SZ+9rOfkUqlOHDgAFNTU1LUZXEx7w6HUSgUaCMRpqamiMfjqFQq9Ho9qVSKaZ2Oe4BoNIqQTJJMJvlTpHYCkNofPgZcquZqvX33hZUI7+Kc38JXgI3p658CvoSUMwZSi8UJpFLQJ4EPpO8PI01rnUZqqzjvdQUBrUbD36bTLe6ORmmIRjmhVKLRaFCpVKhUKjQaDbm5uXSBnBjRZTTi8XiIRSJ8L5XipslJvqHT8e2GBkRRJDc3l9XVVRYXF/niF7/I2bNnyc/Px2AwoHngAZb+9V8RFQqc73oXdpuNn/zkJ7LnR05ODkajkYKCAtra2qitraW0tJTjx49LLRl+P+FwGKvVit/vZ2FhgeHhYV544QVcLhc333wzFRUVqNVq3G43k5OT2O12wuEwTqeT5WWp3Thj2uj3S5ZcmWPaZDIhCAIOh4PNmzfLj4PkjTA+Pn5etU9DQwMrKys4HA6Ki4uv6fe7sLAQQRBuSEva7Owsk5OTNDY2yi0Tq6ur9Pb24vV62bp163VXSWXJkiXLq+FGCwvrv0kDl13q+lhf0xm87FJZ3hAu1Q+YRSIYDCIIAgUFBQQCgVflrp4lyxuNWq2We/l/k1EqlWzbtu1VCRVGoxG1Wv2GGaWpVCp27NjB9PQ0JSUll11uvaggFAkk9iUo+tMiAn0BVv9/9t47PI77vvN/zfa+i8Wi914IgiRIgV2SJVsltuQaxXJJnDiJEyeXy905l3a5FF8Sx07sX3y5FMcldpzi2LHsWLYjyZZkUaJEip1EIXpbtC3Y3mfm98dghwAJ9i7P63nwYLFl9ruzs4v5vr+fz/v9D8rUteS/lJAtzWKVrTidzsvGS659PpfLtWHbRZGmpia1zWWt8V19ff26+xUKBQqFAuXl5WzevHndBC4ajdLW1kZfXx/bt29ndHSU5c9+lrbWVkZGRzHPz6PX6/mZn/kZfD4f1dXVzM7OMjMzo/oMNDY20traitvt5v3vfz/f/va3iUQiZLNZFhYWOHv2LLlcjkgkovpFZDIZSkpKcDqdJFarABwOh+pV8OHV8R1d/f07KNnYG+29v+RCM8ZBQAT0KIaMTqARRSyIrLnfYygRlgD3o7RA7AP+BKX9QqfTIUkSu1ASJ/4V+O+yzCP5POMoCRIBlFQKSZLUlpRwOIzFYsHpdPJ0NstoRQVbm5oY9niwHj5ML/BoVOlk/a/pNP+CMokVBIHKykqGh4d57bXXcDqd9Pb2srCwwH+GQhz5+Z+noaEBh8OBvOrx0NLSQmtrK08//TRf+tKXcLvdLCwoft4PPvggsixjNBqJRCJ0dXVRXV3N3NwcCwsLyLKMzWbD4XBgtVpxOByMj49TUVHBvn37MJvN6vvo9/tpaWnBarWSSCSQJImlpSX27NkDKKv7PT09GI1GNm0qSkOoqSNdXV3q/2lJkojFYgwMDGAymdi9e/cViZE3KmJyI+x2+wWmsm63G6/Xq6ZbaGhoaNxKbrawEF5z+fL2uZdBUM5ga9ZcFbzYfTU07iREUeTo0aPodDr27dtHZ2fn5R+koXEH09fXd7uHcMO4mgjIjXC73eRyuYuKLLIsMz8/j8fjUUunRVG8ruqGUChEOp1WExRMJtMVVyroq/QkdyYJ7AkQPBGkd6IXYqCr1nEqe4pj3zvGQw89RFlZ2bptJJNJJicnyWQybNq0CavVelVjvpzwUKSjo4NMJoPNZiMWizE9PU13dzcAdXV1rKyscPjwYdLpNEajkYWFBVwuF9FolJoa5RRhbGwMm83Gyy+/TCQSwel0smnTJkZGlH3wpje9Ca/XSzAYJJ/Pqz4E8XicXC6nenjodDqcTieyLKuRoR6PRxXVZFnmc6LIkCgioRgrguJ9UHw3IiiTeTdKP+j5LRIAr6D0jjYBP0KpWLChxFoW1tzvDOdaIY5ssC1JkuhZHYcR+Hlgu3IDGeCtKGaPAcAty/zuwgKSIPA1k4n2XI5XgSyKT8R/P3GCZYOBd4giZ3U6Fg0GKgsFjhsMLMdieBIJtm7ditlsJhqNUlVVhcPhQKfTkc1mVaFtcHCQYDDIm9/8ZrZu3UoikSAajZLNZjGZTJSUlDA3N8dLL71Ed3c3+XyeAwcOcObMGWw2G5lMhpqaGnY/8wxdR4/yWns7OY+HpqYm8vk8Tz/9NNlslieeeIKSkhLVm+TgwYOA8l0Vi8XweDx0dnaysrJCJBKhoaGBHTt2YLFYyOVyHD16FJPJRDqdJpFIUFlZSVlZGaIocvjwYdX8sqqq6qJtDX6/n2w2S1NT00W/D0RR5MiRI9hsNtV49XwkSWJhYQGfz3fR76fS0tILWiZMJhN9fX10d3drrRAaGhq3nJstLBRjlQWgSRAEqyzL6Us94DJsYX3Fwsx1bEtD45ah1+uprKzUXJo1NG4jsiwzOjqKw+G45Mr+1TI9PU2hUKC+vn5D34dwOMzo6CglJSV0d3eTSqU4ceIEdXV1VFRUUCgULmlWuRGjo6NkMhl8Pt+GSQprOb/9wfuTXvz3+fHpfeQn8sx/ah5kKHusDN0DOmRZvqB3XJZlBgYGGB4epqKigvRKGovFQjKexOG6sV2JzzzzDPF4nF/5lV/BYDCsmyAtLy8zPz/PwsICU1NTlJWVUVlZidFopKysjFwux/DwMOXl5fj9fgKBAPX19erKs06nI5FIYLVaCa5GSxarJ1KpFO3t7UiSxPj4OCUlJeRyOex2O3v37uXAgQPo9Xruuecezpw5w+TkJLIs4/V6eT2dVtMRRFHkYc6tpuRQTBwBHkBpZTiAkgqx9oToCOAHTqFM7L+K0u5QxGAwMFQosBXoAL5/3n4rCh31KKICKFUPRS+GLEqbhN1ux5jL8XFJ4pdW4yZ/sVDAALyUy/Fup5Nfi0SoKxSoA57U6fiMTscDJSVsFkWGS0pobW5m7969ZLNZ1SOjr6+PcDjMmTNnaGpqwuv1UlZWRiKRYH5+npaWFg4fPsz4+DgOh4PGxkb27NnDI488wje/+U0mJiYYGRkhnU7j8/lobW1FkiSy2SxVksSe554D4NHXXuOLAwMIb3+7alY6Pz/P17/+dXp6eviJn/gJAoEAExMTquBXWlpKPp9ndHSUyclJSkpKMJlMDA0NEYlE6Ojo4NSpU1gsFhobG0mn06ysrPDyyy+rrUYWi4Vt27Zd8tidmZkhk8lgNBopLy/fUBQomkPm8/mLbmdpaYnR0VESicQ1eb9c7jtBQ0PjzkcQBCOKJm3lXDfdFSPL8i2fJ99sYeHw6m959bkeRqnWu1Y+vOZyBi0RQuMu4lKriRoabzSCwSDxeJzGxsY7pl0ik8kwPz+PzWa7rLAgiiKCIFxRe0Nvby+iKF7UTNLj8dDQ0MDCwgKvvvoqXV1d6PV6DAYDp06dIpfLsWfPnqtaYSyu6l+tqFDxZAVlv17G4vAiclLGfNaMFJewddio+2gdXZu7kCUZQae8Z7IoI+iVhIf6+nosJyyYnzNz9iNnKflsCYuuRbo6uqiounGtXdFolEQiQT6fV8vWi5hMJjX+MhKJ0Nrayo4dO9R9/53vfIdCoUBPTw9Wq1Uta6+pqSGXy9Hc3IzH4+HgwYMYDAacTifLy8u43W5Onz7NxMQEZWVlvOlNb8LhcPDMM8+QSqUIBpUCyXA4zNmzZ9WozEKhQC6XWyeAiKLI08BvAWUoKyxFw6mW1Z97UEo6//i8196HIiqA4rvwXzlX+llYjXq8mE14sYXgP/N5/nb1OY7odHxk1Wh1EqWFyWq1KnGkiXMdqsUjtzOXI5VKMWgysadQQAImnU7MhQJRo5Hhqip6e3t57LHHMBgMnDhxAt3gIG8/cYJUYyOfMJlAEGhpaWF4eJixsTE16lGWZXw+H6lUisXFRcLhsBpRWV9fj16v58SJEwiCwO/93u9hNpt58cUXmZqaIm4wkPF6sYTDxJxO6lc/c8W2l4mJCY4dO6Z6MWSzWWpqaqitrWVqaort27czPz/P6OioavxZXl7OzMwMKysrqt+GxWKhurqaY8eOUSgU1O+AHTt2AErVTi6XU8WoQCCAzWZThbienh4WFxcZHx8nFouta7FQ97XBwO7duy/5vejz+Ugmk/h8PmZmZigvL9fEAg2NNziCIHiADwCPohSblV3yAZemOPe+pdzUJ5RleV4QhNOci1X+HUEQ/kOWZelqtyUIwmYUYaGYL3ZAluXcDRqqhoaGxl1JMXLxTpm8F5mcnCSZTFJeXn5VGe43E6vVetl4OFAmcIcOHcJqtV5Ry8fljNn0ej1NTU2Iokg4HMbj8ajpDYIgkMlkrjrhoqSkBEmSOHHiBGazma6urnW3h0Ihlr64xPJvKoWDRVGh/nfqMTgNbLNu4/Tp0xReKSCnZaxtViyNqxOXNYeSoBeQshKBbwaI/ihK+HNhdFYdUloi8HMBrJ+1YtpiIp/LYzTdmNLrD37wg4yNjXHy5Em6u7spLy9Xb6usrKSyspJwOKz6MKylsbGRWCyGXq+ntraWeDzO0NAQQ0NDPPbYY3R3d5PJZFheXmZlZQVZlpmZmaG3txefz8fs7CwlJSV89KMfZXBwkOPHj5NOp5mYmCAcDqttLW63m4qKCiKRCMlkEnHVyLHIuCDQIMtYga9w7iRoLZkNrvsRkEJpgzAA70BJhrhSDAYD+XyeX0YRYWz5PI2CQLMs83sWCzazmZWVFURR5PeBnCCg1+tplyS2SxKfcrnobmvjyyYTY+EwSZeLZ4eHMRqNVFZW0t3dTX9/vyKePP00yWSSP372WToTCRgf5yteLz9wubjnnnuYmJjA7/fzyiuvIEkSDz/8MG9961uZmZkhHA5jtVqRZZlkMsnExASVlZW0trZit9sRBIHp6WmSySStra0YDAYWv/1tMt/7HuGtW/FWV1MoFNDr9bjdbrZt20ZtbS2nT5/mzJkzuFwuHn30UdVYtbGxEZ/PR0tLC2fOnMFoNCKKoipQ2Ww21TNBkiTS6TQGg0H1GEkmkxQKBYaHh0mn0+zevZtCocDAwAAOh0MVHpxOJxaLhXw+T0VFBYcPH8ZisVyQznIxwTKXy6liWGtrK/Pz80xMTJDJZLTFCQ2NNzCCIPwXFK25eMJ0Z53UXSG3Qsn4O+CvUASB7cAngY9dzQYEQWgBnkJpK2R1W5+5gWPU0NDQuOsQRVGdAF+uRPdW09nZSSqVumNEhSJrTQMvRrFH+0qTIkKhEIVC4bKGrK2trRdcV0w7KCKKIidPnsThcFx2IiFJEolEglzuQo196C+GKHxCWeE+X1SQRZl0Ok3639MYjhvQO/Q0/K8GDE7llKAoUqVGUiTPJJn9i1niR+PIuVURSyegM+sQwyLpD6R56uNPUddfx1ve8pZLjvdKOX36NPF4nKqqKlUEyufzBINBNZZwbY97JpPBbDaTTqeZn58nl8uh0+nw+/2UlZXx2muv4XK5WFpaorGxkZMnT/KjH/0IWZbp7u6mubmZmZkZrFYr7373u9WV7EAgQENDA8vLy3g8HkRRVE0eV1ZW1N78fD6vCnxFDDodvyaKNLDexRoghJL08Jerf7cDXwd0KBGTXwJ+BUVgOMyFbEJJkHgaGFpzffGYTaeVBotCoUBElnlk9fYSqxWbxUI6nVb8IoxG/sxiUfwQgHqDgYTZzNbycs6ePcv/XVhQBS+j0UgoFGJmZgafz8fo6CgvvfQSiUSC5JrXrnM68fl8HDp0iHw+T1dXF3Nzc8RiMSRJ4uTJkywuLlJeXk5PTw9NTU18+9vfVoWglZUV5ubm+Pu//3uMRiOBQEBNjmh6y1tIf/CDnH3tNeQTJ3A4HPh8PsbGxmhubmZ8fJzl5WWsVivNzc04HA5sNhvt7e3odDrV48Nms6nxsEtLS/h8PvU9tlgs6HS6dWk3uVyOr3/96zgcDvr7+8nlcphMJkwmE3V1dRcIi8FgUN3e5VoezufYsWOEQiH279+Py+VSo2wv992Sz+eJx+NXFWlZfG1DQ0OUl5dr5tsaGrcJQRD+CiVQaG140NpE4buGWyEsfA7FX6gJZQf9N0EQaoD/LsvywqUeKAiCCfhF4A9Q2hWL/71ek2X5mZs2Yg0NDY27hBsZvXg1FFdnL+Yb4nQ6b0rE2q2gmBRxpQwNDVEoFCgtLb3qyoPzEUWRZDJ5wUR1IwwGw4aJFnN/OXdJUUHQC0pp9ZSFPHnM95ixtp4zYkycShA9GGX2z2YpxAoUVgqYqkzYOm1Y6i2kJ9NEX1ISAizbLRjyhhtWMROJRNT4yv3796vXz8zMMDs7iyiKqmElKJUxAwMDdHZ2Ul9fT3V1Nd3d3RgMBs6ePUuhUKC9vR2DwcD09DTxeJwjR47g9XppaGjgkUce4Tvf+Q5+v19NrBgYGMDpdBKJRNQJsMvlIhwOc+LECQ4fPkwymSSVSiGKIiaTiWxWSdMu+hw8KUl8sjjG815jKfA3nDNl/HWguJ59FGX1ZT8wC0xzLn1CkiQcKP4MJcBvosRaFn0aRFEklUqpzyNJ54pD7XY7BoOBYDCIwWDA7XarvgGZZJJvRCLcD7wcCvE7kQiJRAJBEJAkCaPRiN1ux+FwUFFRgSRJ5HI5jEYjhUKBj1VX86uyTKKujpr778cSCnH27Fm2bdtGMpnkAx/4AEtLSxw4cIBgMMjKygqxWIyFhQVmZ2ex2+08+OCDNDU1ceLECcbGxpienqa+vp4nn3yS4eFhDh8+TFdXF1arldnZWdLpNPfeey9TU1O8+uqr6nGTSCQoLS0lFouxd+9e1c9genqapaUluru7VT+TsbEx5ubm8Pl8BINBAoEAtbW19Pf3r2tLymQyakTl+QkmG0VOZjIZwuEwRqORXbt2XdVnw+FwMDQ0xPDwMP39/RgMhstGRmazWb7//e8jCAL79+/HYDAQCoVoaGi47P+GopeEXq/XhAUNjduAIAjvBz66+mfxH7+A4vt7CqWb7q5JQbzpwoIsywVBEH4KeBGluk8AngDeLQjC8yh+RaxeLwMPCoKwA6W64SEUs8bibQJKEsSTN3vcGhoaGnc6er2eXbt23Zbnfv3115Fl+apPnN+ItLe3UygUrltUAKV8fefOnVds9LpRVUVqRJlcmuvNVLy/gvrfWhUVJEVUAFh5doXCtwoICNR9tA6j10hqJMXcZ+aIvBQhNbS6jTozrn4XjR9vJDWUIvpyVBUVvA97af5EM5tbN19XZYooiuRyOQYGBtSISZfLxfDwMAsLC/T19VFZWUmhUFgX3SfLMsPDw8zOzuJ0OllYWGDHjh2qt0I+n6ekpITh4WF15TuVStHW1kZPTw8tLS28/PLLvPLKK9TW1nLPPfcgyzK5XA6v10s8Hlcnpl/+8pcB1FSAdDpNLBZDEATq6uqYnp5WW10KhQIta4ShMZ2OL0kSPwl0o5Rxrg0CPLbmsgX438CfoVQsAGq8JYADxckLFHHBhiIsbAPsksTLksQeYBGYWL3f2pjjfD5PPp8nnU6j1+t5k8PB7yeT7Fu97z5RJL3qD1BSUkI+n1dbS3bt2oXL5WJoaIipqSnVdDTt9fJnkkSlw8EDq7cXJ6tvfvObaWxs5PvfV6wmvV4vNpsNQRCoqKigsrKSjo4OSktLsVgsPPDAAywuLhIKhdixYwd9fX0MDw9jNpsxmUzEYjHq6+txOBxIksSzzz7La6+9RiAQ4H3vex8lJSWMjY0xNjZGLBbD5XJRKBSIRqOUlJSQTqdxOBSz0aJxam1tLclkkuXlZZxOJ4IgkEql1BhHl8vFW9/61nUeB4FAgFAoRFtb2wWf1WLlgF6vv2rRd9OmTZhMJgRBIJ/PX5HvSjFWUhAEHA4HZ8+eJRQK4XK51qVGzM7OIgjCOmHO7Xazffv2q0540dDQuGF8fPV3cZ57BkU3fuZarANuN7fE1EGW5aOr4sLXUP4PFp/7Las/RQQUv6O1f8O5nR0B3n07XC41NDQ0bibFvt47rXXgYlgsFjVy73YhSRLLy8v4fL4bMqm/VoxGI2fPKnZ6NyJt4kpbMC5G+/9rx+gzkg/l14sKOmU1XS7IBL8dBAE893owO82cedcZkoNJ0iNpBJOA3qWn8kOVlL+3HOcOJ6nBFMFvBwl+UzEx9D7qpemPm7D32pEkiXg8jtlsJpvNXlWlSigU4vTp05SWlpJIJCgUCpjNZpaXlzl27BiSJGGz2di5c+cF7viCILBp0yZ6enpIp9MEg0F0Oh3RaFR1/nc4HJSXlxONRtHpdNTU1FBXV8eJEyf4xje+QVtbG7t27aKhoYHJyUlisZha8eBwOFheXub06dOsrKyoVQPF0vzic4bDYXQ6HW63G4vFgieR4H+ujjEB/LrDwWAspp49ns/ngTngHwEfyhJV6iL3XQR+FWV15asobRXvBL6B0koxiVIemkOpejiMIsAsLy8jrPopFKuNRFHkU9EoW9ds/xW7nZFVAaIoSASDQdLpNNlslgMHDhAIBNSo08bGRsLhMBaLBaPRyCOPPEImk+Ho0aMMDQ3xW7/1W7hcLrxeLzt27GBmZkZtDVhaWsJms9Ha2kpDQwNf//rX8fl87N27l+7ubnw+H6+88gpTU1MsLy+zsLDAvffeS2NjI/F4nKWlJTKZDPX19SwvL/PlL3+Z/v5+9Ho9hUKBo0ePUlpaitVqpbOzk76+PpLJJAcOHKCzs5OysjI1+nl8fJxgMMg73/lO5ubmGBkZoaurS40vLYoRRebn51lZWaGqquqCRJeGhgYcDsdVJ72AckxXV1dz5MgRUqkUW7ZsuexjysrKuPfee9X0iubmZkpKStZFu8qyzMSEIjWtFRbg8h4xGhoaNwdBEHo5F94Dylf2A7IsX+xfwB3PLTsTk2X5e4Ig3AP8G4qP0do6z7WXz+8vKV53BniXLMtjN3usGhsjCMKl3El/vJcsNTSuk5GRERYXF9myZcsV+QDcbrZu3Xq7h8D8/DxjY2PU1dVtWJJ8q5AkCUmS1pn3XSmRSIRcLneBCeG1IuZFxifH8fyKB5/bh86sW5fyIAgCuUCOpX9aAhmir0Y5/bbTyAUZwSRgqjDR8HsN2DfZ8dznASD6SpTZP59VxAjA+xNemv5PE44tDgRB4OzZsywvL6tj6O/vV1d715LJZBgZGaGmpkZdSdXr9ej1ekpLS2lpaWFubo6xsTHi8Tj9/f14PB51crcRa0vTi54Uk5OTHDt2DI/Hg8PhoKGhgYmJCb7xjW/Q09PDk08+SW1tLYuLi+j1evr6+hgYGGB6epry8nJMJhMnTpxgZmYGj8fDtm3bWFlZIRqNks/n0ev15HI5PB4P0WiUTCaDLMuIokhlZSVevx/Lqs+BAZgtFC4Yd7Flosg2IAD8B/DfLvMe/83qTzWwG9iFIiqAIioAmFZvO4zSLlX0XTif5TWX32c08mppKUI0ihklnSMajaoC4vLyMul0WjUbbWpqora2luXlZQKBAKC0BdXX19Pa2orH4+GHP/whHo+HvXv3EgqF+O53v0t5eTn79++ntrYWv99PMBjEarUyNTVFIBBg06ZNxGIxXnzxRWpra9UJ8tmzZ9mzZw+BQIBwOMzx48dJpVL8l//yX3jxxRcZGRmhvr4eURTV1pSOjg7y+Twulwur1Uo0GkUURWKxGH6/X/XlKLa/pFIp9Rjs6dnIclOZpHd0dBCPx1lZWSGfz6+rpHG73VckKhRjZ6urq2lsbFSvt1gslJaWXpVfwtr72u12BgYGePHFF9m/fz+VlZWYzWZ6e3t/7KvLNDTuMIru0MXK/F+9m0UFuMUxFLIsDwuCsBX4SZQUpZ1cfEJavP40Ssvhv9yNJSFvMJYvfxcNDY1rwe12k0wmtZLUq6BY3n05Y7ObTWlpKfv27bvi9oW1DA4OqpPU661UAEhn08z750kkEqpYURQViugdekzlJtLxNIhKpGTJgyWUvr2U0reVYm08dwyu/HCFub+eI/TtEHChqADKpCaXy+FwOFQjxY2IxWLq6nZpaSmhUAir1brOS6GmpoZ///d/R5IkysrK8Hq9eDyeddtZ2zaxkejQ3NyMTqdDEAT1sVVVVbhcLk6dOkUgEOBd73oX73rXuzh58iTl5eXU1tbS0tKCLMscPnyYnTt3EolECIfDmM1m8vk8JpOJ/v5+FhYWOHv2LNXV1TgcDjweD4FAAKvVSiKRYHBxkd/R63lIlvmcXk9TLscXUFoWPody4vM1vZ6Dq4JUNfAnq2PvYn3Z5sVoB15H6RX9F2AQJZesqP7HUUpErVbrRUUFQRB4vyzzC6uPf9nlIh+JIIoiJSUlqs+C0+mkoqKCbDZLdXW1KhpVVlayvLxMPp9XzS2PHj2K0+lk165drKys8KMf/YhYLMbi4iLvfOc7aW1t5ejRoywsLPDOd76Td77znarXQk1NDV6vl+rqavx+P8lkkurqavr6+kilUlgsFk6cOMGRI0e477772L17N3Nzc9TV1bFz505aWlro7e3FYDAQDoeZmpoiGo3y4IMPqsdkZWUlPp+Pl156SW3nqqqqYv/+/ciyzNzcHC6Xix07dqhigSzLyLKMTqfj7NmzBAIBduzYgc1mY2BgQK1guRhF88rOzs51rRHFdp3zzVcNBgObN29ed93s7CwWi4Wyskunz+XzeWZnZ5mbmyMSibCwsMDk5CQ9PT2XHKOGhsZtYe0HelGW5SMXveddwi2vHV0VB74GfE0QBC+wD+V/aSngQakADKJU9L0gy/L8rR6jhoaGxq2mqqpKM8+6SiwWi1rKfLu5FlEBFPO3osv8jcDhcNCzuWfDigFQRASDy0Df4T5e3/U6ufoclQ9V0vkbF+7HlRdXGP30KKnvKwsoa0WFaDSqxBnabGoE5OUoLy/HaDSqK8OnT5/GbrezadMmhoeHqaurw2az4XK5yGaziKLI8vLyBZ+LTCZDNBrFaDRuKCyYTCa1eqE4WaypqeEXf/EX+ed//meWlpZYXFyks7OT3bt3qz3tfX19fOpTn2J6epoHHniAtrY2FhcX2bFjB/Pz8+j1elVgyGQyjI2NqZPefD6P3+8nkUhgNpv5rCzz6UIBh8PB/w2H2bE6tr0o1QUfLBT478CrKAaNS0AFsIAiClyOe1BEheLlttXLHwFagL9Y3SbpNFaUpbDz4y31ej0hUeRPZRmr1Uqp1YokSVgsFlVs8Xg8GAwGAoEAi4uLVFZWUlFRQTKZZHZ2Fp1Ox+7du+no6GB6epqXXnoJvV7Ptm3bSKfTRCIRAE6ePEkqlSKZTLKyskKhUCCTySAIAu3t7UxNTVFbW4soirS0tGA2mzGbzbz5zW8mnU4TDodpbGxkdnYWg8GgikpWq5WJiQkWFxd57bXXcDqd3HPPPWprQPGYAqWyKBwO4/V62bRpEz/4wQ8oKyvjgQceoKqqing8rno4FEWzSCTCCy+8QGlpqWoGWfyx2+10dnZetn1tcXGRRCJBU1PTOuHY6XSyd+/ey353ZLNZxsfHMZvNGwoLRTGvWFUyMzNDa2srDz/8MPF4nKmpqctG7GpoaNwW1lbpz93Ogdwobl9TKiDLchil8u8/buc4NDRuJclkkvHxcerr6y9YidPQ0Lhy4vE4o6OjNDU13RXtIxtxuWqLwcFBotEoO3bsuCIjN+CSK5OCXkAqSBhLjLT8sIXR8VEqepUxSHkJnVFZUY38KIL/r/yqqOB6yKWKCtlslhMnTmCz2a4qPQPOxX3q9XpqampwOp0kk0lisRgrKyuUlZXxoQ99SG0tsFqtjI2N4fV61XJvl8vFPffcs85MLxKJcPr0adxuN21tbWpbg16vZ2xsDLfbzbZt2+jv72dkZITGxkay2SzhcJjKykpWVlaIx+M0NDTgcrnUfvzW1laqqqrYs2cPJ0+eJBwOq8kLPp+P++67j9dee43FxUUymYza2lEoFFTflDNr4xhXfzuBL6B4MHwFGEPxWPgrLhQAitwP/D6K2eP/QUmQ6AE1fQIUY8gPAb8pCHxGlmlHOcGSUCIqDxSf3+kkkUio7RjFib7FYsFgMLC0tER5eTnz8/Ns3ryZ2tpaXn/9dex2O5lMBpvNRiwWw+PxUF1drVaszM/PUygUKCsrY8uWLXi9XioqKpicnOTEiRO43W7sdjtms5kDBw5QXl6ueqWUl5djs9lYWFjgueeew+VykcvlWFlZIRAIUFdXx/79+9m3bx86nQ5RFInH4xiNRsrLy6moqGBhYYFIJIJOp2Pz5s3odDrC4bAasTkxMUFjY6MqiJWUlFBdXY1er6ekpOSC75HTp08zPDzM9u3bEQSBzs5OOjo6VOHhYoKa3+9nenqazZs3s3nzZrLZ7IbVaFfiDWM2m+nq6tpQHIhEImo7RXt7O5WVlUiSRHl5OWazGbvdfkWin4aGxm3Bv+byxqsBdxm3VVjQ0PhxJBqNEg6H1RJaDQ2Nq6PY811cYYxEInetsHA+4XCYubk52trasFqtFAoFRFG8ovjJK0Vn0CHLMhW1FVTUKqKCLMqqqBD4QYClv1ki+NTGngpms1kpiTdfeB50pYaegiDQ1tam/r19+3Z15bfYHrJr1y6Wl5d5+umnqaio4Mknn6RQKBAOh/H5fOvKyuPxOM8//zwOhwNRFIlGo0iSRFdXF01NTWrPe/HvaDTK8PAwFouFWCzGzMwMzzzzDIuLi9x777288MILADQ2NnLy5El0Oh09PT20trby8ssvMzIyor4Op9OJwWCgrKwMURQJhULkcjn0ej3ZbJZPCAJDgsDPSBJvL74Hq78dnMsZawE2o5Rvblu97hBKPFYS+CKKh8L9wA+BPwWMKCWgRd4MfEl5I/jI6v2K79L7OScsnB9pajabyeVypNNpjEYjFouFxcVFdX/X1NSwd+9ebDYb3/zmN7HZbLS3txONRqmqqmJsbAyDwUBdXR3xeByXy8Xi4iIdHR2qYebi4iKiKFJXV8fzzz/P/Pw8kiRRW1tLeXk5k5OTLC0tIcsywWBQFQxDoRCxWIwjR47Q09Ojmg/qdDpKS0spKSnBbrervguTk5Ns3rxZTYCYnp5Gp9Oxfft20uk0paWliKLItm3baGlpuWTFgE6no6Ojg927d6vH25Uc39lslnw+T6FQwOl0XnfFwEYC5MLCAsPDwwDqZ0ev11NXV3ddz1VEFEVOnjyJ0+lc91nV0NC4Yby2+lsAGgRB0MuyfPVmTXcQmrCgcTVcyl1sDsUvSuMyVFVVKc7hmqigoXHVBAIBBgcH6ejoUHvc30iu5qFQiHA4TDQaxWq1snnzZrW/+0ZSLJseHR2ls7NTNVNcfGaR4T8dhpeU+3kfvdBToVi+DpCP5jn+h8dxvNVBx54O9Fb9OrPIK2Xte2i1WlWPhNLSUurq6tTnm5qaYm5ujvb29nUJHJWVlezcuZN8Pk9nZyeJRAK3240gCDQ0NKj3Kykp4dSpU5w5c4ba2lqqq6upqakhnU7T3NyMx+Nhfn6eTCZDS0sLNpsNURQxm83s2rWLr3zlKxgMBrZs2UIgEODgwYP4fD66u7uZnZ2lUChgNBqRZRmLxUI8HieVSvF9k4kTbjfj+TxtySSPrZoLikBxWusFHj5vv+xBic76FjCPIiyIwL0oeWSgCBJ/XNx3ax5rQ2mvKKBULHzfYEBYFakk6ZxlVUlJCRaLhZWVFdX4MJ1OU15erkZrzszMkEwmedOb3kR5eTnhcJj29nbGxsZYWFjAbDarsZAWi4WxsTEkScJgMNDb28vmzZt56aWXGBgY4P7776dQKDA8PKxWCrzjHe9AFEVefvllotEoDoeDhx56CFAmyy6XC0mSVD+CUEjx/FhaWiKVSrF9+3Z27txJIpGgpKQEt9uN2WzGYDAQj8cRBIHDhw+zsrLC7t278Xg8VFZWcuDAAXp7e+nq6trwuNyyZQvJZPKqv2Oam5upq6sjk8kgSdIN//wCaivJ5s2b18VK3ihEUVwXdaqhoXFjkWV5XBCEQyjWO3bgQeDZ2zuq6+OmCwuCIBSVFxl4SJbl569jW2t3uCzLsiaM3EJkWQ5c7DZBEG7cctobHEEQrsrtWUPjbiSXy6nl0TeTtZFqt4timfWNeK3Nzc34fD5VeBQE4aY5uedyOfK5vJpmEflRhMDnAudEhQ2MGtciFSROPXSK1Osp0k+n0T2uo/l/NmMqNyGLMoL+2sbd09NDoVBgYGCAZDJJaWmpOnEqLy8nm81eUKFiNBp5+OGH1XFezAQ1mUwyNTVFoVCgpqaG9vZ2EokEKysr9PT0UFlZybe+9S3sdjtVVVUYjUaqq6sZGRlhaGiIyspKbDYbFouFH/7wh0xNTZFMJtmxYwfbtm3DYrHwzDPPIMsyBoNBbZvQ6/WIZjN/odeTy+f5g2yWbSjCAUAWGAe6zxtvDDixevmdwM8Ax4G3rblPL0o1wzxKq8S/oMRRgnLC9E4UYWFxg3QKUEw1E4kENpsNWZbV4zmfz9PX18fExATZbBa/388LL7yA2WwmHo/zne98h6mpKb7//e/z+OOP88QTT3DmzBmeeuopUqkUNTU1RCIRXnzxRebn5xEEgXA4zMrKClu2bMFoNFJbW8vp06f527/9Wz760Y/yyCOPMDs7i16vx+v18uUvfxm9Xs/b3vY2HA4Hw8PDHDlyhEQioe7bnp4edXW9rq6Obdu2rXt9CwsLCIKA0WgkFAphMpmYn5/nueeeI5PJXGCUuBaHw3HJz7UoiszNzVFWVnaBr0kkEmFgYICampqbsuLf1NREdXX1TfNPMJlM7Ny587ZG+Wpo/Bjwu8APVi//kSAIP7ibwwpuxbfFjT4j0rJyNDQ0NO5wzpw5QywWY+fOnTc06aKY2X67Y9OKEzCbzcbx48fJ5/Ps3bv3uk/Ciyu41zOuubk5nE7nZaui7HY7docdm82meiqEnlpNf9igUuF8BL1A/W/X4/97P7GDMRY/vUj0pShbvrEFS73lusSFTCZDKBRSV6uLK8Yul4tNmzZtPJ4rOCa8Xi/33XcfgUCAkpISkskkAwMDzM3NodPpsFgspNNpZFkmmUwSjUYpFAocOXKEdDrN+9//fl555RWee+45nE4n9957L7W1tTQ2NiKKIi+88AI2m43Ozk4WFxcRBAGHw4FerycajVJRUYGxpIRfHRjAgaLhbAP+EsVv4Y9WxymhpEP8C4pteAmKoPDnq7cPocRJ9gKPcM7IcQZ4H/C3gBt4mvV53udT9CoQRZF0Oq0mDxQn4kVfiWJ6wdzcHD6fj2QySTweJ5FIoNPpeOWVV3C73czOzpJOp5EkCb1eTyAQUPdjf38/mzdvZuvWrRw/flx9PwC1SsftdnPo0CHy+Tzl5eXMzc2Rz+c5c+YMTU1NjI2NUVFRgdVqZXBwkMrKSvX7RafTodPpWFxcZHl5mc7OTkwmExaLBVmWiUaj6HQ6RkZGsNlsNDY20t3dvS7qEZRkhUgkgs/nu+wxFQwGmZycJJlM0t29Xhay2+24XK6bWp14s00ZNdNHDY2biyzLzwuC8AmUr/x7gC8IgvDzd2tLxK2SIbXVbA0NDY0fI8rKyjCZTDcs7WAtN1JUiMViLCws0NTUdFVjnZ2dZWJigo6ODqqqqsjn89ecDHEjSSQSjI+P43Q6qaqqQqfTXdS8LRqNkkwmWfjPBXJfzxH4d6Uozfuol6Y/PicqFFsb1rY4FL0Uyt5Rhnu3m9mnZvF/xk/6SJoT951g64tbsTRYrqktApSV4u3bt2OxWK7YtPJSRCIRHA6HmiiQyWQ4e/YsRqORqakptdWipaWF+++/n1QqhV6vJxKJ0NjYiCzLTExM8MILL5BKpTAajVRWVvL+97+fL33pS3z3u99VjfJ8Ph8HDhxgfn4eh8OBz+fD5XLh9/uxWCxEIhHcbjeJRII+UcQBpPV6/OK588gQ8Cngp4Evr173oTWX51Hyn62sb3/Irv5+CdgOfFev57Qk8VuyzJ+hVDr8FfDXKO0n8fi5DAqTyYQsy2QyGYxGo9IOkclgMZlI5HLodDoMBgOZTAan04nVaqW8vFw1PxwdHSWZTGKz2aitrWXz5s3qfioUCni9Xnbs2IHFYsHtdpPL5VhYWOD9738/yWQSvV7P4uIifr+fYDBIWVkZ7373u4lEIkxNTakVUJ2dnciyTCqVorGxUfUX2LVrF6CImkXDRpPJxI4dSiZHKBRSzT1tNhv19fXrDECLTExMsLCwQFdX10XNVXO5nGpw2djYuGFag81mo6+vb4NH3xgSiQTxeFxLE9LQuMuRZfl3BEGQgN9B+drfJAjC/5Zl+T9v89CuGq2+SUNDQ0PjhlNXV3fDTMRuJvPz8ywuLuLxeC6b0LAWu11Z6bfZbDf0xH55eRmj0XjNVQsOh4PW1lbsdrtqOngxYaG+vh5r2MrCxxeIvBABLi4qAIhJEcEoIGUkjJ5zk31ThYmmDzdRtr2MsV8bI3Yoxpl3nGHz9zZjrjJfsaFjkWLpfWdn51U9TpIkBEFgbm6OqakptmzZgsvlIhQKcfr0aSoqKujq6kKWZcxmM06nE5PJRDqd5tixY3R2djI0NIQsy+zcuZPp6WmSySSdnZ28853v5OTJkywvL2Oz2fB6vaph5OjoKNPT03R1deF2u/H7/SwtLZHP5yktLcXlcmG329UEjOXlZXVFXxRFEsBWWSYuCFSsGiqWAX0oedxF9qF4LfwqSkTlUeAxlOqGb6MYPQaAOouFJUniHwoFekSRR1GEiN9Y3c5ngS/pdFitVlKpFKIoYrfbVYPFZDJJoVDgD/V6fjeXIwA84vFAWxt7e3o4MjJCPJGgv7+f6elpGhoaaG9v54c//CFtbW0kk0m2bdvGI488gt/vZ35+HrPZjE6n4+jRozidTurq6kin07z88susrKyo++3RRx+lurqa+vp6tmzZQllZGYODg5SWllJRUaGKC2azmXvvvXdDMa+zs5NUKrWuTaqYetHf368KVRuJCqAYJYqieMlKg7m5OWZmZpBl+YKKh1vF6Ogofr9fTTy52W1nGhoaNx5BEL645s9JFCud7cB3BUGIogQBLXPxwKCLIcuy/OEbM8or524TFtYuW+Ru2yg0NDQ0NN4QFA37yssv9KbN5/MXXS1f2/d/o8jn8wwODmI0Gtm7d+81bUMQBNU1v6en55ITc51OR0VfBbFNMSIvRPA+6qX5T5qx99oVUUE+JyoE/yPI/N/Nk53LIqUlfG/34drjouydykqtzqjDdY+L5k82M/JLIyROJpj+P9O0/EULesvVVXIUJ+VtbW1X3FqSz+c5fPgwTqdTNforGhQ6HA71/YpGo8zPz7O8vExfXx8Wi4WJiQlkWaaqqory8nJ1ortlyxZ1Bb+hoQGTyYTD4Vhn6FheXs7evXvZvHkzvb29nDhxgomJCbq7u1lZWUEQBPL5PKOjo2p5vdVqJZFIkM/nAXgv8E+ShA6Io0RRplDOJP8axdBRWL38eeA9q6/53SiJERHgdZRWiU8As5kMuxwOwqvbB+VsdQWlpWICyAuC6lFQJJlMAqgpJO9cNUosA+6VJN4WifDgV77CWa+Xzzz2GNFUioWFBTKZDPPz80xNTZHNZunq6qKlpYWysjLm5uZwOBxkMhmOHz9OoVBAp9PR2NhIKpUiFArR1dWFy+ViYGCA2dlZ3vKWt5DNZtUqgKamJlwuF9FoFL/fz8zMDFu3bqWpqWnDY8FgMKwTFXK5nBr/mM1maWpqUhMxNjJV9Hg8l21fqKqqQpblmxrlWKw+amxsVFNN1tLQ0EAsFiOfzxOLxTRhQUPj7uRDrK/slznX9u8B3nQN2xRWt6MJC5ehZs3l+EXvpaGhoaGhcQWYTKYNJwezs7OMj4+zadOmDcucbwZGo5GWlpYb1j7i8/kueXuxGqHts23Yum04tzvPiQprKhX8f+Nn9FdG1z129tOz8Blo+O0Gmj5+boLn2ObA93YfM0MzxA7FkHMysvnqKha2bduGKIpX5VeRz+dJp9O43W4aGxupr69XJ41ms5nNmzczMzPD4OAgFosFi8VCNBplcnKSXbt2EQ6HaWtrI5VK4XQ6mZ6eJp/P43Q6efnllzl58iT3338/nZ2dJJNJqqqqWFpa4vjx47hcLvR6PZIkqeX5vb29PP/88ywuLvLoo48yPj7O6OioGou4dn88oNOhWxVBvge8AryMErVUhuK78A0gihJFWaQU+ObqZTuwdfVyHeBJJPh3vR6rKPLPwH+g2I7vW30OabWVoCi+5HI5AoGAmmaRyWT4iizzCVlmDjhTUcFnRpVjoCMcRn/mDAcDAWKxmBo/uluS+OmBASbicSLbt+N2u9m9ezcLCwv4/X4kSaKhoUFtEYnH43R3dyteH3Y7b3nLWwBF2PD5fIiiiF6vJxwOMzo6qibBJJNJ9TNSrBzo7e3dcGKdz+c5dOgQer2e8vJyXn31VSYmJrDZbOj1enbu3HnFx1iRWCyG0+mkpaXlqh97NUQiEVXk2khY8Hq97Nu3T41f1dDQeMNw11oI3G3CwmOrv2Vg6jaOQ0NDQ0PjDYzJZMJoNN5yR/R8Pn9Touk2QkYmEozgKfVQ80s1624rigrL31hWRQVruxVbpw1zrZnk6STRA1Gm/3iafChP0x83YSwxYnAY8L3Lx8wnZkgcSzD27TGW6pfYunXrhpOjIoVoAYNb2ddms1ldUb5SRkdHMRgMaln6RvvQ7XbjcDhoamqitLSUs2fPEg6HGRoa4oUXXqCyspKtW7cCympxaWkpZWVlnDhxguHhYR588EFOnjxJNpslm80iSZJqOhiLxZiZmVGrLQqFAqIoUltbSyqVYnBwkKqqKpqbmzEajZw5c4bZ2VlkWeafXS5+IhpFD/yd3c4Zq5VQKES7JPEqYEZJg7gX+ChKVcI08A9rXlsSxbDx/ShigwX4y1XPhrLV61uBXwKWAJcs8ws6HSPAd1BaBfL5PCaTSfUL+ZzTyT9nMiR1OkqBA14v+8Nhxg0Gnl9cREQx09y8eTOdnZ380re+RUk+z4OhEJ/50Y840dWFXq+nvb2d5uZmDh06hMFg4KGHHuLMmTNs2rQJQRCw2+14PB5qamo4ePAgp06dwmg0Mjs7S319PeFwmPHxcaqrq1W/hCLZbJZcLsfJkyexWq309PSsE+Z0Op0qXHg8HhKJBEajEY/Hc02f7YWFBc6ePUtDQ8NFKyZuFDU1Ndjt9kt+bsbHx1lYWKCvr29dJKYsy/j9fkpKSlQPCg0NjTuWN0wwwQ05YxIEof4K71pxFfcFZUfbgGbgJ4HH19x27Cq2o6GhoaGhccVUVFRclecCKN4AiUSCnp6eqxYHiskSqVQKk8lETU3N5R90nczMzDA1NUVbW9sFzyfLMvlgntlPzQJgabRQ/xv1VP5cJYIgkJnJEHwqyNh/G2P+b+eRchLNf6JETRqcBnQ2HVJKgo0TDteRmc4w8dsTmGvMtHyqhWPHjpHNZtm5c+eGPfSBQACHw7EubaTo4B8MBhFFEbfbrU78p6enEUWRHTt2IMsyQ0ND7Nq1i5aWFioqKhgfH+fgwYPYbDb8fj+xWIympiZ18njq1Cmy2Syzs7Oq8aDf72fHjh2UlpYSDAY5deoUer2e1tZWmpubcTqddHR04HK5OHjwILOzs2QyGUwmE3a7nZ07d7KwsEA+n2fAaKTL4UCSJDxuN1WlpYpppCRR9OTvAb6GUm3wjvP2hyAI7JdlPozSL9rDuZQIUForGlcv/zYwALwqyzhWhYefAL6/KuQURQWv14vD4WBxcRGDXo8sy/xmayutksRrCwtk9Xr27d7Ngw8+iF6vZ3x8nILRCPk8EtC+ZQter5enn36aZ599lve9733Mzc0RCoWYmZkhk8kQj8fJZrM88MADahKF1+vlpZdewu12YzAYkGWZrVu3UlZWRkNDwwXHQnNzMy6Xi2984xssLi4Sj8fZv3+/+vnT6/WqgaIkSTz++ON4vd6rTjsojrumpuaCpIdkMsno6CgNDQ3XlehyPoIgXHZ7ZrMZk8l0wedkZWWFsbExvF4vvb29N2xMGhoaN5ybq1DeYm7UUswUly7bKCoxX71BzwfK/1gNDQ0NDY07gnA4rBrfXW07QzabRZZlent7b0gKwpVQ7CXfaEVUEAQEvUBuUemzt7ZZqfiZCrWE31Jvofa/1mKqMTH4xCCLX1SiFRv/sJHowSiCTsBUaaJudx0dHR0XbYXIBXKM/+Y4gX9TEimcO50Y2gyIorjhY6LRKAMDA5SUlLBlyxb1+uKE7+jRowSDQXbs2MH8/DxjY2PEYjG1ncVsNqPX69VoQo/Hw/bt2+nt7SWfz/Pss8+ytLREZWUlbW1tGI1G3vve9xIMBkmn0+h0On74wx9y+vRp5ubmVKM/WZapqanhHe94Bz/4wQ84deoU9957L/F4nMrKSjKZDIVCgVgsprxOpxODQXmdxchGu92O1WqlpaWFQCDAKysr/H0mwy6UaoMnUPwVDgJrG1NkWWYv50yotqNUM/wpUAU8C3wRpYrhAErVw9qmgbWSkizLarWIXq9XDSbfFwrxW+PjnHU6ea/LhSAIhMNhVlZW8Hg8CILAUz//87xpYoLRykrK77+fjo4OfvjDH7KwsIDJZOLBBx9U21GK1Rvj4+P4/X6SySR2ux2Hw0EymaS0tJT3vOc9SJKETqe7qBGsIAi4XC66u7upra3FtTq2jdDpdKrRqiiKRCIRvF7vFbXprKysEI1Gqa6uviDpIRaLEYlEcLlcN1RYuBIaGho2FFw8Hg8NDQ1qnKeGhsadiSzL07d7DDeSG13jeblv5+sp9ZA5Z2jxPVmWX7iObWloaGhoaNxQtmzZck2iAkB/fz+yLN/wyMpiD/xGK7Qul0st/d8IMSkixpRVbUuDBZ3hwiqM8veUo/u2jjNvP8PCFxbILebI+rOICRFrixVThemSEzejz0g+rJgMlr+3HHO1eZ1gcD4Oh4Pq6mq8Xi+5XE6dBAuCgMPhoKWlRS0JLykpwefz0dfXh8PhYGlpiXA4TGdn5wUVJUajEaPRSHt7O4uLi0SjUXK5HEajEZvNht1uR5Zl6uvrSaVSjI2NqSvuoijS1tbG448/Tn9/P0899RR6vZ6nn36aaDTKhz70IZ555hkCgQAWi4XG5WUs4+PoZZmysjI1zcLlclGeSvGzP/gB92Wz/B+rlV/O55FEUY2WFNnYufqrwH8Hip32DSi9o5tX/34NxXvhJeADwC+vXv8y8JUNtpdOp1WfC0mS+NVIBKssszUW4y0uF6/6fOj1ep555hnKy8sJBoMcNRiY3bGD1tZW2ktKyOfzvP3tb1fFhG3btjE/P69W5BRX/isrK0mn09jtdiRJorGxkdbWVmDjlpbzyWQyyLJMa2srXV1d624rthad/7mamZlhenqa1tZW1ex0LSsrKxQKBVWQam5uJpc7t+fT6TTxeJzy8nIqKyuxWq3rDCNvNzqd7qa3amhoaGicz93ksSCg/D/9Esr/Tw0NDQ0NjTuG4uT0WrjS1olEIoHJZLoi8aIYo+hwOC7oTR8cHCQUCnHPPfdsGLsnyzKmchOeBzwEnwqSOpsiM53B0mBZdx9k8D3mY9M3NzHwrgFC3w0BYHAbaPt/bRhLjBvGTcqijKAXGB4eJva/YtS/uZ7SfaW497jJ5XJIkrThuIo9+wAHDx5UkxVMJhO7d+9et7Jtt9vp6elR/zYYDGSzWZLJJJFIBJPJhM1mW7f9pqYmhoeHSSaTxONxtT99YmKCZDKJ0+kknU6zf/9+otEofX19TE1NYbPZ2L9/P8vLy1RXV+N2u3nqqafI5XJ0dnZy+vRpZFlmezzO/3rtNXRAh8HAZ8rKyGQyGI1G7HY7fzA1xVsKSv/IuCzzN4KAjJL+8EGU6oPi8pYD+CRKq8Nvo1Qe/CWKjwIoXgpFJld/AP5JEBjV6UAUObTB/i2aUKbTaQBsNhuvGI28I5cjKggMWyxUV1fj8XgYHBzEZrPR1dVFOBwmm80SDof54he/SHt7Ox6Ph29961v4/X4efPBBLKuPbWtr4/Dhw1itVjX6UxAEdDodXq/3igW2oaEhYrEYdrv9gol9Lpfj0KFD2O32C6oMSktLSSQS6yoMhoaGyGQybNmyhYGBAQqFAvv27VPFleXlZcLhMBUVFYyMjLCysoLJZLqiFAkNDQ2NHwdulLDw5Uvc9jOca5N4Dli4iu1KKJ5EYeAM8IIsy6FrGqGGhoaGhsZdTCaT4ejRo9jt9guEgo0oxiGuNXUrUmwFuFg1gSAICGaBkreUEHwqSPRAlMA3AlT/cjV6mzLpkwsyOqOOQqKAtcWKtd1KeiSN3q6n8Q8acW53bigqpCfSzP/NPFUfqVINMqt/rVoVEo4ePUo+n2fPnj2XNNgrKSmhUCggCMJFBR1ZlonH46o3gsvlYmJigsnJSZxO5wWpAIFAgOXlZbUSoUhLSwuRSITl5WVCoRBut5tNmzYRCoV44IEHVFEpn8+rho779u0jmUwqfhWrK+f1sRhFCanfaqWuro6hoSGy2Sxer5e8yQSrwkJKEDCblIqPIb2ej60KLqC0OAygxEeCkgrxU8CvAk+j+Cx8fvW24p4phk/qdDqOCgKF1cvFcUuSpL5mnyCwA8WLIZ3P80Gdjn69nmBJCXqnE2c0SiAQIBAIkMlkaGtro6KiAlmWEUWR+fl5dDoduVyOfD6PxWJRfTy6urowGAxqlcKpU6dIp9P4fD46OzspLS0lsJo4cbkqgHg8Tj6fZ/fu3ReIEaIoqhGh51M0nVzLyZMnCYfDtLe309raSj6fV48/g8FAd3e3+ndtbS02m23Dz9ZGLCwsMDU1xaZNm+6YygZRFC/5HaChoaFxtdwQYUGW5Z+92G2CIPzMmj8/Kcvy8zfiOTU0NDQ0NG4WiUQCv99PQ0PDhivntwOTyURpaekVT2Z0Oh3d3d0XXC/LMo2NjXR2dl70sUVBwP0BN/wI+BqM/8Y4YkKk5OES3Lvc6Iw60lNpAl8LsPTPS4qo4NBT97E6yp4oQ2e+sAojM51h9s9nmf/beeb/bp6d4zvVsvciPp+PbDZ72VXr88veN2J6eprJyUmi0Sjl5eXU19eTyWSQJOkCt/xEIsELL7xAPB6ntLSUcDiM1WplZWWFSCRCIpFAEARyuRxvfvObGRsbI51OMzU1xfLyMp2dnbhcLqqqqhBFkQceeIDZ2VmWl5fZt28fc3NzjFRVcXJmBl8yyde3bFErJrLZLE6nk3++916WTp5kIBLhW1YrBlFUWxKMRqX6I5FI8CDnRAUAN0ocZRJ4EPju6vX3o6Q+SMBjej2vwDrBRJKkdSX+oHgxHCwUaAYGgXtEkawsc0Cno7Oqinw+j9/vVyfsqVSK6elpdDodmUwGm81GY2MjuVyOt7zlLQwPD9PY2Iher+f06dP4fD7m5uYIBALU1tbi9XpZXl4mmUyqAoMsy+vMOYvPY7FY1lX39PX1bdhCND8/z7/+678SiUT4hV/4hcseJ4AqFBkMhg0jaMvLy9XLoihSKBSuOL0kk8mQzWbVCpvbTSaT4fXXX6ekpGRdVY+GhobG9XCrWiEE7uJMTg0NDQ2NHy+WlpZYWFjAbrdv2IN9O9DpdDdkEjAxMcHs7Cy9vb0XNXcTBAFZlLFYLPh+14dUJRH5mwhTfzjF9J9OY99kRzAKpIZSyKKMlJJUUaHyZysxVymeDmsrFjLTGab/eJqFzyuFi577PGT9WUxl69s62trarvs1FnG73YTDYVKpFG1tbeveS1mWyeVyalvJ/Pw84XCY2tpa3vzmN+NyuRgcHCQajeL1erHb7czNzWEymZidnWVubk6dLAaDQWRZ5uzZs6q3w6ZNm6ivr+eVV16hrKwMq9XK8USCP9q/X4mmnJ7GurxMfX09y8vLJBIJRKuVP3U4SOl07Onr48SJE2pbxq/m8zwJ/KMg8JQss4BSuXAAyKB4MFiB/4XSFvEKStRkcb3+p0WRlzbYR2snxwLQjRLFxerlcqOR+Xwen8/H2972Nl544QVyuRxut5tkMonb7aayspJwOIzJZGLz5s2IoshLL73E2bNnyWQyPP/884iiSGNjI7W1tSwtLdHY2EhLSws2m43m5mZSqZQq9hRNFouEQiFOnz6N1WrFarXS0dGB2WzesKIlkUgwPDzMysoKOp1ONcy8HOdXMFyKhYUFVlZW1LaXy9HU1ERNTc01+a/cDHQ6nSpWaWhoaNwoboWwsLaaYeAWPJ+GhoaGhsZ1UV9fj81mW7dKeTciSRL5fH6deaPNZsNqtV52kjM9O004GKZ3ay+GTxsIvilI9KUo4efCyAWZ3GIOMa6sfuvtemr/Ry3lP12OpU6p8LiUqFD+ZDm1/60W59Yrq764VkpKSqitrWVlZeWCyoiiwLJlyxZKSkpobGzkkUceoby8nNLSUgqFAg0NDeRyOSorK5mdnVVN/wwGA7lcjrm5OdLpNNXV1Wo6RH9/PzqdjoGBAQKBAJFIBLvdzjPPPMPi4iImk4mSkhImJibUSEG9Xs/S0hI2m41oNIrFYkGSJLxeL263G3Fmhk+vrnZvl2X+GSUpokwQmF6NmnwEJd3zURQxYQ/whyiGjzrgQ8BR4G822E8PAe8FdgFdKKkTFcDXbDbSDgeFQID5+Xm+8IUvqMLB8vIyuVwOu91OSUkJNTU1SJKEyWRiZGSEdDqNLMvs3LmT+fl5JicneeihhwgGg9hsNmZmZnj22Wd5xzvegSAIF1SQrCWXy2G1WsnlcoyMjLCwsKC2oJyP3W6nsbGR97///TidzgtEiuthenqaYDBIe3s7+Xz+ikSFIneKqADnPEk0NDQ0biQ3XViQZflS/gsaGhoaGnc56XSa+fl56urq7qiT5+vBaDTe0AnJ7WJ4eJhAIEBfX5/aQlFVVXVFry0SiRBPxsllcxgMBnyP+fA95qM+XE/yTJIzP38GAMEmUPexOqJ7o8zNznFP5T2YzeZLiwq/Xotrh9JrLksygu5cn/dGvgzXQ2NjI7FYjImJiXXtExaLBbPZrE5OTSbTuttPnDhBKpVi9+7dqgdBscJBFEV6enro7e1leXmZQ4cOUVFRwdvf/naCwSD5fJ5MJoPT6cRoNDI2NobNZlM9HsrLy2lpaaG5uZktW7Zw9OhRdDod8Xhcfczi4iLhcBiPx4O+pIRQPE6pLBNAaXn4MPAhWebrwF6UlZsuzlUo5IF/Ralm+FNAj2LseL6w4AG+jdICUaQNsOh0WIxGhGxW9XZYXl5mZmYGh8NBJBJBp9MxPz/PD37wA1pbW6mqqmJ+fh5BENiyZQvvfe97EUURm83Gm970JpaXlykUCjQ1NTE0NIQkSWqkJMDs7CxjY2Ps3r1bbUEKBoOcPXsWh8Oh+obYbDZ1TOcTDAZJJpO89NJLWCwWPvzhD1/RcbKRCHc+sVhMjQfVohw1bhSCIDiBPmDH6s92FO2w+EXYJMvy1O0Znca1IAjC+a3/sizLD17B/W4UGz7fzeZuSoXQ0NC4RRQKBUZGRvD5fHf9iq3Gzcfv9zM3N4fZbL5j2gY0FBwOB8lk8pLmhoVCYcPbe3p6yOfzF/S658N5zv7CWQpjBQSnQM2v1VD5c5VkU1lS4ZRi/Hg5UeGec6JC8dS5kCiADJOLk2SSGXq29NwQgcHj8ahVCKC4/wuCQGdnJzU1NYRCIUZHR+no6FiXEuF2u/H7/bz66qv4fD5OnDhBJpOhqamJM2fOsLS0xJYtW7Db7djtduLxOH/913/N/Pw8P/MzP8PDDz9MKpViZWUFv9+vGkV+/vOfJxgMUlNTw2OPPUZzczOTk5OEQiFyuRzJZJJ8Pk86naZQKLC0tEQ6neatbjdvkSSe1etpTaf5v5kMAsoM5Py9JAJ/AgwDTwG/iSIg/Mdl9pWEUt3wHZ0Oi9Op+he0t7czPj6uVioUfQh27NjB3NwcyWQSl8vFiRMnyGazPPHEEwSDQaampjh27BgLCwtYLBbm5+eprKwkn8/T3NxMX18fOp2OQqHA0aNHOXz4MKIo0tDQQH19PUNDQ9hsNjweD8lkktnZWXbv3k1NTc1FjT0XFxcJBAJ4PJ51qQ+X48yZM6ysrNDf33/BMV/EZrNhMBguWV1xLSQSCSwWyyXNSq8ESZJYWlqitLT0DSPy/pjwErD1dg9C44ZyP+dsAC5lCXD/JW67Vm6bBYEmLGhoaFxAMplUV5Y0YUHjchQrFTYyPNO4vdTX11NfX3/R20dGRlhcXFxX0VDEYDBsONGxtdpw9btIj6Zp+B8NVP5sJZY6Cx10XL794TxR4ezIWQKBANs6thH+Shj/X/mRPyVTqCiopoVXwtLSEiaTCbvdjsFgWGfwZzab2bJli/KcskwodC5cKhQKMTMzQzQaJR6PrxMW2traEEWRQCBAeXk5sixjt9tpaWlBlmWMRiOnTp1SzR6bm5s5duwY8Xic06dPI0kS3d3dWCwWHnvsMdVroKSkhEQiQVNTE+Pj4+j1ehwOB5WVlbhcLqanp0kmkzgcDjV9YGBgAL/FwtdWJ7wNwSBCJgOsFxVygAmlOuEXgC8IAt+TZewokZSf2GDfRYB3oKRKfN9s5rQoMqXTYdXp1NeZSqVw2GxUpNOERJFUKoXH42H//v2cPn2adDqNTqdjYWGBmpoa3G43RqOR+fl5jh8/TjQaJZfLEQ6HSSaTbN26FYvFQj6f58CBAzQ0NJDP5+nq6lLbUpLJJKFQCEmS2Lp1K1/4whc4dOgQLS0tNDQ0XPRY6OjooKamhoqKiiuKrSwesw6Hg1wud8ExFw6HsdvtmM1m5ufnkWWZjo6OK46IvRyxWIxjx45RWlp6WZ+HyclJdDrdRV//wsICo6Oj1NTUqF4lxdd0o8arcVNY+zGOAseBTkD7p6pxV6EJCxoaGhfgdrvp7e294asyGm9MzGbzJSevGncuZrMZk8l0xRP4YttC1z92Uf7+cmydtiv3VDhPVBB0gjLZSUHwn4LM/tEsYkLE/Xdu2v617YrHlMvlGBoaUlfXPR4Pvb29G95XEAR27NiBIAgUCgVOnz5NoVDAZDKpJoa5XI7h4WEqKiro7Oyko6MDQPUQKC0tZWZmBqvVqkZL+nw+/H4/dXV1bNmyhWQyyejoKKlUikKhoJpHWq1WKisrmZ6e5oUXXsDlcuH3+9GfOsVnBgfBZOIPtm5lcnVSXjST7O7uJhaLUSgUmJ+fJyQIjKHUSq/FhLJMJaB4JLxHllUjxvcAf1NWRmz7doQ9e8DpRIpG0R86xDM//CHP5HIYRFGpXlndFyUlJVgsFkZHR/ka8K5CgdF8np8vLaWxrY1vf/vblExN8fGpKWKFAgPl5UxNTfHVr36VN7/5zTQ2NmIymXC73TidTlpaWujt7eW+++5jbm6OhYUFNfZw9+7d6+IPnU4nfX19avVAW1sbi4uLagtCIBDAarVeECdpMpnweDwMDAxccjItiiKvvfYagUCAPXv20NDQgCAIZLNZtYInGo1y6tQpSkpK2LJlC9u2bUOW5euapCeTSQqFgurPYLFYKCkpuWxrhSRJzMzMXFJY8Pl8JJNJtdUpk8lw+PDhS34mNO4IvggEgCPAmCzLsiAIL6IJC3c7V1py94bJfL3pwoIgCF+8SZuWZVm+ssY5DQ2Nq0brH9XQuH5SqRTHjh2jpqaGpqam2z2cC2hsbKSxsfGK7y/olLQIQS9Q+kipev21iAoAzZXN2J61MfE7E0hZCdceFzW/VIO91K5ut7h6vxHJZJKhoSHcbjcVFRX4/f7LCqLF3n1ZlmlqalIrtFZWVqisrCSZTBIOh9Hr9VRUVKivq6enh2QyiSzLGAwGwuEwnZ2dlJSUsG3bNv7gD/6ASCTCE088QX9/P6FQiO9///uMjIxQW1tLLBbDZDKxZcsWjhw5wvj4ODabjXA4zJ8vLlK5ml7wwWiUT9XVEY/HEQQBl8tFPp8nFAqpK/4AH9Hp+E9Jwsg5MQEUA0cjirfCDJBA8V349O7dRH/zN8HtXlcjK953H/ziL8InP4n+2DHa2hRRZ2JiQq3u0Mky71qNqWzLZqmJRJBlmcnJST4yMUFVNEoV8JOyzF+gtBX09fVRX1/P/v37SSaTNDU1YTAYaG5uVrcP8NBDD6HX6ykUCszMzFBRUYHFYiGRSJDJZHC5lOPm3nvv5d577wWUz9XAwAA2m41t27ZhMBjWtc3odDp27NhxSQEglUqxtLREOBwGlOqV6elp0um0GtNqt9vXtdFc7Di8Gk6dOkUul2PPnj0YjUb1mLgcOp2Obdu2XbI9yGw2097erv6t1+ux2WzaIsEdjizLn73dY9C4sciyfEXq45Xe727hVlQsfIib1zuiCQsaGhoaN5H5+XkmJibo6enB4/Hc7uHcdRTN6QqFwu0eyg1D0F84sbkWUaEQK7D0j0tM/IYiKujMOgSdQPRHUXL+HM5+J2FHmOnQNO2t7VTXVl/wvJlMhkQiQU1NDdXV1VRXX3ifjUin0xw5coSysjK6u7upq6sjFAoxNDREe3s7lZWVF2zLbrczMDBAKBRiz549xGIxBgYG6O3tJZVK8Y53vINYLMb999/P0aNH1RYJm82GzWajurqa119/nfn5eRoaGggGg9jtdnQ6HcGmJggGAXgmHOZkOIzL5WLTpk1kMhlGRkYQBAGj0Ygsy+TzeZ6XZbqAzQYDT605vj6D0gZRAnwV+GPgq7t3M/Xxj8PFWgM8Hvj4x7F++tPkJyfJ5XLIsowoioiiSE4U+QeUE7ohu52DiQSGgwfR6XSM2mw8FI0CMGq3YzQaiUajHD58mK6uLh555BGWl5fR6/W8/PLLJBIJ6uvr8fv96HQ6MpkMdrudH/3oRwwMDHD//ffT29vL8PAwiURC9bBYi9VqVaukDh48qL6P59/nUjidTu677z6sVqtqBtnS0qKKCKC0A52/3eulpqaGbDZ7TX4KRZHlSjEajezYseOqn0djQwRBEBqv5gGa4aLGjxt3QyvE+Wcwt8WMQkNDQ+PHkUKhQKGg9LtfDcVJyfWakd3tOBwO9u7de0W93nczoihy5tkziF8Vif2LsvJ+JaLC+MfGkbKSent6PE38SBwpI6F36LH2W7H+uhWHy6FWSqyltLSUe+6557KTyPMpGkwWV7SdTidDQ0Ok02ncbjeLi4vk83mqqqrQ6/WUlJSoMZHFEvZEIkE2m2VwcJBkMklpaSm7du0CoLq6mkQiwX333Yff72dychKbzUZdXR1zc3O0trbyUz/1UwQCAUwmExMLC/yR00ksm+X5VApzKkVJSQlGo5FQKITBYECSJOLxuNqyATAOzOp0/JvdztuTSUTg11FaIkBJevhdo5H/73/+z4uLCkX0eiK/8AtEnngC06pQ5PP5SKVSZLNZPmI08oXGRqIGA+lgEIcss7S0xGfLy3Hddx9hl4tcQwNtMzOEQiHy+Tzf/e531f3U1tZGSUkJmUyGpaUlCoUCLpeLwcFBcrkcXq+Xmpoa6uvrKRQKlJaW4vV61/lerH3/mpubyWazLC8vY7FYOHv2LJFIhL6+voualZ7PWhFBp9NRV1cHQD6fJxwOU1ZWdkHVQz6fv+Ltb4TWNnbXYgImr/Ixb5gSdw2NK+FWnfFd7wdrraum9iHV0NDQuEXU19dTXV191QLB6dOniUaj9Pf3XzK+7Y1KUZCxWCyqqJBOp0mlUusmM28UstksK6+uwL8of1e8v4KaX6u5qKgw/ffTzP3eHHJWxtZtw3O/h5pfrcHoMyIlJULfDbHw+QUSzyewTFgwvWhCcAkXRFMC11TmbbFY2Ldv37rrent7yeVy2O120uk0Ho+H06dPo9fr2b9/P3Nzc7hcLrW/vby8XJ0Qz83N4fP51G3V1NQAynu+vLxMS0sLHo8Hk8nEkSNHWFpaoqqqClEU2bNnD6+88gr/euQIUVGkr6+PXC5HY2Mjk5OTxGIx+vv7FYO/ZBKrKLK8ekzp9XpEUeTDgkBWr+eDGwiA//amN5G40mojjwfuv5/cc88BSruAw+FAr9djMpkI6fXEYzEyq8aRkiTxWb+fh8fGmHG5+N8PPYTX60WSJJqbm5mZmWF2dhaLxaLur6amJjweD+9+97vJ5XI8/fTTiKLIm970Jt797ncDMDg4yPLyMo2NjSwuLrKwsEBXV9cFApLZbFbFnGKLwdoYyng8ztLSEg0NDVclBkxNTeH3+5EkaV0069zcHGNjY3R3d2vGxhoaGhrncSuEhWtpKrUBZcA9wHtR0pRkYAz4OWD2ho1OQ0NDQ+OSXEvVQdEU8MfVifzMmTOqsFKcDA0NDRGLxdixY8cN6dW+k7DZbGz/je3Mzc+RX8hfUlRY+sclZn93FnJg32an/mP1eB/1YvQYkQoSOp+Oql+owrXHxchHRoi/HmfoA0P0fKsHo/faV4pBEbwymQzbt2+/4Ni0WCyq/0JLSwsAra2t6PV6ZFlmenoaQDX5MxgMqj/F+eXy+XyeyclJBEFgYmICi8VCbW0tmzdvZs+ePYiiSDKZ5OjRo0xOTpLP59m1a5caw3j8+HE6OzsJBALo9Xrq6uroPXGCX8vlyAPvMpk4ZLMhCALpdBq73c4xnY4Prvo0nAQOAh8B/mPPnqvaR8b778fy2msUCgUSiQSFQoHq6mq8Xi+FQoGVlRVSqRRGoxGX1crDgQAA9bEYlSsrvLywQCKRYGRkhKamJpaWlvD5fGQyGQ4cOIAgCPT19fHOd74Tm81GfX09Vqt1XeuJzWYjl8sxMjKCLMuYzWaSySTRaJRIJEJbW9sFVUCbN2++oErK7/ezuLiopm5cjEgkgt/vp7W1FbPZTEVFBYVC4QKvIaPRiMFguK6KBQ0NDY03KjddWJBlefoaHzqEkuv6F4Ig/CTwd0ALynrIg7Isj9ygId7VCIIwBVw8d2k9/02W5f/v5o1GQ0NDQ6HopP/jgizLSJKkTnbcbrca1Vekuroau92+YWn33Y4syjidTro+30VmJoOlftUg8SLtD+TA1GOi4bcbKH1rKXqrst90BiXiED04tjio+WgNo782SmokRfxYHO+bveuMIq+E8fFxcrkcnZ2d5HI51T/gSqitrVUvb926FTjnJ5FOp1XRKBgMMjk5iclkwmg04vP5mJ+fJ51O43K5mJqaQhRF6uvrKS0tJZ/Pk81maW5uJhgMcuTIEWpra6mrq6OpqQm/38/09DSCINDd3U0wGOTNfj96lCjJtwkCK6smfWNjY0qUZWMj+8+eJZXNcgxlReaXgchVilgFq1U1Tyy2QWWzWebn58lkMiSTSYxGI2azGbfbzX9kszwei3Habue0LBOPxwHo6urC4/FgMBhIJpO0tLRgMBiIx+OIokg+n6e8vByLxUJVVZUqCGSzWWZmZrDb7TidTjweDzabDZ/Px7Fjx4jFYtTW1rK0tKS2RBTfl+I2ZFnmqaeeQhAE+vv7L1tdsLy8TCAQwOfzUVFRgcvl2tDPoKKigoqKinXXFatKenp63vAtTxoaGhqX4q5ofpVl+euCIMwCzwM1wHcFQdgmy3LiNg9NQ0NDQ+MOJZfLceTIETwezw03YDuf48ePk06n2blzJwaDYcMEiMrKygtWTQuFApIkYTKZLrj/3YSgP9emcDlRQcpKOLc7qfvNunWiQpFjx46RzWbZuXMntm4bUkZCjIskjibwvtl7VaICwNLSEoFAgPr6ejUu8FITwLVtLGtZO9FcWFjg7NmztLS0UFtby/PPP6+aMpaWltLW1kZnZydms5lgMMj8/DzBYJCFhQU1JaK6uprt27fz/e9/H7vdjiAILC4uMjIyQllZGaOjo6rHwdDQEN/xetkZDJIGvudyEYlE8Hq9iKKIJEnMzs6SlGXajEYekyS+J4p8FvAkru5USY7FWFlZoVAooNMpQs/CwgI6nY5cLofRaKSqqopEIkEoFOLv9u3je1YrC5kMyURCTdYwGo309vZy9uxZjEYj5eXlVFRUUFlZSTab5fDhw5hMJhKJBF/96lfp7e3F5XKpv4uGl8eOHVPFmu7ubtLpNDabDb/fv05YWIskSSwuLmIwGNS2lEvR1NSE1+u9pjallZUV4vE4+XxeExY0NDSuG0H5J9cO1ANuwMo1WAHIsvyVGzy0y3JXCAsAsiy/JgjCZ4DfBpqB3wd+4/aO6o7iCPCzl7nPwq0YiIaGhsadQjGV4WZjMpkoFApXPektTqJ379591xtdnu99sE5U+Kclxn/j8qICKOXmhZyyLwWjgM6qQ8yLSPlrex/r6+uJxWJMT09fkcB08uRJkskku3btUgUfSZLUtoOBgQEsFguLi4v4fD5qa2vJZDLYbDYeffRRJEnCaDSqE+hkMonP52NpaYlDhw6xvLyM0+kkFAqRy+XYvHkzsizjcDhYWVmhoqKCqakpjh8/Tjab5R3veAcLCws8YzIxdP/9DI+OshyNYsjlEEURr9dLOp0ml8uxw2Lhh7EYFuCfgF8B/s/Bg/z7ffdd+Q575RVMJhMOh4NMJoMkSRgMBlwuF3a7nXA4TCKRILf6/KFQiBWdjnw+T2lpKYVCgVQqRSQSIRKJUF1dTVlZGYlEgubmZnbt2sXS0hI6nY5wOMxrr73GwYMHkSSJvXv34vf7sdlsDAwMMDc3R0lJiSrqrG1X6evrI51OUygULvjs6PV6PvCBD1y2FavY4mK32ykrK7vyfbSG3t5e8vn8BULUjWJkZITnnnuOLVu2XOALoqGh8cZBEIRHgJ8HHkaxBbheNGHhMvwNirAgAB8RBOH3ZFnO3OYx3SkkZVk+c7sHoaGhoXGnYDKZ2LNnzy3xeejp6bmmx7lcLjKZzBvWi0LKSsz/3TxT/3vqikQFUHrlBUFATIrMfnIWMSZiKDHg3ue+pjFUVFSQSCSu2GyvWL5fXH0uFAocOnQIq9VKQ0MDZ84o/2pramrI5XIIgsCWLVsQBAGLxYIkSZw6dQqbzUZpaSmRSARZlvF4POzfv59Dhw6RSCSw2WzY7Xa2bNnCtm3beO655zh9+jQGg4F8Po/VasVqtWI0GqmoqGB+fp5ILkd8tWrAarXicrmYnJxEkiRkWWYLShIEwE7gp4Cff+EF/vCXf5nglRg4RqOYX3uNkpIStWKhpKQEvV5PKBQiFouRz+fXrc5PTk6i1+vR6/XodDp8Ph8ej4fR0VGSySSLi4uUlJTwcz/3c9jtdqxWK319fYRCISYnJ+nr62NlZYWOjg46Ojr4zne+w8rKCnV1dVRWVtLU1EQ4HL5AQNDpdBw8eJBcLsfjjz9+gUns6dOnMRqN9Pf3X/TlptNppqamsNls64SFUChEIBCgtbX1soKfwWC4qaLg3NycWvVxMWGhGF+pVUzcVHLAj1ePn8YtQRCEUhQR4JHiVdexOXn18bclRfGuEhZkWZ4TBGEGpTTEDuwHnru9o9LQ0NDQuFO50yfsnZ2d172N4mr61VZL3Ap0Zh25hZwqKtT/tmLUeDFRoeifkEvkOP2J02ReVdYOzHVmLI3XtiJsNBqvaj8XjRuLFHv3jUYjpaWlbN26lVQqRVtbGy6XC1mWSafT6v4XRZFIJEImk8Hr9ZJMJtX2i71792IymZienmbr1q14Vif7kiSh0+lYWVnBbDYTjUbZvHkzmzdvpqqqigceeIB4PM4f/uEfYjKZKCsrQ6/Xk8vl2LJlC2NjY+RyOZ43GPhRMkmnKPLHZjMPAZZsli9+8pO84+MfR7rUxFMUsfzlXyKs+ipkMhn0ej0Gg4FQKEQmk0EURXQ6HUajkXQ6rfovSJKEw+FQJ/eFQoG5uTn8fj81NTWIosjw8DD79+/n29/+NiaTife85z3YbDZEUeTw4cOcOHECr9eLw+HA6/Wq79nY2BgTExNYrdZ1CQ0mkwlJkhBFkXg8vk5YKBQKHDlyBL1ef0lhwWaz0d3dfUG1wfz8PKFQiPLy8gsMHMPhMLFYTDXxvNns27ePpqYmSkpKNrw9nU5z+PBhSkpK6O3tvenj+TFGlmV56nYPQuONhSAIHuAFYBPnBIGiOHBNm7wxI7s27iphYZUlFGEBoBNNWLhpCILQeDV3v1nj0NDQ0LhS4vE4oVCIurq6H4vVu2w2y+uvv47H47nmqombTeunWzFVmTBVma5IVBDTInNfnCP+b3FYtX9u+fMWrI3WDR93s9Hr9ezcuVP9e9u2bWp7TVG4MhqN6iSzuEqu1+uZm5vDYrGQyWSIRCKMjo5yzz33sHnzZtzucxUYQ0NDzMzMsHXrVvbt28fo6CgrKytYLBaWl5dJpVJ0dnby3ve+l4aGBqxWK36/n+XlZcrLywmHw1RXVxOPx3nXqsjhcrlYzuXon5+n49VX+W+///t8+WMf27hyIRJB/+lPoz92jHQ2SyAQUFfhY7EYdrud2tpaUqkUutW2h6KPgsFgIJvN0tnZSVtbG0eOHCEWi2EwGOjp6eGBBx6gpaVFFR7GxsaIRqNs27aNTZs2EQwGkSSJ0dFRysrKsFqtRCIRstkslZWV6PX6DSfwBoOBxx57jHg8fsGk22Aw8Pjjj1/Rd8BGlSzt7e3EYrELRAWAiYkJhoaGGBwc5E1vetMFEZg3GpPJdIFnS6FQYGlpibKyMgwGA3a7/Q2XNKOh8WPCnwE9rBcUosCzwGkgBKRu2+iukrtRWFj7De68baP48WDydg9AQ0ND42qYnp4mGAzicDjw+Xy3ezg3HUEQ0Ol0d6w/g1SQ0Bl01P9GPVJeQmfcuIJkraiw9I9LhL8cVgKmgc6vdF5TGsTNQpZlDh8+jCAIquCwfft29fbFxUXS6TSNjY00NjZisVg4ceIEBoOBqqoqzGYzZrMZURTVqgOPx0NVVRVLS0sEg0EsFgter5eOjg6+8Y1vsLCwQCAQYN++fQwMDOD3+6msrCQWi6mxlo2NjeRyOZaXl7FYLBgMBmZyOfricWKxGJsPHWL2iSf4+v3389TevfyHy4UYi8Err8CLLyLm80hWK3q9HkmSKBQK6PV6CoUCsViM6upq2traCIfDLC8vU1ZWhslkIhQK4XA4EEWRkZERcrkcdrud+vp69Ho9k5OTtLe3I0kSX//61yktLcXj8agT+qKHQk9PD3V1dWp1QkdHB9PT00iSRE9Pz4YeCAaD4aIr+RsZqF4pZrP5op4L7e3tDA0NMTo6ypYtW67IHPJGs7CwwPj4OJlMhpaWFnbs2HHFjx0bG6NQKNDR0XFHfJ40NH5cWa1W+FnWty/8IfAJWZazt3Fo18ydeSZyEQRBsKO4ZBb7RiK3bzR3HJ2CIBwEulDaRFZQIjt/AHxOluXl2zk4DQ0NjVtBU1MTbrd7w5XGOw1ZlgkGg5SUlFyzMFD0kbhT0RnOCQlXKirM/908ieNKkkHH5zuo/ICSpHEjJ0GiKDI+Pk5JSclVm/YVWyMuNp6pqSkymYxqdpjL5RgZGaG9vR2r1cqhQ4ew2+3qhPz48ePY7Xb0ej2BQICSkhJ0Oh2bN29mZmaGwcFBBEFgcHCQlZUVXC4X8/PzPPXUU8TjcVpbW3nwwQdpbW3l2WefxWKxEAgE0Ov1OJ1OtbpiBZAKBT743HO8+Qc/4OnVaotiVKrBYMBkMpHP5zEajciyrPos6HQ6stkshUKBQCBAKBTCZrORy+UwGAx4PB7uD4e5LxTiu243R7xeIpEIer2eaDRKNpvl85//PKOjo2zevJlHHlFaiV966SVaW1t573vfiyRJjI+PY7FYeMtb3kIqlWJkZARZli/pdRAIBAgEApSXl6uJGjqdjvr6+nVxrzcKl8vF3r17eeWVVxgcHMTr9d70qoXzKS8vJ5PJrGsNuVKWl5cpFAq0tbX9WFR1aWjcwTyAMhcvViv8kSzLf3h7h3R93FXCAorBcTGTSwZmbuNY7jQqVn+KlK/+3Af8jiAIvy7L8uduy8g0NDTuOnK5HMlk8qKrgXcqdrsdu91+u4dxRSwtLTE8PEx1dTXt7e23ezi3hcuJClU/d/UTpyshkUgwPz9PKpW6QFjIZrMsLy9TXV190YnXpVaIN23aRCKR4MyZM2plwY4dO2hqaiKfz5NOpzEajej1epLJJH6/n9raWpqbm5FlGVEUAUX8OHjwIHq9Xj0+PB4PS0tLmEwmdcJvsVgQBIGFhQWsVquaRFEUBwwGAzqdjmWdjsf0ej6Vy6GTZfbIMq8ZjWpyStEvwWQy0W23E8hkmFk1p7TZbGQyGYaHh9XS++Lj3G43/fX1fOKllzDIMg8nEry3o4POe+5RWxsOHDiAyWSivLycBx54gHvuuYejR4/yta99jQcffJAnn3ySM2fOqAkpRqMRv9+P3W5n//79lxQIilUeer2es2fPcvjwYTo7O0kkElRVVakiSENDw9UeJhelGHEZDodvS7WQ2Wymra3tmh7rdruJx+NatYKGxu2n2NovAFngz2/jWG4Id42wIAjCB4CPc65cpAD86LYO6s4gD/wn63txLCiVCz8FPITSPvJ3giDYZVn+zO0aqIaGxt3DyMgIwWBwncHcRhQKBUZHR/F6vVRUVFz0fhoXYrVaicVi11WyfTezTlT4yqqocGJVVPhCB1U/e3NEBVAmV5s2bVrXl55MJrHZbMzMzOD3+9HpdNdU5u50OnE4HESjUXK5HGazmXvuuUeNrty9e7dqPDg8PMzDDz9MS0sLZrOZwcFBKisrGRsbIxgM0tHRgc1mw+fz4fP5aGlpYXJyEp/Px5NPPkl9fT2RSITFxUVGR0dxuVz09vZitVqpqKhgZWWFxcVFUqkUhUKBOqBPVoo+PyvL7NbrlXjPQkF5PzIZTgKtqRR54AG9nlckCb1eT4cssyWV4hm9nuyqmaUgCCSTSQ4fPUpBljGgnJz5FxZIHz+u+j9YrVZSqRTz8/McOHCA7du3c/bsWWZnZ5mbm2N8fJxwOMzIyIi6Ci9JEqWlpRcVCiVJYmxsDLfbTXV1NV6vF0mSCAaDVFZWMjMzQzAYxGAwqIkeaymabtpsV5/qFo1G0ev1bN++XfV1qaysvOrt3A5SqRS5XI5CoaAeh0ePHsVisbB58+bbPbwfSwRBaAXOj/xYe0C9RxCE4Jq/E7Isf+Pmj0zjJlN0jZWBEVmWk7dzMDeCmy4sCIJQf/l7bYgVZQV+G8oEeSfnDAJl4F9kWY5f/wjvevplWV7Z4PpXgS8KgvA+lAgTPfBJQRC+J8vy2Vs6Qg0NjbuO8vJyBEG47Op/KpViaWmJXC6nCQtXSSqVwuVykc3ela2U140gCIgppVJh4fMLt0xUKLK2UmFxcZHh4WEaGxupqalBp9NddYvEWvx+PwAPPvigavBYFFKK6QWHDx/mtddeY9OmTZSWljIxMUEmk6FQKJDP5/H5fDzyyCPY7XaCwSArKys0NTWxY8cOCoWCanLY1NTE5z73OSwWC0888QTf/e53SaVS1NXVUV5ejslkIp1OEwwGmV31T9ChmCilUilqdDqek2V8wP8FWldfgxF4XKfjoCzjzGR4amUFNzCt17OztBRRksjn85SWlhIqFHiP2czbRJH/sFhYSiQInD3LyMgImUyGpqYmGhoamJ2dZWRkhIMHDxIMBunp6cHn8zE9PU1FRQXV1dWcPHmSUCjEvffeu85XY35+HqPRqL4vRaHC6XSqHhddXV3qe+B0OtHr9Vit1g2rCqamppienqa7u/uKo0iLjI+PEwwGcbvdjIyMqJ/laxEprpVCoUAkEqG0tPSqqg+2bt2KKIqq0CXLMrlc7o5P0HmDsw/40iVu/9R5f08DmrBw9xNYc/kNcSJwKyoWprgxWZpFUwsBWAZ+5wZs867nIqLC2tv/WRCELuB/obzfv4bSUqKhoXGLKfbUu91u9aTuTqW8vPyKTraLK6R3S/vBnUTR8f5uaze5kSSOJ5j+42myc8o51a0SFc7HZrOpzvo2m+2CyMkroVAocPr0aTweD8FgkGQySX19PTabjYWFBUZGRmhqaiKbzRKNRhFFURUHJicnqa+vx2q14vF4WFhYYGlpieXlZVpbW/H7/WqqxLFjx6ivr8flcnHgwAFefvll4vE4/f39jIyMMDY2pooQpaWljIyMkM1mMZvNvCLLvFUQ2CoIfNVqRReP83OyzK7V1/B2lLLHUiAHPGOzYcpm+b+ZDMUMi1pRxCBJJFbTJ4xGIzU1NQQdDv48GMRkMtHf08PKyopaQZDL5ejq6qK/v5+5uTmcTidut3td6oXBYCCZTGK322lrayOVSqkxltFolEOHDlFWVqYKCw6Hg82bN1/U3+ByFQTF9/pij5dlmfHxcex2+wVeBoVCQa1aaG5uJplMbridVCpFJBKhqqrqhrceTExMMD8/T2dn51VVSxiNxnWtJXq9nl27dmmtERoat55jay7X3rZR3EBuZSvE9XxjrY3gmAUek2V5/oaM6seDv0YRFgAevIrHXU197lnO+V9oaGhsQCgUYmBggPLycrq7u2/YdgOBAC6Xa12O+63kbjBKvNFIkkQ0GsXj8VzzCbkgCFe9UvpGw73XTcmDJSx+eVHxVLhOUUGWZATdhe/HpRIlihNIk8l0XUkixfQEgM2bN3PixAmOHTtGf38/hUIBv9/PzMwMXq+X119/nerqan76p3+awcFB7HY7JpNJbb3Ys2cP09PTvPTSS8TjcXUybjQayeVyhMNhZmdnyefzqh9KKpVidnYWq9WK3W4nlUoxPj6O3+/HaDRSWloKwDtmZ/lIPs9Pm0zsNRo5ms0iATrgsCDwk4LATouFWZ+PQDZLRTbL4/K59aFP2mwEYjF0Oh0VFRXU19cjiiIPPvigKmI4nU7m5+fp7++nurqav/7rv+Zb3/oWv/zLv4xer2dkZITW1lZefPFFZmdn6ezspKGhAafTyY4dO8jn83zmM5+hp6eHxx57jPHxcWRZprZ2/bl38TVdC2tFio3IZrPMzc1hs9kuEBaKFV0mkwmn03nR42Z8fJxQKITZbCYQCBCLxejr67shvgzl5eXk8/lLtqpdKZqJ4+1FluV/AP7hNg9D4xYjy/JxQRAmUeZbFYIg9MiyfOZ2j+t6uFs8FgRgCaVM6E9kWU7c5vHcVciyvLDam+XjKhQxWZanrvS+giDciKoUDY07BkmS8Pv9eL3eG7Ya73a7qaysvKGTyaJYUVZWxqZNm27YdjUuzfT0NNPT07S1td2WuLnzuVOiGK+GogjQ+aVOqj5ShXuX+/IPugyCTiC3nCN+LI6clXHvd6Oz6tBb9RcVHQDS6fRVlYLPz88TCATo6upSq48sFgs7d+7EYDBgMBhwuVxEIhEkSWJmZkZNW6itraW0tFQtnV/rU+L3+/H5fITDYc6cOUN1dTVutxtRFPF4PAwNDVFRUUE8Hmdqagqj0ciOHTsYHBzEaDQyOTnJ5OQk2WwWWZbxer2qz8N9993H09/5Dh+eVJKkuxIJtplM/KdOx4MWCy0eD99MpUgkkxzQ6Whyu3FnsyynUhzP5dgmSQzpdPyNw4EUDqvVBHa7HZfLxcrKCrOzs9QODFBlMDDd2kpdXZ2aLFGsQCgrK2NiYoKWlhZ1323dupV7772X2dlZgsEgx44dY3Z2lq6uLuLxONlsls7OTurrL95dOzs7y+LiIps2bcJqtV735yEWi1FTU0N1dfUFtxWjRC9HsWLF4/EwOztLNptVUzouRj6f58yZM5SWll7y9Xo8nhsiKmhoaNxW/gT4+9XLvws8eRvHct3cCmHhy9fwGBnIADGUPqKjwFFZlsUbObAfM7SJv4bGVRAOhxkfHycSidwwQyuj0UhnZ+cN2VYRl8tFRUXFj/3K962mpKSEaDSK2339k+HrJZlMcvToUaqrq2ltbb38A+4QBJ2ALMoIeuGGiAqpxRQn/99JCl8oIC4qpwuObQ5c/S4a/ncDITlEdCVKR1fHOhFBEAR27tx5Vc8VDodZWVkhk8msa2uyWCzq5WJVkizL2Gw26uvrSaVShEIh7rvvPnWV2OPxkM/niUQiTE9Pk0qlqKioYGlpCa/Xi9vtZteuXfh8PsxmM7Ozs8iyTFNTE4uLi2zfvp2GhgZisRhHjhxRqxocDgePP/443//+93nllVcYGhqivr6eH9jtPJJMMq7TcdZkwmGxMGA2MyxJCKtJE8UV9qIB5T5JYjMwZbWiNxjURIj5+Xl15R6gY3SUf4gr9lcHLBaGHQ4GBwdxuVwYjUYmJiYQBIHZ2Vn+7d/+jZ6eHgRBoKSkhJWVFVKpFNlslpqaGnbu3Mnjjz/O6OgoCwsLxONxGhsbL+pjcOrUKQYGBjh9+jS7d+9e57dwtUiSxMsvv4xer7/m9AVQxOTid0Rvb68a63kpcrmc2mZxKWFBQ0Pj7keW5S8IgvB24G3AE4IgvC7L8qdv97iulZsuLMiy/LM3+zk0Lo0gCJUo1QoA/ts5Fg2NuwWv10tjY+N1ldreCoxG43WdQGtcGx6Ph61bt97uYagIgnDLKxbS6TTLy8vU1NRcc2m3oL/+MRcrEULPhMj+bRZCYPQZyQfzJE4mSBxPEH05Cn8KSUeSuro6HC7Hum1cbSl4Z2cn6XQap9N5yfsVjRi3bduGJEk899xzTE1N0dTURFNTEysrK+qqtiRJtLa24vV6sdlsPPTQQ6ysrBCJRADFB6K2tpavfOUrGAwGOjo62LRpE01NTeh0OqamptizZw9+v58DBw6wZcsWQqEQc3NzZDIZdaX8i488wt+ePs2ZWIyK6mpaHA4mJyeJxWJqPGVxAiyKohKBaTZzKJuFZBKrJGE0GtV4ymQyicFgIJPJULPGiNQ0O8sPfvADJEmio6ODZDJJbW0ter2eV199lcnJSQRB4IEHHuDIkSN861vf4n3vex8dHR388Ic/xO/38/LLL9Pf308kEiGTyVwyxWH37t243W4SicQl4ykvR7F9JJPJXNKMcXl5maWlJTo6Oq7IM6cYD7qWUCjE2bNnaW9vV9sp7HY7/f39d7wPj4aGxg3jCeCbwCPApwRB2A78vizLY7d3WFfP3dIKoXF9fJRzHhcv3M6BaGjcLeh0uisqddXQuN3Y7Xb27dt3y4WFmZkZFhYWMBqNG5aL3yoEnZIuMf8n8xACW7eNlk+1IBgF4ofjLH9tmeTpJOZfM9P9H904XI5LtkUUjQ4vRiaTwWw2X1ZUCIfDDA4OIooi/f39WK1WqqqqWFpaIpvNcubMGaanpykrK6O/v590Os3c3BygiAgNDQ00NDSQTqexWq1IksSRI0fIZDJUVFQgCAKVlZVKKkMohMViYfv27Xz7299GEAQcDgfPPPMMU1NT1NbWUltbq1QihEKMp9PozGai0Sijo6Pk83kymQyAKiyA8j1oMpmwWq1qekk2m1VX4YuCTENDA9lslq9MT7NHr6dGlvkDh4PgxAR6vZ66ujq6u7vp7Oxkenoat9tNVVUVVquVQCBAbW0tc3NzvP7667z++uvMzs4iiiILCwsEg0F27tzJ1NQUU1NTWK3WDSf8Xq+XffvOT+y7egqFAgC7du265HscCAQIhUIkk8mrEgFEUWRlZYXS0lJyuZz6s5ZbmS6hoaFxe5FlOSMIwluB30bxxHsv8FOCIJxCqdoPoFTyX+12/+iGDvQK0ISFuxhBEB4FXrpU7ulq3GQxQUME/upWjE1DQ+PHm3Q6TTab1XqAbxG3w1+hvr4es9lMeXk5uVwOSZLWtQLcSsSkiBgX0Zl1lL2rjNJHlUoj9z43nvs9jP+PcWKHYsz90hzub7gxV5o39KVYXl7mueeew+v18tBDD5HP55mbm6Ompgar1Uo4HObUqVPU1tZesu0kn89z6tQpQqEQLS0t6gp6R0cHbrcbvV7P4OAgfr+f5uZmwuEwgiCQzWZJJBL4/X7y+TzZbJb6+nq17WB5eZn29nYeeeQRBEHgqaeeYmxsjMHBQQRB4P7778dut7N9+3aeeOIJvvnNb7K0tEQymVSNA2dnZ0kkElgsFoLBINlsFkEQ0Ov16HQ6bDYbsiyTz+dVc8JE4py1lcViwWw24/P5qKur45VXXuHFF1+kvb2dlF7PE4KAw+nEZjZjDAQwGo1Eo1EikQj79+/HYDDg8/moqqpi06ZN2O12Hn30UVUIMRgMtLe38+STTxIIBLDZbESjUU6dOoUsy+vaIRYWFpibm2PTpk03bDLe0dFBa2vrRatYUqkUQ0NDVFVVUVNTc9XfcdPT08zMzKj+LKWlpVp1goaGhgAEgQUUM0cB2ApsuY5tasKCxlXxm8C/CILwNHAAJZkhAliALuCngIfX3P/37na3UQ0NjbuDgYEBEokE/f392urbGxSr1apW9bz66qsUCgX27Nlzyx3mZVlGFpUfKStRiBbU2/QWPe49btr+XxtnP3yW2MEYU783RctnWjA4LjwFMpvN6gqyKIr4/X5efPFFOjs72bdvH2azWU1duBRGo5GGhgba29vXVXOYzWYMBgNHjhwhFApRWVmpltTX19dTXl7O4OAgsVgMt9uN1WplamqKmpoabDabmmIgSRKnTp1icnISg8GALMvE43FmZ2c5c+YMhUKByspKPvaxj9HX18df/dVfkUqlOHHiBBMTE5jNZtxuN0ajkVgsRj6f5yesVj4RibCUzfJht5uZRIJ8Pk8qlVJjUUVRRJIkdDodS0tLmEwmLBaLuuJeUVFBIBDAYDCQz+cB5ThJJBLMzs7ywgsvcM8996DX60kmk7z++us4HA5aW1uJxWKcOnVKjZssLS3FYrHwla98BVmWqa+vx2g0srCwgMfjIZ1O8/rrr6PT6Whpabmh3zOXOoaPHz/Os88+S0dHB+9617sApQpheHiYkpKSy1bv+Hw+UqmUGjN7OVEhl8sRj8fv+LY8DQ2Na0MQhEbgKaD3/2fvvcMjO+uz/8+Z3vuMpFHvdbWrLfY2G+OKaaaZEOKQEOAlQAih5E3yJm8qLQkJbwL5peAkEEJIAWIwmIBxt9frXW/RNvXeRqPpvZ/fH6M5K+1qe7V9Ptela0Z7yjxzdFaa536+3/te/acr9cUTrsI5LgtZWHjlYwV+YfXrXCSB3xRF8W+vz5BkZGRe63i9XmKx2A1bwZa5vjidTvL5/CUlK1wJa1sZBEFAW62l9tdqmf6DaQKPBPC8x4N112lDSGO/kbpP1zHxqQkiT0dIHElgu80mbQ8Gg1J1wS/+4i9SKBTQaDS43W6sVqt0HxuNxos2emxuPndi8+zsrNRuVV9fz9zcHFarlePHj+Pz+bDZbOzevRuAb33rWzz//PO8733vY+vWrXzzm9/k+9//Prfffjvbtm3j7rvv5tSpU/j9flQqFZs3byYQCPDoo4+ybds2Nm3axLZt2zhy5AipVIrq6mqsViulUonGxkYmJibw+/18JhqlpVCgpVDgTYUCf1coYNbpyBSLFItFampqUCqV+Hw+CoUC8XicqakpOjs7yWQyJBIJrFYrbrcbURSleEVRFKXJ9vHjx4lEIpjNZtrb24nFYszOzvLd734Xv99PMBiUKgIefvhhqqqq0Ol0hMNhlEqlFGNZV1dHIpHAbDZTU1NzXSNv7XY79fX1uFwustms1DqxsrJCLpe7oLBgsVjo6+u76NcbHx/H7/fT19d3RXGoMjIyNx+rPnjPUE7tWysIvLJinlaRhYVXNp8GXg/cCnQBztWvIhAEjgNPAF8XRTF4owYpIyPz2sPr9d7QvnuZC5PNZvH5fHi93isyuwPo6Oi4SqO6MOmpNPmVPJZbLOvaGWx32DD0GEiPpgn9JITlVgsIZeFBoVJgv9uOacBE+PEwucX1Pe0LCwuEQqGzhASLxcKb3vSm864qz83NoVarqa6u3nD7wsICKpUKg8HA3Nwczc3NbN++nUAgQHt7O3q9Xlq93rx5M319fVJVRKlUIplMMjw8zOzsLHfeeSc7duyQBIKVlRW+9rWvYbVaaW1tpbq6mje+8Y34fD5mZ2cplUocP36cYDBIPB7HZrPxwAMPMDk5ST6fZ3h4GL/fj8FgYEqj4ZZAgEoY4hKgymR4CHhBEPhMIkHSYOBLOh0qjQatVksikWBpaYnq6mq0q54NlWqLbDZLKpVCq9WyZ88eDh06RKlUIp/PIwgCVVVV5PN5tFotJ06cwGazSb4SarWa0dFRPB4Pb3zjGxkeHsbtdpNKpQiFQrz00kt0dnayZcsWVCoVzz//PLW1tecVc64WFa+IUqnEqVOnCIVCbN++nYGBgWsipLrdbk6dOsXi4qIsLMjIvPr4MlBPWVAQKQsKQ8CjwAnK87nUDRvdJSILC69gRFE8RNnUQ0ZGRkZG5pKYn59nbm4OhUJBfX39jR7OOvL5PCdPnsTpdK4bW2osxcxnZyhlSvR8u6ccWblavWC7zYb7XW5m/niG2S/OYr/Lju02G2JJBAG01VrqP1WP5VYLnp9bH8/qcDjQaDQEAgGOHz/Otm3bpHaH85XYFwoFJiYmUKlUGwoLhUKBsbExlEoltbW1+P1+LBYLW7ZsIZvNotfr1+1fERgqTExMIAgCvb29eL1e8vk8ZrOZxsZGEokEmUwGj8dDW1sbe/fupbq6mqmpKRKJBDabjWKxiMViwWKxsHfvXm6//XZaW1t57rnnGBoaorW1lVQqhc1m43utrbywfz+nolHelUpRyc14MJ/nbcBDPh8Ao0ol31Cr0Wg0KBQKCoUCS0tLFAoFgsEgoihSW1tLfX09oihiMplYXl4GymJWOp1mZWWF7373u+UkidpaCoUCVquVbdu2YbPZiEQieDwedu7cyZNPPonRaKSrqwu9Xk8yWbaV0mq12O12EokEpVKJYvF0Ivny8jKzs7N0dXVd0GTzcqgkPDgcDkRRRKvVrhPnMpkMSqXyigU7KEdWFgoFFhYW6O/vv/ABMjIyrwgEQfACD3JaUMgAHxZF8Zs3dGBXwGULC4IgTF7NgVwGoiiKrTd4DDIyMjIyMq9IamtrUSgUVFVV3eihnEU2myUSiZwlepQyJYI/DFIIF1i6ZwnvB71lcaEoIigFmv+wmcSRBMFHg4x9bIxNP9qErv70KrLjPgeO+8pl85VjSqUSExMTANTV1V1SdGckEqFYLNLe3r7hdpVKRW9vr1TGbzAYSKfT7Nu3jz179jA0NEQqlWJgYGBdG0kikSAWi7GyskIymaStrY3GxkaWl5c5fvw4nZ2d3HHHHQwMDPDII48wODjI5s2baWpqoq6ujqNHj2IwGDCbzSwvL1MsFllcXJT69CvX9q677uJd73oX3/jGN2hoamKiWOTos8+iTqX4ZUAJHGlp4fWLi7A6ob+zWGTCaGTS5SISiZDL5UgkEmi1WorFIkqlkmKxyPLyMtXV1ajVaiYmJtDpdFJsZGdnJ8PDw4RCIfx+P7lcTkrN8Hg8qFQqLBYLKysr0j4VLwm3201dXR2RSASTyYTZbGbv3r3S9QuFQvzkJz9hfn6eYDDI1q1bCQaDtLe3X3Ys6pmIokipVJLSNtaSy+U4cOAABoOB7du3X5XXM5vNcluZjMyrj9cBlV/8IvDpV7KoAFdWsdDEaYXlRnBDTClkZGRkZGReDeh0uutSOn45mEwmduzYcVbso65Jh+fdHpYeXiLwSADb7TYMHYayQFAooVApqP1YLYkjCbLzWSJPRah+X/WG8ZKC8rRHQ2trKwqFAq/XS2vrxa9ZRKNRlErleSesFcPFkydPMjk5SSQSIRgM0tDQQDKZJJPJSIaIUDZmHB8fJxKJSAaBarWa5eVlhoaGcLvd9Pf3o9VqpQluNpsln8/j9/t57rnnOHbsGH19fZw6dYrh4WHy+TzFYpF9+/aRSCTw+XxYrVbi8TjHjh0jGo0yMzODyWSiv7+foclJbs3nedMb3sALo6M8EY2SLRa5K5Ph3cCDsRh/aLHwDxoN6XSaYrGISqVCrVYjiiKFQoF0Oo1CocBut+Pz+Uin05L55Z49e+jq6uKFF16QzCkzsRg5p5NsNotGo6GmpkY67sCBAzz//PO43W70ej233norbrdbSq2oXLtCoUAgEMDr9WKz2WhoaMDn8xEKhaipqbnilJrKdZ6fn8fv97N9+/azKlpUKhU2m+2CBp8XiyAIGyaYyMjIvOJZWyqYAv7xRg3kanE1pNsbMcGXf7vKyMjIyMjc5CwuLjI9Pc2mTZsuuSR9o4mZyqzC+VYngR8ECD0Wwr/TT/2n6lEalChU5cmleYcZtUtNdj6L/9/9VL+vep2ocKbIIAjCulXnygT4Yowom5ub8Xg8F/XeEokEMzMz9PX10d/fT0tLC1AWEirCxMzMDNPT0zQ2NqLX66Xvk8mkVGGya9cuampqpLG/973v5V3vehdarZZnnnmGcDiMyWSiqqpKMj/cvHkzL774IsPDw5IRosVikSIvS6USiUQCp9PJnXfeSTAYLPsnlErEYjHmCwX+j07HiUw5Sl0Ati4sUHA6USqVfKZY5O2RCP+sVPL3qy0RDQ0NGI1GpqenpTaFVKrcKpzNZunp6WFubo5YLMYvLi3xkZdeYs5m4wtbt6JqbMRut9Pa2orRaEShUJDNZjGZTKysrGCz2WhrayOTyfDiiy9iNpvp6+tjYmJCqszYu3cvOp1OivC0WCycOHECg8EgXftLZXBwkNnZWTQaDXa7fcN7RKFQbNiyMDc3x/z8PP39/ZckOiiVShobGwE4evQojavXRkZG5hVPxexHBMZFUcydb+dXAlciLMwiVw3IyMjIyMjInINMJkMul5OiB68Gzvud1H+mnolPTzD9+9OorCqq31eNylr+SKO2qzF0GkgcS5CZzpDz59B4yuaLa0WFzEyGxGCC7EIWAKVFSWlHidGpUZq7mmmobziryuFMFArFRQsmW7duxWKx4Ha7cTgckqCwNtpQoVAgCAJ2u510Os1PfvITotEo9957rxSDeWZJvEKhkP6tq6uL7u5uybNAr9fT2NiIxWLB6XTyne98h9bWVrq7u5mamiIQCNDf34/NZmNhYQGz2SyJHKlUiieffBKDwYDNZiOUTvNThYK7QyEKwL/YbLS0tOCKRvlcKATAQKHAt9VqEqtVFPF4XIpW9Hq9+P1+stksL730Er29vVI6xs8tLaEAGiMR/u7JJ4nr9Zx8/etJJBLS9bHZbFJ1wJNPPsnw8DClUgm9Xk9PTw+lUgmXy8XS0hIrKytoNBp6e3sZHR0lHo+zefNmgsEgyWQShUKB0WiUqknWks/nEUVxQ8NOj8fD7OwsJpOJrVu3XlJ7QuX/QiVF4mJRKBRs2rSJpaUlRkZGMJvNsrAgI/PqYH7N89I593oFcdnCgiiKTVdxHDIyMjIyMleFUqlEKBTC4XBct/hDmY1paWmhrq7uvKkKl0JFGKj/ZD35lTyzX5xl/BPjZGez2O+1Y+wzEn0+iv8//ABoqjSobKc/6ggKgchKhIX/u0Bqf4rkseS68wudAsoeJeo/Uq/zbrgaqNVquru7gfLKdywW49Zbb113berr6yVPCbPZzK233oper2fTpk2srKzw7LPPcvLkSSm5YmxsDJ1OR0N0ypBKAAEAAElEQVRDAwDV1dWEw2GGhoaoqalBEAQWFxfp7e3F4XDgcDi45557GBgYYGlpiT179pDJZKRWgfb2dkqlEj/60Y8kgUGlUmEymTh06BAftFgoqNXYrFYS6TQsLaGzWIgJAhZRxC8IqIxGHFotqVSKRCKBwWDAYDBIRoYWiwWdTsepU6eIRqOo1Wqe0et55xrxyZxOw49/zL7ubmpra6mqqkKr1WIwGHC5XKTTaXw+H319fezatQuv14tCoSAYDFJXV4coing8ZYNOUSyvgWk0Gqk9ZHBwkJqamnXCQjgcJh6PMz8/T6lUYvfu3Wf9/mhqaqKmpoZMJnPBqoOhoSHy+TybNm1CEATa2tpoamq6bEPH6upq9Ho9Fovlso6XkZG56Tix+igADTdyIFcLORVCRkZGRuZVxdzcHFNTU7S0tEgTLpkbx9USFYB1k/2Wz7cglkTm/myOub+YY+FvFtA16kiNlMvt1W419rvtkjAgiiLJE0mOvu8oDIKgWo2pfJ0NVBDZH0GcFimOFFmcXMTxiANdow6xKLLoW0Sr1V61uL9Kib5CoeDYsWPkcjm2bt26biKrUCi49dZb8fl8PPvss/T19bF161aWl5d56aWXcLvd/OhHP8JqtfLhD3+Y5eVlFhYWaGpqwmg0srKyIlUbmEwmampqeMMb3oDFYmFwcJDOzk5aW1t55plncDgcLC8vc+LECXQ6Hfl8HqfTSXV1NcPDwyQSCQCKxSJOt5uGhgYOHTpEoVBgWhB4i83G3cDzDgeKRAKNRkMsFkOlUlFTU0M8Hmd6epp8Pk9vby+bN2/mv/7rvzCbzXi9Xr6dSvHO48el9543mxHvvRet38/Y2BhOp5P5+Xm8Xi/ve9/7SKfTdHV1MT8/z/j4OHq9Hp1Ox49//GPcbjfvfe97pXP19/dLHgXFYpFisYjb7aarq0vaRxRFxsfHSSaTmEwmtFrthp4Go6OjkrfChagYe1ZeWxCEK0qJEAThij0iZGRkbh5EURwWBOFlYDvgEAThVlEUX7rR47oSZGFBRkZGRuZVhdPpJB6P43A4bvRQXnFUYvp6enqumvnc1UZQnhYXWr/Yiq5Bh//bfqIvRCVRQdekw3aHDe+veiVhIXkyydhHx2AQUJT36fj7DuyvL5eVp2fShB4LMfvVWRKDCY7edZQtT29BcAuMjY6h0WqumrDQ2dkpPa8YAkJ5gruysoLdbpcmoaVSSTJpbGlpoaqqiv379zM6OsrExIS0Mh+NRonFYoiiyJYtW3j00UeJRCLcc889jI+Po1Kp2L59O48//jgajYZsNsvi4iIqlYp4PC69RiwWw+124/V6WV5eRq1WS60bBoOBlZUV5ubmpJaBRCLBy9ks4zYbdp0OTS6HWq3GarUiiqLUVqBQKBBFkWg0isvl4vbbb2dkZASVSsVQKMQxg4H+VIpgdzc//OhHMay2KphMJhKJBOl0mmAwyOTkJNlslvb2dk6dOsWLL75ILBZj165d9PT0oFAoeOqpp+jp6ZESTyoigcfjkQwfoZzgoNFoePnll4nFYnR0dKxPISmVOHXqFCaTiaamJulnUamCOB/bt29HFEW5akpGRuZ8/AXw7dXnnwXuuYFjuWJkYUFGRkZG5lWFyWSir6/vRg/jFUk8HieZTJJOp29aYQHWiwu1H63Fcb+D1FCK+OE4lMB6uxXzgFnyXRBFkYlPTRB9IYqgFhDzIunxNJFnIpKwoG/UI94nkiWL5h80ZAYzjH1kjK5/6aKzq/OshIqrxbZt26QJqM/nY3h4GK/XS0dHBwBer5fq6mppgmo0Gunq6mJ4eJj+/n5p5b25uRmTySRFSjY2NpJOpzl8+DDpdJq6ujpWVlZ44YUX6OzslGIZDQYDmzdv5oMf/CCJRIKvfe1rhEIhEokELS0tNDU1sX37do4ePYooijzxxBPMzc2RTCbRarXodDoUCgXLy8ukUimcTiebN29meXmZUCiEWq2murqayclJ4vG4ZBZpNBqJx+MEAgG6u7v5XF8fjkSCkMVC+qc/xWazsXv3bl5++WWqq6vZvn07XV1dHDlyhGKxSF1dHel0GrfbLSU+1NfX861vfUu6fystI2uprPoPDg4SjUa55ZZbJK+MM6Mj8/k8wWCQTCZDU1MTXV1ddHZ2XlRCw5VUJ8jIyLw2EEXxPwRBuA/4ZeBOQRC+Avy6eDHq5U2ILCzIyMjIvAYoFAosLi7i8XjkPHSZc9La2orX6z0rQu9mRFCejuHTN+vRN+txvtG5bp/K9snfmiT8szCCSkC8RcTYaiT5L0lm/ngGMS/S8rlySoC9yo7rNhfWKivzvzFP/FCc+KE4NXfXXNQq9eVQWck/dOgQmUwGj8cjrbSv3WctNTU1KBQKyQAxFAqxsrLC0tISWq1WmtzX1tYSCATweDxYrVZGRkbo7+9n165d+P1+GhsbWVlZYXZ2Fp/PR2NjIzt37mRsbIyVlRXMZjN33nknLS0tLC4u8uKLL6JUKjEYDIiiiMPhIB6PUygUUCqVkmAwMTFBdXU1MzMzJJNJpqamcGYyaBQKTCYTx44dIxQKEQ6HSSQSCIJAY1sb4+PjWEwmxFSKlZUVqTLBbreza9cuSXgxGo2k02l6enro7OzEbDZTLBaZm5vDbrfT39/PkSNHmJyc5D3veQ8AyWRSStwwmUwYjUby+TwqlYpt27Zt+LPRarVs3759nUhws8Y+BoNBAoEAbW1t6wxBZWRkbno+CMSBjwMfBbYKgvAHoij+7MYO69KRhQUZGRmZ1wB+v5/JyUkymYy0EiojcyaCILwiRIUKF5rkCYJAKVsifihe/gcFaN6qoebna2AbjH9inNkvzIIALZ9twWg00tfXR64qx0rdCrH9MYI/DOK423FNJ5SiKBIKhRgfH+eee+7BarWed/+hoSHC4TCNjY2kUilisRiZTEaKswQ4fvw4iUSCnTt3UiqV8Pv9dHd309LSwpEjR/B6vfzBH/wBX/nKV8jlcmSzWb7+9a/j8Xi47bbbeO655zAYDLzwwgt84xvfQBAEkskkNpsNh8PB/Pw8arVaanNIp9Mkk0nm5+cxGo1YLBZUKhWFQoHfTCT4v6LIskrF59rbWcnnyefzlEolNKUS756dRRUKcdhioa2tjZqaGoaHh9HpdFitVrq6ugiHw+zbt4+lpSX27t2LwWCgubmZ48ePk0wmUalUpFIp3vnOd1JbW8t//Md/rLuXT548yTPPPMP9999PR0cHWq2Wnp4ejh8/jsfjoba2dsNrfaMrd0RRZGhoCIPBQFNT0zn3W1hYIBQK4fF45NQIGZlXCIIg/NOab6eBJmAn8BNBECLAYWAFyFziqUVRFD9wFYZ4SdwwYUEQhGbgdcAuyk6YdsBMWbEJAzPAi8CzoihO3ahxyry2KJXKaS9yT6TMqw232002mz1rJVRG5tVO8lSSyFMRAKrfV03nb5b9DUr/qwQlGP/kOLOfnwXK4gKAxq3BdqeN2EsxCqHzxwOKoiiZ/l0uFaNGvV5/ltmlz+cjHA7T0dEhrUSfOHECn89Hf38/27Ztw2QyMTExQWNjo1Q5EI/HpUn/6OgojzzyCKIosmnTJqanp8nlckQiEebn52lsbESr1WK329Hr9SwvL1NVVYXBYGB8fJx0Oi21Z3jVahp+8hOGHA4GGxuJxWIsLS1JrRD5fB61Wo1SqWRgYIDR0VHeNzwMxSJVhQKOwUGe1OuJRCKEw2E+m8nwodFRAOL19czv2MHS0hL79u2jUCjgcDjw+/28/e1vR6FQ4HQ60el0DA4OMjc3h06no6+vD51Oh91ux2w2k8lk2Llz5zrz1mAwSDabJZfLcerUKfx+P3V1dUSjUTQazTmFhWtJIBAgHA7T0tJyziqDdDrNU089hcViOa+w0NHRQSwWk0UFGZlXFr8MrC2HEymnREB5bnznZZxTWD3Pq19YEAThXuAzwF1nblrzvHKBP7R6zOPAl16JJSEyrywOHjxIqVRi586dN225o4zM5aBWq2lubr7Rw3hF4/P58Pv9dHV1XZWkA5/PRzqdpqmpSf59cw0ppU/Hgxt6yivYYlFEoVXg/agXBBj/jfXiQilXIn4gDiKI+fO3QMzOzjI1NVWedHu9p1+3VOLw4cNoNBr6+/svOE6LxcLevXsBiMVi6HQ6NBoNPp+PSCRCXV2dZDrY09NDJBJhYmKCgYEBoNzGUl9fj1ar5YUXXuCJJ57grrvuQqlUEg6HmZycpFQq0dPTw44dO+jp6aFQKHDXXXfx7LPP8p//+Z/cdVf5o1ldXR1qtRqn04lCoSAWixGNRqmvr+eh738f25EjvBX49ubNnGxpIZ1OUywWaWlpIRAIkE6n8fv9RKNRisUiP7DZ+HgwyLJazWxbG7Zkkkwmg9vtxrGwAKuifpPFgqmri5MnT5LJZAgGg/xCIEDND3/Isfl5drzhDXR3dzM0NEQul8Nms7GwsCB5I2zfvh2DwcDg4CDLy8uYzWaCwSAGg4G9e/dSXV1Ne3s7L7zwAqlUisZVYeRCFSLXivn5eSKRiNSqshFarZaurq4LxkzqdDq5zU1G5tXBK9JfAa6jsCAIggH4a+D9lX9afRTPeFx32OrjvcA9q+UinxBFMXXNBirzmkaj0VyzPloZGZlXNoFAgFAoRCqVuirCwvT0NJlMBq/Xe82MAWVAZVWh0CugBPpmPbDqvYCAQq3A+xEviKcrFwRBwPurXnL+HACGbsPpYzYQgMxmMyaT6ayKBVEUyeVyl/w3JZFIcPjwYWw2G1u2bKG7u5tUKiWJClBOlahEQB48eJDGxkY8Ho90H1XSC5RKJfF4nFgsxu233y6ZPQ4PDxMOhwEYGxtjdHQUo9GIx+PB6XRSW1uLz+cjGo1KbVRKpZKamho0kYg0DkMiwaGpKcbHx4nH46hUKlSq8kfLlpYWVlZWCIVC/Gj7dqYcDuJKJSuRCIp0GovFQjQa5R/q66kKhRB1OrKf+ASZTIZEIkFtbS2bMhnu/MlPAKifmeFnd95JQ0MDSqWSkZERcrkcqVSKw4cP09LSQjKZxGAwkE6niUQiqNVq/H4/er2exsZG+vv7eeyxx5iYmODtb387hUKBTCZDOByWxIlCoYAgCNfFp6Cjo4NEInFeYUOpVEqCj4yMzKuSV83KwnURFgRB0AH/A+zhdHlGpdTjQhez8hdZAH4F6BQE4R5RFLPXaLgyr2EqKz8yMjIyZ9LV1UUqlbrgyuHF0tvbSzablUWFa4zKVv6oU8qWiL0Uw/WAC4XqdLubQr1auUBZXJj53Az+f/eTnkijsqlwv9sNnNvPweFwbBhtqlQqufXWWy+5GkWn0+FyuaSSdq1We9Y9olAo0Ov1ZDIZDh48yPT0NA8++KC0fceOHdTU1FBXV8fCwgLBYFCqUqhMpKEsYgSDQWpra2lra8NgMFBbW0uhUEChUFBfX4/T6WRsbIxcLkcgEODvb7mFuzMZfB4Pwdtvp29khFgsRnJign8OBqkqFvltj4ekzSYJG5FIhGmDAb/fz8LCAplMBq1Wi0ajIWe18n9sNvR6PV3797O0tMTMzAwul4vq1lZKgoBCFMlqNAQCASKRCBqNBo/Hg0qlIp/PMzIywvbt23G7yz8rj8eDWq3GZDKxbds2SewoFosMDw/j8/lIJpM0NjaydetW9Hq9tP2ll15Co9GwY8eOS/q5XQ4Gg+EV5WkiIyNz1XlVlZJer4qFbwB7V59XBIUi8FPgCcqp0itAEjACbmAz5XaJewHlmuP2rJ7vPddp7DIyMjIyMqhUqqsmKkB5pXvtKrTM1UcURbS1Wrwf8TL//+aJPhclNZLC0Ll+MlcRF1ZWVoh+PiqJCo2/14ixyyhFW4olEUEhEAqFQASH03HOSgbgsla9VSoVvb29RKPRc547n88TjUYxm81s27btrPtSp9PR1tYGlM0H29vbqa+vB2BlZYVCoUBNTQ12ux23283s7CwLCwvk83kp+rLSAmH+p3/im6dOsdTXx4/uuouapib+u6eHhoYGfIuLZDIZHnroIRz/9E8MLC8D8JlMhv+dTDIzM4NKpSIQCBCNRmlqakKj0RCNRsnlcpI5Y3d3N8VikaNHj7K8vIxKpUKtVvNiNIr6TW+iNxzmezYb2slJqVpj+/bteDwevvzlL7O0tMTJkyfZvHkz8/PzhEIhGhsbmZqaorm5GbVazejoKMvLy7zjHe9gYWFB8ptZe+0EQUCn012S2Dc1NUU0GmXTpk1yGoOMjMwlIYrizI0ew9XkmgsLgiDcCTzI+sqD7wCfFkVx7jyHPgH8pSAIdcCXgHdzWlx4UBCEvxNF8elrNnAZGRkZGRmZVzSVSbntDhvL31wm+kKUwCMBaj9Ri1JXngRWJu8KtQLzQ2ZiwRji10Rcb3fhfHM5vrIoFlGUFFCEUr7EsSePQRZe997XIRZEBLUgiQ9Xg4pvQ1tbm1Sivxa9Xs/27dtZWVlhZmaGVOrcHaLV1dVUV1dL36tUKgwGgzSB7urqIh6PMzk5SUtLC16vl+npad761rdSKhTo/djHUIoijgMHmLr3XkSjkVOnTjEzM0NdXR2CIKBWqwk0NlI8dAilKDJitzM3N0csFiOfz1MsFqWIyG3btqE4eJDelRV+UCwSW42WbGpqorq6GoVCQS6Xk6oxUr29PNfczMjICL9YU0N3dzfj4+NYrVasViubN29GpVLR2toKlP0pEokE09PTJJNJlEolsVgMgLm5ORQKBXv27NlQBFAoFOeMntyImZkZnnjiCWpra+nq6rpuwsLMTHku0tjYeF1eT0ZGRuZiuB4VC7+3+lhpgfhdURS/cLEHi6I4D7xHEITDwBc5LS78X+DpqztUGRkZGRkZmVcbrje7SHw8wfTvTzP5O5MoDAqqHqpCbVcjCKdFgbauNlr+uoXI2yOoXWoMHQYKhQL79+9HfUKN7aiN2L4YinkFYkrk6NeOYt5upv5T9Wi92qsmLthsNmnifCbpdJq5uTkMBgNTU1MsLy9L1QkXQ01NDTU1NdL3x48f58iRI0xPT0vRlfPz8yQSCfbu3Uuxrw/l8eNkDAZKDQ0s+3wEAgECgQDFYlEyhvT7/RzZsQN9NMozajV+n49CoUCxWEQQBBwOB1arldDgII9MTKATRd6fybBTp2NpaYlsNsvS0hK1tbU0NzczPT1NMBhkZWWFZDKJ1WpleXmZxx9/nMHBQXw+H5s3byafz9Pc3Mzi4iLJZJKuri6am5tRKBSEQiGpuqO5uZmuri6SySTFYhGlUkkikZCqGi4n1aNUKtHc3CylUlwPRFFkZmYGURRpaGiQjV9lZGRuGoRraVQnCIKVcotDRcL9jiiKP3cF5/t3ypULAAXAJYpi7MpGKXM1EAQho9VqtZnMpcasysjIyMjIXB0ikchZ7viV9gWAif89wdyXysWSdZ+ow/V2F7bbbWedZ20LQnIiyeBfD5L7Sg4UQInTSyWrGLoN9D/Wj65Rt+71rgbFYpHZ2VlcLhdms5np6Wmmp6elKEWXy4XFYmF+fh6NRkMoFKJQKNDb27vhpLNUKjExMYHFYqGqqooTJ06wuLhIIpEgm83S399PIpEgEolgt9uxiCL5xx4j1tHBU1NT5PN5nE4nIyMjRCIRotEo8/PzKBQKGhsbEQSBWCyGa3aW35idZUmj4TfNZnJKJYVCgYZIhP3pNAAFQeDDdjv7Vj0R5ufnaWpq4sMf/jBPPvmk1JKg0WhoamqitraWw4cPc+TIEURRxG63YzQaqa+vp6WlBYfDwd69e9dVeYiiSCAQQBRFHA4HpVJJMl+dmZlhamqKlpaWddGU5yORSDA5OUlzczNms5lSqXTNI6ozmQxKpRK1Wg1ANBoFOKfwNDk5SV1d3Q1Lu3i1odPpyGazWVEU5dgNGZnzcK0rFvaseQ0R+OMrPN8fc1pYUFL2bXjsCs8pIyMjIyMj8wonmUxy9OhRLBYLW7dulf5dUAgUcgVePvwyxl800qhrZOazM8z/1TzBHwZxvdNF1c9XoW/TozSW10EkUWEoyeLfLpL7ajkhQmlUoq3XYr/bjtqpJrY/RnoiTWooxcv3vEzTd5qo6z+7deFKCIfDzMzMkEwm6evrk6IgzWYzJ0+eRKVSodfrGR8fR60uV2BUUiHOFBYymQzJZJKFhQWi0ShVVVX09fXR19dHoVDgZz/7GcFgkL179zI9PU0kEmHS5yPa1YVCoWB2dpbW1lbe/OY388ILLxAKhfj4xz9OPp9naWmJYrGIyWRidHSUD544QXs2C9ksEx4P/+V0ksvlmBFF/lSt5sOpFLZCgX8MhfgllYqXXS6USiWBQICf/exnTE5O4nQ6qa+vx2QyEQqF0Ol0dHV1MTk5KUVOfuADHyCTyTA5Ocn+/fuJx+N86EMfOv3zFwTC4TCLi4t0dXWtawupr6/HaDSeZb7p9/tRKpU4nc4Nfx6hUAir1YrZbL6mokIqlSIQCDA1NYXBYJAMJc8nGEQiERYWFlhYWGD37t2XVYkhIyMjczlca2HBu+b5oiiKJ6/kZKIonhIEYQGo3eD8MjIyMjIyMq9RdDodVVVV2Gy2szcqoJArUNQVaf7jZnTNOpb/dZnIMxHm/myO9Giazn/qRMnpHvncco7Fv19k4asLAFhuteB8wEntR2tRWcofnwqxAsmTSUZ/fZTkoSRzX56j9uFaELhqVQsOh4O2tjZp8qtSqaitrSUWi5HL5chms6jVanp6elCr1RiNRsmAcS2Li4vs27ePQCBAf38/PT0967arVCq6urooFosoFAoKhQLhcBilUsnWrVsxmUwEAgFKpRJWq5Wenh7Gx8fJ5XKEQiFisRh2u52Ojg5SqRST+Tztq+f26/U4HA46Gxp46DvfoTOVIqlWQ6EAQJNGw3GtloaGBuLxONFoFEEQ8Hg8+Hw+9u/fD5STWTo7O+nt7aVYLFJbW4vb7Uav17O0tIRer0er1TI4OMjmzZs5dOgQAE6nk3Q6jdlsZmVlhZGREbq6unC5XLhcrnXXoVgscurUKZRKJbfddpv076VSicnJSUwmE5s2bZJSO66UUqkkVYecKQSNjY0RDAbRaDQb39cbUF1dzbPPPkswGKS5uZn29vYLHyQjIyNzFbjWwkLlt7UILF6lcy5yWlg4W0qWkZGRkbnhhMNhEomE5EQvI3OtUSqVdHd3b7hNpVKxe+9uqX2h5v01WHZZiB+I4/u6j9YvtaK2qaVV/mKxyOBXBkn+dRIomz/WfaIOxxscKLQKSoUSCpUClUWFdZeVti+2cfIXTqI6oVrnsXA1PBcUCsWGBo4Wi4Xdu3dLUYoej+e85xkbGyMej6PX6zGZTBvGHDY1NVEqlTh69CiiKNLS0kJ1dTVDQ0NotVopdSGVSvHggw8yPDzMxMQEk5OTLCws0Nvbi9/vJxKJ8PiWLRyfmKDlzjvxl0pER0cRHn+c7aFQ5Y3xvFrNgk7H/OtehzcSIRKJIIoi8/PzqFSqdW0ZRqOR7du3IwgCNpsNQRBYXl4mEomQz+eB8iR9ZGQEjUbDpk2byOVyUrSmXq+Xvh8bG8Pr9Z4lKkD5Puro6FhnxCiKIslkkvn5eSmJ42KZm5tjZWWFvr4+qQXjzO1TU1O0trae9fuyoaEBk8lEU1PTRRtDCoJAQ0MDRqPxots7ZGRkZK4G11pYSK55frUavdZmKp3bBlnmqiMIgvt8m6/bQGRkZG56xsfHSSaTOBwOjEbjdXvd80X/yby2qazgV+4RY5cRY5cRz3s9KFSKdSLA1GNTxP8sjoCAaYuJ2l+rxfEmR3k/UUShWl8NYBowoW/Ukx5Pkw/m8f2Lj1BvCEOzgbaWtquWFnEmlZ77i2HTpk309fWRTCaJRqMkk0nm5ubwer3rIhdLpRLxeBytVktzczOpVIrFxUVKpRK7d+9mbm6O6upqpqampMjIPXv2cPToUSKRCFarlfn5eUp6PUf37iVcU0P4xAm0Wi0Br5fk7CzGYpFBu52HdDpyuRy3FwosLS2h1WpxOp2cOnUKs9nM+Pg4FouFrq4uBgYGaG1t5Qc/+AGRSIRgMIhKpcLr9bJjxw5sNhsnT54kkUjgcrl48cUXpYoOhUJBd3c3drudaDRKQ0ODJMhshNfrXXc9Dhw4IMWAXurvs2g0SiwWI5vNbigs2O12qWJho22XUxlx6623Alxz7wcZGZkrQxCEyWt0alEUxdZrdO5zcq2FBf/qowA0CYJguRKzRUEQLEDzBueXuT7I11tGRuaiaG9vJ5lMXhdRITWSwvcvPlo+11J2+JfFBZnzcOa9UZn0C0pBMl5UHFdIkzLHPQ6cb3JKosKZx4slEbVDjeUWC+nxNFN/MMXS3y8hWkRSD6eueSl6MBjk5MmTeL3e86ZDVFop5ubmiEQi6PV6fD4fgiAwPDwsVSSoVCpuvfVW6f2vNTucn59namoKn8/H4uIiKpVKMlU0GAwcO3ZMipV8+eWXqamp4ZZbbiGbzVIqlZiZmeGDt9yCamKCp0SRpro6UqkUTz31FFBeoZ8/eZKHV1aoDwT4bksLR7VaJicnicfjNDc3s7y8TDgcxmq1MjY2xne/+12y2Sw7duzg5MmT1NfXc/ToUUZHR6mtrcXpdNLX1ydVdFSqACrXI5fLMTY2RlVV1YYVDIIgSF9ut5tEIsHg4CA2m+2iUhm6u7vJZrMbVohAufJk8+bN5z3HpSILCjIyrxiaOJ14eDW5dukM5+FaCwvHVh9FQA28D/jqFZzvfcBauXfwCs4lIyMjI3ONsNlsF90TfCUU4gXmvjzH0j8skfPl6PrHLllUkLkk1t4vFV+E2BMxyIG2VkvDbzWg0G4sKlSOKcQLJAYTFMIFgj8IljeEoc5/dY0cz0QURQ4fPszw8PBZJn2jo6MkEgk2b968roy+p6eHTCaDyWTCbDZjtVo5fPjwun0qQkI4HEYURerq6rDb7ZhMJux2O4uLi0xNTVEqlRAEgYmJCfr7++ns7CSXy6FWq+ns7GTTpk0cPnyY559/HoVCQXNzM8q2NsJOJ6axMUwmE/X19eTzeXQ6HXq9nvtjMe5f9V4QDxzgmf5+YrEYg4ODPPXUU7hcLubm5hBFUfJ9iEQihMNhGhsbWV5eplgs0tjYSFtbG6lUCo1Gw/PPP4/b7aarqwuLxcKpU6fweDwolUpWVlYQBAGXy4UoipRKJel6CIIgVQBA2avi4MGDUiTohX7PKZXKc4oKMjIyMqtcDSGgkld0wz4EXVNhQRTFIUEQZoAGym/ys4Ig/EQUxbFLPZcgCG3An3D6gs2Kojh8VQcsIyMjI/OKoLKynBhMEHuxXAjn+2cfTb/fhK5RTgSTOT+hUAiNRnNOx/xiogiArkWH2qGmlCuh0Jy9ClxpnyjGiuRXyn3+2fksgkqg/Svt1H649qxjzqSSbtDf33/JopggCHR0dNDY2IjJZGJmZobGxkagHIuYTCYpFotniQYV4aCqqgqAnTt3nvXaxWKRY8eOoVAouO222yTzwkoVgM1mI5lMSgkUlUQKhUJBPB4nmUwSDAalFom9bW188NQpAgoF3+3pIbxqnOjxeIjH42QyGaLRKONrxnqyUCAWi1FdXU00GmV2dhaj0YhOp8Nms7F7925EUeTkyZNUVVURiUQ4duwYGo2Gj3zkIzgcDkKhkCRGzMzMMD4+zpYtWwgEAgiCQG9vL5s2bZLaQY4fP04sFuOWW27ZsHWhqamJQqGARqNZ10IiIyMjcxnMcumiggGwsz55ESAMXHZnwNXgWlcsAPwj5ZhIkbI/wnOCIPy8KIpPXewJBEG4Hfj31eMraszXrsFYZWRkZGRuckRRlFaW5/9ynuTxJAqtgpY/bUHXqJNbIa6QpaUlaTX71Ug2m+XYsWPo9fp1K9FQFgpK+RLFWFlYqKQ/bCgqlE57Mkz+ziSpkbLtk6ARaP2zVmo/Viuds5ISIYrlz39r789oNEqhUFi3Sn4pNDY2cujQIZ599llaWlrweDzo9Xo2b95MsVjccHJ8JmtL5/1+PwqFApfLRVNTE7FYTGprmJ+fJxaLsXXrVmpraxkdHcXv9zMxMUE6nUaj0VBdXU0mk+E73/kOWq0WrVaL1WrlIydPsm16GoCRcJhgXx+33XYb+/btY3FxUfJDeNpo5EG1mi6zmX8rFmE1maJQKHDs2DF27tzJLbfcQm1trVQ9kU6nefzxx2lqaiKfz+P3+/na177GXXfdhcPhoLu7m7179/Lf//3fUiRpXV0dOl1ZhFwbK6lWq1GpVOf8HaLRaM5K1LgQ8XicRCJBTU3NJR0nIyPz6kYUxabLOU4QBCWwBXgv8CHABJSAXxVF8SdXa3yXyvVowvoLTidCiIAH+JkgCI8IgvBWQRA2XC4QBMEkCMJbBEH4b+ApoHrN5gXgL6/loGU2xHOer9wNHJeMjMxriMoH/tk/nyXwSAAEsOyxYLvTtm67zKUTi8UYGRlhbOySCwuvGydOnODll1+mVCpd1vEajYb6+vqzHPOj0SgrwRWUOiWut5V77VPDKZKnkmedQyyeFrem/mAK/3+ULYgUOgWtf9pK3a/XMTIywov7XiRfyEv7FhNFBEGgVDg99u3bt3PLLbdclqhQodJm0N3djV6vB8ol+BVRIR6PMzw8TDabPe95stksjzzyCE8++SRQFi1EUSQYDKJUKunp6aGzs5NQKMS+ffuYmJjgxIkTjIyMkE6nyWQyaLVadu7cSV9fH1arlVtuuYXdu3fjWTOpzosiu3fvxufzMTs7i8lkwmq1UigUyq0JfX0c7OxEudoeodFocDgceL1eSqUS4+PjTE5OcvDgQdxuNw888AD19fU4nU527dqFwWBAp9OhUqlQKpXS7wSj0UihUMDn8zE+Ps74+DipVIrnn3+e6VXRo7u7m507d16SMeaFGB0dZWRkhHg8ftXOKSMj89pFFMWiKIqHRFH8NLCZsv2AE/iBIAgP3KhxXfOKBVEU04IgvBN4AtBzupXhLatfoiAI00CAcoqEkXJMZROne0TW9owkgXeJopi51mOXWY8oiivn2iYIwg0xCZGRkXltEj8aJ/TYamydCO53uTH1bVzWLnPxmM1mGhsbsVqvVpDT1SeTyZDNZqXV/0tFEARaW882yx4eHiadTmM2mzFvN6PQKUhPpAn9OISuRYdSd3riL1Uq/J9Jlr62hJgXETQCLV9soe7Xy74KmXSGfD6PuFqlOvcXc0z+7iS3nLwFfateqqw5VzpBIpHgxIkTNDQ0rEsp2IiBgYHzbvf5fPh8PiwWy4bnEkURv9+PSqVCr9cTCAQIBoOYTCapbaS6+vT6zsrKCvl8noaGBqxWKx6Ph7a2NoaGhqQ4ymw2SzKZJJlM0tLSQvCNb4S/+zuOLi0x3dvLbfX1vPDCC4yPj6PT6airqytfL1GkWCySSqUwm82USiUpUcFoNJLL5YhEIqyslD+StLS0oNVqSafTZLNZBgcHaW1tpb29ncOHD+Nyudi8eTPZbJZMJoPL5SKTydDT04NKpWLfvn388Ic/pKOjg1tvvZX+/v6rKioANDc3E4vFztl6czmIoiiZbra0tFy188rIyLyyEEVxShCE+4BDgBf4V0EQNouieK0SJ87J9WiFQBTFlwRBeBvwbcpqSuXTgLD61bL6tZHhhLjm34PAz4uieOA6DFtGRkZG5iYl/NMwkWciAFT/cjW1v7padi63QVwRgiDQ3Nx84R1vIFu3bkUUxSta4d+IlpYWUqkUer0e/Tv1xI/Emf38LBO/OUExWcRxvwPLDgvZxSzZhSyzX5wl8N8BAAS1QOuft1L38bKoIJZENm3ahEh5nAt/u8DEb04AMPyBYTb9YJPUZnEmk5OTZLNZPB4PmUyGdDp9ye8ln88zNjaG2+3G7XbT1NSExWLB7T6dGj0xMYEoirS1tREKhRgaGsLlcrFnzx6mpqakuNjq6uqzzAcbGxtxOp2YzWbC4TA1NTUoFAqqq6vR6/XodDpe//rXc/ToUaqqqhgfHycSiXDbxz9OtdHIrlOnqKurw2QyoVAoKBQKGAwGampqMBgMJH0++sNhRk0mci4XyWSSTCZDMpnE5/PR3t7OzMwM6XSaI0eOoFAoEAQBs9lMfX09/f39/OQnP2FycpJbb72VpaUlLBYL7e3tVFdXk81mMZlMjI6O8uKLL0qtGC6Xi56enqsuLDgcDimF4mpRLBbx+/1oNBpZWJCReY0jiuKyIAh/BPw9ZQ+GPwPedb3HcV2EBQBRFH8mCMIm4G+Bt3JaQDhzyWHt9xXhQQT+G/iYKIq+az1WGRkZGZmbl8gzESb/T1mINw2YqPlQucS6YuhYYcNoQFl4eMVzraL0KpPuyn3U8tlyfOnMF2aY/qNpZj43g2mLidxiDrEgklvOlb0T1GVPhbWiAoBCWR7nwt8uMPaxcmuJrleH414HSvO5RZHl5WVyuRzt7e309PQwNTWFzWaTfADGxsaYmZlhy5YtG8YjQrnawe/3UyqVcLvdqNVqyagRyv8PFhcXEUWR1tZWrFYrXq8Xt9uN3W5fJyZ0dXWddX5BEMhkMjz//PM0NjbS09ODKIq4XC5pVb63t5dAIMDo6Cijo6MYjUbuvfdeMpkMmzdvxmQyodVq6e3tpbm5mWQyidfrRaPR8JkDB2jOZAgFAvzFfffhLxRIpVIYDAZefPFFVlZWiMVixONxDh48SFVVFdu3b2fz5s1otVri8TgNDQ20tbVRX1/P008/jdfrxWQyMTk5icfjweVyEY/H2bt3LzU1NeTzeTweD8Vi8eJvmhuISqVi+/btV11gk5GRecXyH8DfUJ7fPyAIgksUxcD1HMB1ExYAVkWBtwuC0Ap8ELgDGGB9hGSFHHAYeBp4+EaUc8jIyMjI3Fxk5jLMfWmubFEkgO12G6aB8kRmnaiwRmRIjaXITGdw3ONAEARZXHgVEgqFOHXqFB0dHXg8nis6l6AQpLSH5j9pxrTNROzFGPEDcURRJB/KU8qWPRIUWsW69oeKqFC59xb+vwXGfm3Vr6IJsndkafidhvJ9eIYQVmFgYIBisYhKpaJYLJJOp0kmkzidTlKpFIODgxw/fhyTyXROYcFut7Np06ZzGnAKgsDWrVul5yqVitbWVmZnZ9FoNJRKJUKh0HlX2QOBAGNjYyQSCVQqFU1NTZhMJrLZLAsLC1gsForFIk1NTajVahKJBENDQ1IE5t/93d+xsLDAW97yFnp7e/nud7/L2NgYb9+5k6ZMudvVIYokjhwhXFdHLBbjxIkTaDQaYrEYPp8Po9FIY2MjKpUKr9fLoUOHKBQKdHV10dfXx6lTp3jsscfw+XzYbDb6+vokI8hSqcTS0hKZTIaf//mfJ5lMMjw8zMzMDDU1NajVagwGw7qJ+/LyMuPj4/T09GC32895ba4XRqPxRg9BRkbmJkEUxZggCJNAB2UfxduB713PMVxXYaGCKIoTwO8ACIKgoWzMaKfsaJmgHJexJIpi/kaMT0ZGRkbm5qIy0YvtjxE/XDZA07foafjdBpQ6pSQWVB4rEzbfN3z4/8NP6H9CVP9KNV0Pd8miwquQQqFAoVAgn786HxsE5emJv/ttbtxvcyOWRKb/YJrMdIbsbLbsqfCF84gKf3taVDD2GjE8aMD1Ydd5RQVASioAqKmpwWq1SoaMOp2O7u5uRFG8oMfE2qSDjThzUhoIBKT2gmg0Sjabxev1ksvl6OnpOatSpL29HbPZzMTEBCdPnsRoNFJbW8vS0hITExO88MILALz3ve9FrVYTCASYn5+XJvM1NTUYjUY+8IEP8OKLLxKNRonFYnzvX/+VD62+Rgl40udDveqrEIvFUKvVKJVKisUimUwGq9VKKpUiGo0yODgoiSRTU1McO3aMUqlEOBzGZDJhsVhoaWkhl8sRi8UYHR0lGAxyxx134PF48Pl8TExMMDo6SjKZZGBggN7eXuk95/N56UtGRkbmJiSy5nnT9X7xGyIsrEUUxRzlDM/ZGz0WGRkZGZmbj0qsXzFZZPbzs+SWcqidatr+Xxsal0YSHSqPpVyJ1HCKpa8tsfA3CwiqVZHhn3woDUra/7r9Br8jmauNx+PB4XCc0wjxchAU5fQGhao8oZ79wiyLX1sk788jqFbbH84nKnzstKhQ/YFq6j5Rd0FRYSMMBgP5fJ65uTmqq6vp7e2lpaWFUCiE3++/4gqNCi6Xi5aWFlwuF5FIhEwmQzAYJJVKkc/n0Wq16/ZXqVTU1dUxNjYmJS0cOXKE7du309TUxNjYGAaDgba2Nim1Qq1Wo9FocLvdqFQqYrEYf/VXf0V7ezuf+MQnCAaDfPazn+UfNRreJor8u9mMS69nbm6OQCCAQqGgVCoxNzeHyWTC4/GwvLyMw+FgYWGBUCiE2+1mamqKVCrFli1b6O/v5wc/+AF+v5/5+Xk0Gg1OpxOtVovX66WqqoqFhQW8Xi/FYpGRkRHcbjcNDQ1YLBbp/WYyGeLxOJs2bcLpdOLz+TCbzXLVgIyMzM3E2jKzC2cNX2VuuLAgIyMjIyNzPgRFeTI28ZsTJAYTCBoBx/2O0y0Qqw79glKgECsw9+dzhB4PET9QrmxQe9TkFnMIGgFDt+GcryPzyuZqigpQFgsqosLM52ZY+OpCWVRQC7R+6QxPBeF0zOlaUcHQY7hkUaEikK1lZWWF2dlZCoUCHR0d6PV6Tp48yfj4OG9605tobGy84vcbDAZJJBJ4vV4pOaKS1HCmqFChWCzicDioqqrihz/8IX6/n+7ubkqlEgMDAzQ1NTE6Okpra6vUrmC323nmmWc4fvw4ALOzsywvL1NTU4NSqaSpqYkX29qYra0lk8nQ4PNRW1vLCy+8gF6vx2AwMDc3Rz6fx2AwUCgUCAQCnDhxAq1WS19fH263m2KxKKWHuN1uJiYmePnll8lkMjidTh5//HE6OjpoaGhgeXmZVCpFQ0MD9fX17Ny5k6ampnXvNRQKsby8jEqlQq1W89RTT5FKpXjPe95zw8UFn8/HyMgIvb2952yPkZGReXUjCEIt0Mppv8Lg9R6DLCzIyMjIyNz0hJ8IE30+Kn1f9QtVaL2nJzu5QI7UcIrxXx8ncTQBgNqtpuXzLYQeD7HynyvY77Rjv/PG90XL3PysndxXRIXccm5DUWGtUOD7V986UaHmgzUXJSqU8iVi+2LoWnXo6nRniQsej4dCobCuOqGlpYVEIkE2m70q79nn8xEKhfB6vdhsNgA0Gg0azbkXvZaWlgiHw5KZolqtZmRkhKqqKqmKYXl5GbfbTTKZ5IUXXmD//v1ks1laW1sZGBigvr6eb33rW/zDP/wDDocDtVrN8vIyQ0NDUppDQ0MDb3/720kmk9jtdiYnJ/nxj3/M5OQkarWaaDSKIAjU1NQQDocxm824XC5+8IMfSJULLS0tLC0tUSwWcblcBAIB3G43vb29aLVaSqUSL774Ina7XWo9qZDL5XA6nXR3d+NwOFAqlVRVVZFMJi8q9rRyHbq6us4p0lwJlTFcbgSrjIzMq4LPsz4cYeR6D+CmFRYEQTACtwJuyp4LR0VR9N/YUcnIyMjIXC/WmiwGvhcgeSIJQNPvN+G473S1X+S5CMvfWib4aJDcUg5dkw7XAy7qP1NPejLNyofKeffud7sxdMoVCzIXRhIVvnjxokLsYIzZz5e7OnXNOmp+5eJFhcgzEYZ/cZjcco7ewV7cm9zr9lGpVDQ0NKz7t7a2NhoaGi4qGjGfz6NUKs+bqNHZ2UkymZREhQ3HWioxOjqKyWTCbrcTCASw2Wyk02k6OztpaGjAaDTS39+PIAhMT08zMzPD8vIymUyGY8eOodfr2bZtG5s2bWJsbIzvfOc7jI6OAkjJFKFQCEEQ6EskCEUijK36PaRSKUZHR6mvr6e9vR1RFLFYLESjUaxWK06nk2AwyNNPP83evXtJpVKMjIzQ09ODy+VCpVJRVVXFLbfcwgMPPMCPfvQjfvazn/Hggw/y+OOPE4/H6enpwel0IooiPp8Pk8nE4OAgSqWSXbt2SdfizjvvpFQqXVRKSSgUIhwOk0qlromwUFNTQ3V1tewfIyPzGkQQBCvwJeAXKQsKAhADXrjeY7nmwoIgCFqgds0/+URRTF1g/z8H/hew9q9lSRCE7wO/Lori4jUZrIyMjIzMTUPlQ/LS15dY/Pvyr3373Xaq318NQNaXJfC9AJO/M0kxXo6Is+6x0vb/2jD2G8nOZRl6aAiA2o/VUvPLq7GUciqEzEUw9xdzTP/+NIhcUFQASB5Lkp0vVw847ndcvKjwdITx3xiX4iuH/2UY15+6LtgyUSgUUKlUF7yXM5kM//M//0MikeCtb33rOt+AChWzws2bN294DlEUGR4eRqFQSGkMfr+fZ599lr1797J3717y+fy6FIl8Po/VaiUYDPL973+fpqYmisUibW1t7N69G5VKxeDgICMjI6jVagRBwGazsTA9jc/n41cTCX5xZYUi8EGNhmKxyNzcHFNTU3g8HoxGI9PT02QyGYxGI4IgMD8/j06nY3Z2VjJy9Pv9jI2N0dLSwqZNm6iurubEiRNkMhk8Hg8GgwFRFKmurkaj0UipESsrK5w8eRKn04nFYtmw1eZMUWFubo5MJkNbW9u6n0tHRwd1dXUbXvuLYWlpCa1We96UDvn3mozMKw9BEN53mYfqgSrK6Yr3AhXXX4GyuPCXoihe9+zc61Gx8DHKQgFAAWgBNhQWBEFQAj8BbuN0KUcFJfB2YLcgCHvl+EkZGRmZVz+JwQSL/19ZVFDoFXh+zoO2RovvGz4CjwYIfK8c0Wy93YrjPgf1n6pHoVVQTBZZ+qclcos5zNvMVP9KWYy4VOM8mdcuzrc4mfnsDIVogfb/107tx8prJBvdQ6VCiZXvrFBMFNF36Gn5fMu6ZImNWCsqpIZSqN1qzP/LjP2d9gveo5lMhgMHDmCxWPD7/YiiyJ133rmueiGTyaBQKKTJryAI52ybiMVipFIpisXihivw+Xwev9+PXq9nYGAAjUZDOBymsbERvV7P1NQUbW1t0v7ZbJaXXnoJg8GATqdDFEW6u7sZGxsjHA5z6NAh8vk8LS0tlEolrFYrw8PDdP/nf/LJAweYdrsprVZOKIF7DAYeLxSoqqpCoVDQ2NjIysqKNJFOJpOk02nsdjvZbJb+/n6SySRzc3PU1dVx6tQpzGYz0WgUl8uFyWSiWCxy5513IggCxWIRp9PJc889x+LiomRKmUwm2bZtG6lUal3s5EYkEgnm5+fJ5XJSxGYFlUp1lqjg9/sxGAyYTKbznjebzTIyMoJWq11XMQFIP6+lpSVGR0fp7e3F7Xaf40wyMjI3IV/ntCfC5VIREyrVCvuBP7vCc14W10NYeAenRYJHRVFcOM++v005c3PtxalQ+b4aeEQQhC2iKJauwXhlZGRkZG4wlQlZ+IkwyVPlFgjzDjP2e+0Mv3+Y5X9bRsyX/xY3/HYDVQ9VYegySBOyzHQG/7/7EYsi9nvsGHvL5mprJ2znWuGTxQcZAEOHgYF9A0Sfi+L9X2Uzw3PeGyUoZcsfSdR2NQrd6mT+EkSFhv/dgOcXPGirL1wqr1Qq0Wq1iKLI3NwcoihSKBSkyWyhUODAgQNoNBp27tzJ2972NrLZ7DnL8Lds2UKpVDpnW4VGo2Hbtm2oVCopDlOpVNLW1kYqlWJpaYl4PM7OnTtRKpUolUr0ej06nU4yVGxubqaxsZFisYjJZEKn06FUKqmvr6ehoYFoNMrA61+PAmhZWeHEG95AfH6emELB1B13sGXzZkZGRtDpdGg0Gvr6+ti8eTN6vZ6nnnqKbDbLjh07KJVKFAoFcrkcoihit9tRKBQ899xzGI1GPB4PqVSK++67j1KphEqlYv/+/Xz7299GFEWam5ux2WyS30M+n2dsbAylUkl1dfWG12dubo6JiQnq6upwOBykUimsVisA8/PzrKys0NvbK/lVJBIJTp06hclkYvv27ef9WWu1Wtrb28/62eVyOUlc8ng860QkGRmZVxyX86FDXPNYOf4R4FdEUbw65juXyDUVFgRB0ADbOf3Gf3Cefc3AZ1h/cZ6n3B/iAh4EzKvbeoEPAX9/TQYuIyMjI3NDERQCqZEUs386SylVQmFQoKnWMPSLQ0SfjaI0K7G9wUb1+6pxv3P9Cp1YFBn/jXEykxmM/UYafqcBhUaxTkhYO0FMDiUJPx4mNZqi46sd5RQKuaz4VUcul+Po0aM4nU5aW1sv6hhjtxFjd1mUOpeokMvlUKvVWG61EHkmQjFRJDOdwdCxsZ9HKV8i8lSE8U+uFxWqHqpCU3Vx6WBqtZpbb70VgPr6etRq9TrDQaVSic1mk0QA4Ly9/ReTqHHmyno8HicYDOJ0OrHb7eRyOWKxGHa7HZVKxY4dO4CyceHBgwex2+3cddddHDx4kL6+Purr60kkEiwsLOBwOHC5XBTvuQd+8AOyTiepBx/krzo6eP755zFEItSOj3PixAmcTicLC+U1qmw2Sz6fJ5lMks1mGRgYIJ/P88wzz5DJZHA4HNjtdrZs2cKBAwcoFAqIokipVKJUKrFv3z7cbjenTp0il8vR0tJCXV0d2WyWjo4OXnrpJaampujt7T1vxYLJZMJoNOJyuVhZWWFhYYGenh48Hg+RSIRoNEo2m5WEBaPRSH19PUqlkmKxeMFqiNraWinhovJ7SRAEKaGiurr6nKKHjIzMTc/lftioHJekXPH/D6Io/vTqDOnyuNYVC32cztAUgSfPs+87ACunqxU+J4ri71c2CoLweeBFymaOArKwICMjI/OqRSyJTP7uJPmVPEqTkmKySOC7AcSiiKZKQ+tftGLZaUHfopf2r8RSzv/VPOEnwqg9atr+og2VWSW57Fc+mFcmiIsPLxL4boDwk2GpAqLjqx2yqPAqpFgskslkSKXOafN0XjYSFaLRKEePHsXr9WIdsCKoBJInkwR/GET3MR0KbXkFuVQooVApKKaKRJ6NMPHpifOKCpX79HwCVzKZJBaLbWjaVyqVSCQS5PP5c76fI0eOADAwMHDJ1wLA6XTS39+P2WymUCgQi8U2NH6sra3l+PHjUhSlw+EgEolw6tQpBEFg7969HD9+nFQqRekjH0Fz++3U3nYbHR0dLBaLpNNpfD4fE48/zh/MzqJ2OPjz5mbsqxUQleug0+lQqVQkk0laUykeeuwxcsDDgQAPPPAAPT09fPnLXyYWi7Fz505cLhfhcBiNRkNTUxPxeJympiYUCgV6vR69Xk9nZyd6vf68hpYAdrtdElKKxSLJZFISYrq7uyUfiKWlJQRBoLq6GpfLxZEjR0ilUvT09Jz3/MFgkOPHj9PQ0EBLSwtQFpd27tx5yT83GRmZm4r3X8YxIpChbNA4AwyLN0kkzLUWFprXPI+Kojh/nn3fsfooAIvAH63dKIrilCAI/5fTYsKAIAhVoiguX7XRysjIyMjcFAgKgeY/aSb6TJR8sDw50jXpsOy20PzHzegaT6/Erv17mpnKEPpxCADnm5wYN622QCgFSVwoZoqkTqVY/LtFlh5eAgVQAn2HnvR4mnwwj8quktshXmXo9Xp27tx5UavzF4tKpUKj0aDX6/G820PiaILZL84y8ZkJStkSzjc7MW0yoVApSE+lCT0WYv6v50mPpTcUFSoCxNpV6TOpiA3Hjh0jk8lsOPEVBAGlUnne91pZAb+S6pyKmeCZFRNr6ejowGq14nA40Ol07N69G7/fz4kTJ6QV++bmZpLJJI8//jiTy8v0j45Sm0xy8OBB4vE42WyWT/h83JVOw8ICR1MpfqDVEg6HWV4ufwzUarX85V/+JdFolL8MBGhNpwHYfegQzz//PC0tLRgMBg4fPszMzAyhUIh3vOMd1NfX4/f7qaqqQqVSUVwVMwwGAzU1NZd8TZxOJ06nU/peqVRiNBoplUqMjIxIwoJOp8NisVxQtIByK4pWq93wGl9sMoWMjMzNhyiK37jRY7iaXGthofIbWaQsFmyIIAgK4HWcbpn49jmcLP8T+FvKHwOh7IT5P1dnqDIyMjIyNxPGbiNbnt3Cwd6D2O60Uf+peqx7ragspysQKlREAN+/+Ag/EUZQC1S/rxqN5/QqsKAUyEfyzH5hlshTEeIvx8sbSmURou436jBtM6G2ne4zL2aKKHXnL1OWeeVQKUW/WhiNRnbt2oVYKn98afl8C4JKYObzM0z97hQLX1nA0G1A7VAT2x+jmChSiBbOEhUqk0OFSkEhViDyTITYSzGy81mUBiXaWi2ut7vQ1GmYXZklnUwTCASwWCwbJg0oFAqpVeJcVFbYK5URfr8fq9W6rn3iaqBUKvF6vYTDYcbHx6mqqiIcDnPnnXficDjQaDSMjo6iVqvZs2cPKpWKmZkZlEolFouFRCJBMpkk53RCNAqAvqWFdDpNoVBAq9USj8fJZDIUi0UaGhoI6vUQiQBwIJfj0S98AZfLRXd3N3q9nqGhITo6OqT2gcrE3Gw2U19fz+LiIhMTE/T09GAymcjn85L/hCiKDA4OotFopEqDQCDA6OgoXV1dktji9/tZXFykq6sLnU6HQqGgt7dXEnG0Wi1bt269qGtoNpvPMm4ECIfDHDt2jJaWFurr6y/zJyQjIyNzdbjWwoJxzfPYefbrByp/GUXgxxvtJIpiVBCEacrJEgCNVzpAGRkZGZmbF2O3kV2Lu9YZ2oniGaLC6gf1wPcDzPzJDAAtf9qC7XU2aZ+cP0fiWILxT4yTHk0jFssTQctOC443Omj6vaazXjv4P0FW/muFxt9rRN+88WqszGsbURSlsveK2NX8x82Yt5uJ7osSfTZKIVQgdSpVjpME1K71osL4+DiLi4ts7twMEzD2sTHS42mKyfXrK75v+NBv0RN6MITgEfC4PDS3Nl/2avXavv5QKMTQ0BAul4u+vr7LvyDnIRAIsLKyQjAYZHZ2lurqau666y7pGk5NTXHXXXfx4IMP8uijjzI3N0dXV5dkSph829v48h/9ESu5HHNdXdQXClISxYEDBxAEgba2Nt785jdz6NAh/ry6mkypxH/PzqJbNZ202WxUVVVJZpNjY2NMT0+TSCSIxWLMzMzg9/uZm5uTkhxEUcTn89Hf308oFCIajZJMJtcJMLlcjlwuty51IxQKEYlE1u17tRMbBEFAEAS5YkFGRgZBEAyAFM8jiuKx6z2Gay0srP1Nd77XWivDFih7KZyLAKeFBetljktGRkZG5hVCRVSo+ChsVLadmcmw/K/lkmjnm5x4HvRI28JPhln+t2WCPwiSD5zuOW/6wyYcb3BguaWsa5fyJRRqhXSM7598rHxnBd8/+9jt343GdXVXu2Ve+UxNTTE7OysZ9VXuUddbXbje6qIQLRA/FGfkf40AoHaqafit9e0PCoUCYhD6zxBLX1wit5RD7VKjqdXguMeBoBII/jBIIVwg9J0Q2mNaOr7XgbPHKQlk5yMYDDI3N0dHRwcGw8aGklarFa/Xe0UT30wmc95qh+bmZsLhMLFYDL1ej0ajkVIZKj4PqVSKhoYGent7yefzOBwOWltbUSqVKPR6Ru+7j7m5OYrBoFSpEY/H0ev1WCwWstksDz/8MPl8nmg2i1qtprGxEaPRSF1dHU8++SS7du3ioYceYmFhgUcffRS1Wo3X6yWVSjE+Pk42m0WpVNLa2oparebo0aOIosjCwgLhcBhBENi+ffs6M0yv14vL5VpXEdPe3o7X692wouRqYbPZuP3226Xv4/E4y8vLNDY2njPhQ0ZG5lXLLqBi3ihyfdIf13GtX3C1zhSBsuniubhj9VEEjoiimD7PvmvFCrk+VUZGRuY1wkaeB5VV4tj+GKGflr0V3O9yo63VkvVl8X/Lz/QfTiMWRErZEpoqTTkp4rcasN9pl85TKqwXFRa+ukDgkUD5fO90ozTIf25kzsZsNmMymaQJ+5n3aHY+y6n3niLvz6Op0lD/mfp1ooJYEmmqbUL3Mx1Tn5si78+DAIZuA33/3YfaUZ4cNvx2A+Enwsx9aY7E0QTj7xjH+DMjujrdBT0SwuEwkUiEeDx+TmFBpVLR0dFx2ddhdnaWyclJurq6zplOoFKpqK+vZ35+nh07dkhmi5U2jM7OTulYl8uFxWKhs7OTnp4enE4nPp+P3/qt3yIQCLBv3z6mp6cxmUyoVCpSqRQWi4WFhQVmZmaorq5GFEVmZ2fxer1otVosFguCIEiJDbFYjKmpKe677z4GBgYoFot4vV7q6+uJRqNSakNjYyNWq5XDhw+j1Wq5//770Wq1ZDIZFhYWqKurQ6lUntVmU2nluJ7Mz8+zvLyM2Wymqqrqgvuf2a4hIyPziueGmkNda2Fhra9CvSAINlEUI2t3EARBBdzLaX+FZy9wTvua58krHqGMjIyMzCuSSktEZi7D+KfHKcaLVL2viupfqsb3DR8r310h+MOgtL+x31j2abjdir7pdGuDWBJRqDYWFap/uZr2r7TLwsJrjHQ6zdTUFPX19ZjN5nPu53a7z7vKb+w14rjHwfK3ls8WFVZFscRQgpk/mSHvz6NyqCiECkSfizL/V/M0/1HZA1tTpcH9oBtDl4HRj4wSPxjnpQ++hPNPnPTtOH/rQktLC263G6v12hV56vV6dDrdOQ0cK9TU1JxliOjz+XjkkUdwu93ce++9hEIh8vk8sVgMn89HNptlenqamZkZSqUSNTU1mEwm5ubmmJ+fR6lUMj09zcDAAHfccQfpdBqVSkUgECAWi6HRaBAEgfr6en71V3+VcDjMkSNHGB0dJRwO43Q6aWxsZGxsjFtvvVUymUwkEkQiEVwuFz/60Y84ceIEHR0d3HXXXWi1Wo4ePcq+ffvYtWvXWf4HFxMheS1obm7GarVedOXJRu0aMjIyMpfLtRYWBlcfRcoKyruAh8/Y5+2cbmkQgafOdTJBEJRAHadFCN9VG6mMjIyMzCsKQRAoxApM/8E0ucUcumYdnp/zcOqhUwQeCVBKlQAwdBmw7LLQ9v/K0ZNrEUVRWmU+p6hglEWF1xrBYBC/349OpzuvsHA+Km0R3d/spvr91Ri6DOsiJQWlQDFVZOyjY2QXsqidauo+WQfA1O9NMfMnM4gFkZbPtUj7m7aYqP90PaMfGaUwXEBcuXArhEKhuKaiApwtsCwvLyMIAh6P56x94/FyMWvluprNZkZHR0kmk/h8PqLRKJlMhrm5OdRqNU6nk5aWFmpqajAajRw5coS5uTmMRqPUfpFOp1laWmJgYIDdu3czMjJCT08PZrMZvV7P9PQ0TzzxBPv27SOdTlNbW0t3dzeHn3yS9z32GL2Dgxzu62N8fJxjx45hNpt54xvfSDabZXBwEL/fz65du+jo6JBiJH0+H+Pj49x5553r3t/S0hIjIyN0d3dfVNXAlZLJZIjH47jdbnQ6HV6v96KPPV+7RjqdJplM4nK5ruZwZWRkXsVcU2FBFMUJQRDGKBtJCMDnBEF4VhTFUQBBEOqAL3BaeIgDT57nlL1ApalNBMav1dhlZGRkZG5+YvtjxPaXvYEL0QKjvzpKdu60gVr1r1Tjfrsbxxsc6yIngXUl5GeJCu+vpv2vZVHhaiGKIiMjI2i1Wpqbmy98wA3G6/Wi0Wgkh//LQVCcvt/Wtt2sJT2eJjObAUDboMX9bjeGNgNKo5LxT44z+4VZEKDlsy2SAGbZZUFpUlKYLWAbtcEbzz+OhYUFJicn6e/vv+YCA5R/1sPDw0BZcFjbplEqlThy5AiA5A1QKpVwOp2oVCri8TgKhYL+/n4SiQTFYhGdTsfevXul81gsFg4cOIBSqSSZTGI0GtHpyi0hhw4dQq1WYzAYiEQi+Hw+Nm3ahNPpJJVKkc1mSaVSAOTzeX45FmPn0hLMzHDPygrfNJlQKBQUi0UKhQLZbBar1cqHPvShs+5bvV5PR0fHumhJKLdAVL7OxO/3Mz8/j0ajwe124/F4KJVKlEqly/ZEeOaZZwgGg9x///3Y7RvfZ+fifO0aw8PDRKNRtm3bdtnimoyMzGuL62Hq8DXgzygLAW7gqCAITwF54HbK1QrC6vZ/FUUxe64TAa9f87wAnLomI5aRkZGRuekRSyK+r/tIDacQ1EI5yi9UQGFQYGg3UPtrtdR8oGbd/huKCk+Emf/reYKPltsmaj5UQ9uX26T2hwv1sMtcmEKhwPLy8itGWFAoFBuutl8qa9NLNiJxJEFusZwWUfvxWgxtZQ8E70fKq87jnxxn9vOzQFlcANDV6zANmMoC2kbB3GdQKBQolUoUi+t3zuVyhEIhPB7PVU0VWFlZQa/XYzKZSKVSGI2nA8IUCgV1dXXr/j9ZLBZ+7dd+Da1Wy9TUFDqdjtraWt785jfz8ssvS+KEKIqEQiHS6TS9vb2o1WrC4TBQjm4UBEEyVwwEygJhPp/n5MmTBAIBqqurCQaD1NXVsXPnTgKBAOE1rRs+hYLZ2VnJOPInP/mJJBysvWdPnDiBIAjU1tYSDoex2Wzr3r/H48Hj8ZBIJDhw4AANDQ2Sd0Q4HGZ5eZlcLkcgEGB4eJhEIoHFYmHnzp0bigsnTpwAOGdaRz6fp1AonNM/43Kpra3FYDBc9fPKyMi8erkewsJfAe8HuiiLBzrgDavbKoIClOMoP3eBc71z9VEEjoqimLm6Q5WRkZGReaUgKAQafqeB0E9CFMIFoBzlV//peuz32DFvNZ+1P5xfVLDdaaPhdxooZUsodAophaJS1i5z8VR61Gtra1Gr1Wzbtg2V6rqbVJ+TmZkZcrkc7e3tN2wMxVR5si+oBPSt5UmuKIooNAq8H91YXEhPpkkcTkjHXYjGxkbJYHAt09PTLC4uIoriWb4HoigyMzOD0Wi85KSImZkZQqEQy8vL+P1+7rjjjnXbW1pazjqmrq7cArL2tfR6PXv27JFEj7m5OcbGxiTxIBqNMjs7SzQapVAoUF1dzaZNm3j++edZXFzE4/HQ0dHB8ePHicfjWK1WtFot6XSakydPotVqeRQIeb3cv2sXhfe+l3eu3g8//OEPeeaZZ1AoFLz//e9nfn4elUqFx+NhamoKs9nM+Pg44+Pj7N69e8MV/Up1RDJ52g6sra2Nmpoacrkc+XyesbExafK+kbgjiiKxWAxRFM8SOCtVFXv37mVoaIhAIEBtbe0l/azOR0UgkZGRkblYrvlfeFEU84IgvAH4GdDOaSEBTrdApID3iKK4dK7zCILQDuxZc/zPrs2IZWRkZGReKZg2mRh4boATbz+B2qWm8x87MXQapA/gZ34YP1NUWPjqgiQqACSPJ3l5y8soDUrsd9lxvMlB1Xuq1pW1y1wck5OThEIhDAYDDodD6k2/WZifn6dQKNDc3HzdBY/Kfah2l1eoVXYV2trVTs8SoASF+mxxQcyJmLaYKCaKKLQK9J36s8650fcbleXX1NQgiuJZpfxQ7q+fnp7GYDBcsrDQ3d1NKpXihRdekCoMLmTqeC4UCgXPPvsss7OzeDwerFYrra2tjI+PMzQ0hMPhoFQq4ff7sdls9Pf3YzAYmJqakio12traMJvN1NTUMD8/TzabRavVotfryefz/MhqpfGOO3j/ffdhNBoZGxujUCiQSCRYXl5mcXGRf/u3fyMSifC2t72NlZUVotEoNTU1UksDlK/3xMSE5HNgsVi49dZb15kiVloPSqUSs7OzbNmyBYvFIgkHZyIIAjt27JCer+XYsWPE43H6+vrIZrP4/f6rKizIyMjIXCrX5S+pKIpzgiD0Ax8HHgQ6AD3l1IjHgT8XRfFCfgmfYn2ExqPXYqwyMjIyMq8sjD1GBp4fQFALqG1qxJIo/bU4r6jwNwsEvl8umTb2G9E367HutZIaTZE4nGD5W8ssf2uZ9Hiapt9rKns0yJULF01jYyMWi+WsUvGbhS1btlAqlW5IFUXlPjR0lsvM8yt5gj8KUvfxunXilSQuCDD+G+PMfWkOlV1FIVLAstuC456yB8TaeztxPIGmRoPGpSnHqKo2bnMwm810dHSwsLCA1Wpdt+puMBjo7u6+JEGgVCoxNzdHPB6np6eH7du3E4/H0Wq1Fz74DLLZLKOjo+j1ep577jlGR0d597vfTXNzM0tLS7S2tpLP5yXzxieffJJUKkVnZyf19fWYTCaOHTtGJpOho6ODTZs2MTMzg1qtpqamhvvvv59Tp07h8Xiw2WwEg0G++tWv8oY3vAGv14vVauWNb3wjer2ekZER3G43iUSCYDBIOp0mEAjQ3d3N3XffLb2/fD4vpVS89NJLqNVq7rvvvg3bqCKRCNPT08RiMfr7+zly5AjpdJqdO3eeJQKdy3vBbDaTzWZZXFykvb0dQRA4duwYHR0dcsKDjIzMDeG6/TVd9U740urX5fBXwN+tOd/gefaVkZGRkXkNoXGvRviJG0/8NxQVVo0aq36hirpP12HqN0nHpifT+P/Dz9TvTjH9+9MIKoHG326URYVLwGq1XhezwMtlbe//jUAURYw9RqoeqmL5W8tEnongersLXd36SaFCrcD7ES9iSWTiUxMUwgUMPQZa/7wVQSlQypdQqMviQfxInNnPzxJ/OU7/T/oxdJy/Pz4WizE+Po7VamVgYGDdtktJNFhcXGR0dJRCoYBarSaXy1FfX3/WfqFQiNHRUdrb2zeslKgwNzfHCy+8gEqloqenh46ODnbu3MmJEyc4cuQInZ2dOJ1OdDodXV1dJBIJFhYWyGazkt9AT08PX//615kfHeW9k5Pc1drKI5s2MbKwQCqV4tixY4RCIcxmM4VCgZMnT/LII4+wdetWTCYTDoeD5uZmQqEQe/bsYWBggGQyidPpxOfzoVAo1okmGo2GLVu2EIvFmJmZoVAonDNyUqPRUFdXJ3kvqNVqCoXCRV9vKLdVGI1GnnvuOZxOJzabjWg0itfrlYUFGRmZG8LN0+x4AURRHL7RY5CRkZGRubnZaHXwfKJC9fur18VQViZp+hY9dZ+ooxgvMvvFWRa+soDtdhvW3TfvRFnmlYUgCKAExxsc+P/TT+B7Aax7rNR+tBaFtiwUVO5dhVpB7cdqKaVLLPzNAvWfqse0pdxaIokKh+MsfGWB0E9DFONFpn53ip5/7wGBcwpiFouF5ubmK64qEQQBhUJBb28vFovlnBPbTCYjfZ2Puro6tm7dytjYGMVikZ07d+J0Ounu7gbKxpMvv/wyLS0tJJNJ5ubmUCqVTE9P8+Mf/5iWlhaqq6vxeDy87vHHuW96Gg4fpm9oiB8Yjdz6+OPsFkX2iyIrKyvE43Hi8TiTk5MoFAoMBgMrKyu8733vw+l0srS0hFarRa1Wk0wmKRaLKBQKkskkBkO59SoYDDI6OorH46GpqYm+vj5UKtVZLSr5fJ5Dhw6h1Wppa2sDYNOmTZd13auqqkin0wwODkrxlnI8pIyMzI3iFSMsyMjIyMjIXCoXEhXOjJSsTNIAlAYlttfbWPibBXJLOdIT6fMKC+crO5eROZPKval7kw7x50T4Jkx8egKAqvdWoanSlI1DV709FGoF9b9Zj/PNTrR1WpT60/dtRVRY/vYyYk7EcZ+Djr/rWNdWsVEbjyAINDY2XvF7qaqqQqfTYbPZzpug4vV6cTgcF1xR1+l03HLLLTidTgYHB5mdnaW+vl4yFAwGg1itVgRB4OjRo4iiSFNTE4cPH+bpp59mbGyMhx56iLvvvhvzwYOnx+l284m5Od42OQlA2Gjkc4EAL774Ilu3bqW3t5d77rmHubk5pqenee6557j//vuZm5vjHe94ByqViurqahQKBcePH2d5eZnW1lZaW1vJZrNkMhlOnTrFoUOHGBsb4/7772dsbAyXyyWJIgqFgnA4fM6YRygneaRSqfPuUzlXV1cXc3NzGAyGDatEZGRkZK4XsrAgIyMjI/Oq5FJFhY2O1VRpUOgUFONF0hPpc79WUZREhbHfGKPu1+vQt1yeYZ3Mq5tiscjLL7+MTqejf1M/FouFts+1EbPF8H/Fz8SnJ0gNp3A94ML5Rud6zwWVAtOm9SaY8cNxFr66gP/f/Yi5sgFgMVVk+APDaOu02F5nw36nHbVTfc0MSGdmZpiZmaG9vf2CBoKXUqbf2tqK3W4/ywfD6XTidDo5ePAgY2NjpFIpduzYQV1dHUePHqWpqYl8Ps/KygqTb34z+VSKeq+X1G/+Jq2f+xyMl2297Go1KsqVFJXoSJ/PRzqd5u6772ZgYICpqSnGxsak9o75+Xm6u7uZmZlhamqKjo4OoGyGOTExQbFYRK/Xs7CwQCwWk6o5KpRKpQuKK8PDwwQCAQYGBi7YTrR161a6urpu6rYjGRmZ1wY3XFgQyp/6qgAbYAbiQARYFjeyyJW5YQiCcD5raLnxWEZG5qaiIioE/yeI7x99Fy0qAFJmUWYmQyFa7n0+3/6Vydqp957C/+9+At8NsHX/1tNO/zIyaygWixSLRSltpK6uDv4KDC4Ds386y9LDS/j/w4/7XW6qHqrCcqtFqlBYK5itFRVK2RIqhwqFVoGgFojtj5FfybP4/y1ivc1K9ze70TXoLktcSCaTHDlyBK/Xu2FcpN1uJxaLXZPJrcPhYG5ujqmpKXp7e9eJDA0NDWzevFmKnhweHsZms6HT6fB4PExMTBDKZnn+gQewWq28zmzm8DveQWBxEYVWy+Qdd9B/6hR1dXWYzWa0Wi0mkwmfzye1PuTzeRYWFnjuuefYsmULZrOZnp4eVCoV6XQah6NsoCkIAnq9nvr6elpbWxkcHMRqtUrCQwWFQlGOFN0gXrKCy+WiVCpdlHnm3NwcoVCIzZs3n9PoUUZGRuZ6cEOEBUEQ6oFfAV4PbAU2clBKCYJwCHgK+GdRFGev4xBlNsZ/owcgIyMjcykUU0X83/Kz8t0V4OJEhUrJeHoizcSnJhBzIoYuA+53nD92LzmUxP/v5V+ToiiSOJ6QhQWZs1AqlezcuVMSBwTl6XaHpv/bhL5dz8p3Vgh8L4Dvn3zoGnTYXmeTjt9QVMiUsO614v1VL7bX2dDWaskuZok8HWH6z6eJPhflyOuO0PnjTibiE9TX10vGgReDKIqUSiVKpdKG22022zVN/wiFQkxPT5PNZtm8ebNkmjg0NITBYOCuu+7i61//OkNDQ/T19UmtE93d3TidTqampigWi8zPz3NwcpJvd3TQ0dHBnj17yOv1RCIRdDodbW1tuN1uwuEwk5OTBINBqqqqqK2tJZlMEo1GuffeewEYHx8vR4aumcxv374dKFccaLVapqammJ6epr+/H71ez9TUFOl0GpVKdU5jx2AwyMTEBB0dHWg0mgtem0QiQTKZZGxsDL/fT19fn+yzICNzkyAIwu3X8eU2X8fX2pDrKiwIglBFOd3hnUBFqj2XbG4Eblv9+j1BEL4L/IYoir5rPlAZGRkZmVcFSoOSht9pYPlby7gfdF+8qDCdZuzXx0hPplEYFNjusKF2rV8NPNNTwdhtZPMTmxn72BjNf9KM8w3ndr2XeW1z5mr12ijTqvdUYbvDRs0Haoi9GKPxdxvLXgtrPBLOFBXsd9vp/Fon2nqtVAWh9WrxvMdD0BQk/ZtpsmNZJj82SfKTSRL2xDnHls/nGR0dxe124/F4ADCZTOzdu/e8q+zno1KhcTET5Y3o7e2lWCwSi8WIxWK43W4KhQLZbBYoV0z09fXhdDoxmUz86Ec/Ympqittuu42ZmRkpUrOtrY3FxUXUajU+n4+XXnqJZDJJoVCgqqqKW265Ba1Wi1arlSIszWYzdXV1ktliXV0doihy4sQJUqkUfX19LCwsYDab2bVrFxqNRkrHyOfzlEol8vk8er2epaUl8vk8u3fvPmfMaT6fJ5/Pk8vlznk9IpEImUyG6upq6fUPHjxIOp2WvBxkZGRuCp6mXAN5vVitt7wxCNer20AQhDcB/0K55aHyhs98ceEc/1bZNwr8kiiKj16jYcqcB0EQznuzaLXaCzo9y8jIyNwIsktZVFYVSsOFRYXMTIaxj48RfiJMKV3CvMNMz7/1oG89XZa8tpzc/59+PO/2SNtygRwa15r4y/OY2cnIrOVc98u6SMkNRIWub3Shrdm4OqaQLTDxhQmW/3QZTbWG9u+2Y+wxEgwGqa6uPmvlPBKJcPToUZxO52WnFZzJt771LaLRKL/yK79y2VGIhUKBWCyGw+GgWCyiVCqZnJxkaWmJYrFINpulu7ub0dFRhoeH6e/vZ3Z2lpWVFQYHB9m0aRMf/ehHOXToEI899hjHjh2jWCxit9vZvXs3hUKBSCSC0Vi+NqVSiUgkQm9vL/39/RgMBvL5PM8++ywPPvggk5OTnDp1Cq1WS6FQwOv1smfPHlZWVqiqqiIajdLY2Igoimg0GmKxGJOTkzQ3N2M2mxkdHcVqtVJTU0OxWGRpaQmXy4VOpyMajZ6zrSSZTPKFL3yBSCTCe9/7Xnbu3Ek6nWZkZASv13tJlSgyF4dOpyObzWZFUbzmOZ6CIJiBjwDvANooL7T6gOeAh0VRfPYqvEY1sH31a9vqY+XGmRFFselKX0OmjCAIJa7vZL/yWqIoiufp97w2XJeKBUEQ3g58G6hI1ZU3XbnIc0AQSFL+D+QE1lrbVva3Ad8RBOHnRVH83rUfuYyMjIzMq4FzTboqnEtUMHQb6PrnLvStemnSt1ZUGPqlIZa/uUziSIKWL5R7z2VRQeZy2TAutSRetqgAoNKqcGxysJRdKnuGDBeYNc2yuLgIcJbZos1mY/PmzRiNG3WpXh4mk4lYLEaxWNxwezKZRKFQnNdTQKVS4XA4CIVCHD9+nObmZhQKBfl8HkEQ8Hg8eL1eXC4Xd9xxB9lslqGhIQRBYNOmTXg8Hqanp/H7/ZRKJcxm87r4y8cee4zp6Wk8Hg+9vb00NTWxsrKC1Wqlr6+PWCzGJz/5SYaGhrDb7XzgAx8gGo0yuZowodVqiUajBAIBXC6XFCUJsLS0xH/913+RTCbZsmWLJF40NDRQU1OD3+9nZGSEYDCI2+1mdHSU1tbWDVMe1Go19fX1FAoFkskkCwsLLC8v09nZidlsvsKf1KVRLBYZGxvDbrdTVVV1XV/71YggCFuB7wFnRrU0rX79oiAIXwE+cbk+dIIgWIGlKximzOXxmvANvObCwqqfwjcoiwqViyoAjwBfB54WRTG2wXFW4HXA+4EH1hyrBr4uCMLLsu/Cdcdznm3znBaOZGRkZF4xnE9U6P3PXow9RmmftaLC8PuHWf7mMgBL/7hE1UNVGHvXTMbOWKPYKO5P5uZgcnISn8/HwMDARRnmXU/Wtj8s/u3iJYkKlXadYqqI0qykGC+i0Cuora1FoVDgdm/sG2K326/qe3j961/P4cOHmZiYoL+/f922YrHIoUOHUCqV7Nmz54LnUiqVKBQKVCoVVVVVGI1GnE4nCoVCSmHQ6XTo9Xp2796Nz+dj//79TE5OEolEOHz4MI2NjfzSL/0SR44c4cCBAywsLFAsFkmn0/h8PhobG2lpaaG+vp7Ozk4KhQL79u0jkUhgNpvp7OxkYmKCQqGA3W6XKhfuu+8+HA4HTqeTfD4PwMrKCtFoFK/XSz6fR6VSMTQ0hNPppLm5GSibNWYyGalqwWAwnFPY0Wg0fPjDHyabzZLNZgkGgyQSCalto1QqMTMzg8PhuOZJEclkEp/PRyaTkYWFK0QQhCbgx5z+rP1PwH9QNrQfAP430AJ8HEgDv3W5L3XG94vAIeAtl3k+mfMzy2tEVIDrU7HwF4CJ0x+xFoGfE0XxhfMdJIpiFPgB8ANBEPYA/w54VzcbgT8Hfu5aDVrmbERRXDnXtgu1ScjIyMjcjFxQVOg9t6jg+4YPQSlg6DbQ9EdN60QFUTwtIiz+wyL6Dj32O+xyFcNNSj6fp1AonNOc8EaTmc8w87kZQj8OXbSoIJZE8sU8U8emiH0pRjFeRFunxbLTgtaoXbeifqWMj49LfgMb+TDo9XopIhLKBoVKpZKlpSVKpRJut/ui/ResViu33XYbAPF4XIru3LNnD0eOHEGhUHDbbbcxMjLC97//fVQqFSqVCqvVSiKRQKvVsmfPHhobG5mYmECr1eL1eqVzK5VK+vr6mJiYIJVK0d7ezr59+3juueeora1l69atPPPMM/T29jI/P8+2bdsIh8NYLBaWl5clj4SJiQkSiQQ6nQ6Xy8Vb3/pWNBoNuVyO5uZmyXuh0vbgcDiYnp7GbrdfMLITymkQoihKhpMmUzmGNBKJMDMzQywWY/Pma+vlZrFYpDYRmSvmLzgtKvy6KIpfWbPtgCAI/wXsB9qBzwiC8C1RFI9dxutkgT+kLCa8XPGukz/HXxtea20l11RYWK06eCunRYUgsPtSKw1EUXxBEITbgIOAY/VcDwiCYF0VIGRkZGRkZC6JyuT/SkQFfbuepj9uwv220yu/6ek0+qbyqvfi3y8y+pFRALY8uwXbXtt1f58yF6ajo4O2trZzOvXfaHR1OnRNurKocNfFiQqCQsA/48f32z44Xo5LdT3gQmVRXXWBKxQKkclkKBaLGwoLarVa8msoFAocP34cn89HOBymvr6ee++995zCgiiKZLNZdDodkUgEn8+HzWajurqaubk59u3bh16vZ+vWrdTX10s/w/n5eTQaDU6nE71ez8LCAnNzc7S3t2M2m3G5XGzbto3Xv/71PPXUUygUCtrb2yVjxhMnTpDJZDhx4gSJRAKTycTb3vY2Dh8+zNDQEMFgEFEUGRgY4MEHH+Tpp5/m61//OgaDQYp+NBqNZDKZdcKJRqOhra2NbDbLiy++iFarZdeuXRgMBmpqariYCndRFFlYWKBUKtHW1iaJClCuNmlvb7+mKR1rqcRtylw+giB0UfZUAHjxDFEBAFEUQ4IgfBz4H8oG+L8NvPdSX0sUxTTwR1cwXBmZc3KtKxbuYL2vwm9dbvuCKIrTgiD8DvAPq/+kXj3/969wjDIyMjIyr0EEQSAzl2HofUMkBhOXJSo0f755nagQeS7CqfecovbXatE16hj/jfHysUoIPx6WhYWbFEEQblpRoSICtP1FG/pWPa4HXBclKhTiBRJ/mkCxX0GJErpmHdW/XH3eVJTLZWBggGKxuC568VyoVCqam5uxWCykUimampoYGhqitraWRCKBRqORKggAJiYmmJ+fp7+/n6mpKV5++WXq6+t53eteR3NzM294wxtQKBQIgkBLSwuhUIijR4/S0dFBU1MTFouFRx99lFQqxd13300ul2N2dlYSHmKxGAsLCxw9epRUKoVWqyWdThMKhXA4HKTTaam9QhRFuru7aWhoIJFIkM/naWxsZH5+XmrRsFqtLC8vk06naW9vJxKJsH//fnbv3i1VNXi9XrRaLc3NzZKZZW9vL9lsFoPBwOHDh9FoNPT19W14DQ8fPszU1BRer1fyrlheXsbhcEjxmDJXHWG1XeGiEUVx+iJ3fXDN8384517wU2CGsgfDWwRB0K8KBTIyNwXXWlioW/M8Q9nA8Ur4N8pxlRVX1rrz7CsjIyMjI3NB0uNpirEixk1Gev6t57JEBVEUoQS5pRy5pRxTvzuFoBIQCyJqtxrvR7w0/2HzjXybMq9QBEGQvBJqP3r+CeNaUWH8k+MEvhOglCihqdbQ9uU2zNvMZ+17rnNcCmq1+qJEhQqNjY00Npb96QKBAOFwmFKpRDQaPUtYMBgM6PV6Ke5RrVZjMpkwGAwIgsCePXvYv38/X/va13j961+P1WolEolQXV3NysoKCwsLhMNhzGYz9913H8888wxHjhxhZWUFg8HA+9//frRaLVu2bOHhhx9mfn4etVotxTgmk0ncbjc+n4+HH36YxsZG9u7dy+zsLHq9nm9+85scOHCAW265hU9+8pPE43FmZ2cZHx+nqqoKu91OKBRCqVQyNzfH/Pw8CoWCuro66RoAUstGxeuhUCic8/oVCgX0ej1Wq5UTJ04QjUZRqVTkcjnZ6+DaoQGmLvGYi/2PdMea50+eaydRFEVBEJ6k7D9nopzo8PwljklG5ppxrYUFy+qjCExfqaomimJKEIQpoGf1nJYLHCIjIyMjI3NOdPU6Nv90MyMfHKHj7zsuX1QQQVAKeN7tYeU7K6x8dwWxKKIwKKj/VD0Nv9VQ3nfNOWVkLhaF6uz2gjM5U1RY+a8VivEiao+arm90Yb+rbMhYuQcr4kEpW6KYKBJIBhifGae3txeHw3HdzEZdLhd1dXXMzMzgdrtpampat93r9a4TGtaaP2azWSYnJ5mZmWF5eZlAIMCWLVtwuVxYrVZCoRDFYpHOzk6eeeYZvvCFL2Cz2ejt7WVsbIxAIMDhw4exWCzs3LmTqakpvv/972OxWHjzm9/MSy+9xKlTp9Dr9VRVVSEIAtlslsHBQdrb22lsbGRwcBC9Xk9DQwPFYpH6+npqamqora2lsbFxXctJxRh0bUXDmSiVSm655RZCoRCFQgGV6uyP6g0NDdTX1+P1epmbmyMejxOLxTAYDNIxoiiSSqWuarqHzDWjd/UxcRGV3afWPO9BFhZkbiKutbAQWfM8dZXOuVaciJxrJxkZGRkZmYvB2GtkyzNbUGgUly8qrDFqDD4alDygS6nypE1G5lpyPlGh+5vdOO5xIIoiYqEcXZkP5gn/LEzgkQCJYwmys1mUtUqKDUVCPxfC/A4zarv6uglhTqeT5eVlqqqqsFgufs0oHA6zvLxMY2MjmzZtwmKxEAqFpBjKnp4eAMmL4fHHH6empgaXy0VtbS3Hjx/npz/9KU6nk4mJCZxOJ/X19ZhMJqLRKO3t7SgUChwOB2984xtpaGjA7/fz9NNPo1arsdvt3HLLLZjNZpaWlvjLv/xL3vKWt+BwOFhcXMRkMuFyuaTx6vV6GhsbefHFF88ZvQllz4qhoSG8Xi8dHR3rtpVKJQ4ePEgikaC+vp6tW7disViYmZnhxIkTpFIpNm/ezPT/z96dh8eZVQf+/97aN6m0l1Tad1nyvrW77W66m25omkASthBICCEMARJIQpZhsk4WEsjMhPkFBiZkhiUhC0sg0AEyQKdXu223bXmXZWu3dqlKS5Vqr7q/P0oqS7ZsS7ZW+3yepx5V1Xvf970ly1K9p849p6eH3t5etmzZIlkMG5hSygrM/QMtZbn4/DHXt6UUYl2tdmBhLqqmgBub8d6Zinn3L6zQMYUQQtzHlDl98aQM19LOYZlBhb8ZpOPXO0hFU5gLzLh2u5j44QS9n+hFJzU1f16DMirJWhArau7naalBhUhvhMsfvMzM+RmiA9HMkp3k5SRchtHzo4S/E6b+c/XYymxL+nm92SfrS5Wbm7ukVpPXC4VCKKVobm7G5XLx4osvMj09TXZ2NkVFRZnAQnl5OW9/+9vx+Xzk5ubidDoZGhqiqqqKp556isOHD9PZ2Ulubi6pVAq73Y7L5SIYDLJ3716SySR/+7d/S1VVFX/4h3/I1NQUf/M3f0NHRwe7d++mrKyMVCrFxYsXmZ6exmazMT4+nqmfMJ/ZbGb//v23rOnhdrspLCxctB3o3PIOv99PYWEhqVQKt9vNzp07MZlMdHZ24vF4cLlcOJ1O6diw8WXNux9Ywvj5Y7JuOkqIdbDagYUjpLMKcoBCpdR+rfXxOz2YUuoBYO637NTs8YUQQoi7Mj9dORNUeP/yMhUyQYVCM94Peqn6wyoGvzDIlV+5Qt8n+1BGRfWfVktQQawoZVQkpmdrKnx7/IagApAJKoS7wpx54gyRnkhm/9wncrF4LZhzzUz8xwTR/ii+f/MRuhRix492YKu8dXChr6+Prq4utm7duuDT+bVw5coVzp07RzKZ5MCBA5SUlFBbW8v09PSCT+kjkQgGg4Ff+qVfoqqqildffZXx8XEef/xx9u3bx5UrV+jp6WFqKt1ozG63Z5ZnRKPRTCBiYGCAv/qrvyI3NxePx8P27dtJJBLs2rWL3bt3MzAwQFZWFkePHiUej3P+/Hm2bNmC2+1eMG+bzUYqlWJwcJD8/HysVusN21taWliM2+3G6/VSUVHBgQMHyMpKX1uWlJRgNps5f/48sViMioqKRQMTYsOxz7sfW8L46Lz7EjUSG8qqBha01nGl1OeA35196lPAY3dxyE/NHRr4X1rrm1e2EUIIIe7Q5V+5zPAXhzHYDNiqbLcPKvzawqBC9R+nCzUWv7cYHdd0/HoHvZ/oxVxgpuzXpO6wWFm+f/Mx/KVhACwlFpq+3HQtqJCczVS4GuHsU2eJ9ERQZoW1zErj3zaS/VA2Rlv60/PYeIypl6bo+4s+AicCnP+p82z7/jasJdabtqicK9x4NxkLd8psNpOXl4fL5WJgYIChoSEaGhoyF+VzNRIOHTqUKeA4ODiI0+nk8ccfp6SkhPHxcXbt2sXg4CDZ2dlMTEwQi8UYHBxkYGCA6elpSkpK2LJlCydPnuSZZ57B6/Xyjne8g4KCAn70ox9l2j4ODw8TiUSIRCK0t7cTCoUoKCggFArx7//+7+zZsydTI2J0dJTLly9TUlJCY2Pjkl+zzWbD6/WSTCaJRCJEo1E6OztxuVy0tLRw8ODBZRXSFOtu/hLvxXuuLjQ/CrVSy8yFWBFr8VfgE8BPki5M8ohS6kvA+7XWS150qpQyAv8XeGT2qfOzxxVCCCFWXOmHSxn7+hjKpKj5ZA0Fb05/ErucoIJOaYx2I94PeUmFUwz+7SC2GtuaFcUTt5dMJlFKYTDcvjjiRuZ5l4epl6cY/N+DNH1pXlBB60xGQ9d/7iLcEQYDZO3NouFzDbh2uNDJdEGQVCKFpcBCwU8VYK+x0/6f2gmcCND5W500fL4BU7Ypc8ypqSmys7MxGAyUlJRQUlKyLq9727ZtNDY2UlpaysTEBNPT01y9epVwOExNTQ0vvvgiV69e5bHHHmPnzp34/X76+vqoqanB4/HwyiuvYLFY6O/vp7Ozk4MHD1JdXc3IyAh1dXU89thj/PCHP+Ty5cvU19fT399PR0cHdrudixcvUl1dTW9vLz09PdTX12M0GjGbzTidTnw+HwaDAbvdTnd3N11dXXg8Ho4ePYrZbObd7343paWlFBcXL/t1z3XQ+N73vofRaKSwsDCT9SBBhVUTA5YeAVq65S5tcN1kXyHW3aoHFrTWYaXU64HvA9uB9wB7lFL/BfiB1jp1s32VUgbgaeAvSFc+BTgNPK21jtxsPyGEEOJuOFuc7D66m9ClEPlvzAdmgwrMCyr87S2CCvNSxw1mA2W/WUbRu4qwlFgkqLBBpFIpjh07htlsZt++fes9nTs297PW8LkGSj9airMp3QVg7ucVIHQpROBU+hrEUmSh/n/Vp4MKet7P6ewSIKUUzu1OKv+gkiu/eoXJ5yYJng6S80gOAMPDw7S3t1NRUUFNTc0avtIbzU/1z83NZdu2bRw9ehSfz0dtbS1PPvkkwWAw02nC7XaTk5NDTk4OBoOB2tpaXn31VXp6esjPz8fn83HixAlisRh2u50tW7aglCIQCGA2m9m5cycWiwWn08nw8DAjIyNMTU2Rk5PD+fPncblcZGVl4fF4ePzxxykqKsLn89HR0cHWrVtJJBIcP34cs9nMjh072L17NzMzM7S1tVFVVZXpGnE7+/fvp729ncHBQeLxOHl5eRiNRvr6+qioqLj9AcSd0FrrnlU4aFQpNQoUsbR6dPMLNi6l2KMQa+aOAwtKqfcsc5f/DfwOUAVsBb4LjCmlXgbOAeOkU3ocQAGwDThEuqbC3LuwbuBvgNcppdBa/92dzl8IIYS4FXutHXtt+o3+9VkGI/8wQudvd942qDDHYDJgK19YyO1mqeVi7VgsFiyWpWQfb1zzC4LODyrM/9ka/foo4cvpjOv6z9WTtTPrlj9/SincD7lx7XThe8ZH4GQgE1jIzs7OXKBvNBaLhX379mUKI+7cuXPBdqUUeXl5pFIpjh49ilKKnJwcqqurOXToEPF4nN7eXtra2nj55ZfJysqio6OD/v5+AoEAExMTOBwOkskkY2NjxGIxqqured3rXseJEycYGRkhGo3S0NDA3r178fv9+P1+6uvrKSoqor29nerqaqxWK5OTk0B6ScTIyAhms5lYLEZJSQm5ubm3fJ0zMzN4PB7e8IY3EI/HsVqttLW1ZWoriE3nPPA4kKWUqrhNy8nmefeliL3YUO4mY+HLZBpqLYsmHShQpKNzPz17W8z8v3iadFDic/Oek8CCEEKIVTc/qBA4HaD/r/tJBpKY8kx4P+Sl+r/ePKgANwYm4FrByLkLPAk0rC2DwcDevXvXexor4vqfuet/jmJDMTCArcFGwBMgP5mPwXjr5R/mfDMVH6/AYDGQfeBaC0in08muXbtWbvIr7Haf+mutM60ezWYzDz74IF1dXZw7dw673c7DDz9MKBTCZDJx4sQJLly4wPDwMLFYjGQyyfDwMDabjWAwyEMPPUR9fT3RaJRwOMyjjz7Ktm3bMBqNTE9P8+yzzxKNRnnLW95CbW0tVqsVs9nM2NgYSimGh4cpKCjIzPnSpUtEIhFcLtdNlzRorTlx4gRKKR555JHMv7XD4dj0QbL72AukAwvMfv3yYoNU+h97rlbdDHBy1WcmxDKsxFKI5bwL0td9vdlxljLuToIaQgghxF0JXwkzc34GNHje7bkWVEjdJKig00GFVDRF5GqE4MkgiUACo8OIc6sTe70do92YDi5I/QWxCmJDMUhB3BGnL9pHfjD/hk4F19Nak30gm/rP1mPxbI4L1v7+fnw+H83NzTe9ML906RJjY2Ps/+EPUX/7t4w+8giJ3/99kskkfr+f4uJi3vWud5FKpejo6KC+vp5AIEAgEKCqqors7GxeeeUVwuEwg4ODmSBDb28vU1NTlJWVYTKZ+OY3v0kkEqG5uTlT2LKsrIyCggI++9nP4vP5ACgoKGDbtm1orYnH41y+fJmzZ8+yZ8+eReefSCQYHR3F5XJlggr9/f10dXWxY8cOCS5sTt8E/nj2/ge4SWABeB3pD1kB/k1rHb7JOCHWxd0GFpb77mep4+VdlRBCiA0p8GqAVDiFtdxKxcfTace3asdHCsI9Ya786hXCHWHCnQvfCxa8pYCCnyqg+OeKUQZ162MJsQxzWTCmvPTbPbvNjqfWQ3Z29m32vJb1MBdUyNQYmZcNsdGybPx+PxMTE0Sj0ZsGFsxmM9ZwGNsn0jXAy7/5TXJ/93fRJSVcvHiRSCRCfX09eXl5VFRU8L3vfY/8/Hzq6+txOBxcunQJt9vNyMgIJ0+exGazkZeXh8FgoLOzk5dffpnCwkJeeuklLBYL27ZtIz8/n5GREUKhUGYpid1ux+PxUFJSgs/n49SpUxQUFJCfn3/bZSZlZWW43W4uXbrE+fPnKSkpIZlMkkrdtGzZPSWZTOLz+cjPz88se9nMtNYXlVL/CvwU8KBS6le11p+dP0YplQd8ZvZhCvjk9cdRSr0X+NLsw69ord+7SlMWYlF3E1j4xRWbhRBCCLFJuA+5Gfq/Q6QiKWYuzGAtsd40EBCfiOP7Nx/df9BNtC+K0WnEYDeQtSeLVDRF4NUA498aZ/xb40R7o1T+XmV6zbxkLogVMHfRX/iWQsb/dZzw2TDOdieqfGk/W/MDB4sFEK5fznM3kskk4+PjFBYW3nGXjubm5sxSgpupq6ujrqqKWGUllt5ekh4P9upqJk+f5tKlS8zMzBAIBHA4HACEw2FcLhevec1reOmll1BK0dLSwtTUFEajEZfLxejoKPX19Rw8eJCzZ88SjUbxeDwcOnSIwcFB2tvbicViuN1uHnjgAX7iJ36CtrY2xsbGyMnJoa2tLdOe8qmnnsp0eFiM2WzmoYce4tKlS3zhC1+gra2N0tJSnnrqKWZmZm5bn+FecPXqVXp6eqipqbmXakp8jHRtuQLgM0qpXcA/AVPATuDjwFy11E9rrU/f6YmUUoeAuptsds0GKObr0Fq/fKfnE/ePOw4saK2/spITEUIIITaD7AeycW51MvXSFH2f7MPR4MBWYbthXCKYYOwbY/T8cQ+xoRjKoij8mUKq/7Qaa0n6wmH8u+P4f+Bn8G8G6f6DbnRKU/UHVenMhQ32abDYvJwtTlw7XQRPBZn48QTZD2Rjyrr1W8D5wa3oUJTo1Shj3xwjPh7HlGPClGui4KcKsFXbMLlMd51p09fXR29vL7FYjPLypRTHv5HJZLplUGHeQCyvvgrPPYfx4EGOXrrE8ePHcbvdNDc3k5WVRXZ2Nm1tbWzduhWPx8MPf/hDent7KSkpIRwO89RTT9HY2IjRaKS9vZ3y8nL+5V/+BbfbTVFRES0tLTzyyCM8//zznDt3jvr6erxeLw6Hg9HRUZRSDA0NcenSJQoLC3nggQdobGy8ZVBhvmAwiMPhwG63Y7FYmJmZoaOjg+Li4szSi3tVYWEhoVCI/Pz89Z7KitFadyul3gB8i3R3iPfN3q73OeC37/J07wd+4Sbb8rmW9TDnK4AEFsRt3du/eYQQQogVZvFYaPy/jZx+zWkm/2OS9g+00/C/G7BXzXaQmL3ACrYG6f3zXmJDMQx2A6lwCt93fFT9UVXmWAVvLiBrXxa2Ghtd/7mLnj/qwV5jx/NujwQVNii/308gEKCiomLT/Bu5drjw/JyH4KkgV//yKrZyG8XvLcboTKeRX58hM//x2L+OMfKVESZfmiThTyw47sg/jJB9IJuaT9RgLbXeVXChsLCQcDi86heLvb29hEIhmpqaUO94BwAOn499+/YRiUQygY3c3Fzy8vIYGBiguLiYiYkJ+vr6qKqqorOzk0gkwlNPPUU0GiUQCGC1Wjlz5kym08T+/ftRShEMBrHb7TQ2NmIwGDh79ixjY2MEg0Hcbjf9/f0UFhaydevWJbebBNizZw/5+fmcPHkSo9HI3r17sdlsdx1U0Fqjtb7jrJG14HQ6aW5uvv3ATUZrfUIptRX4EPAW0lkFTmCY9IX932qtX1jHKQpxSxv3t4YQQgixQTnqHOz8j52Yi8xM/HCC3j/rJRVNr29WRkUimODKR64Q7YtiLjJT+qulZB3IIu6Lc3LfSUKXQ0D6As5aYsX7y15Kf7UUgPF/HSc5k8ysaRcbS1dXF93d3czMzKz3VJZEp9I/R+W/Xk75b6czAa585Aq9n+glcDIAcNOgwuAXBmn72TbGnxkn4U+QtS+LwncUUv5b5djr7cTH4oz83QhnnjhDpDeSaX15J1wuF83NzZklCKtlZGSE0dFR4vE4APF4nJqaGh577DF27NiByWQiGo0CZOoW/PCHP8RisWC322ltbcXtdhMOh/ne976H3+/n6NGjdHV1UVBQwMjICB0dHZw+fZp4PI7X62Xfvn1UVlZy6tQp+vv7cTqdtLe3EwwGqa+vJzc3N9OpYmxsjImJiQVznpiYyBSI7OjoANLLUKqrqzl48CBNTU14vV4KCwvv+vtz7tw5jhw5QiwWu+tjieXTWk9rrT+ltX5Aa52vtbZprau01j93u6CC1vrLWms1e3vvLca9d964pdxueiwh5tu0GQtKqW1a63PrPQ8hhBD3J0djOrjQ/p/aKXhTAcp07eLM/+9+wh1hUJC1Jwvvh7xMPjwJvw/xs3FaH2ll10u7cNQ70EmNKdtEzuM5DHx2AN/3fET7ozgaV/cC634xNDREPB5fsbXYDQ0NBIPBpaXcbwDzC4LWfqoWZVdc/cRV+j7Vx+g/jeJ5j4eyXy/DnGvOdDCBdFDh8gcvp49hVNib7ew5dq1TQelHSpl4doKBzwwQbA1y9qmz7PjxjnTmwjou44lGo1gslpuef/v27YyPj9PW1kZdXR1XrlxhcnKSffv24fV6OXr0KCdPnuSnf/qnefbZZ+nr6yMQCDAzM0MikUApRX5+Pm1tbZw5c4YtW7bQ0tJCcXExBoMBo9GI0WjE6XTywgsvsHPnTi5fvkxrayuDg4OUlJSQm5tLIBDA4/HwwAMPZOo4xONxLly4gMlk4tChQwDEYjGee+45otEopaWlme4RwWCQXbt2UVJSQklJyYp9/+bmv9R/P5/PRzwep7i4eMXmIITYnDZVYGG2Iuq7gfcCO9hk8xdCCHFvcTY72fGjHSiLWpACHmwNkgqlMxi8v+zFXmWnyFiE8U+M6L/STL04RevD14ILALlP5GKvsxPpiRAfj0Pjuryke05nZyeJRAKv17sia8+zs7OX1FVhI5nLJFBGReCnA+iIJvtkNjPHZph4dgLPz3kw55ozF5O+7/no/O1OAIwuI8lgktDFED1/1kPV71cBYCu34Xm3B+dWJ1d+5QqBVwN0fKyDxv/TeNv6DavF7/dz9uxZKioqqKmpWXSMzWYjHo8zMTHB5OQk+fn5GAwGDAYDk5OTXL16laGhIUZGRggGg/h8PmpqajK1DMbGxjJtJYPBIEVFRZSVlTE8PMzrX/96SktL8fl8tLW1MT4+Tl5eHrFYDI/Hw+7du3E4HAwPD9PS0sK2bdvSXSpm6yqYzWZKSkoYGhoiEAiQlZWF2WzOZFHU19fjdDrp6upiZmaGCxcukJeXx9DQEP39/Tz44IN3HWRoaWlZ1vhLly4Rj8fJz8+/aScOIcT9YcNfmCulDMDTpIMJPwGYSbejlBxRIYQQ687ouNbubC6NPDaUTiO2N9jJPpC+CC0rK6O8vJxQY4jLH7zM5AuTC4ILwdZguhWlhkQgsei5xPJt3bqVRCJxzxe0u525biN5eXnws1D3K3Uk+hMYbIZMcEunNMmZJKNfH80s7Sl8eyHOrU46f7OTnj/sIRVJUfNnNZljZu3JouK/VND+/naCrUFiw7EFgYVYLMaZM2coKCigurp6VV+jxWLBZrMtqFUQjUaJx+MLMkwqKytxu93k5uailKK8vJyLFy8yOjrKE088kclKuHTpEuXl5dhsNiKRCFu2bKG2tpbR0VF8Ph8lJSUMDw/T2dlJd3c3v/Vbv4XL5aK/v5/y8nJKS0sxGo1s27YNg8FASUkJJ06cwO/3U15eztmzZ0kmk2zfvp2CggKAzFIQn89HVlYWSimam5u5ePEiBoOB7Oxstm/fztGjR3n22Weprq7GaDQyOjpKJBJZ1e/vYhoaGojH4xJUEEJs3MCCUqqFdDDh54CiuafXbUJCCCHEbcylkZty039eDWYDJnf6/tynwY5GBw3/u2FBcGH7v28n1B7CYDdgLbHi3OJcnxdwD8rJyVnvKWwYyqAyAS4gXXt+1twyiPh4HP/3/eiYJmt/Fg1/04DBlC7J1fmbnfT9eR8ANX9Wk/l5dz/kxpRtItwRxv8DfyZQAZBIJAiFQgSDwVV/fS6XiwMHDix47uzZs4RCIQ4cOJDJDDAYDOkAy6xkMkksFiM7O5vc3FyKioqIRCJorQmHwzgcDurq6rDZbASDQYaGhkgkErhcLnp6ejh9+jSpVIpvfvObJJNJWltbyc/Pp66ujh//+Mc0Nzezbds2SktLSaVS7N69m4qKCs6cOcP4+DidnZ2ZwEJpaSkOh4NUKsWRI0fYunUr2dnZFBQUYLFYMvMvKioiNzcXk8nErl27ePTRR2/IpNFa09XVRXZ29orUX1jMah1XCLH5bKjAglIqF3gX6YDC7rmnZ79qrmUpKCC1ppMTQgghlsjiSV8AhLvDhLvCNwQKrg8unHn8TLpzRCiFrcaGpdSyHtMW1wmFQhgMBmy2G9uJblY3Wzs/93ywNUjcF8dgM1D09iIMJgM6qSn91VKUQdHxGx0LggsAliIL9vr0Mp7E1MJsG4fDwYEDB1btE+1UKsXly5fJysqitLT0hu1FRUXMzMyQSqU4f/48TqfzhsyJzs5OXnjhBXJzc5meniYUClFXV0dDQwOjo6OYzWbKysoYGBjgxRdfJBqN8uijj1JQUMDZs2dpamrCYrFw/vx5ZmZmiEajuN1uIN3BwGg0cuHCBVpbW/H7/RQWFvLWt76VRx55hOHh4QUZFgaDgfz8fA4fPsyrr76Ky+Vi+/btFBUVLZiz1pry8nIKCgooKirKBB3mm5mZ4erVq2RlZUkAQAix6tY9sDC71OEp0sGENwEWFmYmzA8mAJwE/gn45zWaohBCCLEsRT9bxMhXR5i5OIPvGR/2GjsG68JGTHPBhfYPtDP10hRMgqPJQd3/rEtfzF3XAlCsrWQyyYkTJzAajRw8eHC9p7Nm4mPpbgk6rnHtTC8fUMZ0DRHvh70A14ILKaj583RwYS6gYMwy3nDMuUyB1RCNRunq6iInJ2fRwEJlZSWhUIgjR45w9epVmpubbwgsOBwOiouLqa6uxul0Zi7CH3jgAXbt2oXJZMLv99Pb25tpFVlTU0NxcTEtLS14vV5+8IMf0NXVhdYau91OWVkZOTk5bN++nYGBASYnJ5mcnCSRSGC1Wrly5QqlpaU3LXpYV1dHJBJZtOhoPB7nlVdeob+/n4MHDzI5OUlhYeENQaO5ThtOp2RACSFW37oFFpRSW7i21GHut+r1AQU1e2snHUz4J631lTWcphBCCLFsphwT2Q9kM3N+htGvj5L7ZC5Zu7JuGOdodND4hUYu/MwFwlfCVPxuBfaa9KeXElRYX0ajkaKiovuuNoO1wooyKkw5JgyOdDAslUhhMBkwmA0Lgwuf7MOYZcRabiVwPN260l5nv+mxV0sqlVq0Pev4+Dh+v5+ysjJcLhd79+6lvr5+wRi/309HRwfbt29ny5YtC7bNz1YZHh7GZDLh8XiIxWKZ4okWi4XR0VEOHz5MVlYWTU1NDA8Pk0qlGB0dxWg0Ul9fj9Yam83Grl27GB8fp6Kigng8TkdHB0VFReTn5y84t8fjwePxLPp6jx49ilKKSCTCD37wA5577jnsdjs/8zM/Q1VVFZDOaOjp6cHlcklgQQixJtb0r6VSKgf4WdIBhb1zT89+vX6pA8D/AP5Ra926RlMUQggh7popy0Tl71cy9fIUwVNBOj/WSe2na3FudaazEea143M0Otj6L1sJng2S80jODZkNYv00NTWt9xTWnLXcijIp4r44069M437QnamxAFwLLijo+PUOun+vO9NqteAtBeS+Nndt52u1UlNTQ1bWjYG7/v5+JicnM20dF+N0OsnJycFsNpNMJjEaF2ZcxONxRkdHuXjxItu2beOxxx7jxRdfpLOzk5ycHKqrq7FYLOTn55OXl0dpaSnl5eUcPHiQz3/+87S2tlJUVERxcTHhcBij0cijjz4KpAs0joyMEI/HMRqNS64HcvbsWfx+P0888QQnT57klVdeQWtNY2MjXq+Xjo4OsrOz6e3txeFwZDIw7rTIYjKZxGAwrFsLUSHE5rDqgQWV/i30etLBhDcDVm691CETctZa//Zqz08IIYRYDbZKG1u/s5XTj55m8oVJLn/gMqUfKSXvdXlYPJYFwQV7rR1bjU3euIt1pbXG0eig6N1FDH9pmMkXJil8eyG28oU1JgxmA94PedEpTefHOtEJjb3OTv4b8jHab1wKsRKGh4eJx+PXCk/OzcVgoLm5edF9GhsbCQQCmXoHi7FarXi9Xs6dO8epU6doaGhg586dQLqjxbFjx+jp6cHn81FdXc3+/fux2WycPXuWeDzO+973Po4cOUJTUxPJZJKRkRGsVis5OTls27aN4eFhOjo6mJiYwGw2c/ToUR599FGSySR5eXls3bqVoaEhTp8+zdatWzNFHHt6epiYmGDr1q309fVht9vxetPZInV1dQwNDeFyuSgrK+OJJ56gsLCQRx55hKmpKUZHRzPdJObqN4yMjNDW1kZDQ0PmOEsRjUY5fvw4ubm5bN26dcn7CSHuP6sWWFBKNZIOJvw8MNdU9/rgwdxShzPA3wOjwN+t1pyEEEKIteRocLDzhZ1ceMsFAicCdP5mJ8Pbhqn83UoczQ6sJdfWnktQQaw3pRTKrMh7XR6j/ziK7xkfOa/JofRXSjOZNHMBMYPZQOmvlEISev6kh8K3FVLySyW3OcOd6+joIJFIUFxcvORP3e12O3a7nWg0yuXLl/F6vTcsOYB0LQK3200sFiORSBCJRLDZbBiNRux2Ozt37sRsNlNdXc13v/td4vE4b3zjG7HZbLhcLrxeL29961u5dOkSzzzzDIFAgM9//vPU1taye/dusrKyKCgo4PTp01itVl566SUuXrzIQw89RFNTE1prUqnUgpaYU1NTmUKSV69ezQRAAA4ePEh/fz+Dg4P4/X5qa2t54okngPS/z9atW3G73fT395NIJMjKysJkMmE2m5edsaCUyuwrhBC3sqKBBaVUNteWOuyfe3r269xSh7lgwgDwD8Dfa60vzO7/2pWcjxBCCLHeHPUOtn1vGz1/0sPkc5NMPjdJ4NUANZ+swfshrwQUxIYxFzQoekcRobYQPX/cQ+dvdYIBPD/rwVRoor+/nzx3Hi63Kx1c+GgpWQ9kkXMoZ1XntnXr1lum8odCIU6fPo3X683UGZgzPT2Nz+fDbDYvGlhwOBzs3ZteoXvkyBFeffVVDh48yJUrV+jv7+eBBx6goKAAo9FIKpUilUoxMTHB0NAQ+fn5bN++HYDz589js9lIJpNkZ2fjdDopKSlhcHAQpRSvfe1rqamp4fnnn6e3txev18uZM2eor6+/YalGS0sLiUQCm83G9u3bSSQSpFIpDAYDLpeLpqYmcnJyCAaDzMzMkEgkMJlMKKUoKCggFovR29uLxWLJBFTupAipxWLhwQcfXHRbLBbj3LlzFBQUUFlZuexjCyHuLXcdWJhd6vAk6WDCTwJz+XKKG4MJAeBbpLMTntOLVdoRG5ZS6la9iuSdsRBC3IStwkbd/6gj0Bpg9B9H0QlNyftLViyoIB0kxEpQSmV+lqr+qIpEIEH/X/XT+bFOQm0hzI+b6fP0MV0wzVZ3Oi3eYDaselABuG39gWQySTweJx6P37CtsLCQHTt2LFqH4Xr5+fkkEgmUUrS3t9PV1UUsFqO8vJwHH3yQhx56iKmpKQYGBhgdHaW9vZ26ujpSqRSTk5PU1tbyzne+k56eHj73uc/xwgsvUFRUxIEDB/i5n/s5lFIEAgGqq6vZuXMn3/nOdxgfH18wh97eXnp6eti5c2cmc+Ls2bN4PJ4FBSbz8/OxWCyLtkO1WCxs37592ZkGoVCI9vZ2ysrKbtuiMh6PEwwGF211KYS4/6i7vbZXSvUBc/19FlvqkAR+RDqY8K9a6/AtjvXa2bEAWmu9Ogv1xB1RSt3yh8VqtRKJRNZqOkIIsWnNXbzppEYZlxcQWEoQQQIN4m7M/7ns+dMe+j7ZRyqcwlxgxvKIhZKfKcH7k14Mlo1VaDSRSGA0GlcsYDc9PZ1pE2kymWhubuYf/uEfGBsb4w1veAPT09P09fXR3d3Nww8/zD//8z8zOjrKW97yFs6fP883vvENTCYTBQUF7Nq1i3379tHS0kJNTU1meUEgEMBgMCzo3NDX10dPTw9NTU10dnbidrsJh8MUFxdTUpJebmIwGOjt7aW7u5vi4mJMJhPFxcWZ5RT9/f3Y7fZFMzRuZWxsjAsXLlBaWnpDB43FRCIRzGbzDUUv7yU2m41oNBrVWt8YwRFCZKzEUogyrmUlzM9OOEU6mPBPWuvRFTiPEEIIsanNpZorg0rfX25QYd4FX6Q/QvBUkEh3hMRUgqy9WdiqbTi3OO84aCEEgDJe+/mp+oMq7HV2xr4+xvh3xol/K4567cb8uVqp1qCRSASr1Up2djbZ2dlUVFRktm3dupWBgYFMcGBgYIBAIEBHRwfDw8OcO3eORCLB1atXUUpRWpr+7G1iYoIjR47Q1tbGnj17KC0tJRKJ0NHRwaOPPkosFiMnJwelFBUVFRQXF5NIJDIZGHv27AHgxIkTxGIxWlpaGB0dxe12Y7PZ6OnpIZFIUFRUhNVqpaOj444CC4WFhezZs2fJLSoXy5YQQtyfVqN444vAh7XWF1fh2EIIIcSmNf+T1Dv5VFUZ0wGJjt/oYProNIHjgXkbwbnVSfEvFFP+sfIFF4dwLagR6Y9gsBmwFEj68mqY3+1jM1PGa8siPD/rIec1ORS/t5jQlRDeD947tUGmpqZoa2sjKyuLeDxOYWEhV65coaKigpqamhvGV1dXs337dpRSpFIpsrKyyMvLw+PxUFFRQSgUIjc3l0gkQn19fSYQEQ6HGRkZ4fLly7S3t5OdnU1+fn5mWUVzczN79+7F6/Xi8/k4d+4cFRUV7N27d8HFu8WS7igzOjpKd3c3qVSKhx9+mPr6ekKhEGfPnqWmpoaGhoZMR4jlWsqSESGEuN5KBhbmshUeBv5NKfVV4B+01u0reA4hhBDivqS1JnQxRMdvdDDx44nM8wa7AaPTSHw8zsy5GTp/q5NkIEnVH1VlLg5R6UBGpDdC5++k18u3fKsFR51jHV/RvScej/Pqq6+SlZXFtm3b1uScc4UB51LkV1Ims0YpxlJj2A7aqPjJitvvuIq01vT29mK32/F4PLccOzU1RTQapaio6KZjIpEIkUiEYDCIyWQiLy8Pu92Ow7Hw/0YikeDYsWP4/X62bdtGVVUVSilyc3M5ePAgXq+XvXv38pWvfAWXy0VeXh7PP/88ra2tGI3GzHKIWCyGy+Xi5ZdfJhAIsH//fuLxOBaLJdMW02KxYLVa6e/v58yZM9hsNvbs2UNRUVGmkOPhw4eB9M/c1NQUW7Zs4dixY0xPT5OTk0N2dvZdfqeFEGJ5ViqwcH2hxirg94DfU0qdJN1C8mta67EVOp9YHzf/ywz9gHz8JYQQK2zuwi54JkjHRzqYOjyFMivM+WZKPlBC7uO5OJocTD43yfTxafo/3U/PH/dgrbBS8oslmVoL4Z4wfZ/oY/rINNGBKBd++gJ7WvdgMG2sdfJi6bTWXL58menpad7whjesSktApVQmZd9qtVJQULDi51iOaDRKT08PNpvttoGFtrY2IpEI2dnZN03Z93g8ZGdnY7FYCIVCZGVlLVj6MGdqaoqpqSkCgUAmE0Apxe7duxeMa2pqYnx8nEgkwrFjxwiFQng8Hh5++GE+8IEPAPClL32JyclJLBYLU1NTlJSUUFpaitaaRCJBMBhk37599Pf3MzMzc0P9AqPRSGFhIUajkQsXLjA0NEQkEqGrq4uamhoJKggh1sVKFG9sAd4HvJtrF57zizfOPU5wrYjjd7TWN1T5k+KNm5dSKmK1Wq1SvFEIIVbOXCp6YjrB+Z86z+TzkxisBvKezqPk/SXkv2Hh+ulEIMHg5wfp+ngXeU/n0fL1FowOYyaoMP7MOPHROJYSCzt+vAPnlqWtoxZLt9ZLIdra2rh8+TJNTU00Njau2nmGhoaw2Wzk5uau2jmWamxsLFMD4VZGR0cJh8Mr0gpRa83w8DDPPvss4+PjfPCDH8Rms2WCAXNBnWg0yvj4OC+//DJf/OIXsdvtuN1uGhsbec1rXoPBYOCZZ56hra2N5uZmDh06xOTkJJFIBKfTidfrJZFIUFlZSXV1debc83+mZmZmmJqaIhQK8bWvfY0tW7ZQUFCAUooHHnhAujSsMCneKMTS3HXGgtb6AvCbSqnfAZ4GfhF4I2BmYYDBDLxh9hZUSn0T+KrW+rm7nYMQQtxPZmZm6OjooLKy8rYt2MTmNpdtcOUjV5h8fhJlUeT/ZD5lv16G+0A6bXr+UgdTlominy1i/DvjTPy/CZKhJHF/fEFQwVxoZudzO3E0OKTA4ypY69oDNTU1pFKp27YGvFursdTiTi31td5qCcRyRCIRbDYbRUVFdHd3MzExQXd3N1u2bOHSpUuMjo6yZ88eXC4XVquV0tJSCgsLKS8vp6qqiunpabq6ujh9+jRms5m8vDxKSkqIRqOUlpbS3NzM8ePHM8sslFIL5n79z9SpU6d45ZVXiMfjOJ1O6urqaGhowGg03jZrZWZmhv7+fiorKxfN4ljpzhpCiPvHitVY0FongWeAZ5RS+cDPA78A7JgbMvtVAVnAe4H3KqUGgH+YvQkhhLiNqakpJiYmyMrKksDCfWDyhUkmnp0ABY5GB94Peq8FFfSNbSVt5TZcu1zMnJth+vA0vu/5GP/uOPGxOOYiM7te2oWjXoIKq22uov+dFtBbKqvVSktLy6qeYyNKpVJAuu3izfj9fi5fvkxDQwN5eXnLPkcsFuPy5cuMj49TV1eHxWJhy5YttLe3Z7ICbDYbVqt1QUcKrTX79u2jpqaGK1eu8Hd/93ccO3Yskz3R0tKC3+8nGAwSDAZpaGjg0UcfJRwOU15ejtaa/v5+tNaZ9pHzVVVV0draSjgcJisri9LS0iV3ZxgeHmZoaAin00lZWdmCbcFgkJMnT1JcXLyq2S9CiHvTanSFQGvtA/4n8D+VUjtJZzH8LDC3MG9+kKEM+J3Z2/BqzEcIIe4lJSUlmfRace8LnAgQG4wBUPL+EnIfTaeiL5ZyP/ecwWYgGUwy8LkBZs7PpIMKhRJUWEvnzp1jenqaBx54QFryrTCtNcePH8+k/t9MOBwmEokQDofv6DxXrlyhu7sbi8WC3W4nJyeHuro6nE5n5v9edXV1ZskCpAMe3d3dvPrqq5SWltLS0pLpOJGfn8+uXbsYHR2lp6cHt9tNMpnklVdeweFwYLfbGR4epqqqiq6uLqamphYUAU0mk5ngw9ve9ja+9a1vEYvFmJiYWHJbyYqKChwOx6LZHEajEYvFIksphBB3ZFUCC/NprU8Dv6aU+k3gzaQzFZ6aPff1tRhKuFYAEqXUG4H/p7VOrPY8hRBis5irRC7ubXMX/5MvTgLg2OLA8/PpYnVztRdu3AlQEL0aBdJBicREQjIV1kFOTg5KqVUpqHivGxsbY2RkhIaGhpte5JrN5tum65eWlma6PNxOX18fk5OTNDc3Z7IPPB4PWmuqq6txOtP1SHbu3Elzc/Oi/64XL17k5MmTbN++na6uLtrb2xkYGOCNb3wjXm+6Refw8DAvv/wy4+PjeL1eXn31VdxuN01NTbS1taGUYteuXVRXV98QLGhvb2d0dJSdO3dy+fJl/H4/Xq930WKTN2M2m2+6rMVut/Pggw8u+VhCCDHfmpWC1lontNbf0lq/mWtZChdYWOBRz7uvgO8CI0qpLyilHlOy4EsIIcT9YvYvtI6l/zQa7AbMOemLmcWCCnPLIqaPT+P7rg8gHVSYl6mQiqcWBBV08u4KOIubq66uZufOnTdU9Be3Nzo6yvj4ODMzM4tuV0qxZ8+eGzoyLGapS1H8fj9+v59YLJZ5rqCggFQqxcmTJ4lEIswVPLdYLIsGNcbHx/H7/VitVg4ePEhhYSEDAwPEYjHe+c53Mjw8zNGjR8nJycHtdjM6Osr3v/99xsbGSCaTuFwuysvLMZvNVFZW3rAMYm4/u91OWVkZO3bsoKGhgbstxL7ZJRKJzNIYIcT6WfWMhcVorUeB/w78d6XUXtJLJd4JzH0EN791ZS7wS7O3EaXUPwP/rLU+vuYTF0IIIdbI3IWLpST9iW18NE5sLIal8MZPcOeWQISuhOj8nU5S0fSbbHOBmV0vzwsqmNLHDLQGyNqVhTKqm2c/rIKuri6UUgtSx4W4XkNDA16vd00zs1paWojFYjgcjgXPOxwOotEoiUSCEydOkJeXR3NzM9PT05w9e5ZkMsmePXtwOp00NzfjdruZnJzE6XTS0tLCyZMn+dGPfsTMzAyPPvooBoOBAwcOoLXm8OHDZGdn09PTg8Ph4MEHH2THjh03mSF4vV68Xi/RaBSj0Yjb7c4UjFyuRCLB6dOncbvd1NfXL3v/jSIej3Ps2DFcLhc7d+5c7+kIcV9bl8DCfFrrE8AJpdRvAD9FeqnEk4CRaxkMkA4yFAO/RnppRbfWum5tZyuEEEKsjblgQc6jOYx/e5xULEXg1QD5T+cv2D4XGAh3hun9s15mzqU/5TUXzgsqJFIYzOkUiKnDU7Q+3Ir3w14aPtuwZkGFuYJ0gAQWxC2ZzeY1X+5lNpsXXd5QV5d+qxmNRlFKZQJ+vb299PX14XK5SCaT9Pf309raSldXF5CutXDixAmKiorQWhMMBmlsbKSiogK73U5TUxN5eXkcOXKEK1euYLPZ2L17N+fPn8disbB169YF84jFYpnlHz09PTz//POMj4+ze/duEonEguKRS5FMJgmFQsveb6NRSmGxWO4ouCKEWFkb5reJ1joGfB34ulKqhHRHifcATXND5g1XgLwrEUIIcc+au4DJfTIXW42NYGuQvk/1Ya2w4mhwYLCkAwXKoAieDdL9B91MH5m+tvzh5Ws1FQym9NjYaIzhL6frJA9/aZiidxaRcyhnzV7Prl271uRcQixXMpkkHo9jtVo5f/48ZrOZpqamzPa55Q1zampqyM3Npbi4GJPJhNaaVCqFxWIhOzs7U1zX5XJx6dIlQqEQdXV1tLW1cerUKZRSPP/88wwNDRGJRBgdHSUWi5FKpTAajZw9exaPx4PJZMp0gGhoaKCxsZHS0lLq6uooLS3FZDLR3d29IOsgGo3e9kLbarVy4MCBTR9YMJlM7N+/f72nIYRgAwUW5tNaDwGfBD6plDpAeqnEOwApgS6EEOK+Yi2x0vxPzZx+/DRTL01x6Rcukf90PrmvyyV6NUqkJ0LfX/aRmkmhk/qGoIIyqszXmfMz+H/kByDnNTlk7cpa09eSlbW25xNiqc6fP8/k5CR79uxhcnLythfcTqczU9ARwO12k5ubS1ZWFlVVVZjNZrKysggGg+Tn53PlyhW+/vWv4/V6GRoa4sUXX6S3txefz4fT6aS0tDRT36GsrIy+vj5MJlOmc4RSKlMvwuVy8drXvpZwOExnZyeFhYWZeYyNjXHhwgWqq6uprKy85WuQ7g9CiJWkNkvBF6WUDXgL6aUSj5Oeu1RE2iCUUhGr1WqNRCLrPRUhhLgnhTvDXPnIFaaPT5PwL94sadGgwuySiVQ8RevDrQSOB7CWWtn5/E7stfY1rbEgxEbV3d2N3+9n+/btpFKpTIr9cgwODqKUoqSkhJmZGdra2igrK6OwsJBvf/vbTExMEAwG+fa3v43T6aS6uhq/309JSQkPP/wwP/jBD0gkEnz6058mmUySTCYpKiq6IQMhlUplsitSqRTJZDKzjGN6epoLFy5QU1ODx+NZ0e/R/cpmsxGNRqNaa+kbK8QtbMiMhcVorSPAPwL/qJQqJ71MQgghhLgv2GvtbPnHLeksha4IgRMBfP/mI9wRJjmTXFCocX5Lybk6DL2f6CVwPIAx24j3w15s1babBhXmghFCbDTDw8NkZWUtyBZYCdXV1Xdd+0MpRXd3N06nk1AohM/nI5FIZLo8+P1+nn/+ebq7u/F6vTz22GN4vV7q6uro7Oykt7eX6upqEokEPp+Prq4uduzYwdjYGA6HI7Pc4eLFi/h8Pvbu3UtXVxcTExPs27cPu91Odna2tIwUQqyLTRNYmE9rfRX4xHrPQwghhFhL5hxz+pZnZvTroyQmE+mgwiKZCkAmcDBzcYbJ5ycBsBRbyHt9XiagsFgQQSm14DhCbARTU1NcunQJt9u9qvU6xsbGaGtro7Gxccmf+sfjcaanp4nFYvh8Pqampujr6yMQCBAIBAgGg7S3t+NwODKdJ7xeL6FQiKysLKanp3nooYf4mZ/5GQoKCpienmZoaIiCggLC4fCCNpgul4tIJILZbMZutxMKhaStqRBi3W3KwIIQQghxXzNA4NUAkd4IFq+Fnc/tvDGooK9lI4z+4yhTL04BUPm7lWTtTtc6SCVSGEwGkqEk00enGfjsANZSK/WfqV/zVpTi1uLxOJcvX6aoqGjBmvr7SVZWFuXl5aveMWKuEONylgu3trYSiUTYuXMnp0+fxmq1sm3bNl566SXC4TBaay5evIjRaKSurg6DwcBzzz0HwOTkJMFgEK/XS3t7O16vl7y8PHbs2JFpuzk/cFBVVYXH4yGZTGYyHqanpzl+/DiVlZWUl5ev+PdECCFuRwILQgghxCZjLbHS8s0WLrz9Alu/s/WGoAJc6yox9u0x+j7ZB0Dx+4opemdRZozBZCA2FqPr410EjgeYuTAzuzPU/3W9BBU2kGAwyNjYGFrr+zawYDAYqK2tXfXzFBUVUVBQgMFgWPI+OTk5RCIRsrKy8Hq9OBwOnE4nNpuNsrIyuru7SaVSTExM8K53vYuJiQkCgQBlZWW8+OKLDAwM0NHRwfDwMEop3G43Xq+XkpKSG84VjUY5fvw4g4ODlJSUsG/fvkythURi8forQgix2iSwIIQQQmxCru0u9p3fh8FsuOmyhcjVCKNfG0UZFZYSC3mvy8u0qQx3hpl6ZYreP+4l3BlGma7tP/EfE8T9ccx55jV7PeLWcnNz2b59Oy6Xa72ncl9YTlABoKGhYdH7c9kVubm5/ORP/iS9vb3s2rWL9vZ2xsbGyM/P5/3vfz/f/va3OXnyJGazmStXrpCVlcX4+Di5ubk3BJJMJlMmi8HlcmGxWHA6nRw6dGjJSyKkjooQYqVJYEEIIYTYpOaCAdcHFeYCDYETAfz/7kcnNblP5FL0jnS2wti3xxj8/CCBVwMkphJk7c3C3mBn/NvjGF1GSj9UisktbxE2mry8vPWegrgD4+Pj2O12/tN/+k8kEgkMBgPHjh3j1VdfZWhoiPe9730cPHiQJ554gtHRUVwuFwMDA0A6iJBIJNBaZzo/GI1GamtrGRkZoaKiItMac6lBhWg0yquvvkpubi4tLS2r86KFEPed5YVjhRBCCLFhLPaJo9bpoEJ0KErnxzpJTidxP+ym5lM1BM8H6fztTi689QITP57A4DTg/aCXHf+xg2QgSSqcwlZlo+CnC6RwoxArYGZmhvPnz9PW1pYptmg0GjGZTMTjcSYnJ3nxxRf5wQ9+wN///d/j9Xp59NFHKSwspKKigtzcXE6ePMmxY8dIJpOZ4/b399PX10d3dzeHDx+mv79/0fNHo1FSqdQNzyullp2VIYQQtyIfRwghhBD3EKUUyZkkfZ/qSxd39FjI/4l8+v6ij4kfTWTqKJS8v4SCny4g/w35DH1pCN8zPoxOI/V/XY/Va82kSl9fwFEKOgqxdDabDaPRyNTUFNFoFKvVSmdnJy6Xize84Q0Eg0EOHz7MuXPnyMvL4+rVqxQWFvLGN74Rt9sNpItWxuPxBYGAysrKTIeJjo4Ojh07hslkori4ODMmGAxy8uRJCgsLaW5uzjxvtVo5ePDg2n0ThBD3BQksCCGEEPeY0OVQpgtEfDxO/1/1ExuJYbAacO1wUfrRUkp+MV0ULtwdZvgrwyijwvthL65drkzwYH7thlB7CEej44bnhbjfxeNxpqamyM/PvyGL6OLFi/T09FBcXEw4HGZiYoLW1laeffZZtm3bRiqVYmxsjLy8PA4cOMCjjz5KJBLB4/FgNpsJBAKUlJRgMplob2+nqqoKm82GzWajvLyczs5OqqurGR4eJhwOLzi32WzOFJEUQojVJoEFIYQQ4h4z+LlBgqeDKItCxzSxkRjmfDMVv1tB7mtzcW2/VgBw/F/HmXpxKl3c8Q3XijtCunZDKpGi+/e78X3XR+6TudT/f/USVBBinu7ubgYHB9myZQsejwcAv9/P8PAwyWSS6upqmpubCYfDfPazn8VgMFBXV4fX66Wvrw+j0Ug4HOaFF15Aa81DDz1EUVERNTU1nDt3jlgsRlFREaOjo2RnZ+P1ejPnfeaZZ6isrOTpp5/GYrEsmJfVamXfvn0r8hqDwSBnzpyhvLycioqKFTmmEOLeIoEFIYQQ4h5T+tFSxr41RmIiga3ahmuHi9r/Vou91r5g3OTLk3T+dmd6n18tJffR3My26FCUwIkAfX/ex/SxaQBCl0LkP51P3uuliKDYuObaLlqt1jvaPxQK4XA4ljy+qKiIeDxOTk5O5rmRkRFGR0fZunUrBQUFTE1N8dxzz5FKpaivr6e8vJyhoSFKSkrYuXMnR44cIRAIMDU1xauvvkowGKS6upqKigquXLmC0+mkqamJoqJr7WJzc3NpaGigoaEBq9VKR0cHsViMsrIyLl++TFVVFQUFBTfMNxKJMDg4SGlp6ZK/R3Pf03g8vuTvixDi/iKBBSGEEOIe49rmYucLO+n7RB+F7ygk9/FcTG7TgiUMsdEYQ387BCnI/4l8yn+zPLP/1JEprv7VVQInAkT7opjcJpw7nJS8v0SCCmLDO3/+PJOTk+zfvx+73X77Hebp7++no6OD+vp6SktLl7RPTk7OgqACQF1dHYWFhZkLe4vFQk1NDdu3b6e5uZljx45hsViIx+OZjAWHw8FHP/pRLl68iN/v58iRI3g8HpRSDA4O8uCDD95w3qeffjrzeHx8nFgshtvtJhgMMj09TSwWIzs7e0Gb0qGhoUymRGVl5ZJeo9vt5uDBg5kOFEtx/vx5gsEge/fuXdZ+QojNSf6XCyGEEPcg11YXTX/fhMGUXtow1y1iLrgwc26GiR9NYLAZKHpnEQaLgUBrgMnnJun8nU6YLSRvKbFQ9YdVuB9242x2XjvWIh0phNgIsrKySCQSd3Qx63Q6M0UR74bZbM4EFQYHB5mcnGTfvn2ZlpAej4fu7u7M/YaGBnJycsjOzqampob8/HyCwSBTU1Pk5OSwdevW255z165dpFIp7HY7OTk5RKNRzp49S25uLjt27MiMKy0txWg0UlJSsqzXtNzvZyKRIJlMorVe1n5CiM1JAgtCCCHEPWouqADpbhFzwYVUNEXXx7uIDcfIezqPoncW0f/Zfsa+McbUS+mij/Z6O65dLmr/shZbhS1znFQ8hcF8Y5s6CTaIjaKmpuaO983NzWX//v0rOBsYHh6mp6eH/Px8PB4PL774Ih0dHZSWluLz+ZiZmSEUCvHggw9y6tQpsrOzeeihhzAYDJw6dYpEIoHNZrvhuJ2dnYyPj7Nz506sVuuCZQ1OpxO73U5lZSW5ubkL9rNYLGtSJ2HHjh1oraWtpRD3CQksCCGEEPcJpdLFGHs/0UvgZABjtpH8p/Np/0A7w18czowrfFshnp/3kPNYDiaXaUGLSYPZQDKSZPhLw9jr7ThbnFhLrIu2phRCpDMEDh8+zMsvv8xb3/pWjh8/zrFjx8jKyuLJJ5/EYrGQnZ3NxMREpkDj5OQkhw4dYs+ePSSTScxm8w3HjUQiRKNRksnkouc1GAxUV1ev9su7KaWUBBuFuI9IYEEIIYS4j4SvhJl8bhKA1EyKq//jKpHuCMqocO1yUfj2Qip++9qnmVovDBZorfF910fXf+4iGUxS8NMFeN7tofAthdKKUojrJBIJRkdHMZlMmaUE73jHO4jH4wwNDWEwGGhqauLIkSP867/+Kzt37mTr1q20t7fj9/t561vfitlsxu/3k5OTs+DT/+bmZhKJRCbokEql0FpnlltsFDMzM3R1dVFZWUl2dvZ6T0cIsUoksCCEEELcR0b+YYSpw1OZVpSR7gjKpKj6kypyH88le3/6jf9c9sFinzjmvSEP74e8+L7nY/zb4/j/3U/4SpiK/1yxoI6DEPe7YDCIz+cjKyuLWCzG+fPnqaio4MCBA0xNTWG1WnG73QCMjY2RSCTYv38/ZWVlBINBotEohw8fpr+/n8cffxyr1cr4+Dg7duwgEAgwNjaG3W7n6tWrxONxLBYLBw4c2FDBhcnJSXw+H06nUwILQtzDlBRUEStBKRWxWq3WSCSy3lMRQghxC8HzQU4/fJrEVAJrmRXnVidVf1JF9t5rb/jnL2m4vnbC/KDB9LFpRv5phIG/HgCg8g8qqf7j6huOIcT9zOfzMTIywuHDh0kmk7z5zW8mFosRj8c5ceIEdXV1zMzM8Nd//df4/X727NlDZWUlRUVFbNu2jaNHj6K15oknnsgEKvbu3Ut3dzfj4+Pk5uYyOTmJyWTCZrOxa9euDVXXQGudybjYSAGPpbLZbESj0ajW+sZCF0KIDMlYEEIIIe4jrq0udr60k87f6qTkF0twP+LGWmJdGAiYFw9QSpEMJUmFU5jzzQsyEbIfyMbeaMdWbqPztzvp/dNeTG4T5R8rl6CC2JCSyeSaX9zm5+eTn5+PxWKhra2NeDxOVVUVkUiEQCCAy+VienqaJ598kqNHjzIyMsLw8DD5+fk0Njbi9XpJJpPMzMxQUlJCTk4OTqeT+vp6PB4PhYWF6/K6lkopRX5+/npPQwixyiRjQSyZUqrwFpv7rVarRTIWhBBic0glUgu6RiwmcDKA/9/9jHx1BJ3U2Cpt5D6Ri+fnPVi91kw2Q3wyTt9f9HH1v13FWm5ly1e3kPNwztq8ECGWaHJykjNnzlBZWUlVVdWan19rTSAQICsrK5MFlEgk+NGPfsSZM2d4z3veQzgcpre3l2eeeYaamho+8pGPcPXqVfr7+6mpqaGjo4N4PM7BgwcXLegoVp5kLAixNJKxIJZjdL0nIIQQYmXcLqgw+dIk3b/XTfBskOR0EgwQ7ggz8dwEw18eZss/bSFrZxYA5hwzRe8oYuwbY0R6IwRPBSWwcB8YHh6mt7eXlpYWXC7Xek/ntgwGAwaDYd0+2T916hShUIiHH34485zf7+f73/8+Pp+Pnp4etm7dSnd3N3v37uXAgQOMjIxw8eJFsrOz8Xg8AMRisQVBBZ/Ph9aagoKCNX9NQggxZ+MswBJCCCHEhhDuCdP3F30ETgRITidx7XZR+fuVFPxUAY4GB6H2EGefPIv///kz+2TtySJrXxZoGP36KMlIEp2SrMh7WSgUIhwOE41G13sqS5Kdnc3DDz9MeXn5upz/+PHjnDx5knA4DKQzGMLhMF6vl9e//vV4vV6++MUv8r3vfY/i4mL8fj9nz56lr6+PyclJADwezw3zP3/+POfPnyeVSq31SxJCiAzJWBBCCCHEApHOCFOHp0hFUrgPudnxox0YrAaSoSQz52bo+r0uJv9jkovvvkjTl5rIfSIXo92IyZ1+W2HMMmK0bcz13mLlVFdX4/V6sdkkQ3wp3vSmN9HX10c8Hsdms3Hs2DHOnz+P2WxmYGCAP/3TP+XYsWMA9PT00NzcTHl5OfF4/IbgTSgUwmKxYDKZaGhoIJVKbaiCjUKI+4/8BhJCCCHEApPPT5IMJDEXmqn9q1oMVgOpWAqjw0j2A9ls+8428t+YT8Kf4NIvXmLq8BQAMxdnADDajaTiKaSO071NKSVBhSWYmZkhlUqRk5NDLBbj5MmTjI2NYTQa2bZtG0899RQlJSWZ5Qxut5uxsTEuXbpELBbD4/HQ2Ni44HjHjx/n2LFjdHV1UVRURGlpKQBTU1OZIMRcNwohhFgLkrEglqPoFtv6ActaTUQIIcTqUZbZwnJTCXQ8HRwwWNKfReiUxug0su2ZbZx78zl8/+bj4jsv4trhYvrINEaXkdJfLcVgXvjZxfy2lde3sBRiM4tEIiSTSZxO5w3bfD4f586do7S0lLq6Oqqqqjh69CiDg4O87W1vw2q1AlBUVITb7ebcuXPEYjFKS0vxer24XC4OHTq0IIBjsVjIycmhu7ubCxcu8MQTT1BTU8PMzAytra243W527drFxYsXSSaTFBQUbNiOEUKIe4cEFsSSaa3HbrZNKSUfSwkhxCY3d8GffSAbc6GZVDhFsDVI1r6sTLFHZVCZjhLbvruNcz95Dt8zPiafm0SZFflvysexxbHwuPNbWZL+pFsn9YLWlUJsVqdPnyYWi/HQQw9hMi18a22323G5XGRnZ6OUoqqqivb2dqampgiFQly5cgWPx0NbWxuHDx/G5/MRjUaJx+O87W1vo7CwEKUUgUCAyclJysrKMJvN7Ny5E5fLRWtra2YJhM1mo7CwkNzcXAAaGxtJJBISVBBCrAkJLAghhBACIJNF4Nrhwl5jZ/rYNCNfHcH9iBtnsxNlSAcE5neUMOfNVqc3gGu7i5L3lWD1WjPb5wcVuv+wm7gvTsP/apCggrhnFBUVEY1GF72Adzgc7N27d8FzBw8eJBwOk0qlGB8fx2Aw0NTUxMsvv8zExATnzp2jq6uLqqoqXve611FXV0dnZyeTk5O4XK5M4KC2tpaioiKystLdWYxGIy0tLQvmJYQQa0UCC0IIIYRYwFJkoekrTZx+zWmmj05z+ZcvU/ZrZbgfcWMtthIbjRHpjdD9e91M/HgCZVTY6+1U/n4lua9NX/RorUGTCSr0/bc+ev+sFwB7nZ3y31ifyvxCrLSampolj9Vac/LkSXw+H69//evZsWNHplVnU1MTqVSKRCKByWTiypUrRCIRPvaxj1FTU8Pk5CQ5OTmZYymlyM7Opr29nVQqxZYtW1b6pQkhxJJJYEEIIYQQN3A0ONj54k7a3tXG9CvTXGq9hLnQjGu7i9DlEMlgkthQDGVKBxWq/6yagp8sAG4MKvR+spfu3+0GIGtvFlyXrCA1F8T9YmZmhsOHDzM4OEgsFmP37t3k5uaitWb79u00NjZy+fJlKioq+OpXv8rU1BR+vx+32012dvaixxwbG0NrveTOED6fj1gsRklJyUq/PCHEfUxJxWaxEpRSEavVao1EIus9FSGEECsoOhhl9J9H8f/QT3wkTjKYJNwZBkhnKjSkgwqFP10I3DqoYCmx4Nrlovjni7E32LF4LJllE1JzQdwvLly4wLlz57hw4QL79+/n6aefziyj6O3t5YUXXmBwcJB4PE5hYSH5+fmMjY3xyCOP0NTUhMFgYHx8nLy8PEwmE9FoFK31kjt0HDlyJFMTwmKRutu3Y7PZiEajUa21tEAR4hYkY0EIIYQQN2X1Win/WDnlHysnlUjR9q42ooNRUpFUJlPhZkGFvk/1ZYIKALGhGP4hP/7v+wHI2p9F8XuLKf1gKcq4eEFHyWYQ95qWlhZmZma4ePEira2t5ObmkpeXRzAYpLa2lu7ubgYGBnj66afJy8vj1KlTxONxOjo6cLlcmEwmOjo6qKiooKamJtNZYqkaGxuJRqMSVBBCrCgJLAghhBDiluYKMHb8Wgdj3xzDYDXgaHBQ/YlbBBX+so+u/9IFpDMbcp/MpfDthdjr7ATPBJl6eYqxr48ROB4gejVKzSdq0sGF6zpIkAKkqL24x+zZsweHw8GJEycIBoNYLBZGRkaYmJigvb0dgP379zMyMsIDDzxAS0sLIyMjFBcXo7VmenqawsJCAoEAZ8+epaKigvLypdUtyc/PX82XJoS4T8lSCLEiZCmEEELc+2YuznD6NadRJkXD/264aU2Fvr/so+vj6aCCo9lB0TuLqPr9qgXHio3FGPn7ETp/qxOAnS/uJOdQTmZ7fCJO8HSQkX8Ywegw4trtIv+N+VgK5VNWsTm1trYSjUbZv39/phbC1NQUwWCQ9vZ2hoaGOHPmDOPj4zz++ONs27YNi8VCfX09AwMDFBYW4nCkW7n6/f5MMcdz585RXl6+rCKSYulkKYQQSyMZC0IIIYRYEmezk91HdxO6FCL/jelPPW8VVHDtcFHygRJKP1QKQCqRQhkVSikshRY87/EQuhzCUe/A910fvn/zUfvJWmYuzjD0f4YY/PwgqWgKAIPDwODnB2n5Rgu2Cnl/LzaOUCjE2NgYZWVli7acnKO1RmvN2NgY4XCYyspK3G43Y2NjTExM0NvbSyAQwOPxYLFYOH36NPF4nNHRUVpbW6mpqeHNb34zkK7FMDU1RX5+PgcPHsRkkrf0Qoj1Jb+FhBBCCLFk9lo79lo7kF4iAbcIKvxyCaUfLM2MNZgWVqy3FFgo/81yIj0ROl+fzlxI+BIos2L4K8OkoikczQ5IQSqSIvBqgNOvOc3O53diq5TggtgY+vr6GB4exmKx3LLTwq5duwA4ceIEMzMzFBYWYrfbM8UcCwoKqKurIz8/H601OTk5XL16lVdffZWrV6/S0tKSOVZ9fT2BQAC32w2kgxaTk5O43e6bdoaYnJwkOzt7SZ0jhBBiuWQphFgRshRCCCHuP/PrIdwuqLCgbsL1x0lqBj4/QMdHOwBQJoVOaHKfyKX2f9RizjMTuRqh87c6mT4yjcFq4IHuB7AWL69onRCrIRQKMTo6SllZ2ZIyB6anpwmFQhQXF5NMJvnyl7/M9PQ0e/bsIRAIMDMzw+nTpwmHw1RUVGC32zEajTzyyCM0NjYueszBwcFMm8rFlkQMDw9z6dIlysrKqKuru+vXfD+RpRBCLI1kLAghhBDijswFC7r/aze9f9ILLC+oMNfxQRkVWXuzyNqfReB4ABTYqm1s/e5WjLZ0arm11ErjFxq58PYLxEfj6Lh8MCI2BofDQVVV1ZLHZ2dnk52dDYDRaOSd73wnkUiE/Px8otEoPT099Pf309nZSUVFBW9605tIpVK37P7gdrsz3SVuds5bbRdCiLslGQtiRUjGghBC3H+01iT8CQ4XHgYga08Wxb9UvKygAkDgVICBzw4w+s+jpCKpzJjK36+k+k+q0+NnW1GGu8MYbAasJZKtIO5dP/7xj7l06RJvetObqKysXO/p3NckY0GIpZFFVkIIIYS4I0opzPlm9p3bh/uQm6J3Fd11UCHn8Ryq/rgKgN4/66Xrd6+1rASwV9slqHAL09PT9PX1IR8cbS4TExP09PQQj8dpbW3lxIkTGAwGPB7Pko9x9uxZXn31VVKp1O0HCyHECpOlEEIIIYS4K84WJ1u/uxVzjhm486BC7hO5NH2lCWuJFZPbRMevd9D3yT5sNTa87/eu2evZzLq6ujJF+nJyctZ7OmKJuru7mZ6eJhqN0tHRgdvt5tChQwAcP36coaEhHn744VsuZYjFYsTjcQkqCSHWhQQWhBBCCHHXViSo8OWmTDaC94NedEIz9o0xDJaNm2AZjUYZGRmhpKQEs9m83tOhpqYm0x1AbHxjY2OcOHGCSCRCeXk5ly5dIplM8va3vx2r1UpPTw/Hjh2jo6MDh8PBk08+edNj7dmzB621dH3YxJRSWcCHgLcAdYATGAZeAv6P1vrFFTxXDfBh4A1A+ezTV4EfAJ/XWnfeZn8LsBXYO3vbA2wD5n4R/qLW+ssrNV+x8UlgQQghhBAr5m4zFebGGSwGSj9SSv6b83HUOdbyJSxLf38/V69eBaCiomKdZ7OwMKDY+GKxGKFQCKUUg4ODvPLKK5SXl3Pq1CmeffZZSktLqa+vJxgM4nDc+v+BUirzf0xsPkqp3cC3gOuLalTN3n5eKfUZ4Nf0XaalKKXeA3weuP6Hqnn29iGl1Ie01n93i8N8Cvj1u5mHuLdIYEEIIYQQq2qpQQUgM06nNAazIRNUiI3EUBaFOfdaVsDt2liuhdLSUpRSFBcXr+s8xOZUWlrKm970JpLJJNPT0xgMBurq6jhz5gzT09Pk5eXR2dmJzWbD65XlQPcqpVQV6UyBotmnvgh8DZgEdgG/A9QAHwHCwH++i3P9BPAl0rX2gsB/A54DNPD47LmcwBeVUn6t9b/d7FDz7seAc4CFdNaCuA9JVwixIqQrhBBCiMXcMqjw5MLlD4vtM/YvY/j/n5+JH02AgqKfKSL7oWwK3lSQHjvbLUKsvEgkwoULFygpKZGL2hUSiUTo6emhvLwcp9N503Gtra0cPXoUq9WKwWBgZGSE6upqvF4vu3fvvm32glg5a9EVQin1L6SXPwB8VGv9meu25wFHgXogBezSWp+9g/PYgctAGRAFDmmtT1w3Zi/wMmAlvTSiQWt9wxt8pdRPAh7gBHBOax1XSv1X4I9mh8hSiPuMLMISQgghxKrJBBValxZUmL/P0JeG6P2LXob+zxCR3giRnghX/+oql37hEn1/2Zcea1TopHxIshoikQiBQICpqan1nso9Y2xsjJ6eHn70ox9x5MgR+vv7bxjj8/kYGBjglVde4eLFi+zYsYOSkhLOnDnD+Pj4ol0f4vE4ly9fZnR0lMuXLxMOh9fi5YgVoJRq4lpQ4ZXrgwoAWms/6WwFSF+/ffwOT/cLpIMKAJ++Pqgwe64TwKdnH5YD71nsQFrr72itv6C1PqW1jt/hfMQ9RJZCCCGEEGJVBc8E6fvzPvw/9N82qDAnGUky/q/jBE8FASj7jTJS0RShCyEmX5ik6+NdJINJqv+kOh1c2ADLIu41OTk57N+/H5tt1T6ove94vd5MS9Curi6MRiNlZWWZ7YFAgNOnT9PT00MqlWJkZISBgQEKCwuJxWLU1tbicrmIx+NMTExQWFiIUgq/38/g4CCtra2kUinMZjPV1dXr+ErvOWp2ucKSaa17ljj07fPuf+EW434I9JKuwfAmpZRda73cCNJSz/UFrgUv3nGbsUIAElgQQgghxCozF5mZOjxFMpAk7w15NP6fxlsGFQBCl0L4nvEBUPVHVVT9UVX6+SshRr82Ss8f9tD7Z72YckyUf6wcZVALllCIlSEp9zc3ODjIzMwMdXV1S/65MxqNtLS0UFVVRSwWw2pd+P/A4XAQCoUYGhoiLy+PlpYWvF4v27ZtY2pqCrfbzdDQEK+88goul4vt27dTXFxMYWEhqVSKZDLJxMSE1PxYeRage5n7LPWX0aPz7v/HzQZprbVS6j+AXwRcpLswvLzkyShlAg7NPuzWWt/09Witu5VS3UA1cEgpZdRaJ5d6LnF/ksCCEEIIIVaVtcTK9h9sp+dPeqj/6/rbBhUADGYDBpsBNDi2pC9udUrjqHdQ/rFyDBYDXR/vovv3u7EUW/C8yyNBhTtw9epV+vr62LFjBy6Xa72ns6lcvXqVcDhMeXn5srM6nE7nojUWjEYjDz/8MPF4nJKSEjweD1VVVRgMBgoK0nVFpqamsFgsuN1ucnNzATAYDJSUlOB0OkkkEtjt9kXPq7VmaGiInJwcCRptHC2zX4Na677bjL04734zywgskG5faZm9f2EJ4y+SDixYgVrStRmEuCmpsSCEEEKIVefa4aLl6y1YS28s1LgYZ4sT1y4XqWiK4a8MkwgkMksdjA4jxe8rxvthL6lIiuG/GybcI2vK70Q8HieRSJBMyoeRy7V161Z27Nix4ktFrFYrRUVFjI2NEY1GMRgWvl1vaGjgscce44EHHrgh4+F27Ub9fj+XL1+ms7NzRecs7oxSykq6ACLA7YIK14+5vi3l7cwfv9rnEvchyVhYB0qpLGA3sHf2tod0FHHuo5bqZazLQin1MPCfgIeBYmAG6CDdC/fzWuvAik1eCCGEuEPXd2+Y39EhcjWCrdy24Pni9xYTuhRi5uwMEz+aoPAthZlaCpYCC4VvLWTsG2MEW4NEe6PYqxb/lFbcXE1NDRUVFZhM8pZwuW6WdXA3YrEYg4ODXLp0ifHxccLhMD6fj23btuF2uwkE0m/psrKybth3dHSU0dFRxsfHaWxspKSk5IYxOTk5lJeXk5+fv6LzFnds/j/kUt6vzx9z4w/BxjmXuA/JX5H18SKw824PotI5n/8f16rEzrEB+cADwIeVUm/RWp+62/MJIYQQK2kuqND9R92Y882UfbQsXSdh9vm81+cx8vcjTL08xdAXhyj4yQKUUZFKpDCYDOQ+lkvJL5UQPBvEWnn75RVicRJU2BiGhoZob2/H7/cTjUZxu908++yz2O12EokEr3nNa2htbQVg7969HD16lJqaGqqqqtBa09bWxuTkJLm5uTf9NzUajdTW1q7lyxK3Nj8aGlvC+Oi8+8tdy7KW5xL3IflLsj7mf2QzBbQCTaSzDZbjU1wLKnQBfzl7rBzgZ4D3kU5d+oFSar/Wuvcu5iyEEEKsuNGvj9L7p+kijHlP5eFocGSWR9gqbNT+t1paD7Xi/76frt/tovZTtRhMhkxWQ+XvVZKYTiypboMQaykWizE9PZ2pjXA7FouFeDxONBqloqKCRCKBw+EgFothNBpRSlFWVoZSiitXrnD27FkMBgNVVVUopWhqagLA4/Hc5kxiA5m/hsty01HXzP9FF9rA5xL3IamxsD6+CLwLaABytdaPAe3LOYBSagfwm7MPrwD7tNZ/o7U+rrX+odb6l4CPzm4vAv77ykxdCCGEWDnZB7LJ2p9FYjLB8JdnaynMFmHUKU32A9nUfLIGZVSMfWOMyRcmgWvZDkanUYIKYkO6cuUK58+fx+/333R7V1fXgueKiopoaWlh165dHD58mL6+PiwWC5cvp+vm1dTUUF1dTVlZGQcPHmTfvn2ZfT0ejwQVVk+MdCHD5dyWYrnLDeZXWF3uUue1PJe4D0nGwjrQWv/1Chzmv3AtMPQRrfUNf7W01p9RSr0LOAC8TSnVqLVeVgBDCCGEWE0Wj4WCNxUQbA0y/u1xcp/MJfex3HRwYTa/z33IjbnATKQnQqA1QM5rctZ1zkIshcfjwWAwLFoPIZVKMTQ0hMFgoKamBoD29nYGBwepq6vD4XCQm5uL0+lkfHw8U1thTn5+vtRJWFt6OfXPlnHQqFJqlPSHgOVL2GW5BRjnmz++YpXPJe5DkrGwCSml7MBPzD7sAX54i+FfmHf/7as1JyGEEOJOGKwGit9XjPugm1B7iJ4/6iF4PrigW4RrtwtLaTpzd/xfxknFUus1XSGWrKCggC1btmA2m2/YZjAY2L17N7t37848F4/HicVijI+Pc+rUKR544AHe//738+STT1JaWko4fOvOJ7FYjNHR0Zt2WhEb1vnZr1lKqdtd8DfPu7+UlpHzXeFabYWWWw287lxR0kXhhbglCSxsTnuBuTLEz+lb/wV5dt79R5dzEqVU1VJvLKwbIYQQQiyZtcRK4/9txFZtY+rlKa586AoTP54gGU63QJx6eYpkIH0/FUuBXDeJe4DL5cLhuFYTr7m5mby8PADq6uowm80EAgHGxsaIRCIMDg6itWZqamrR4EFXVxcXL15kbGxszV6DWBEvzLv/+M0GzRZtf2z24Qxwcjkn0VongMOzD6tn37/f7FxVXFvOcVhrLf1oxW3JUojNaX6U8ZbRSq11n1IqSHqdVPOtxi6ie7kTE0IIIe6EvdrO9u9v58wTZ5g6PEX7+9ux19qxeCyEO8KEr4RRRkXRzxZhsMrnIuLe4/P5aG9vZ8+ePfT09PDyyy9jsVhQSpGfn095eTm9vb309PRQX19PaWnpgv2Li4vRWpOTk7M+L0DcqW8Cfzx7/wPAl28y7nVA1ez9f9Na3zqFZXHf4Fpw4pdJL61ezC9ft48QtyV/mTen5a55ujr7tUQpdWM+nhBCCLEBOBod7Hx+JzmP5pAMJJl8fpLRr40SOBkAAxS9s4jcx3PXe5pCrIqrV6+SSqVwu91MT08zMjKCUop3v/vdvP71r8disZCTk4Pb7SY7O/uG/XNyctiyZQsWy1IK/ouNQmt9EfjX2YcPKqV+9foxSqk84DOzD1PAJxcZ816llJ69ffkmp/sKMDh7/zeUUnsXOc5e4DdmHw4Af7fElyLuc5KxsDnNrwK0lCqt11eBXbw8sRBCCLHO7LV2mv+pGf+/+xn/zjihyyFSMym8H/aS97o8XNtdtz+IEJvQQw89REFBARUVFTQ1NVFdXc3IyAhWqxWj0ciFCxe4cuUK+/btW7QgpNjUPgYcAgqAzyildgH/RLot/U7g40DN7NhPa61P38lJtNYhpdSHgW+Rbif5nFLqL4H/mB3yOPA7s9tSwK9orRdtNamUcgFvu+7pnfPuH5rr8DPPN7XWwTuZu9j4JLCwOdnn3Y/ddNQ10Xn3HUhgQQghxAZm8Vgo/oViin+hmFQsRSqWwuSStyyrKR6PYzQaMRgkmXW9OJ1O3G43bW1tOBwOysvLGR8f5+tf/zoPPPAAQ0ND9PX1sWXLlvWeqlhhWutupdQbSF/wlwPvm71d73PAb9/lub6jlPql2WO5gD+Zvc0XBj6stf7OLQ5VAHzpFtt/afY23/OABBbuUfLXY3Oav6ZqKflu8xt8Lxp1FEIIITaSueJ0BosBo9O4zrO5t8XjcY4ePUpra+t6T+W+Nz09zeDgIENDQ4yNjVFcXIzD4eDcuXNEIhFqa2upqFi8cUAoFKK3t5dk8u7r7CWTSUIhecu4lrTWJ4CtpLMTjpP+IDAK9AL/ADyqtf6V2xRtX+q5vgxsAz4NtJG+2A/O3v80sH12jBBLJuH/zen6pQ23Mz9vdClLJ4QQQoh1NT+FdpF0WrGCDAYDdrt9QYeCjW5gYICxsTGam5vvqZoC27Zto6qqijNnznDq1CnC4TB79uyhq6uLtrY2CgsLicVi2O32G/bt7e1lZGQEm82Gx+O5q3m0t7czOjrK7t27F63nIFaH1noa+NTsbbn7fpmbF35cbHwn6SUYH1vuuWb370G6wol5JLCwOc0v2Hi7frfzxwxrrePLOE/17YdktLO07AkhhBBCbCBGo5G9e2+o4bah+f1+JicniUaj90xgYWRkBEhnLVy6dIm+vj5CoRDJZJLi4mJe97rX4fF4cLvdi+5fUVGB3W6noKDgrufidruJRCJYrdbbDxZCCCSwsFmdn3e/5aajAKVUBdcyFm7ZmvJ6s5HIJVFKSVdxIYQQQqyJLVu2EIlEcLnujWKeWmsuXboEQG1tLcXFxTz00EM4nU6++tWvMjo6yuOPP37LrBKn04nT6VyR+ZSWlt7QzlIIIW5FAgub0wlgBnACjyml1C3WW7123v0XVn1mQgghhBCrzGQy3TNBBUgv99myZQtKKQoLC8nJycHpdBKPx/F4PFitVoLBIOPj45naCwaDgZKSkjWZ3/T0NNPT05SWlsrSJCHEoiSwsAlprcNKqe8B7wCqgNcB/+8mwz8w7/43VnlqQgghhBDiDhQVFQHp7IWBgQGcTidlZWX84i/+IsPDw1y8eJFoNIrJZGJoaAiXy0V+fv6aLAXp6Ohgenqa7OxsqbkghFiUdIXYvD4JzGUpfEYplXf9AKXUR4ADsw+/rbW+tFaTE0IIIYQQS5dIJDhx4gQvvvgi3d3dDA4OorWmt7eXYDBINBpl586dmM1mtNbU1NSsWX2JmpoaqqurycpaSs1wIcT9SDIW1oFSqg44dN3TxfPuv00pNT7vcVBr/c35g7XWrUqpT5Ou5FoPvKqU+iRwGnADP8u1/rfjwG+u3CsQQgghhBArKZlMMj4+Tn9/P16vl+rqauLxOIODg/j9fqLRKEeOHMFutzMzM3PXnR+WIycnh5ycnDU7nxBi81Er0ApVLJNS6r3Al5axS6/WumqR4xiAzwAfvsW+V4G3zPbGXTVKqYjVarVGIpHVPI0QQgghxD0rGo3S2dnJlStXyM/Pp7GxEb/fTywW4/Lly2RlZTE5OYnBYOCpp566p+pMbFQ2m41oNBrVWtvWey5CbGSSsbCJaa1TwK8opb5GupbCIdKZDzNAB/Bt4HOzPXGFEEIIIcQGlkgkqKmpwWq1MjMzw7e+9S0mJiaIx+PYbDb27t1LPB7HarViMsnbeCHExiG/kdaB1vrLwJdX8HgvAi+u1PGEEEIIIcTqCwQC9PT0ZIIJJ0+exGw2s2PHDrTWDA4OUlJSwqVLl8jNzSUejxMIBLDZbPT09NDU1EQgEGB4eJjKyso1q7kghBDXk+KNQgghhBBCrAOfz4fP58Pv92M0GikqKiIrK4vjx4/T0dHBU089RUVFBSaTierqarZt20ZBQQEGg4GysjIABgcHGRgYwOfzrenck8kk7e3tjI6Orul5hRAbk2QsCCGEEEIIsQ4qKipwuVzk5eWhlKKxsZGpqSmi0ShOp5Pvf//7RCIRysvLqaysxOPxsG3bNqanp/mXf/kXdu3aRWNjI1lZWWtazBFgZmaGoaEhwuFwplWmEOL+JRkLQgghhBBCrAODwZDJQABoa2vjz//8z3nppZew2WxcvXqVs2fPkpeXx9mzZ+nr6yM7OxuLxcLExATj4+NYrVa8Xm/mGGslOzubbdu20dTUtKbnFUJsTJKxIIQQQgghxAYQj8fx+XyYTCbcbjfV1dX09fXx4x//mEAgQFtbGwcOHKCsrIz3ve992O32dZ1vfn7+up5fCLFxSLtJsSKk3aQQQgghxN1JpVL09fXhcDgoKiriwoULfO1rX8Nms+H1ejGZTJhMJp5++mlCoRAzMzPU1NSglFrvqd+zpN2kEEsjGQtCCCGEEEJsAAaDgampKQYHB8nLy6OlpYWf+7mfY3x8nB07dnDx4kWsVitZWVlcunSJ/v5+7HY7Xq93vacuhLjPSY0FIYQQQgghNhClFD6fj0AgwPT0NDk5OZw9e5ZIJEJDQwOvvPIKsVgMo9FIT0/Pek9XCCEkY0EIIYQQQoiNYseOHUxNTfGVr3yF7Oxs6urqUEqRl5dHPB7HYDCgtcbtdlNZWYnNJhn6Qoj1J4EFIYQQQgghNhCHw4HX66WwsJADBw6glCIQCBCNRkkmkxw4cACj0bje0xRCiAwp3ihWhBRvFEIIIYRYWRcuXOCrX/0qqVQKrTVbt25lenqaiooK3vzmN6/39O4LUrxRiKWRGgtCCCGEEEJsQCdOnODy5cuMj4+TSqUIh8NorTGZbp90HIlE6OrqIhaLrcFMhRD3O1kKIYQQQgghxAb05JNPsm3bNhobG3n22WcZHh7mzW9+M+Xl5bfdd3BwkL6+PkwmExUVFWswWyHE/UwCC0IIIYQQQmwwqVQqU2ehvb2ds2fPcuzYMbTWvO9978NguHXicVlZGSaTiZKSkjWasRDifiaBBSGEEEIIITaQgYEBjhw5wr59+8jOzmZ8fByPx4PX68XlcmE2m297DIvFIpkKQog1I8UbxYqQ4o1CCCGEECvjpZde4mtf+xqPPPII73jHOxgfHycrK4vp6WnGxsbw+Xzs2rULrTVKKVwu13pP+Z4lxRuFWBop3iiEEEIIIcQG0tjYyGOPPcbOnTsBKCgowGq1UlhYiNVqRWtNMpmktbWV1tbW9Z2sEEIgGQtihUjGghBCCCHE2kilUhgMBjo7OzEYDFRXV6/3lO5ZkrEgxNJIjQUhhBBCCCE2kbnCjbW1tZnnfD4fWVlZWCyW9ZqWEOI+JoEFIYQQQgghNqCxsTHGx8eJRqNs2bIFq9XKyMgIAJFIhLKyMoxGIxMTE5w7d46CggK2bt26zrMWQtyPJLAghBBCCCHEBhOPxzl79iyHDx+moqKCqqoqent7+fGPf4zRaKSurg6LxUJJSQljY2MMDQ1RVla23tMWQtynJLAghBBCCCHEBmM2m6mpqWFychKfz8eLL76I0Wiku7ub7Oxs6uvrKSwsZGpqirNnzzIzM5NZIiGEEGtNAgtiyZRShbfavGYTEUIIIYS4D1RXV+PxeDhy5Ag9PT00NDSQn5/P2NgYFRUVmEwmXC4X27dvJ5FIUF5evt5TFkLcpySwIJZjdL0nIIQQQghxP3E4HBw6dIiioiKysrLYtm0bo6OjRCIRQqEQDoeDyspKjh07RiQSYffu3es9ZSHEfUgCC0IIIYQQQmxgyWQSn89HLBbjjW98I+Pj4xw/fhyfz8fBgwcxmUxYLBbC4XCmFaUQQqwlCSwIIYQQQgixgTmdTpLJJB0dHSilsNlsTExMMDk5SW9vL7W1tbjdbkZGRhgbG8Pj8az3lIUQ9xkJZwohhBBCCLEEk5OT9Pf3o7Ve83Pn5+czMDDA4cOHsdlsbN26lcLCQgYHBwEoLS2ltLSUvLy8NZ+bEEJIxoJYjqJbbOsHLGs1ESGEEEKItdbR0UEwGMTtdpOVlbWm5961axcmk4nTp0/z0ksvUV5ezvbt23G5XABkZ2cTjUZ55ZVXaGpqoqjoVm/bhBBiZUlgQSyZ1nrsZtuUUmsfuhdCCCGEWEN1dXUEAoHMxfxa27ZtGz09PRw9ehSA7du343Q6M9tTqVTmJoQQa0mtRyqXuPcopSJWq9UaiUTWeypCCCGEEPecWCzGzMwMBoOBsbExCgsLcbvdN4yT4o0ry2azEY1Go1pr23rPRYiNTDIWhBBCCCGE2KBGR0eZnJwkEong9/vZsWMHdXV1C8YEg0FisRh5eXkSVBBCrAsJLAghhBBCCLFBDQwMMDU1RUVFBUajMbMMY3p6mvPnz1NdXU1fXx/hcJgDBw5gs8kH60KItSeBBSGEEEIIITaopqYmZmZmKCgoWPB8PB4nFosRjUYpLy8nHA5jtVrXaZZCiPud1FgQK0JqLAghhBBCrL654owmk4lYLIbFIk25VpPUWBBiaWQRlhBCCCGEEJtAPB7n1KlTHDt2jGQyuSCo4PP5uHTpEolEYh1nKIS4X8lSCCGEEEIIITa4kZER2traSKVSuN1ulFILtg8NDTE+Pk5RURF5eXnrNEshxP1KAgtCCCGEEEJscGazGbPZTENDA4WFhTdsr6+vx+PxSFBBCLEupMaCWBFSY0EIIYQQYvOZnJzk7Nmz1NbWUlpaut7T2XCkxoIQSyM1FoQQQgghhLhPpVIptNakUqn1nooQYhOTjAWxIiRjQQghhBBic0qlUhgM8nnjYiRjQYilkd8gQgghhBBC3MckqCCEuFvyW0QIIYQQQgghhBB3TAILQgghhBBCbCLxeJzJyUkOHz5MR0fHek9HCCGk3aQQQgghhBAbRSqVor29HZfLRXl5+aJjTp06RWtrK6OjozQ0NFBXV7fGsxRCiIUkY0EIIYQQQogNIh6PMzo6ytDQ0E3HmM1mjEYjNTU1bN++nenpaenqIIRYV9IVQqwI6QohhBBCCLEypqensVgs2Gw3b0QwNjaGwWDg6NGjhEIhdu3aJZkLq0C6QgixNJKxIIQQQgghxAaSnZ19y6ACQGFhIUajEZPJhNVqJScnZ20mJ4QQi5CMBbEiJGNBCCGEEGLlDQ0NMTMzQ21tLUqpG7bH43HMZjMAV69eZXBwkO3bt2O329d6qvckyVgQYmkkY0EIIYQQQogN6urVq/T39xONRm/YFg6HSSQSmcehUIhIJEI8Hl/LKQohhGQsiJUhGQtCCCGEECtvZmaGaDRKXl7egudTqRSHDx9GKcWhQ4cA0FoTi8WwWq3rMdV7kmQsCLE00m5SCCGEEEKIDcrpdOJ0Om943mAwUFRUhMFwLQFZKSVBBSHEupDAghBCCCGEEJuA1hqtdSaY0NjYuM4zEkKINKmxIIQQQgghxCZw6tQpjh07RjKZBNKBhnA4vM6zEkIIyVgQQgghhBBiUxgZGWFmZoaKigpcLhcTExP09PTQ3NxMUVHRek9PCHEfk8CCEEIIIYQQm0BOTg5Go5FLly7hcrmorq7Gbrdjs0ldQSHE+pKuEGJFSFcIIYQQQojVFQqFSCaT+P1+nE4nBQUF6z2le550hRBiaSRjQQghhBBCiE3A4XAAkJWVtc4zEUKIhaR4oxBCCCGEEPcIv9+Pz+db72kIIe4zkrEglkwpVXirzWs2ESGEEEKI+9jU1BTnzp2jurqaeDyOyWSirKwMgHPnzgHwyCOPoJS8PRNCrA0JLIjlGF3vCQghhBBC3M9CoRCvvPIKU1NTlJSU0N/fj9FozAQW6uvr0VpLUEEIsaYksCCEEEIIIcQmkEqluHTpEjMzM2zfvp3a2lry8vIwGo2ZMV6vdx1nKIS4X0mNBSGEEEIIITaBaDTK9PQ0Xq+XpqYmAHJzc8nOzl7nmYmVoJTKUkr9jlLqqFJqXCkVVkp1K6X+Tin1yAqfq0Yp9d+VUheUUtOztwuzz9Uu4zhKKfVupdQPlFIDSqno7NcfKKV+Ti0hdUYpVayU+gml1H9VSj2jlBpSSunZW89dvVCxZqTdpFgypdQtf1isVivSblIIIYQQYvVMTk5itVqx2+3rPZX7wlq1m1RK7Qa+BVTeYthngF/Td3kBp5R6D/B5wHGTISHgQ1rrv7vNcfKAbwO3Cnq8CPyU1nriJsdwA5O32L9Xa111q3mIjUEyFsRyFN3iFlvHeQkhhBBC3BdycnIkqHCPUUpVAT/gWlDhi8DrgQeADwJds89/BPjkXZ7rJ4AvkQ4qBIE/Ih0YeHj2/szsti/Ojr3ZcczAd7kWVHgBeDuwb/brC7PPPwI8o5S62RL86zMaBoFnlveqxEYgGQtiRSilIlar1SoZC0IIIYQQ6yMejzM8PExxcTFms3m9p3NPWIuMBaXUvwBvmX34Ua31Z67bngccBeqBFLBLa332Ds5jBy4DZUAUOKS1PnHdmL3Ay4AVuAo0aK1veIOvlPoI8NezD78BvFNrnZq33Qj8E+kgA8Cvaq3/103m9DvASeCE1np49vm5i1TJWNgkJGNBCCGEEEKITWRmZoazZ88yNTW14PnBwUE6Ozvp7+9fp5mJ5VJKNXEtqPDK9UEFAK21n3S2AqSv3z5+h6f7BdJBBYBPXx9UmD3XCeDTsw/LgfcsMuf5c5gBPjg/qDB7nCTpbIvQ7FO/u1i9Ba11WGv9x1rrf5sLKojNSQILQgghhBBCbCITExP4/X78fv+C54uLiykvL6ekpGSdZnbPUkqpquXclnHst8+7/4VbjPsh0Dt7/02zn/Qv11LPNX/bOxbZfhCYaz/yzdnAxw1mn//m7EPv7H7iHiXtJoUQQgghhNhESktLcTgc5OTkLHjearVSW7vkgv5i6SxA9zL3uW03hFmPzrv/HzcbpLXWSqn/AH4RcAF7SC9ZWNpk0jUODs0+7NZa3/T1aK27lVLdQDVwSCllnM1AWNacZz3LtayHR5czZ7G5SMaCEEIIIYQQm4hSiry8PAwGeSt/D2iZ/RrUWvfdZuzFefebl3meOtIBEoALSxg/dy4rcH20qmXe/dsd627mLDYR+W0khBBCCCHEJjQ+Po7P51vvaYg7pJSyAp7Zh7cLKlw/5lZtKRczf/zdnms5x7qbOYtNRAILQgghhBBCbDKpVIrz589z4cJSPnwWG1TWvPuBJYyfPybrpqNW/1zLOdbdzFlsIlJjQQghhBBCiE3GYDBQX19PIpFAa80iBffFxje/AGNsCeOj8+471vFcyznW3cxZbCKSsSCEEEIIIcQm5HA46O7upqura72nIu5MeN59y01HXWOddz9001Grf67lHOtu5iw2EclYEEIIIYQQYhMym81YrVZsNtt6T+VeFwMaV+G4y10m4LrJvmt9ruuPFbnD44h7iAQWhBBCCCGE2IRcLhcPPvggAFeuXCEajdLS0iLLIlae1lr3rMJBo0qpUaAIKF/CLsstwDjf/PEVd3muPuDAvGON3eFxxD1ElkIIIYQQQgixAcTjcVKp1B3t6/P58Pl8DA4OEo1Gb7+D2CjOz37NUkrd7oJ/frvG5VbtvMK1eggttxp43bmiQMd1287Pu3+7Y93NnMUmIoEFIYQQQggh1lksFuPo0aOcPXt22fvG43G2b99OdXU1V65cydRcOH/+POfOnVvpqYqV9cK8+4/fbJBKp6E8NvtwBji5nJNorRPA4dmH1Uqpqlucqwqonn14WGudvG7IkuY867U32U/cYySwIIQQQgghxDozGAzYbDbsdvvtB8+jteb48eOcOXOGkpKSzM3v9/Pyyy/T29uL1nqVZi1WwDfn3f/ALca9Dqiavf9vWuvwLcbezDfm3f/lW4ybv+0bi2x/GRievf82pVTeYgeZff5tsw+HuBbYEPcgCSwIIYQQQgixzkwmE/v27aOxcXk1ApVSuFwuXC4XZrOZxsZGcnJyiMfj1NXVsXXrVqm5sIFprS8C/zr78EGl1K9eP2b2Av0zsw9TwCcXGfNepZSevX35Jqf7CjA4e/83lFJ7FznOXuA3Zh8OAH+3yJznz8EJfF4pteC6cvbx/+Zai8lPzu4n7lFSvFEIIYQQQohNbMeOHTc85/F4yMvLw2w2r8OMxDJ9DDgEFACfUUrtAv4JmAJ2Ah8HambHflprffpOTqK1DimlPgx8i3QbyOeUUn8J/MfskMeB35ndlgJ+RWt9sxaRnwPeSbqI4zsAj1Lqr4Fe0gUbPwq8ZnbsK8DnbzYvpdQhoO4mm11Kqfde91yH1vrlmx1PrA8lqVFiJSilIlar1RqJ3KrbjBBCCCGEEJuHzWYjGo1Gtdar2tNzNlPgW9y6O8TngF/Vi1zAzV58f2n24Ve01u+9xbneO3usm627CQMf1lp/+TZzziedbXHoFsNeBn5Ka+27xXG+DPzCrc51nVu+PrE+ZCmEEEIIIYQQQqwjrfUJYCvp7ITjgJ90R4Ze4B+AR7XWv7JYUOEOzvVlYBvwaaANCM7e2maf2367oMLscXyksxLeA/w/0nUX4rNff0g6WPCaWwUVxL1DMhbEipCMBSGEEEIIca9Zq4wFITY7yVgQQgghhBDiHhOPxzl27BhXrlxZ76kIIe4DElgQQgghhBDiHhOPx7ly5QpXr15d76kIIe4DElgQQgghhBDiHqO1pqSkhOzs7PWeihDiPiDtJoUQQgghhLjHOJ1Odu/ejc0mpQGEEKtPAgtCCCGEEELcQzo7O4nFYjQ1NaGUWu/pCCHuA7IUQgghhBBCiHtAIpFgYGCAwcFBxsbGSCaT6z0lIcR9QjIWhBBCCCGEuAcMDAzQ3d1NcXExFRUVmEzX3uonEgni8Th2u30dZyiEuFdJYEEIIYQQQoh7gMfjIRaLUVZWdkMA4fz580xNTbF//34JLgghVpwEFoQQQgghhLgH2Gw26uvrF92Wk5OD1hqz2bzGsxJC3A+U1nq95yDuAUqpiNVqtUYikfWeihBCCCHEfW1sbIyBgQGampqkK8RdstlsRKPRqNZavpFC3IIUbxRCCCGEEOIe4vf7mZycJBgMrvdUhBD3CVkKIZZMKVV4q81rNhEhhBBCCHFTdXV1FBcX43a713sqQoj7hAQWxHKMrvcEhBBCCCHErRmNRgkqCCHWlCyFEEIIIYQQYoPSWjM4OEgoFFrvqQghxE1JYEEIIYQQQogNyu/3c/nyZTo7O9d7KkIIcVOyFEIIIYQQQogNKicnh/LycgoKCpa1X1tbGzMzM+zatQuj0bhKsxNCiDQJLIjlKLrFtn7AslYTEUIIIYS4HxiNRmpra5e9XzgcJhKJkEqlJLAghFh1Smu93nMQ9wClVMRqtVojkch6T0UIIYQQ4r6XSqVIpVKYTPI54t2w2WxEo9Go1tq23nMRYiOT3zRCCCGEEELcYwwGAwaDlFMTQqwN+W0jhBBCCCGEEEKIOyaBBSGEEEIIIYQQQtwxCSwIIYQQQgghhBDijklgQQghhBBCCCGEEHdMAgtCCCGEEEIIIYS4YxJYEEIIIYQQQgghxB2TwIIQQgghhBBCCCHumAQWhBBCCCGEEEIIcccksCD+//buPFySqjz8+PcVGPYdBoQogytKUFSWiDtBcU/iiuIyQVF/EZfERA1mwSSYxDVqXJJgJG64YNxjYlzABBcUEERFRBnEZWSXzRnAeX9/nLqZujV9+3bX7aX6zvfzPOeZruqzdZ3uO11vnzolSZIkSVJrBhYkSZIkSVJrBhYkSZIkSVJrBhYkSZIkSVJrBhYkSZKkZe6aa67h+uuvn3Y3JC1TBhYkSZKkZezWW2/lggsu4Nvf/va0uyJpmdpy2h2QJEmSND5bbbUVq1atYsWKFdPuiqRlysCCJEmStMytWrVq2l2QtIx5KYQkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWpty2l3QLMjIvbs9/TEOiJJkiRJ6gwDCxrGFdPugCRJkiSpW7wUQpIkSZIktWZgQZIkSZIktWZgQZIkSZIkteYaCxrGyj7P/QRYMamOSJIkSZK6wcCCBpaZVy70XETkJPsiSZIkSeoGL4WQJEmSJEmtGViQJEmSJEmtGViQJEmSJEmtGViQJEmSNlOZyZVXXsltt9027a5ImmEGFiRJkqTN1Nq1a/nOd77DpZdeOu2uSJphBhYkSZKkzdSuu+7KypUrWbmy313FJam/yPQugVq6iFi39dZbb71u3bppd0WSJEkaiW222Yb169evz8xtpt0XqcucsSBJkiRJklozsCBJkiRJklozsCBJkiRJklozsCBJkiRJklozsCBJkiRJklozsCBJkiRJklozsCBJkiRJklozsCBJkiRJklozsCBJkiRJklozsCBJkiRJklozsCBJkiRJklozsCBJkiRJklozsCBJkiRJklozsCBJkiRJklozsCBJkiRJklozsCBJkiRJklozsDAFEbFjRDwkIl4WEadFxMURsSEiskqrBqhjdS3/Yum68b8qSZIkSdLmaMtpd2Az9WXg4Gl3QpIkSZKkpTKwMB1Re/xL4DzgAGDvlvUdB3yjz/O/blmvJEmSJEl9GViYjn8FrgS+CVySmRkRZ9A+sHBpZl44qs5JkiRJkjQoAwtTkJlvmXYfJEmSJEkaBQMLWtAgi0jWs4+rH5IkSZKk7jKwoH4unXYHJEmSJEnd5u0ml4eTI+LSiFgXEddHxPcj4j0R8chpd0ySJEmStLw5Y2F5OKL2eGtgR+BuwDMj4kzg2Mz86bg7sX79erbZZptxNyNJkiRNxPr166F8v5bUh4GF2XYZ8Anga5TLFtYDewEPBo4H9gAeApwZEffPzCvH3aHqj+8tQI646gBWNPZNqp1JtzeOdpZrW5Mcr+V4/CbZlp+t2W5n0u3N+lhNsi3/Ds5OW8v1s7VZjFVEzLWxf2auGXF70syLzHF85jWs6naTD6k2F/2DFRE7Azdk5oYFnt8d+DjwwGrX+zLzmUP2qe2bY+WogxgRsSdwxQTaWcXCa0uM/D+SSb2u5drWJMdrOR6/SbblZ2um2lmFYzUzbfl3cHbaWq6fLcdKErjGwszKzF8uFFSonr8a+D3gumrXsRGx1yT6JkmSJEnafHgpxDKWmVdFxAeBF1CmdD0M+OAQVew/QJ7dgHNadE+SJEmStAwYWFj+Lqw9/o1hCg4yzSsibhq2Q5IkSZKk5cNLIZY/F9GQJEmSJI2NgYXl76Da47HfclKSJEmStHkxsLCMVXeGOKbaTOCM6fVGkiRJkrQcucbCDKpugbNnZn6jT565203uUu36cGb+fNR9qW7vE6Oud1rtTNokX9dybWtSluvxW45jBcvzGDpWtjVty/X4LcexguX5t2m5jpW0HBhYmIKIuAvwwMbuvWuPnxQRV9W2b8zM02vbq4AvRcS5wKeB84CfA+uBvYCHAM8F9qzyrwH+cFT9lyRJkiRpjoGF6Xgg8O4+z7+usX0ZcHqPfPetUj9nAs8ax2wFSZIkSZIMLMymc4CnA4cD9wP2AXYHtgduAC4Hvg6clplfmlYnJUmSJEnLn4GFKcjMU4FTl1D+BuC0KkmSJEmSNDWRmdPugyRJkiRJmlHeblKSJEmSJLVmYEGSJEmSJLVmYEGSJEmSJLVmYEGSJEmSJLVmYEGSJEmSJLVmYEGSJEmSJLVmYEGSJEmSJLVmYEETFxE7RsRDIuJlEXFaRFwcERsiIqu0aon1v71WV0bE6iH69fKI+FpEXBURv4qISyPiPRHx4CH78KCq3KVVPVdV9b48InYcop6R9amtUYxXRGwdEY+KiNdFxJkRsTYibomIG6r63hsRR7fol+O1afsj+2x18bh0sU/jFhFHRsSpEXFR9Zm5NSKujoizIuKvIuIOQ9TVueM3qj51SURsERHHRMRHIuJHEXFzRFwfEZdExKeqz+g+i9ThWE1YROwfETfW/mauGbCcYzUmEXHniHhhRHwoIr5X/Q28JSKuiIgzIuLEiNhriPocK2lcMtNkmmgCzgOyT1q1hLqPBDY06ls9QLn7AmsW6ddbgFiknqjy9atnDXDfSfVp2uMF3Av45SJ1zKX/AvZwvKb72ericelin8adgG2Bjw7wubkJOG7Wjt8o+9SlBNwHOH+AcVvtWHUnVa/xS83XNKnj4lj1fC2nDvA5Ssp3jGc4VibTdNPUO2Da/BLwrdofzOuq/8h/Xtu3qmW9OwCXVnWsrdW3epFyq4Bf1PK/C3gEcBjwfOCHtef+fpG6XlvL+8Oq/GFVfe+qPfcLYL9J9Gna4wU8sJb3AuBk4HHAIcD9gZc2/oM+D9ja8ZreZ6uLx6WLfRp3Aj7SGM+TgEcChwJPBj5ee34D8NhZOn6j6lOXEnAEGwOptwHvA54KHA48ADgGeA1wEQsHFhyr6YzdCWz6/WHNJI6LY7Xga/l81debgNOA44EHU4J3jwfey8YfkzYAT3WsTKbppal3wLT5JeDFwNOAu1JFc4Ezan9AV7Ws9x1sPDH9m1p9qxcpV/9F8EU9nt8NuLh6/tfAvRao597V81nl361HnhfV2vrIuPvUhfGifNH+GHBInzw7AV+v1flyx2s6n60uHpcu9mncqXrNc/28ArjDAvlOqOU7b1aO3yj71JUE7M7GQN4VwGGL5F/hWHUjAXcCbqz6/8Taa1nTp4xjNf5xeQ/wEmCHPnmOqb2eK4HtHCuTaTpp6h0wmTKHP/npUf63KdHqWymR7JNq9a3uU+6AWr6v9Ml3dC3fBxbI88FanqP71PXVWr67j7NPXR2vBeqsn0id63hNZ6y6eFy62KcJjFs9YHByn3wB/LSWd5Mv4F08fqPqU5cScEqtr0e1rMOxmvy4Re3v5EerfXOvY41j1f1E+fFi7vU83rEymaaTXLxRMy8idqBMGQvgdZl53hDFn1x7/M998n0OuKx6/LiI2LbRh22Bx1aba6r8C6m38+Qez4+kT7MmM88Hrq4277ZANsdrjLp4XLrYpwnZqfZ4zUKZMjPZ2FeAeQt9dfH4jbhPnRARewDPqDY/n5mfb1GHYzUdJwAPAa4FXjhIAceqc75Qezzv+4NjJU2OgQUtB68H9gO+D7x6yLIPrT3+4kKZqi/vc8/vANyvkeUQYPvq8Zeq/Aup/wf40B7Pj6pPs2hF9e+vF3j+obXHjtfodfG4dLFPk3Bx7fGqhTJFRFD+/kG5tv+KRpYuHr9R9qkrnghsXT0+bW5nlDvi7B8Rd4yIFb2L/h/HasIi4s7A31abf5SZawcs6lh1S/2z1fz+4FhJE2JgQTMtIo6iLHaTwHMyc/2QVRxY/XtjZv54kbzfrT2+5wL1AHynXyVVOzcuUM8o+zRTIuIQNv7autAxdLzGq4vHpYt9moRPUy5xADg+IvZdIN8LgLnbFr4zM5tfqrt4/EbZp644ovb4rIi4b0R8ErgB+BHl18vrI+K/I+KRC9ThWE1QFZT7V8oJ3ucy89QhijtW3XJk7XHztTtW0oQYWNDMqu7te0q1+Y+ZedaQ5bcG5u59vNh/EM08+zWe22+BfAu5vPr39hGx1Zj6NGv+svb4/c0nHa+J6OJx6WKfxi4z1wG/A/wM2BP4dkT8RUQcHRGHRsSTIuJ04O1VkQ8x/zM0p4vHbyR96pjfrP5Nyp1wvk65+029v1sDRwGfjYh/rE5s6xyryXoR5Q4DNwLPG7KsY9UREXEY8Khq82eU9TLqHCtpQgwsaJbNXQJxGXBii/L1a5FvGCB/Pc+OjedGVdco+zQzIuJ4Nl5veDHwLz2yOV7j18Xj0sU+TURmnkNZjHYuYPBq4D+Bsym3onwi5QT2SZl5zAIztrp4/GZuLAawW/VvUu5QtCXwj5RfJrcG9qbMLrmmyvdCNv1/y7GakMYlEH+amZf1y9+DY9UBEbETcCobz2dOzMxbGtkcK2lCDCxoJkXEw9n4C8PzMvPGfvkXUF9Mp/kfUS/1L+3bjamuUfZpJkTEg4G3VZvrgWN6fDEAx2sSunhcutinSXoMJYCw6wLP3xd4dkTce4Hnu3j8ZnUs+pn7sn87yiyFV2bmizLzu5l5S2b+IjP/iTJle+71vCoiVtbqcKwmoJop8m5K//6Xjf//DMOxmrKI2IKynsk9ql0fzsx/65HVsZImxMCCZk7jEoh3Z2a/1XT7+VXt8WKLasHGhbkAbh5TXaPsU+dFxH2AT1K+iG8AjutzVw/Ha/y6eFy62Kexi+JdlGvA70VZwOtoSoBhBWW21h9QVrJ/HPCViHhcj6q6ePxmaiwGVH9NP6bMqNtEdfebuVXetwWetEAdjtX4vBh4ELAOeO4iC+ctxLGaoio49C7g0dWubwLPWSC7YyVNiIEFzaI3AHcE1gIvW0I9w04t22GBsqOsa5R96rSIOAj4b2BnyvTh52fmB/oUcbzGr4vHpYt9moTnAsdVjz8MPDwzP5eZ12XmrZn548x8B3A45Tat2wHvr257WNfF4zdrYzGIer8+22MRzbpP1x4fvkAdjtUYRMRdgNdUm6/OzO+3rMqxmpIqqPAO4NnVrvOBo/vMXHWspAnZctodkIYREbcHjq82/ws4etP1r4CNC2kBHB4R66rHX8/MSwEyc31EXAGsBO4wQPP9Ftupb99xgLrm8qzNzFvndo64T50VEQdSfoHdnRJU+IPMPKVfGcdrIrp4XLrYp0l4Qe3xnyz0q2pmromIt1DWX9gReBrw1lqWLh6/kfSpYy5j45Tsxd4v9ev565dCOFbj9yeUINwvgZ9ExDGL5N++luemzPxU9dixmp63Uu4GBnAhcFRmXtMnv2MlTYiBBc2a+nSwZ7MxYt3PC9j4Jf33gUtrz11IueZ1x4i44yK3D6rf5qd5e6ALa48PpI+IuCMbo8+9bjM0qj51UkTck3J/5z2rXSdk5jsHLO54jVcXj0sX+zQJc6/1FwPc1uwbtcfN25F18fiNsk9d8W1g7jaSWyySt/58fWaDYzV+c98hdgbeO0D+PSjX8UMJCM0FFhyrKYiIt1IWPoXS7yMz86pFijlW0oR4KYQ2d2fWHh+5UKZq6t3Dqs2bgHMaWb5Z7Qd4WI/biNX99gLtj7pPnVMFFb7Exl/pTsjMt/cp0uR4jVcXj0sX+zQJc79KDXJrsXqe5q9ZXTx+o+xTV3yp9viui+StP/+T2mPHanY4VhNWzcw6odqcCypcOUBRx0qalMw0maaeKPcdziqtGkF9J9XqW90n3z1r+b7SJ9/RtXwfXCDPh2p5ju5T11dr+Q4YZ5+6NF6UacJra+VOaNGu4zXmsericelinyYwbt+q9eGgRfL+Qy3vS2bh+I2qT11JlODOVVU/rwa265P3A7XX9FTHqnup9jrW9MnjWE1uPN5c6++FwMohyztWJtME0tQ7YDJlDn/yM0B9J9XqW71I3o/V8m5ysku5P/nF1fO/Bg5eoJ77UO5skFX+3XrkeVGtrX8fd5+6Ml7AAcDPa2VetIS2Ha/xjlXnjksX+zSBcTup1s8vs8CJKvAAygrjCdwG3HkWjt8o+9SVRFlMeK6/pwDRI8/ja6/7cmBrx6p7qfZa1vTJ41hNZizeVOvvdxgyqOBYmUyTS1PvgGnzS8BdgNWNdFHtj+cfN557Uos2TqrVt3qRvPsDV9byvws4CjiUslDkD2vPvX6Rut5Qy/vDqvyhVX3vqj13JbD/JPo07fEC7gT8rJb/HZTFNRdLWzle0/lsdfG4dLFPY/7c7US5pnuuLz8AXkoJJBwMPAp4G+Ue6HN53jhLx29UfepKotw27qxav78IPBm4L2U681spl6okJQjU81dKx2r6qfZ61kziuDhWC76Wv2/090gW/+6wr2NlMk0nTb0Dps0vUU5ocoi0pkUbJ9XKrx4g/yGUVXr79eNt9PgFqlHP7ap8/er5MXDIpPo07fFqUX4urXK8pvPZ6uJx6WKfxp0ogaLzBxjHDZST1tvN0vEbZZ+6koBdKXe86feargd+z7Hqbqq9pjWTOi6OVc/XsmaR19ErnepYmUzTSVPvgGnzS3QwsFCV2Ql4BfB1yjWy66r/1N4HPGTI9h9clVtT1XN1Ve8rgZ2GqGdkfZrWeLUoP5dWOV7T/Wx18bh0sU9jHtOtgKcCH6H8onUj5VfvaygLgL0ZuPcsH79R9alLiTJT4ROUxRnXA9cCZ1NuC7qnY9XtNOjfSMdq7OOwhuG/O5zqWJlM00mRmUiSJEmSJLXh7SYlSZIkSVJrBhYkSZIkSVJrBhYkSZIkSVJrBhYkSZIkSVJrBhYkSZIkSVJrBhYkSZIkSVJrBhYkSZIkSVJrBhYkSZIkSVJrBhYkSZIkSVJrBhYkSZIkSVJrBhYkSZIkSVJrBhYkSZIkSVJrBhYkSZIkSVJrBhYkSZIkSVJrBhYkSZI6IiJeGhFZpe9HxJbT7hNARDy31q81EbHttPskSeoOAwuSJEkdEBErgZNqu16VmbdNqTtN7wYuqh7vB7xyin2RJHWMgQVJqomIVbVf5caZzpj2a5XUOScDO1ePz8nM0/tljojVS/27EhF3i4jLG/Wsi4jfrefLzF8Df1nb9fKIuMOw7UmSlicDC5IkbUYMcHVTRNwFWF3b9XcTaPMg4MvAb9R23ww8PjM/3qPI6cAl1eNtgD8bawclSTPDwIIkSdL0nQTMradwCfDv42wsIg4BzgD2qu2+HnhkZn6uV5nM3AC8vrbr9yPiTmPrpCRpZnRiQSBJ6pC1wMMHzHtv5n/J/gXwjAHLXjtMpyQtXxGxH3BMbdc7q5P4cbX3QOAzwE613dcAR2fmNxcp/j7gdcCOwFbAHwEnjKOfkqTZYWBBkmoycx3w+UHyRkRzUbV1mTlQWUmqeTGwRfX4FuA942ooIh4OfBzYrrb7F8DDM/Pbi5XPzJsi4jTgedWu1RHxZ5l53aj7KkmaHV4KIUmSNCURsTVwXG3Xf2bmlWNq6/HAp5gfVLgceNAgQYWaeuBje+BZI+ieJGmGGViQJEmanscBu9S2x7K2QkQcA3wU2Lq2+xJKUOEHQ1b3VcplY3OeucTuSZJmnJdCSNIURcRWwOHAKmAl5e/ylcClwFcy85YRt7cL8ADKKvC7U9Z6OCczzx6g7D7AEZR72G9FmT799cz87oj7uFfVx/2BFVU7F1OOx0iuO4+IPYD7A3sDe1BWwr8CODczvz+KNhrt7QccDOwD7EY57h/PzJ/1KbMz8JvA3aoy2wDXUd4f52TmD0fdz1kTEdtR3pP7Usby18DZmfnlAcrehTImKykn9tdSTpbPyswrxtTlXo6tPd4AfHrUDUTEccC/MP8Hpe9QLn/4+bD1ZeaGiPgkGy+HOCQi7j6Oz44kaUZkpslkMplaJOChQNbSmiHK3gP4APDLRh31dAPwbuCOQ9R7Rr2O2v67Vu39aoG2LqIs3NarznsD/0E5aetV9lzg/iPo44GUBeU2LNDOz4BXAlu2HK8AngZ8rc9rSeBHwIuAFQPWu6pR/tTac8cA/7vAa/rdHnUdTLnN4LmL9DGBnwB/Cuw07DEfIp26WF1L/Myc1PK9cjfKdPwbevT5433q2x54FfCDPq95Q/Ueecwo/14s0J8VwI21ts8bsvzqRt/P6JHnhB7vv3OA3ZfY92Madb5s3MfLZDKZTN1NXgohSRMUEVtExJuAb1NOcnfqk30HyonDxRHx7CW0+VjgW1V72yyQ7e7AZyPi+Y2yxwFnA49i4cvn7gOcGRG/s4Q+PoVysvNoSgCgl9sDfwucXc1qGKb+OwHfpARXDqf/pYD7A28BvhUR+w/TTq29FRHxIeA0yuyLhV5TvcwJwHnAKyjHdLH/o/cFXgNcEBEHt+nnLKqm9F9AmX6/wxDlHkmZ+v83wF36ZaW8Rz4dER+NiG2X0N3FPIgS7Jhz5igrj4hXAm9l/vvvLODIzLx6idWf0dh+5BLrkyTNMAMLkjQh1QnKJ4CXsnEF+DlXUU6Wvkn5Zb5ua+DUiHhxizaPAE5n42Jtt1BmJ3wDaE6BDuBtEXH/quzTgVMov6pCme3w3aqPzcXltgJOa3MiHhEPBd7Pxmu/N1BmDXwT+HGPIvcBvhARuw9Y/yGUa8Lv23hqbnbCN4ALKb8c190D+Go1ZX5Y7waeUtu+iXLszqFc2tFLr6DPTcD3qz6eA6yp+l23H/Dllv2cKVVw4H1sfK8k5bKhb1DG8tYFyh1HWbRw78ZT6ymfh7Mpx7l5p5cnUN5rWzMeD25sL3arx4FFoDgp4wAAD29JREFUxF9TAnF1X6DMTPrlUuvPzLXAT2u7HhARzb9rkqTNhIEFSZqctwGPqW2vB14PHJCZe2bmvTPz0MzclzLV+5RG+TdExG8N2ebcCfsvgOOBPTLzHpl5WGbuQ1ln4MJa/i2AN0bEXSnXZAflV96nALtl5oGZeSiwF2UWw09qZbcF/n7I/kE5Cd+SclL3d8AdMvPO1bHYj/LrcvNYHAi8fbGKI2Il8EnKdfRzfkBZhX+3qp3DMvMgyjoGjwHOr+XdC/hQRKxgcEcDT68enw88lo3H7pDM3Bs4iBJIaloPfIQyU2V/YMfMPKDq4yGZuT9lPYBnV69jzo6UwM5CMyNeBjy8SnUX1Pb3Sq8d9EVPyLsp79EbgBOB22fmnarjc2fKOL+xXqAKXP0L89eV+iLlF/adq8/D4Zl5AGXdkRdQ1tuYc3/gDeN5ORzS2L6wZ64hVbOi/qyx+1OUyztuGkUblfp7eFvK51KStDma9rUYJpPJNKuJIdZYAJ7cyPtT4KAB2jiW+ddHn7dI/jPY9JrxH1BO1hcqswcl8FAv893q37MoJ18LlT0AWFcrdwsleDFsH28BHr1Iuef1KLdYmc808n8I2G6RMttQZpbUy72kT/5VPfqVVR0DrdNQ1XMgsHKI/NsAn220+YgByvW9Jn+A8vPGb4mfmZNavFeuAO41YHs7U2YA1cv/8QDl7kAJqNXL3XvYYzVAO5c32th2yPKrG+W/DPxzj2P2QVquTbJI+29stPOsUbdhMplMptlIzliQpDGrfkU+qbbrNsovh4veNz4z3w+8qbbr4Ij47SGavw14cmZe3qeNq2j8yku5DODaquyC06Yz8yLg32q7tgKOGqJ/c07KzP/olyEz/5lNZy68bKH8EXEYZc2GOV8Fjs3MmxdpZx0loFO/DOOlQ07zvqxqa+C7emTmd3KIuxFU/XwGZQHQOccN3sWZ9ZzM7DXbo5cXUNbmmPP6zHz9YoWqz8sTKUG9OX88eBcXV82C2ae265rM/NUSq30gZWZS3b8CT8/M5mUeo/DTxvaqMbQhSZoBBhYkafweAdyztn1KZn5riPKvYf61308couzpA7b1yR773pF9bodY84nG9n0GKFO3lsGnmp9Imd0w52HVwoy9/GFze9CTq8y8kfnBllXA/QbsI8BrqjrGKssCfJ+t7XrAuNucsq9m5qcGyRgRtwPq65JcA/zloA1l5vnM/1z8zojXEPgN5n8PG/q2jz00L4X5IfD8HNFtWnto9vmOY2pHktRxBhYkafwe09h+7zCFq5PHc2u7HjRE8Q8PmO9i5p+wQ7nWfxDNmRfDnlyclpnrB8mYmVdSbn05JyjT6+epTirrq9RfkplfH7Jfn2tsD3rcN1AuuZiUS2uPfyMi9phg25P2gSHyHsz8GQEfXWy2Sg/198COVZ2jsnNjexyBqDtTFn4d1/e9Zp+br0mStJkwsCBJ41c/Id3A/CDBoC6rPT5giHIDrTKfmb9m/pT6W9k0YLCQ5m3rhj25OGOJ+Q/rkecgyiKHc74xZBsw/5hDuTxkEBf1u3xkEBGxR0T8v4h4T0R8KyLWRsTNEZHNBPxpo/hyDiwMExxqBoLa3HGh7XtgENs1tpd6GQSUvy1fa+w7Fnj3mIILzUDN9j1zSZKWvS0XzyJJWqL6ycjtgF8tvHj/QLaMiJ0y8/oB8jZvC9lP/SThmirYsKjMvLnxerYdok0YPICxUP5el0I0TwCfFhFPG7Kdpt0GzPejtg1ExK6UWwQ+h/b/R+/atv0ZMMyxbb4H/iki/mmJ7Q/6HmhjSX8UKjcAvwP8N3Bobf+zgNsi4rmZ2bxd6VKMos+SpGXAGQuSNEYRsT3ldo+jtssgmaoF/tpoWw6GP9m4asj8zRkSu/TIs/uQdQ6iVzu9DBLw2URErKL84vx8lhb4H8f7rSuGObbTfA8Movlr/zajqLSaLfMI4JzGU8cB7+xzS9I2mkHEUd7KUpI0Q5yxIEnjtcuY6l1OgeFhr3tvnrzs2CPPLu260tegx/zWYSuOiK0oa0esajz1Q+BM4CLKCvw3UoI+9cX4ngU8c9g2Z1FmDnNsdxlDF0b5ubuusd3rfdxKZl4XEQ8Hvsj8dSGeR1kI9oUjamqHxvaSLgGSJM0uAwuSNF7Nk+afAc8eQb1rR1BHV2xHmcI9qOZ13L3KNo/7qcD7h2ijl2uXWL6f5zN/6v4VwHGZ+ZnFCg55+9HNSfM98IfAhUuss/VlLj38hBIgmgtW7NMn79Ay89qIOIoSXLhX7ak/iIhfZ+aLFyg6jGafm2tSSJI2EwYWJGm8rqP8Qjj393Y34Asjvs551u3BcIGF5hT363rkaV5esT4zPz9MpybsmMb2EzLzrAHLjvO6/16W8t5tLlg4Ts33wNouvQcy89aI+BnltpMAu0TE9pk5sssJMvPqKrjwJeDA2lMviojbMvOPltjEvo3tNUusT5I0o5bTVFpJ6pwqgFD/FW8b4J5T6k5XHTRk/ns1tnv9inxpY/t+Q7YxMdVq/YfXdn1riKACwG+OuEuLmbf+RkQMs1jnniPuSz+z8B64oLF991E3UN2i9Ujge42n/jAiXrvE6psLZJ6/xPokSTPKwIIkjd+XGtuPn0ovuuthQ+Z/SGP77B55zmb+VPj7RUTz19Wu2J35Mwi/P2jBiNiZ4U+Y6zMO2izk11xAca8hyh66eJaRaX7uHjfBtgfVvAXmsEG2gWTmFZTgQvO99ScRcfISqq7391fAd5ZQlyRphhlYkKTx+2xj+4SIGMkK8MvEMREx0J0MImIl8OjG7jOb+TLzFuAL9aLAy1r3cLyaJ/crhij7HIa/C0R9qn2bSxOa19HfZ5BCEbECeEKL9tr6OnBNbfvuEdG1oN7/NLYPGVdDmbmWEsT7QeOpEyPir4atLyJuz/w1Fr4y6C1qJUnLj4EFSRq/TwAX17b3AV4/pb500d4MftJ/MvNPvL+YmT9cIG9zmvcLI+KIYTs3AVdT1uGYc/+IWHQNpIi4A/DnLdqrn2zv36J88zaGTx2w3EuA27dor5XMvA14U2P3myNij0n1YQD/w/yZNQ8dZ2OZ+XNKcKH5mfnziPiLIatrzhz6z9YdkyTNPAMLkjRm1a94zRPAF0bE30XEFoPWExH7RsTrImKS08kn5aSIeFS/DBFxPPDcxu7mieP/ycz/Zf5skRXAJyLiocN0LCIeFhH/PEyZYVTvj6/Vdu0N/MkifdoL+AztbqlYvzPC7hFx5JDlPw/cUtt+ymLHtJop8DdDtjMKb2H+HVRWAf8VEXcctIKI2CoinhURrxh15zJzPfDftV0HVrNyxiYzf0oJLjTXoHh1RJw4RFXNS5g+vaSOSZJmmoEFSZqAzPww8PbG7lcA50bEMyJik5X9I+J2EXFARBwfEf9JORH4Yza93eKsWwNsBXwyIl5TTbH+PxFxp+rEvnlyf3pmLnYy8yzmT93fA/h8RLw3Io6IiK2aBSJih4h4YET8dUR8j3K7vkcM+ZqG9Z7G9skR8aaI2LvRt50j4vmURf/mrm9vLsq3mP9qbH8sIl4bEU+JiEdExFG1tMlCo5l5NfDv9W5Rxu65zUtaIuJuEfF24GOUwM5Cs0vGIjOvB57E/EDIfYELIuLkiDigV7mIWBkRj4mId1JuC/lvbLpQ4ajUb4MaTGANlsy8nBIYaF7WcnJEvHyx8hERzF+z4tzMvGiEXZQkzRhvNylJk/MSYFfgabV99wLeC2RE/Jhyi7yk/BK9D5O9Pd+0rKb8arsV8KfAKyLiUsqU/ZXAfj3KfA/4g8UqzsyrIuLRlF/3V1W7twCeUaWbI+Jyyi0rt6WMz75MPvB+KvACykkvlBPMlwIviYhLKMdiV8qlC/VgyPuBS4C/HKKt9wAnsnHRxZ1YeIbEv1HGp+nlwGOAHavtHYF/oVxqcAlwK+X9Ww8Sfbdq9+ND9HXJMvOsiDiW8rrn7mCxc9WXEyPiauDnwI2UY7EH5X03KZ+ivP92qbafAJwy7kYz87KIeBhwBlCfwfH31a0o39in+BHMH9v3jqGLkqQZ4owFSZqQzLwtM59OWU/g5sbTQTmBvh9lAbe70DuocAPlJGTZyMwzgWOB9dWu2wF3ptxBoFdQ4Xzgt6vb6A1S/3cpx/QzPZ7ejnKLv8MpQZ470Pv/xh8P0lZbmXkr8Ltsump/AHet+nc35gcVPgAc16Kt64Dfo5xMt1L94v0E5i8ECeV43ovyPq6feJ4LHAX8sm2bS5GZp1NOhnv9qr475Zadv0W5FWyvoEICl4+pb+uAf63tenhzpsq4ZOallLtF/KTx1Bsi4sV9ij6r9vgmSgBKkrQZM7AgSRNW/RK4CvhbymUAi7kGOB14JrB3Zn5rXH2blsz8COXk/z+YfzvEurXAq4BDq0Xohqn/6sx8LOXk8mOUX6cX8z3gzcARmfngYdprozpZPwz4BzYNPNV9GzgmM4+t7n7Rpq2vAgdQZkl8nHKJwvXAwKv6Z+bnKcGfT7PwmF0D/AXlGLYOZIxC9bk5EHg6cBbzF8zs5TbgK5T+3yUz2yyUOai3sPHYb0nvWSJjUS1+eiTws8ZTb46ITWYFRcT2wDG1Xe/JzGvH2EVJ0gyIzIW+C0iSJiEiVlF+4d0D2A3YQDnJ+wnl5PZHmblhah0csYg4g9qK8pkZjef3Bh5Amfa/AriCcleN/x3VcajuunAIZWbEHpSp/DcD11JOsr+bmVeNoq2W/dsOeCBllsIuwDrgp8A3M7N5u8Cpi4g9KWO6L7ADZWbChcBZ1WyMzomIHYD7U/q8O7ANZUbQVZT32/cyszkjY5z9eR9l5g6U9VTu2sXbN0bE84B/qjZvAw7oc2cWSdJmwsCCJGmiFgssSJujiLgrZR2KufWvnpaZH5xilzYREbejXE5y12rXKZl5/BS7JEnqCC+FkCRJmrJqJsqptV2vqO6+0CVPZGNQYR3w11PsiySpQwwsSJIkdcOr2LjA5cGUW2V2QkRsAby6tuu1mTnWRU0lSbPDwIIkSVIHZOYVwEm1XSdX64F0wWrgHtXjHwN/N72uSJK6xjUWJEkT5RoLkiRJy4szFiRJkiRJUmsGFiRJkiRJUmsGFiRJkiRJUmuusSBJkiRJklpzxoIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrNwIIkSZIkSWrt/wNHUUYNOtWqCQAAAABJRU5ErkJggg==\n",
"application/papermill.record/text/plain": ""
},
"metadata": {
"scrapbook": {
"mime_prefix": "application/papermill.record/",
"name": "HR_Hipparcos_fig"
}
},
"output_type": "display_data"
},
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"#http://balbuceosastropy.blogspot.com/2014/03/construction-of-hertzsprung-russell.html\n",
"import numpy as np\n",
"import matplotlib.pyplot as plt\n",
"from matplotlib import rcParams\n",
"from myst_nb import glue\n",
"\n",
"rcParams.update({'font.size': 14})\n",
"rcParams.update({'mathtext.fontset': 'cm'})\n",
"\n",
"def T_from_BV(BV):\n",
" #Estimate T from B-V; Ballesteros (2012); https://arxiv.org/abs/1201.1809\n",
" a = 1/(0.92*BV+1.7)\n",
" b = 1/(0.92*BV+0.62)\n",
" return 4600*(a+b)\n",
"\n",
"def L2AbsMag(L):\n",
" #Calculate the absolute Magnitude from the luminosity (in L_sun)\n",
" return 4.742 - 2.5*np.log10(L)\n",
"\n",
"filename = 'I_239_selection.tsv'\n",
"\n",
"df_vals = np.genfromtxt(filename,delimiter=';',comments='#',usecols=(0,1,2,3),filling_values=np.nan) #HIP;Vmag;Plx;B-V;SpType\n",
"\n",
"SpType = np.genfromtxt(filename,delimiter=';',comments='#',usecols=(4),dtype=\"U8\")\n",
"\n",
"#remove rows where B-V or SpType are blank\n",
"cut_blanks = np.where(np.logical_and(SpType != '',np.isfinite(df_vals[:,3])))[0]\n",
"df_vals = df_vals[cut_blanks]\n",
"SpType = SpType[cut_blanks]\n",
"\n",
"#remove rows with a negative trigonometric parallax\n",
"cut_negp = np.where(df_vals[:,2]>0)[0]\n",
"df_vals = df_vals[cut_negp]\n",
"SpType = SpType[cut_negp]\n",
"\n",
"#Convert B-V to T_eff\n",
"df_vals[:,3] = T_from_BV(df_vals[:,3])\n",
"\n",
"#---------------------------------#\n",
"#Prepare data by spectral type\n",
"singles = []\n",
"for i in range(0,len(SpType)):\n",
" SpType_i = SpType[i] \n",
" if (len(SpType_i)>=2) and (SpType_i[0].isalpha() and SpType_i[1].isdigit()):\n",
" if SpType_i[0] in 'OBAFGKM':\n",
" singles.append(i)\n",
"df_vals = df_vals[singles]\n",
"SpType = SpType[singles]\n",
"#---------------------------------#\n",
"\n",
"#cut by parallax (distance) in milliarcseconds\n",
"p_max = 1/(250/3.26)/1e-3 #250 ly in mas\n",
"cut_distance_near = np.where(np.logical_and(df_vals[:,2]>p_max,df_vals[:,1]<6))[0]\n",
"\n",
"# Create array for the absolute magnitude\n",
"M_V = df_vals[:,1] + 5*np.log10(df_vals[:,2]/100.)\n",
"\n",
"fs = 'x-large'\n",
"\n",
"fig = plt.figure(figsize=(6,8),dpi=150)\n",
"ax = fig.add_subplot(111)\n",
"ax_Lum = ax.twinx()\n",
"ax_Lum.set_ylim(15,-10)\n",
"\n",
"L_rng = [0.001,0.01,0.1,1,10,100,1000,10000,100000]\n",
"L_ticks = L2AbsMag(L_rng)\n",
"Ltick_lbls = [str(x) for x in L_rng]\n",
"\n",
"ax_Lum.set_yticks(L_ticks)\n",
"ax_Lum.set_yticklabels(Ltick_lbls)\n",
"\n",
"ax.set_xlim(15000,2000)\n",
"ax.set_ylim(15, -10)\n",
"#ax.grid()\n",
"ax.set_title('H-R Diagram \\n (Hipparcos catalog)',fontsize=fs)\n",
"\n",
"ax.title.set_fontsize(20)\n",
"ax.set_xlabel('Temperature (K)',fontsize=fs)\n",
"ax.set_ylabel('Absolute magnitude',fontsize=fs)\n",
"ax_Lum.set_ylabel(\"Luminosity $(L_\\odot)$\",fontsize=fs)\n",
"\n",
"ax.scatter(df_vals[:,3], M_V, s=1, edgecolors='none', c='k',alpha=0.25)\n",
"ax.scatter(df_vals[cut_distance_near,3],M_V[cut_distance_near],s=2.5,edgecolors='none',c='r')\n",
"ax.plot(5800,4.74,'c.',ms=10)\n",
"\n",
"ax.text(10000,10,'White dwarfs',rotation=-45,color='m',zorder=5)\n",
"ax.text(8500,8,'Main sequence',rotation=-45,color='m',zorder=5)\n",
"ax.text(5500,-3,'Red giants',color='m',zorder=5)\n",
"\n",
"ax_list = [ax,ax_Lum]\n",
"for a in ax_list:\n",
" a.minorticks_on()\n",
" a.tick_params(which='major',axis='both', direction='out',length = 6.0, width = 3.0)\n",
" a.tick_params(which='minor',axis='both', direction='out',length = 4.0, width = 2.0)\n",
"\n",
"#ax.tick_params(axis='both', labelsize=14,length=6,width=3)\n",
"\n",
"glue(\"HR_Hipparcos_fig\", fig, display=False);"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Figure {numref}`{number}` shows the Sun's evolutionary track in the temperature-luminosity plane as it ages. A star's luminosity grows slowly during the star's main sequence phase because fusion increases the mean particle mass in the core and a greater temperature is required to maintain hydrostatic equilibrium. When the supply of hydrogen can no longer sustain the fusion reaction, the core shrinks. \n",
"\n",
"```{figure-md} solar-evolution\n",
" \n",
"\n",
"Evolution of solar-mass star on H-R diagram from pre-MS phase to the end of fusion. Image credit: Wikimedia by user [Szczureq](https://commons.wikimedia.org/wiki/File:Evolution_of_the_Sun_2_EN.svg).\n",
"```\n",
"\n",
"Then, hydrogen burning occurs in a shell of material that surrounds a helium-rich core. The star's luminosity increases significantly and turns into a **red giant** because its outer layers swell and *cool*. If $M_\\star \\gtrsim 0.6\\ M_\\odot$, then the core gets hot and dense enough for helium to fuse into carbon and oxygen. A helium-burning equilibrium that is analogous to the main sequence exists, but it requires a hotter internal temperature. As a result, the lifetime of helium-burning is much shorter (due to an increased reaction rate), and the star is more luminous during this period (due to more thermal pressure that balances the gravity in the star's denser core).\n",
"\n",
"Electrons (and all other half-integer spin particles) must obey the **Pauli exclusion principle**, which prevents such particles from occupying the same quantum state simultaneously (i.e., two electrons can't have 4 identical quantum numbers in an atom). Two particles (of any spin) with identical quantum numbers are considered **degenerate** as they are non-unique and can experience a repulsive pressure. In solar mass stars, electron degeneracy pressure prevents the star from attaining the temperatures necessary for fusion to produce elements more massive than carbon or oxygen. These stars evolve into **white dwarfs**, which are the remnants of small- and medium-mass stars in which electron degeneracy pressure provides support against gravitational collapse.\n",
"\n",
"But in very massive stars ($M_\\star \\gtrsim 8\\ M_\\odot$), fusion continues building more complex atoms until iron (the most stable nucleus) is produced in the core. No energy can be liberated by nuclear fusion beyond iron, which means that the star's core doesn't have sufficient pressure to balance the gravity. The core collapse and rapidly releases and immense amount of gravitational energy. This energy can fuel a **supernova** explosion, which frees some the heavy elements produced by the star to be incorporated in the next generation of stars that form from a molecular cloud. Neutron stars and black-holes are the remnants of a supernova explosion. Stellar mass objects, such as white dwarfs and neutron stars, that have exhausted their nuclear fuel are properly referred to as stellar remnants rather than stars.\n",
"\n",
"Although proton-proton fusion does not occur in the cores of giant planets or brown dwarfs, they can still radiate energy due to gravitational contraction. These objects shrink (and after some initial warming) cool as they age, where there is not a unique relationship between their luminosity and mass."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Stellar Size\n",
"Nuclear reactions maintain the temperature in the cores of low-mass stars close to $T_{\\rm nuc} \\approx 3 \\times 10^6\\ {\\rm K}$ because the fusion rate is roughly proportional to $T^{10}$ (near $T= T_{\\rm nuc}$). The virial theorem (Eqn. {eq}`virial_theorem`) can be used to show the radii of such stars must be roughly proportional to mass. The virial theorem is applicable because most of the energy outside the core resides balancing in pressure and gravity. In equilibrium, the thermal energy and the gravitational potential energy are in balance:\n",
"\n",
"\\begin{align}\n",
"\\frac{GM_\\star^2}{R_\\star} &\\sim \\frac{M_\\star kT_{\\rm nuc}}{m_u}, \\\\[5pt]\n",
"M_\\star &\\approx \\frac{R_\\star kT_{\\rm nuc}}{Gm_u}, \\\\[5pt]\n",
"M_\\star &\\propto R_\\star.\n",
"\\end{align}\n",
"\n",
"More-massive stars are larger than low-mass stars (i.e., $M_\\star \\propto R_\\star$), and they are able to radiate more energy due to their hotter temperature (relative to low-mass stars).\n",
"\n",
"At low densities, the hydrostatic structure of a star is determined primarily through a balance of gravity and thermal pressure, where at high densities the electron degeneracy pressure becomes important. The degeneracy pressure scales as $\\rho^{5/3}$ and is comparable in magnitude to (or larger than) the ideal gas pressure, which scales as $\\rho T$. The degeneracy pressure dominates when $\\rho \\gtrsim 100\\ {\\rm g/cm^3}$.\n",
"\n",
"Degeneracy pressure dominates over thermal pressure in cool brown dwarfs, neutron stars, and white dwarfs. In these objects, the degeneracy pressure provides the primary upward force (buoyancy) to balance the downward pull of gravity. Bodies supported primarily by degeneracy pressure (e.g., neutron stars and white dwarfs) are called **compact objects**. In compact objects, the virial theorem implies that the energy of the degenerate particles is comparable to the gravitational potential energy:\n",
"\n",
"```{math}\n",
":label: compact_MR\n",
"\\rho^{5/3}R^3 &\\sim \\frac{GM^2}{R}, \\\\[5pt]\n",
"\\left(\\frac{M}{R^3}\\right)^{5/3}R^3 &\\sim \\frac{GM^2}{R}, \\\\[5pt]\n",
"R &\\propto M^{-1/3}.\n",
"```\n",
"\n",
"Notice from Eqn. {eq}`compact_MR` that $R$ decreases with increased mass (i.e., it shrinks when mass is added!). The most massive cool brown dwarfs are indeed expected to have slightly smaller radii than their lower mass brethren. Young brown dwarfs can be hot and swollen depending on their age and formation circumstances."
]
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"## Sizes and Densities of Massive Planets\n",
"For bodies of planetary mass, the pressure from the electromagnetic repulsion of electrons (i.e., **Coulomb pressure**) plays a larger role relative to the (quantum) degeneracy pressure. Coulomb pressure is characterized by constant density, which implies that the radius scales as:\n",
"\n",
"\\begin{align}\n",
"R \\propto M^{1/3}.\n",
"\\end{align}\n",
"\n",
"The combination of Coulomb and degeneracy pressure results in Jupiter-like radii for all cool brown dwarfs, giant planets (of solar composition), and the very lowest mass stars. The largest size cool planet are expected to have $M_p \\approx 4\\ M_{\\rm Jup}$.\n",
"\n",
"Fluid bodies can be described through an equation of state, such as a **polytrope** of the form:\n",
"\n",
"\\begin{align}\n",
"P = K\\rho^{(n+1)/n},\n",
"\\end{align}\n",
"\n",
"which depends on the **polytropic constant** $K$ and the **polytropic index** $n$ (see here for [more details](https://saturnaxis.github.io/ModernAstro/Chapter_11/interiors-of-stars.html#polytropic-models-and-the-lane-emden-equation)).\n",
"\n",
"**Consider an equation of state with $n=1$, where $P = K\\rho^2$.** This represents a sphere of cool pure hydrogen gas, and the radius is independent of mass because:\n",
"\n",
"\\begin{align*}\n",
"\\frac{dP}{dR} &= - \\frac{GM\\rho}{R},\\\\\n",
"&= 2K\\rho\\frac{-3M}{R^4},\\\\\n",
"R &= \\left(\\frac{6K}{G}\\right)^{1/4}.\n",
"\\end{align*}\n",
"\n",
"When more mass that is added to this body, the material gets compressed such that its radius does not change. With $n=1$, the hydrodynamic equations can be solved analytically, where the results are in good agreement with calculations based on more detailed pressure-density relations. Integration of the hydrostatic equilibrium (Eqn. {eq}`gen_hydro_eq`) leads to the following density profile:\n",
"\n",
"\\begin{align}\n",
"\\rho = \\rho_c \\left(\\frac{\\sin\\ C_Kr}{C_Kr}\\right),\n",
"\\end{align}\n",
"\n",
"with the density at the center fo the body $\\rho_c$ and \n",
"\n",
"\\begin{align}\n",
"C_K = \\sqrt{\\frac{2\\pi G}{K}}.\n",
"\\end{align}\n",
"\n",
"The radius $R$ of the body is defined by the surface ($\\rho = 0$), which implies the non-trivial solution $\\sin\\ C_KR = 0$, or $R= \\pi/C_K$. Given a polytropic constant $K = 2.7 \\times 10^5\\ {\\rm m^5/kg/s^2}$ (obtained from a more precise equation of state), we find that the planet's radius $R = 7.97\\times 10^4\\ {\\rm km}$. The radius of this hydrogen sphere is slightly larger than Jupiter's mean radius ($R_{\\rm Jup} = 6.99 \\times 10^4\\ {\\rm km}$), and significantly larger than Saturn's mean radius ($R_{\\rm Sat} = 0.833\\ R_{\\rm Jup}$). This suggest that the Solar System's two largest planets are composed primarily (but not entirely) of hydrogen.\n",
"\n",
"Using experimental data at low pressure and theoretical models at very high pressure, it can be shown that the maximum radius for cold self-gravitating spheres is approximately\n",
"\n",
"\\begin{align}\n",
"R_{\\rm max} \\approx \\frac{Z \\times 10^5}{\\mu m_u \\sqrt{Z^{2/3}+0.51}}\\ {\\rm km}, \n",
"\\end{align}\n",
"\n",
"using the atomic number $Z$ and the atomic mass $\\mu m_u$ based on the planet's composition. This equation results in $R_{\\rm max} \\approx 82,600\\ {\\rm km}$ for a cool pure hydrogen planet and $R_{\\rm max} \\approx 35,000\\ {\\rm km}$ for pure helium. \n",
"\n",
"The observed atmospheric species form a boundary condition on the choice of elements to include in models of the interior structure of the giant planets. The atmospheric composition of Jupiter and Saturn is close to a solar composition."
]
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"\n",
"## Nucleosynthesis\n",
"The nucleus of a hydrogen atom $^1_1{\\rm H}$ consists of a single proton. All other elements (including heavier isotopes of hydrogen) include both types of **nucleons** (i.e., protons and neutrons) in their nucleus. The atomic nucleus is held together by the **strong nuclear force** that overcomes the Coulomb repulsion of protons. The combined mass of a nucleus is *less than* the sum of the individual nucleons. The missing mass $\\Delta M$ has been converted to energy $\\Delta E$ (known as the **binding energy** of the nucleus), according to Einstein's formula $\\Delta E = \\Delta M c^2$.\n",
"\n",
"```{figure-md} nuclear-binding-energy\n",
" \n",
"\n",
"Binding energy curve (average binding energy per nucleon in MeV against number of nucleons in nucleus) for a number of relatively common (abundant) isotopes. A few important ones for the purposes of nuclear fusion and nuclear fission are marked, as well as iron-56, which sits at the highest point on this graph and cannot yield energy from fusion or fission. Image credit: Wikimedia Commons by user [Fastfission](https://commons.wikimedia.org/wiki/File:Binding_energy_curve_-_common_isotopes.svg).\n",
"```\n",
"\n",
"A higher value of the binding energy per nucleon means that the nucleus is more tightly bound. Figure {numref}`{number}` shows the binding energies per nucleon of many nuclides. Fusion of light elements typically releases energy, but the fusion process requires the atomic nuclei to be very close so that the strong nuclear force can dominate over the repulsive Coulomb potential, or **Coulomb barrier** (see Fig. {numref}`{number}`).\n",
"\n",
"```{figure-md} nuclear-potential\n",
" \n",
"\n",
"The repulsive Coulomb potential is a barrier against charged particles entering the attractive nuclear potential. The strong nuclear potential is only effective over short distances ($10^{-15}\\ {\\rm m} = 1\\ {\\rm fm}$).\n",
"```\n",
"\n",
"The formation of atomic nuclei is called **nucleosynthesis**, which primarily occurs in stellar environments. Models of nucleosynthesis yield clues about the history of the material that was eventually incorporated into our Solar System by using observational data from meteorites and other bodies. Two important environments for nucleosynthesis are the very early Universe (i.e., primordial) and the interiors of stars. Other environments are responsible for some isotopes, such as **spallation** and radioactive decay. Spallation is the collision between high-energy nuclei (from a supernova explosion) with the ambient interstellar hydrogen, which causes the splintering of portions of the heavy nuclei.\n",
"\n",
"```{glue:figure} SS_abundance_fig\n",
":figwidth: 800px\n",
":name: \"Solar System abundances\"\n",
"\n",
"Estimated abundances of the chemical elements in the Solar System by atomic number $Z$. Hydrogen $(\\rm H)$ and helium $(\\rm He)$ are the most abundant from the Big Bang. The next three elements (lithium $(\\rm Li)$, beryllium $(\\rm Be)$, and boron $(\\rm B)$) are rare because they are poorly synthesized in the Big Bang and also in stars. See Table {numref}`{number}` for values and elemental names as a function of $Z$.\n",
"```"
]
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",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"#Using data from Lodders, K. 2020, Solar Elemental Abundances, in The Oxford Research Encyclopedia of Planetary Science, Oxford University Press\n",
"import numpy as np\n",
"import matplotlib.pyplot as plt\n",
"from matplotlib import rcParams\n",
"from myst_nb import glue\n",
"\n",
"rcParams.update({'font.size': 14})\n",
"rcParams.update({'mathtext.fontset': 'cm'})\n",
"\n",
"data_val = np.genfromtxt(\"Solar_System_Abundances_Lodders_Table_8.csv\",delimiter=',',comments='#',usecols=(0,2,3))\n",
"data_el = np.genfromtxt(\"Solar_System_Abundances_Lodders_Table_8.csv\",delimiter=',',comments='#',usecols=(1),dtype='U8')\n",
"\n",
"#remove rows with nan\n",
"data_val = np.delete(data_val,np.array([42,60]),0)\n",
"#set uncertainty for H to one; log_10 1 = 0\n",
"data_val[0,2] = 1\n",
"\n",
"fs = 'large'\n",
"\n",
"fig = plt.figure(figsize=(12,4),dpi=150)\n",
"ax = fig.add_subplot(111)\n",
"\n",
"ax.plot(data_val[:,0],np.log10(data_val[:,1]),'k.-',lw=1.5,ms=15)\n",
"#ax.errorbar(data_val[:,0],np.log10(data_val[:,1]),np.log10(data_val[:,2]),fmt='o',color='k',ms=5,capsize=10)\n",
"\n",
"ax.set_xlabel(\"Atomic Number $Z$\",fontsize=fs)\n",
"ax.set_ylabel(\"$\\log_{10}$(Abundance)\",fontsize=fs)\n",
"\n",
"ax.set_ylim(-4,14)\n",
"ax.set_xlim(0,95)\n",
"\n",
"ax.set_yticks(np.arange(-4,14,2))\n",
"ax.set_xticks(np.arange(0,95,5))\n",
"\n",
"ax.minorticks_on()\n",
"ax.tick_params(which='major',axis='both', direction='out',length = 6.0, width = 3.0)\n",
"ax.tick_params(which='minor',axis='both', direction='out',length = 3.0, width = 1.0)\n",
"\n",
"glue(\"SS_abundance_fig\", fig, display=False);"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"\n",
"### Primordial Nucleosynthesis\n",
"Current evidence suggests that the Universe began in an extremely energetic **hot big bang** roughly 13.7 billion years ago (Gyr, or Ga). Evidence for an initial explosion of matter to create the cosmos exists primarily in the observed expansion of groups of galaxies away from each other and the pervasive background static that can be measured at radio wavelengths. The background static is produced over a range of wavelengths like a blackbody with a temperature of $2.7\\ {\\rm K}$. This cosmic static is believed to be the red-shifted remains of initial explosion after the Universe cooled enough to be transparent to light. \n",
"\n",
"```{note}\n",
"Although the term *big bang* is ubiquitous today to describe the best evidence for the beginning of the Universe. It was originally coined by [Fred Hoyle](https://www.popsci.com/big-bang-term-origin-fred-hoyle/) as insult for a new theories in the 1950s that challenged the *steady-state* theory of the Universe.\n",
"```\n",
"\n",
"The very young Universe was filled with mostly protons $p^+$ (i.e., hydrogen nuclei) and neutrons $n$. Free neutrons are unstable, where a neutron will decay via the reaction:\n",
"\n",
"\\begin{align}\n",
"n \\rightarrow p^+ + e^- + \\overline{\\nu}_e,\n",
"\\end{align}\n",
"\n",
"into a proton, electron $e^-$ and an (electron) antinuetrino $\\overline{\\nu}_e$. This process is characterized statistically by the time required for half of a sample to decay, or its **half-life** $\\tau_{1/2}$. The half-life $\\tau_{1/2}$ of a free neutron is only 10.3 minutes. \n",
"\n",
"Protons and neutrons collided and sometimes fused together to form deuterium $(^2_1{\\rm H})$ nuclei. During the first few minutes after the big bang, the cosmic background radiation field was so energetic that the deuterium nuclei where photodissociated (i.e., broken apart by photons) very soon after they formed. After about three minutes, the temperature cooled enough for deuterium to merge with protons, neutrons, and other deuterium nuclei. \n",
"\n",
"Within the next few minutes, about one-fourth of the nucleons in the Universe combined into alpha particles $(^4_2{\\rm He})$. Most of the baryonic matter (i.e., nucleons) remained as protons, with a small amount forming deuterium, light helium $(^3_2{\\rm He})$, and tritium $^3_1{\\rm H}$. There was also a very small but astrophysically significant amounts of lithium, beryllium, and boron with very minute amounts of heavier elements.\n",
"\n",
"```{note}\n",
"Tritium decays into light helium (i.e., helium-3) with a half-life of 12 years.\n",
"```\n",
"Big bang nucleosynthesis did not proceed much beyond helium because the density of the Universe was too small for fusion to form heavier nuclei due to the cooling time required to form the first helium nuclei. After about 700,000 years after the big bang, the blackbody radiation had cooled sufficiently for electrons to join with protons to form the first atoms (i.e., hydrogen).\n",
"\n",
"### Stellar Nucleosynthesis\n",
"Most nuclei heavier than boron were produced in stellar interiors. Main sequence stars (e.g., the Sun) convert matter into energy via nuclear reactions that ultimately transform hydrogen nuclei into alpha particles. In normal stars, hydrodynamic equilibrium prevents them from collapsing further. Protostars and young stars, contract as they radiate away their thermal energy, where this contraction leads to an increase in pressure and density in the stellar core. Contraction continues until the core becomes hot enough to generate energy from **thermonuclear fusion**.\n",
"\n",
"The reaction rate for fusion increases steeply with temperature because only a tiny minority of the nuclei possess enough kinetic energy to (quantum-mechanically) tunnel through the Coulomb barrier with a finite probability. Equilibrium can be maintained (e.g., a thermostat) in the core by two competing processes: \n",
"\n",
"- If the fusion proceeds too rapidly, then the core expands and cools.\n",
"- If not enough energy is supplied by fusion, then the core shrinks and heats up. \n",
" \n",
"Deuterium fusion requires a *lower* temperature than proton-proton fusion, which allows it to occur first until the star rapidly depletes its supply of (available) deuterium. A significant amount of deuterium can remain in the outer (cooler) stellar atmosphere, if it is not convectively mixed with the lower (hot) regions. The cores of very low mass objects (e.g., brown dwarfs) get so dense that they are stopped from collapse by degenerate electron pressure before they reach the temperature necessary for fusion to occur at a significant rate.\n",
"\n",
"#### Element Production During Nuclear Fusion \n",
"\n",
"In main sequence stars $(M_\\star \\lesssim 1\\ M_\\odot)$, the primary reaction sequence is the proton-proton chain (or **pp-chain**). The principal branch of the pp-chain occurs in three steps:\n",
"\n",
"\\begin{align}\\\n",
"{^1_1{\\rm H}} + {^1_1{\\rm H}} &\\rightarrow {^2_1{\\rm He}} + e^+ + \\nu_e, \\qquad &\\text{(reaction Ia)} \\\\[5pt]\n",
"{^2_1{\\rm H}} + {^1_1{\\rm H}} &\\rightarrow {^3_2{\\rm He}} + \\gamma, \\qquad &\\text{(reaction Ib)} \\\\[5pt]\n",
"{^3_2{\\rm He}} + {^3_2{\\rm He}} &\\rightarrow {^4_2{\\rm He}} + 2\\ {^1_1{\\rm H}} + 2\\gamma, \\qquad &\\text{(reaction Ic)} \n",
"\\end{align}\n",
"\n",
"which produces a **positron** $e^+$ (i.e., an electron with a positive charge), an (electron) neutrino $nu_e$, and a photon $\\gamma$. Reactions Ia and Ib have to occur twice to produce the necessary helium-3 nuclei for reaction Ic. The reaction rate for the pp-chain becomes significant near $T_{\\rm nuc} = 3 \\times 10^6\\ {\\rm K}$.\n",
"\n",
"\n",
"\n",
"\n",
"\n",
"
\n",
"\n",
"At temperatures close to the Sun's core ($T \\approx 15 \\times 10^6\\ {\\rm K}$), the fusion rate is roughly proportional to $T^4$, which isn't as sensitive to temperature changes as the $T^{10}$ dependence near $T_{\\rm nuc}$ and the solar cor still varies steeply with temperature. The steep temperature dependence implies that fusion acts as an effective thermostat. It also implies that more massive main sequence stars only require a slightly higher core temperature to generate a substantially higher luminosity.\n",
"\n",
"In main sequence stars $(M_\\star > M_\\odot)$, the core temperature is somewhat higher, which allows for the **CNO cycle** to dominate. The pp-chain is capable of producing $^4_2{\\rm He}$, but the CNO cycle needs carbon to start the reaction. No nuclide with atomic mass 5 or 8 is stable, so to produce carbon from helium requires two fusions in *immediate* succession:\n",
"\n",
"\\begin{align}\n",
"{^{4}_2{\\rm He}} + {^{4}_2{\\rm He}} &\\leftrightarrow {^{8}_4{\\rm Be}},\\\\[5pt]\n",
"{^{8}_4{\\rm Be}} + {^{4}_2{\\rm He}} &\\rightarrow {^{12}_6{\\rm C}} + \\gamma.\n",
"\\end{align}\n",
"\n",
"This is called the **triple alpha process** and it requires much higher densities than the pp-chain and CNO cycle. The half-life of the beryllium-8 is only $2\\times 10^{-16}\\ {\\rm s}$, which is why it has the double arrow for its reaction and justifies the immediate succession. It also explains why such high densities are required.\n",
"\n",
"The CNO cycle has two branches, where the first branch is:\n",
"\n",
"\\begin{align}\n",
"{^{12}_6{\\rm C}} + {^{1}_1{\\rm H}} &\\rightarrow {^{13}_7{\\rm N}} + \\gamma, \\\\[5pt]\n",
"{^{13}_7{\\rm N}} &\\rightarrow {^{13}_6{\\rm C}} + e^+ + \\nu_e, \\\\[5pt]\n",
"{^{13}_6{\\rm C}} +{^{1}_1{\\rm H}} &\\rightarrow {^{14}_7{\\rm N}} + \\gamma, \\\\[5pt]\n",
"{^{14}_7{\\rm N}} +{^{1}_1{\\rm H}} &\\rightarrow {^{15}_8{\\rm O}} + \\gamma, \\\\[5pt]\n",
"{^{15}_8{\\rm O}} &\\rightarrow {^{15}_7{\\rm N}} + e^+ + \\nu_e, \\\\[5pt]\n",
"{^{15}_7{\\rm N}} +{^{1}_1{\\rm H}} &\\rightarrow {^{12}_6{\\rm C}} + {^{4}_2{\\rm He}}.\n",
"\\end{align}\n",
"\n",
"Nitrogen-13 and oxygen-15 have a half-life to decay of $10\\ {\\rm min}$ and $2\\ {\\rm min}$, respectively. Although the half-lives are given, the timescales for the four fusion reactions within the CNO cycle depend on the temperature and the abundances (densities) of the nuclei involved. The first branch occurs *99.96%* of the time, where additional details concerning the second branch of the CNO cycle can be found [here](https://saturnaxis.github.io/ModernAstro/Chapter_11/interiors-of-stars.html#the-cno-cycle).\n",
"\n",
"\n",
"\n",
"\n",
"\n",
"
\n",
"\n",
"Helium fusion occurs when a sufficiently massive star $(M_\\star \\gtrsim 0.25\\ M_\\odot)$ has exhausted the available supply of hydrogen in its core. The thermostat that maintains hydrostatic equilibrium during the star's main sequence phase is no longer active. But, hydrogen fusion can occur in a shell surrounding the hydrogen-depleted core. The total stellar energy production greatly exceeds that during the star's main sequence phase, which causes the star's outer layers to expand (due to increased thermal pressure) and cool. At this stage, the star becomes a **red giant**.\n",
"\n",
"Nuclear growth beyond carbon does not require two reactions in immediate succession (i.e., the triple alpha process), and thus could occur in a lower density environment. However, the increased Coulomb barrier implies that an even higher temperature (and larger stellar masses) are required\n",
". Growth can occur by successive addition of alpha particles:\n",
"\n",
"\\begin{align}\n",
"{^{12}_6{\\rm C}} + {^{4}_2{\\rm He}} &\\rightarrow {^{16}_8{\\rm O}} + \\gamma, \\\\[5pt]\n",
"{^{16}_8{\\rm O}} + {^{4}_2{\\rm He}} &\\rightarrow {^{20}_{20}{\\rm Ne}} + \\gamma, \\\\[5pt]\n",
"{^{20}_{10}{\\rm Ne}} + {^{4}_2{\\rm He}} &\\rightarrow {^{24}_{12}{\\rm Mg}} + \\gamma, \n",
"\\end{align}\n",
"\n",
"or at somewhat higher temperatures by reactions such as\n",
"\n",
"\\begin{align}\n",
"{^{12}_6{\\rm C}} + {^{12}_6{\\rm C}} &\\rightarrow {^{24}_{12}{\\rm Mg}} + \\gamma.\n",
"\\end{align}\n",
"\n",
"The most stable nucleus is iron-56 $(^{56}_{23}{\\rm Fe})$, where fusion up to $\\sim 23$ protons and neutrons can release energy. Fusion of alpha particles (helium-4 nuclei) into heavier nuclei requires higher temperatures. Nuclei composed of $3-20$ alpha particles are quite stable and easy to produce, which makes them relatively abundant. Heavy elements with even atomic numbers tend to be more abundant than odd-numbered elements (see Fig. {numref}`{number}`). The proton and neutron numbers of all stable nuclides are shown in Fig. {numref}`{number}`.\n",
"\n",
"```{glue:figure} stable_nuclides_fig\n",
":figwidth: 600px\n",
":name: \"stable-nuclides\"\n",
"\n",
"Distribution of stable nuclei, plotted as atomic number versus number of neutrons. Adapted from script on [scipython.com](https://scipython.com/blog/plotting-nuclide-halflives/); data taken from the [Japan Atomic Energy Agency](https://wwwndc.jaea.go.jp/NuC/index_J.html).\n",
"```"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {
"tags": [
"hide-cell"
]
},
"outputs": [
{
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\n",
"application/papermill.record/text/plain": ""
},
"metadata": {
"scrapbook": {
"mime_prefix": "application/papermill.record/",
"name": "stable_nuclides_fig"
}
},
"output_type": "display_data"
},
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"#code from https://scipython.com/blog/plotting-nuclide-halflives/ \n",
"import numpy as np\n",
"import matplotlib.pyplot as plt\n",
"from matplotlib import rcParams\n",
"from myst_nb import glue\n",
"\n",
"rcParams.update({'font.size': 14})\n",
"rcParams.update({'mathtext.fontset': 'cm'})\n",
"\n",
"element_symbols = ['H', 'He', 'Li', 'Be', 'B', 'C', 'N', 'O', 'F', 'Ne', 'Na', 'Mg', 'Al', 'Si', 'P', 'S', 'Cl', 'Ar', 'K', 'Ca', 'Sc', 'Ti', 'V', 'Cr', 'Mn', 'Fe', 'Co', 'Ni', 'Cu', 'Zn', 'Ga', 'Ge', 'As', 'Se', 'Br', 'Kr', 'Rb', 'Sr', 'Y', 'Zr', 'Nb', 'Mo', 'Tc', 'Ru', 'Rh', 'Pd', 'Ag', 'Cd', 'In', 'Sn', 'Sb', 'Te', 'I', 'Xe', 'Cs', 'Ba', 'La', 'Ce', 'Pr', 'Nd', 'Pm', 'Sm', 'Eu', 'Gd', 'Tb', 'Dy', 'Ho', 'Er', 'Tm', 'Yb', 'Lu', 'Hf', 'Ta', 'W', 'Re', 'Os', 'Ir', 'Pt', 'Au', 'Hg', 'Tl', 'Pb', 'Bi', 'Po', 'At', 'Rn', 'Fr', 'Ra', 'Ac', 'Th', 'Pa', 'U', 'Np', 'Pu', 'Am', 'Cm', 'Bk', 'Cf', 'Es', 'Fm', 'Md', 'No', 'Lr', 'Rf', 'Db', 'Sg', 'Bh', 'Hs', 'Mt', 'Ds', 'Rg', 'Cn', 'Nh', 'Fl', 'Mc', 'Lv', 'Ts', 'Og']\n",
"\n",
"# Read in the data, determining the nuclide half-lives as a function of the\n",
"# number of neutrons, N, and protons, Z. Stable nuclides are indicated with\n",
"# -1 in the half-life field: deal with these separately from the radioactive\n",
"# nuclei.\n",
"halflives = {}\n",
"stables = []\n",
"for line in open('halflives.txt'):\n",
" line = line.rstrip()\n",
" halflife = line[10:]\n",
" if halflife == 'None':\n",
" continue\n",
" fields = line[:10].split('-')\n",
" symbol = fields[0]\n",
" A = int(fields[1].split()[0])\n",
" Z = int(element_symbols.index(symbol)) + 1\n",
" N = A - Z\n",
" halflife = float(halflife)\n",
" if halflife < 0:\n",
" stables.append((N, Z))\n",
" else:\n",
" halflives[(N, Z)] = halflife\n",
"\n",
"# Unwrap the halflives dictionary into sequences of N, Z, thalf; take the log.\n",
"k, thalf = zip(*halflives.items())\n",
"N, Z = zip(*k)\n",
"maxN, maxZ = 130, 90\n",
"fs='large'\n",
"\n",
"# Set up the figure: one Axes object for the plot, another for the colorbar.\n",
"fig = plt.figure(figsize=(10,8),dpi=150)\n",
"ax = fig.add_subplot(111)\n",
"\n",
"# Stable nuclides are plotted in black ('k').\n",
"Nstable, Zstable = zip(*stables)\n",
"sc2 = ax.scatter(Nstable,Zstable, c='k', s=8, label='stable')\n",
"ax.plot(range(0,130),range(0,130),'k-',lw=1.5)\n",
"ax.text(46,51,\"$Z=N$\",rotation=45,fontsize='x-large')\n",
"\n",
"ax.set_xlim(0, maxN)\n",
"ax.set_ylim(0, maxZ)\n",
"ax.set_ylabel(r'Proton number $Z$',fontsize=fs)\n",
"ax.set_xlabel(r'Neutron number $N$',fontsize=fs)\n",
"ax.set_xticks(np.arange(0,140,10))\n",
"ax.grid()\n",
"\n",
"ax.minorticks_on()\n",
"ax.tick_params(which='major',axis='both', direction='out',length = 6.0, width = 3.0)\n",
"ax.tick_params(which='minor',axis='both', direction='out',length = 4.0, width = 2.0)\n",
"\n",
"glue(\"stable_nuclides_fig\", fig, display=False);"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"\n",
"\n",
"#### Production of Other Elements: $s$, $r$, and $p$ Processes\n",
"The deep interiors of star undergoing fusion reactions are dense fluids of protons, neutrons, electrons, an d heavier nuclei. In addition to direct fusion reactions, the capture of protons and neutrons by nuclei can build up the atomic mass in ways distinct from the main fusion reaction sequences. Neutron capture is more likely than proton capture, because electrostatic repulsion does not have to be overcome. The production of magnesium-25 and oxygen-16 both liberate neutrons and are thought to be their primary sources.\n",
"\n",
"The mix of nuclides produced by neutron addition depends on the flux of neutrons. When the time between between successive neutron absorptions is long enough for most unstable nuclei to decay, the mixture of nuclides produced lies deep within the [valley of nuclear stability](https://en.wikipedia.org/wiki/Valley_of_stability), where the mixture of neutrons and protons leads to the greatest binding energy for a nucleus.\n",
"\n",
"The process of neutron capture in a stable stellar interior is the $\\boldsymbol s$ (or slow) **process**. The $s$ process bears its name from the long timescale between successive capture of neutrons by a nucleus, which can range from $10-10^5$ years. From Fig. {numref}`{number}` a horizontal movement changes the neutron number $N$, but does not change the proton (or atomic) number $Z$. *Atomic isotopes* are variations of an element with a different neutron number, but not every increase in neutron number results in a stable atom. Unstable isotopes can go through $\\boldsymbol \\beta$ **decay** by converting a neutron into a proton, which increases the atomic number and makes a new element. *After the main-sequence stars swell into giants, where the processes of fusion at this stage might be responsible for $s$-element production.* \n",
"\n",
"Some neutron-rich isotopes require that neutron capture proceed quite rapidly, where the rapid addition of neutrons is called an $\\boldsymbol r$ **process**. Here, neutron capture is rapid enough that very neutron-rich nuclei are produced until the net capture rate is no longer competitive with $\\beta$ decay, and a cascade of $\\beta$ decays increases the atomic number (and decreases the neutron number) until a stable nuclide is reached. *Neutron-rich environments within rapidly expanding envelopes of supernova, the winds of neutron stars, or the mergers of neutron stars with other compact objects have been invoked as possible sites for the production of elements by the $r$ process.* Uranium and other very heavy naturally occurring elements are produced via $r$ process nucleosynthesis.\n",
"\n",
"Some 35 (out of the hundreds of stable nuclides) are proton rich and shielded from the $s$ and $r$ process production by other stable nuclides. for some time, it was thought that a $\\boldsymbol p$ **process** exists that must involve the addition of protons. The addition of protons to a nucleus requires high temperatures to overcome the Coulomb barrier, which is reminiscent of nuclear fusion.\n",
"\n",
"An alternative mechanism that enriches protons in a nucleus is the removal of neutrons. To make the $p$ process nuclides, the removal would have to occur from *stable* nuclides, where $\\beta$ decay does not operate. The suggested possible mechanisms for the $p$ process elements are:\n",
"\n",
"- exposing nuclides to very high temperatures for short periods of time. Neutrons will \"drip\" off of the nuclides first, followed by protons. If the process is truncated at the right time, the net result is relatively proton-rich nuclides.\n",
"- the interiors of supernovae, where the supernova shock itself provides a short high-temperature burst. At least two different kinds of supernovae appear to be required to produce the right mix of the $p$ process nuclides.\n",
"\n",
"It is clear that more research is required to fully understand nucleosynthesis via the $p$ process.\n",
"\n",
"### Radioactive decay\n",
"Many naturally occurring nuclides are **radioactive**, which means they spontaneously decay into nuclides of lower-mass elements or other isotopes of the same element. [Radioactive decay](https://en.wikipedia.org/wiki/Radioactive_decay) rates can be accurately measured, which allows scientists to use them as precise clocks to reconstruct the history of many rocks. Every radioactive decay process releases energy, and the resultant heating can lead to differentiation of planetary bodies.\n",
"\n",
"The most common types of radioactive decay are: $\\alpha$ decay and $\\beta$ decay, where the various types of decay are summarized in Fig. {numref}`{number}`.\n",
"\n",
"```{figure-md} radioactive-decay\n",
" \n",
"\n",
"This table summarizes the type, nuclear equation, representation, and any changes in the mass or atomic numbers for various types of decay. Image Credit: Openstax:[Chemistry](https://openstax.org/books/chemistry-2e/pages/21-3-radioactive-decay).\n",
"```\n",
"\n",
"When an atomic nucleus undergoes [$\\beta$ decay](https://en.wikipedia.org/wiki/Beta_decay) a neutron is converted into a proton, so the atomic number is increased by one and the neutron number decreases by one. In this process, the actual mass of the nucleus decreases very slightly due to a change in the amount of binding energy required. Proton-rich nuclei can undergo inverse $\\beta$ decay, where the atomic number is decreased by one. A closely related process is **electron capture**, whereby an atom's inner electron is captured by the nucleus to convert proton into a neutron. Two example reactions are:\n",
"\n",
"\\begin{align*}\n",
"{^{14}_{6}{\\rm C}} &\\rightarrow {^{14}_{7}{\\rm N}} + e^- + \\overline{\\nu}_e, \\qquad & \\text{(}\\beta^-\\ \\text{decay)} \\\\[5pt]\n",
"{^{23}_{12}{\\rm Mg}} &\\rightarrow {^{23}_{11}{\\rm Na}} + e^+ + \\nu_e, \\qquad & \\text{(}\\beta^+\\ \\text{decay)},\n",
"\\end{align*}\n",
"\n",
"where they differ in types of charge (electron or positron) and lepton number (electron [neutrino](https://en.wikipedia.org/wiki/Neutrino) or antineutrino) conservation.\n",
"\n",
"When a nucleus undergoes [$\\alpha$ decay](https://en.wikipedia.org/wiki/Alpha_decay), its atomic number decreases by two and its atomic mass decreases by four (i.e., it releases a helium-4 nucleus). An example of $\\alpha$ decay is the transformation of uranium to thorium by:\n",
"\n",
"\\begin{align}\n",
"{^{238}_{92}{\\rm U}} \\rightarrow {^{234}_{90}{\\rm Th}} + {^{4}_2{\\rm He}} + 2\\gamma.\n",
"\\end{align}\n",
"\n",
"Some heavy nuclei decay via **spontaneous fission**, which produces at least two nuclei more massive than helium. Spontaneous fission is an alternative decay mode for uranium-238 (and of plutonium-244) leading to xenon and lighter byproducts.\n",
"\n",
"### Element Production and Life\n",
"It is particularly intriguing to examine the elemental abundances and notice that the fundamental building blocks of life (e.g. carbon, hydrogen, nitrogen, and oxygen) are quite abundant relative to most other elements. Hydrogen is the most abundant, but these other elements are abundant because they are the direct products of fusion reactions powering stars.\n",
"\n",
"The high abundances of silicon and iron-group elements have planetary implications, where silicon is the last of the source materials for main fusion reactions. The products of the last main fusion reactions include iron and elements close to in within the periodic table. These elements of moderate atomic weight are the basic building blocks of Earth and its sister terrestrial planets.\n",
"\n",
"The night sky on a moonless night (far from city lights) shows the alpha and omega of element production through the multitude of stars. Young stars just beginning their conversion of hydrogen to helium by fusion, and the red giant going through its terminal stages of fusion before the final neutron production of heavy elements. The sky houses the cosmic factories making the elements that might become part of some strange biology on a to-be-formed world.\n",
"\n",
"\n",
"\n",
"\n",
"\n",
"
"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## **Homework**\n",
"\n",
"```{admonition} Problem 1\n",
"Use the equation of hydrostatic equilibrium to estimate the pressure at the center of the Moon, Earth and Jupiter.\n",
"\n",
"**(a)** Take the simplest approach, approximating the planet to consist of one slab of material with thickness $R$, the planetary radius. Assume the gravity $g_p(r) = g_p(R)$ and use the mean density $\\rho(r) = \\rho$.\n",
"\n",
"**(b)** Assume the density of each planet to be constant throughout its interior and derive an expression for the pressure in a planet's interior\n",
"as a function of distance r from the center. *Hint: You should get Eqn. {eq}`central_press`.*\n",
"\n",
"**(c)** Although the pressure obtained in (a) and (b) is not quite right, it will give you a fair estimate of its magnitude. Compare your answer with the more sophisticated estimates given in Table {numref}`{number}` and comment on your results.\n",
"```\n",
"\n",
"```{admonition} Problem 2\n",
"Table {numref}`{number}` gives the relative cosmic abundances of the elements. Use the plot of binding energy per nucleon (Fig. {numref}`{number}`) plus the astrophysics of nucleosynthesis to briefly explain the reasons that:\n",
"\n",
"**(a)** $\\rm H$ is the most abundant element, and $\\rm He$ is the second most abundant element.\n",
"\n",
"**(b)** $\\rm C$ and $\\rm O$ are far more abundant than are $\\rm Li$, $\\rm Be$ and $\\rm B$.\n",
"\n",
"**(c)** $\\rm Fe$ is more abundant (by mass) than any other element heavier than $\\rm O$.\n",
"\n",
"**(d)** Elemental abundances drop precipitously with increasing atomic number above 26 (the atomic number of iron).\n",
"\n",
"**(e)** Apart from $\\rm H$, elements with odd atomic number are generally less abundant than neighboring elements of even atomic numbers.\n",
"\n",
"```\n",
"\n",
"```{admonition} Problem 3\n",
"Summarize Kepler's laws of planetary motion. How are these laws important for astrobiologists?\n",
"\n",
"```\n",
"\n",
"```{admonition} Problem 4\n",
"Hydrostatic equilibrium is an important concept for both astrophysicists and planetary scientists.\n",
"\n",
"**(a)** What are the basic elements of hydrostatic equilibrium? \n",
"\n",
"**(b)** How are the elements (in part a) used to understand stellar and planetary interiors?\n",
"\n",
"```\n",
"\n",
"```{admonition} Problem 5\n",
"The periodic table of elements gives an inventory for the structure of matter.\n",
"\n",
"**(a)** What are the building blocks of the Universe? \n",
"\n",
"**(b)** How did the elements come to be? \n",
"\n",
"**(c)** How does the production of elements affect the prospects of life in the cosmos?\n",
"\n",
"```\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Reference Tables\n",
"\n",
"```{list-table} Elemental Abundances. Data taken from Table 8 of [Lodders (2020)](https://ui.adsabs.harvard.edu/abs/2019arXiv191200844L/abstract) from present epoch.\n",
":header-rows: 1\n",
":name: element_abund_SS\n",
"\n",
"* - $Z$\n",
" - Element\n",
" - Solar System $(\\text{atoms}/10^6\\ {\\rm Si})$\n",
" - $\\sigma$\n",
" - $Z$\n",
" - Element\n",
" - Solar System $(\\text{atoms}/10^6\\ {\\rm Si})$\n",
" - $\\sigma$\n",
"* - 1\n",
" - $\\rm H$\n",
" - $3.09 \\times 10^{10}$\n",
" - n/a\n",
" - 44\n",
" - $\\rm Ru$\n",
" - 1.81\n",
" - 0.02\n",
"* - 2\n",
" - $\\rm He$\n",
" - $2.59 \\times 10^{9}$\n",
" - $1.20 \\times 10^{8}$\n",
" - 45\n",
" - $\\rm Rh$\n",
" - 0.338\n",
" - 0.015\n",
"* - 3\n",
" - $\\rm Li$\n",
" - 56.9\n",
" - 3.4\n",
" - 46\n",
" - $\\rm Pd$\n",
" - 1.38\n",
" - 0.07\n",
"* - 4\n",
" - $\\rm Be$\n",
" - 0.637\n",
" - 0.044\n",
" - 47\n",
" - $\\rm Ag$\n",
" - 0.497\n",
" - 0.022\n",
"* - 5\n",
" - $\\rm B$\n",
" - 18\n",
" - 1.3\n",
" - 48\n",
" - $\\rm Cd$\n",
" - 1.58\n",
" - 0.06\n",
"* - 6\n",
" - $\\rm C$\n",
" - $9.12 \\times 10^{6}$\n",
" - $1.80 \\times 10^{5}$\n",
" - 49\n",
" - $\\rm In$\n",
" - 0.179\n",
" - 0.008\n",
"* - 7\n",
" - $\\rm N$\n",
" - $2.19 \\times 10^{6}$\n",
" - 9700\n",
" - 50\n",
" - $\\rm Sn$\n",
" - 3.59\n",
" - 0.22\n",
"* - 8\n",
" - $\\rm O$\n",
" - $1.66 \\times 10^{7}$\n",
" - $1.30 \\times 10^{5}$\n",
" - 51\n",
" - $\\rm Sb$\n",
" - 0.359\n",
" - 0.045\n",
"* - 9\n",
" - $\\rm F$\n",
" - 1270\n",
" - 275\n",
" - 52\n",
" - $\\rm Te$\n",
" - 4.72\n",
" - 0.23\n",
"* - 10\n",
" - $\\rm Ne$\n",
" - $4.37 \\times 10^{6}$\n",
" - $1.13 \\times 10^{6}$\n",
" - 53\n",
" - $\\rm I$\n",
" - 1.59\n",
" - 0.64\n",
"* - 11\n",
" - $\\rm Na$\n",
" - $5.78 \\times 10^{4}$\n",
" - 4700\n",
" - 54\n",
" - $\\rm Xe$\n",
" - 5.5\n",
" - 1.11\n",
"* - 12\n",
" - $\\rm Mg$\n",
" - $1.03 \\times 10^{6}$\n",
" - $4.40 \\times 10^{4}$\n",
" - 55\n",
" - $\\rm Cs$\n",
" - 0.368\n",
" - 0.043\n",
"* - 13\n",
" - $\\rm Al$\n",
" - $8.18 \\times 10^{4}$\n",
" - 6110\n",
" - 56\n",
" - $\\rm Ba$\n",
" - 4.55\n",
" - 0.27\n",
"* - 14\n",
" - $\\rm Si$\n",
" - $1.00 \\times 10^{6}$\n",
" - $3.40 \\times 10^{4}$\n",
" - 57\n",
" - $\\rm La$\n",
" - 0.459\n",
" - 0.024\n",
"* - 15\n",
" - $\\rm P$\n",
" - 8260\n",
" - 530\n",
" - 58\n",
" - $\\rm Ce$\n",
" - 1.16\n",
" - 0.05\n",
"* - 16\n",
" - $\\rm S$\n",
" - $4.37 \\times 10^{5}$\n",
" - $2.60 \\times 10^{4}$\n",
" - 59\n",
" - $\\rm Pr$\n",
" - 0.175\n",
" - 0.012\n",
"* - 17\n",
" - $\\rm Cl$\n",
" - 5290\n",
" - 810\n",
" - 60\n",
" - $\\rm Nd$\n",
" - 0.865\n",
" - 0.022\n",
"* - 18\n",
" - $\\rm Ar$\n",
" - $9.77 \\times 10^{4}$\n",
" - $2.53 \\times 10^{4}$\n",
" - 62\n",
" - $\\rm Sm$\n",
" - 0.271\n",
" - 0.012\n",
"* - 19\n",
" - $\\rm K$\n",
" - 3606\n",
" - 190\n",
" - 63\n",
" - $\\rm Eu$\n",
" - 0.1\n",
" - 0.005\n",
"* - 20\n",
" - $\\rm Ca$\n",
" - $5.72 \\times 10^{4}$\n",
" - 4500\n",
" - 64\n",
" - $\\rm Gd$\n",
" - 0.346\n",
" - 0.013\n",
"* - 21\n",
" - $\\rm Sc$\n",
" - 33.7\n",
" - 2.2\n",
" - 65\n",
" - $\\rm Tb$\n",
" - 0.0625\n",
" - 0.0025\n",
"* - 22\n",
" - $\\rm Ti$\n",
" - 2459\n",
" - 150\n",
" - 66\n",
" - $\\rm Dy$\n",
" - 0.407\n",
" - 0.016\n",
"* - 23\n",
" - $\\rm V$\n",
" - 275\n",
" - 18\n",
" - 67\n",
" - $\\rm Ho$\n",
" - 0.0891\n",
" - 0.0035\n",
"* - 24\n",
" - $\\rm Cr$\n",
" - $1.31 \\times 10^{4}$\n",
" - 460\n",
" - 68\n",
" - $\\rm Er$\n",
" - 0.256\n",
" - 0.009\n",
"* - 25\n",
" - $\\rm Mn$\n",
" - 9090\n",
" - 620\n",
" - 69\n",
" - $\\rm Tm$\n",
" - 0.0403\n",
" - 0.0014\n",
"* - 26\n",
" - $\\rm Fe$\n",
" - $8.72 \\times 10^{5}$\n",
" - $3.80 \\times 10^{4}$\n",
" - 70\n",
" - $\\rm Yb$\n",
" - 0.252\n",
" - 0.009\n",
"* - 27\n",
" - $\\rm Co$\n",
" - 2260\n",
" - 100\n",
" - 71\n",
" - $\\rm Lu$\n",
" - 0.038\n",
" - 0.0018\n",
"* - 28\n",
" - $\\rm Ni$\n",
" - $4.87 \\times 10^{4}$\n",
" - 2940\n",
" - 72\n",
" - $\\rm Hf$\n",
" - 0.155\n",
" - 0.011\n",
"* - 29\n",
" - $\\rm Cu$\n",
" - 535\n",
" - 50\n",
" - 73\n",
" - $\\rm Ta$\n",
" - 0.0215\n",
" - 0.001\n",
"* - 30\n",
" - $\\rm Zn$\n",
" - 1260\n",
" - 180\n",
" - 74\n",
" - $\\rm W$\n",
" - 0.144\n",
" - 0.013\n",
"* - 31\n",
" - $\\rm Ga$\n",
" - 36.2\n",
" - 1.8\n",
" - 75\n",
" - $\\rm Re$\n",
" - 0.0521\n",
" - 0.0042\n",
"* - 32\n",
" - $\\rm Ge$\n",
" - 120\n",
" - 7\n",
" - 76\n",
" - $\\rm Os$\n",
" - 0.655\n",
" - 0.04\n",
"* - 33\n",
" - $\\rm As$\n",
" - 6.07\n",
" - 0.5\n",
" - 77\n",
" - $\\rm Ir$\n",
" - 0.633\n",
" - 0.029\n",
"* - 34\n",
" - $\\rm Se$\n",
" - 67.6\n",
" - 5\n",
" - 78\n",
" - $\\rm Pt$\n",
" - 1.24\n",
" - 0.1\n",
"* - 35\n",
" - $\\rm Br$\n",
" - 12.3\n",
" - 2.9\n",
" - 79\n",
" - $\\rm Au$\n",
" - 0.195\n",
" - 0.016\n",
"* - 36\n",
" - $\\rm Kr$\n",
" - 51.3\n",
" - 10.4\n",
" - 80\n",
" - $\\rm Hg$\n",
" - 0.376\n",
" - 0.156\n",
"* - 37\n",
" - $\\rm Rb$\n",
" - 7.04\n",
" - 0.46\n",
" - 81\n",
" - $\\rm Tl$\n",
" - 0.179\n",
" - 0.015\n",
"* - 38\n",
" - $\\rm Sr$\n",
" - 23.4\n",
" - 1.3\n",
" - 82\n",
" - $\\rm Pb$\n",
" - 3.33\n",
" - 0.2\n",
"* - 39\n",
" - $\\rm Y$\n",
" - 4.35\n",
" - 0.24\n",
" - 83\n",
" - $\\rm Bi$\n",
" - 0.141\n",
" - 0.01\n",
"* - 40\n",
" - $\\rm Zr$\n",
" - 10.9\n",
" - 1\n",
" - 90\n",
" - $\\rm Th$\n",
" - 0.0336\n",
" - 0.0017\n",
"* - 41\n",
" - $\\rm Nb$\n",
" - 0.78\n",
" - 0.07\n",
" - 92\n",
" - $\\rm U$\n",
" - 0.00897\n",
" - 0.00064\n",
"* - 42\n",
" - $\\rm Mo$\n",
" - 2.6\n",
" - 0.26\n",
" - \n",
" - \n",
" - \n",
" - \n",
"```\n",
"\n",
"\n",
"```{list-table} Densities and Central Properties of the Planets and the Moon. Data taken from [Hubbard (1984)](https://ui.adsabs.harvard.edu/abs/1984plin.book.....H/abstract), [Lewis (1995)](https://ui.adsabs.harvard.edu/abs/1995pcss.book.....L/abstract), [Guillot (1999)](https://ui.adsabs.harvard.edu/abs/1999Sci...286...72G/abstract), and [Yoder (1995)](https://ui.adsabs.harvard.edu/abs/1995geph.conf....1Y/abstract).\n",
":header-rows: 1\n",
":name: planet_prop_table\n",
"\n",
"* - Planet\n",
" - Equatorial Radius ($\\rm km$)\n",
" - Density ($\\rm kg/m^3$)\n",
" - Uncompressed Density ($\\rm kg/m^3$)\n",
" - Central Pressure ($\\rm Mbar$)\n",
" - Central Temperature ($\\rm K$)\n",
"* - Mercury\n",
" - 2440\n",
" - 5427\n",
" - 5300\n",
" - $\\sim$0.4\n",
" - $\\sim$2000\n",
"* - Venus\n",
" - 6052\n",
" - 5204\n",
" - 4300\n",
" - $\\sim$3\n",
" - $\\sim$5000\n",
"* - Earth\n",
" - 6378\n",
" - 5515\n",
" - 4400\n",
" - 3.6\n",
" - 6000\n",
"* - Moon\n",
" - 1738\n",
" - 3340\n",
" - 3300\n",
" - 0.045\n",
" - $\\sim$1800\n",
"* - Mars\n",
" - 3396\n",
" - 3933\n",
" - 3740\n",
" - $\\sim$0.4\n",
" - $\\sim$2000\n",
"* - Jupiter\n",
" - 71,492\n",
" - 1326\n",
" - \n",
" - $\\sim$80\n",
" - $\\sim$20,000\n",
"* - Saturn\n",
" - 60,268\n",
" - 687\n",
" - \n",
" - $\\sim$50\n",
" - $\\sim$10,000\n",
"* - Uranus\n",
" - 25,559\n",
" - 1318\n",
" - \n",
" - $\\sim$20\n",
" - $\\sim$7000\n",
"* - Neptune\n",
" - 24,766\n",
" - 1638\n",
" - \n",
" - $\\sim$20\n",
" - $\\sim$7,000\n",
"```"
]
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