diff options
| author | sotech117 <michael_foiani@brown.edu> | 2024-02-29 01:52:17 -0500 |
|---|---|---|
| committer | sotech117 <michael_foiani@brown.edu> | 2024-02-29 01:52:17 -0500 |
| commit | 02756d17bca6f2b3bafa3f7b9fb6e5af438e94a0 (patch) | |
| tree | ccb65043d06198f8d4246418570e79f74d6d64e2 | |
| parent | ec622e808d84956a75c2b9a9826479cb5737e04a (diff) | |
finish hw4
| -rw-r--r-- | .DS_Store | bin | 6148 -> 6148 bytes | |||
| -rw-r--r-- | hw4/.DS_Store | bin | 0 -> 8196 bytes | |||
| -rw-r--r-- | hw4/4-10.jl | 52 | ||||
| -rw-r--r-- | hw4/4-13.jl | 2 | ||||
| -rw-r--r-- | hw4/4-17.jl | 287 | ||||
| -rw-r--r-- | hw4/4-19.jl | 282 | ||||
| -rw-r--r-- | hw4/SolarSystem3.jl | 274 | ||||
| -rw-r--r-- | hw4/comphysHW4-final.pdf | bin | 0 -> 1292987 bytes | |||
| -rw-r--r-- | hw4/images/.DS_Store | bin | 0 -> 6148 bytes | |||
| -rw-r--r-- | hw4/images/4-10-dθvdt-ldl.png | bin | 0 -> 32065 bytes | |||
| -rw-r--r-- | hw4/images/4-10.png | bin | 195826 -> 112631 bytes | |||
| -rw-r--r-- | hw4/images/4-17.png | bin | 0 -> 44694 bytes | |||
| -rw-r--r-- | hw4/images/4-19-.224.png | bin | 0 -> 159051 bytes | |||
| -rw-r--r-- | hw4/images/4-19-0.png | bin | 0 -> 120320 bytes | |||
| -rw-r--r-- | hw4/images/4-19-final.png | bin | 0 -> 46468 bytes | |||
| -rw-r--r-- | hw4/images/4-19-log.png | bin | 0 -> 41271 bytes | |||
| -rw-r--r-- | hw4/images/4-19.png | bin | 0 -> 71163 bytes | |||
| -rw-r--r-- | hw4/images/A_alphachange.png | bin | 0 -> 29380 bytes | |||
| -rw-r--r-- | hw4/images/l_exponent.svg | 144 |
19 files changed, 1024 insertions, 17 deletions
| Binary files differ diff --git a/hw4/.DS_Store b/hw4/.DS_Store Binary files differnew file mode 100644 index 0000000..a5beba9 --- /dev/null +++ b/hw4/.DS_Store diff --git a/hw4/4-10.jl b/hw4/4-10.jl index fa63926..4335c17 100644 --- a/hw4/4-10.jl +++ b/hw4/4-10.jl @@ -1,5 +1,6 @@ #!/Applications/Julia-1.8.app/Contents/Resources/julia/bin/julia # FOR PROBLEM 4.10 +# author: sotech117 # Simulate planet around stationary star @@ -107,6 +108,11 @@ function linear_regression(x, y) return (a, b) end +function ldlVec(p, r, k) + return cross(p, angularMomentum(vcat(r, p))) - k*(normalize(r)) +end + + function do_α_simulations(α_values, a, e, GM_S, t_final, δ) plots = [] dθvdt = [] @@ -119,6 +125,8 @@ function do_α_simulations(α_values, a, e, GM_S, t_final, δ) p0 = [0.0, vy1_0, 0.0] # initial velocity in AU / year rp0 = vcat(r0, p0) # initial condition in phase space + ldl_0 = normalize(ldlVec(p0, r0, GM_S)) + tspan = (0.0, t_final) # span of time to simulate @@ -168,21 +176,35 @@ function do_α_simulations(α_values, a, e, GM_S, t_final, δ) color=:green, right_margin=5mm ) - # Add the linear regression of the change in angles - (a, b) = linear_regression(sol.t[i_changes], all_θ[i_changes]) - a = round(a, digits=2) - b = round(b, digits=2) - plot!(dθ, sol.t[i_changes], a * sol.t[i_changes] .+ b, label = "θ ≈ $a * t + $b", left_margin=7mm) - # Push to the plots array - push!(plots, dθ) - - # Store the slope into the return array - push!(dθvdt, a) + # # Add the linear regression of the change in angles + # (a, b) = linear_regression(sol.t[i_changes], all_θ[i_changes]) + # a = round(a, digits=2) + # b = round(b, digits=2) + # plot!(dθ, sol.t[i_changes], a * sol.t[i_changes] .+ b, label = "θ ≈ $a * t + $b", left_margin=7mm) + # # Push to the plots array + # push!(plots, dθ) + + # # Store the slope into the return array + # push!(dθvdt, a) + + # find the final ldl vector + rf = sol[1:3, end] + pf = sol[4:6, end] + ldl_f = normalize(ldlVec(pf, rf, GM_S)) + t_final = sol.t[end] + println("A_t=0 = ", ldl_0) + println("A_t=$(t_final) = ", ldl_f) + println("θ between A_t=0 and A_t = ", acos(dot(ldl_0, ldl_f))) + dθ = acos(dot(ldl_0, ldl_f)) * rad_to_deg + println("Δθ/Δt for α=$(α) = ", (dθ / t_final), "\n") + + push!(dθvdt, (dθ / t_final)) end return plots, dθvdt end + # Run the simulations (plots, dθvdt) = do_α_simulations(α_values, a, e, GM_S, t_final, δ) @@ -194,19 +216,15 @@ p_orbits = plot(plots..., layout=(4, 2), size=(800, 1000)) savefig(p_orbits, "hw4/4-10.png") # Plot the change in dθ/dt over α -p_dθvdt = scatter(α_values, dθvdt, xlabel="α", ylabel="dθ/dt (degrees/year)", title="Percession Rate vs. α", lw=2, label="dθ/dt (from regression slopes)") +p_dθvdt = scatter(α_values, dθvdt, xlabel="α", ylabel="Δθ/Δt (degrees/year)", title="Percession Rate vs. α", lw=2, label="Δθ/Δt (from Laplace-Runge-Lenz vector)") # Perform a linear regression on the data (a, b) = linear_regression(α_values, dθvdt) a = round(a, digits=2) b = round(b, digits=2) plot!(p_dθvdt, α_values, a * α_values .+ b, label = "dθ/dt ≈ $a * α + $b", left_margin=7mm) -savefig(p_dθvdt, "hw4/4-10-dθvdt.png") - +savefig(p_dθvdt, "hw4/4-10-dθvdt-ldl.png") percession_rate = a * 1.1e-8 # degrees per year to arcsec per year # convert from degrees per year to arcsec per century percession_rate = percession_rate * 3600 * 100 # arcsec per century -println("Percession rate = ", percession_rate, " arcsec/century") - - - +println("Percession rate = ", percession_rate, " arcsec/century")
\ No newline at end of file diff --git a/hw4/4-13.jl b/hw4/4-13.jl index 2a5bd9f..b942ef7 100644 --- a/hw4/4-13.jl +++ b/hw4/4-13.jl @@ -1,4 +1,6 @@ #!/Applications/Julia-1.8.app/Contents/Resources/julia/bin/julia +# FOR PROBLEM 4.13 +# author: sotech117 # Simulate a solar system diff --git a/hw4/4-17.jl b/hw4/4-17.jl new file mode 100644 index 0000000..eb2b3b3 --- /dev/null +++ b/hw4/4-17.jl @@ -0,0 +1,287 @@ +#!/Applications/Julia-1.8.app/Contents/Resources/julia/bin/julia +# FOR PROBLEM 4.17 +# author: sotech117 + +# Simulate a solar system + +using Plots # for plotting trajectory +using DifferentialEquations # for solving ODEs +using LinearAlgebra # for dot and cross products + +println("Number of threads = ", Threads.nthreads()) + +G = 4.0*pi^2 # time scale = year and length scale = AU + +mutable struct body + name::String # name of star or planet + m::Float64 # mass + r::Vector{Float64} # position vector + v::Vector{Float64} # velocity vector +end + +function star(name="Sun", m = 1.0, r = zeros(3), v = zeros(3)) + return body(name, m, r, v) +end + +function planet(name="Earth", m=3.0e-6, a=1.0, ϵ=0.017, i=0.0) + perihelion = (1.0 - ϵ) * a + aphelion = (1.0 + ϵ) * a + speed = sqrt(G * (1.0 + ϵ)^2 / (a * (1.0 - ϵ^2))) + phi = 0.0 + r = [perihelion * cos(i*pi/180.0) * cos(phi), perihelion * cos(i*pi/180.0) * sin(phi), perihelion * sin(i*pi/180.0)] + v = [-speed * sin(phi), speed * cos(phi), 0.0] + return body(name, m, r, v) +end + +function momentum(b::body) + return b.m * b.v +end + +function angularMomentum(b::body) + return b.m * cross(b.r, b.v) +end + +function kineticEnergy(b::body) + v = b.v + m = b.m + return 0.5 * m * dot(v, v) +end + +function potentialEnergy(body1::body, body2::body) + r = body1.r - body2.r + rSquared = dot(r, r) + return -G * body1.m * body2.m / sqrt(rSquared) +end + +function rv(b::body) + return [b.r; b.v] +end + +function force(body1::body, body2::body) + r = body1.r - body2.r + rSquared = dot(r, r) + return -G * r * rSquared^(-1.5) + #return -G * r / (rSquared * sqrt(rSquared)) +end + +mutable struct SolarSystem + bodies::Vector{body} + numberOfBodies::Int64 + phaseSpace::Matrix{Float64} # 6N dimensional phase space +end + +function SolarSystem() + + bodies = Vector{body}() + push!(bodies, star()) # default = Sun + # push!(bodies, planet("Venus", 2.44e-6, 0.72, 0.0068, 3.39)) + # push!(bodies, planet("Earth", 3.0e-6, 1.0, 0.017, 0.0)) + push!(bodies, planet("Jupiter", 0.00095, 5.2, 0.049, 1.3)) + # push!(bodies, planet("Saturn", 0.000285, 9.58, 0.055, 2.48)) + push!(bodies, body("Astroid 1", 1e-13, [3.0, 0.0, 0.0], [0.0, 3.628, 0.0])) + push!(bodies, body("Astroid 2 ", 1e-13, [3.276, 0.0, 0.0], [0.0, 3.471, 0.0])) + # push!(bodies, body("Astroid 3 (no gap)", 1e-13,[3.7, 0.0, 0.0], [0.0, 3.267, 0.0])) + numberOfBodies = size(bodies)[1] + + phaseSpace = zeros(6, 0) + for b in bodies + phaseSpace = [phaseSpace rv(b)] + end + + return SolarSystem(bodies, numberOfBodies, phaseSpace) + +end + +function TotalMass(s::SolarSystem) + M = 0.0 + for b in s.bodies + M += b.m + end + return M +end + +function TotalLinearMomentum(s::SolarSystem) + P = zeros(3) + for b in s.bodies + P += momentum(b) + end + return P +end + +function TotalAngularMomentum(s::SolarSystem) + L = zeros(3) + for b in s.bodies + L += angularMomentum(b) + end + + return L +end + +function TotalEnergy(s::SolarSystem) + ke = 0.0 + pe = 0.0 + + for body1 in s.bodies + ke += kineticEnergy(body1) + for body2 in s.bodies + if (body1 != body2) + pe += 0.5 * potentialEnergy(body1, body2) + end + end + end + + return pe + ke +end + +function CenterOfMassFrame!(s::SolarSystem) + + M = TotalMass(s) + P = TotalLinearMomentum(s) + V = P / M + + s.phaseSpace = zeros(6, 0) + for body in s.bodies + body.v -= V #boost to COM frame + s.phaseSpace = [s.phaseSpace rv(body)] + end + + return nothing +end + +function tendency!(dps, ps, s::SolarSystem, t) + + i = 1 # update phase space of individual bodies + for b in s.bodies + b.r = ps[1:3, i] + b.v = ps[4:6, i] + i += 1 + end + + # find velocities of bodies and forces on them. O(N^2) computational cost + N = s.numberOfBodies + for i in 1:N + b1 = s.bodies[i] + dps[1:3, i] = b1.v #dr/dt + dps[4:6, i] = zeros(3) + for j in 1:i-1 + b2 = s.bodies[j] + f = force(b1, b2) # call only once + dps[4:6, i] += b2.m * f + dps[4:6, j] -= b1.m * f # Newton's 3rd law + end + end + + return nothing +end + +function parallel_tendency!(dps, ps, s::SolarSystem, t) + + i = 1 # update phase space of individual bodies + for b in s.bodies + b.r = ps[1:3, i] + b.v = ps[4:6, i] + i += 1 + end + + # find velocities of bodies and forces on them. O(N^2) computational cost + N = s.numberOfBodies + Threads.@threads for i in 1:N + b1 = s.bodies[i] + dps[1:3, i] = b1.v #dr/dt + dps[4:6, i] = zeros(3) + for j in 1:N + if (j != i) + b2 = s.bodies[j] + f = force(b1, b2) + dps[4:6, i] += b2.m * f + end + end + end + + return nothing +end + +s = SolarSystem() +CenterOfMassFrame!(s) +println(typeof(s)) +println("Initial total energy = ", TotalEnergy(s)) +println("Initial total linear momentum = ", TotalLinearMomentum(s)) +println("Initial total angular momentum = ", TotalAngularMomentum(s)) +println("Number of bodies = ", s.numberOfBodies) +for b in s.bodies + println("body name = ", b.name) +end + +t_final = 200.0 # final time of simulation +tspan = (0.0, t_final) # span of time to simulate +prob = ODEProblem(tendency!, s.phaseSpace, tspan, s) # specify ODE +sol = solve(prob, maxiters=1e8, reltol=1e-10, abstol=1e-10) # solve using Tsit5 algorithm to specified accuracy + +println("\n\t Results") +println("Final time = ", sol.t[end]) +println("Final total energy = ", TotalEnergy(s)) +println("Final total linear momentum = ", TotalLinearMomentum(s)) +println("Final total angular momentum = ", TotalAngularMomentum(s)) + +function eccentricity(body::Int64, solution) + n = size(solution[1, 1, :])[1] + samples = 1000 + interval = floor(Int, n/samples) + ϵ = zeros(samples-1) + time = zeros(samples-1) + for i in 1:samples-1 + r2 = sol[1, body, i*interval:(i+1)*interval].^2 + sol[2, body, i*interval:(i+1)*interval].^2 + sol[3, body, i*interval:(i+1)*interval].^2 + aphelion = sqrt(maximum(r2)) + perihelion = sqrt(minimum(r2)) + ϵ[i] = (aphelion - perihelion) / (aphelion + perihelion) + time[i] = solution.t[i*interval] + end + return (time, ϵ) +end + +function obliquity(body::Int64, solution) + n = size(solution[1, 1, :])[1] + samples = 1000 + interval = floor(Int, n/samples) + ob = zeros(samples) + time = zeros(samples) + for i in 1:samples + r = solution[1:3, body, i*interval] + v = solution[4:6, body, i*interval] + ell = cross(r, v) + norm = sqrt(dot(ell, ell)) + ob[i] = (180.0 / pi) * acos(ell[3]/norm) + time[i] = solution.t[i*interval] + end + return (time, ob) +end + + +body1 = 2 # Jupiter +body2 = 3 # Astroid 1 +body3 = 4 # Astroid 2 +# body4 = 5 # Astroid 3 + +# Plot of orbit +xy = scatter([(sol[1, body1, :], sol[2, body1, :]), (sol[1, body2, :], sol[2, body2, :]), + (sol[1, body3, :], sol[2, body3, :]), + # (sol[1, body4, :], sol[2, body4, :]) + ], + xlabel = "x (AU)", ylabel = "y (AU)", title = "Orbit", + label = ["Jupiter" "Asteroid not in gap (3.0AU)" "Asteroid 2/1 gap (3.27AU)" "Asteroid not in gap (3.7AU)"], + aspect_ratio=:equal, markersize=.5, markerstrokewidth = 0, legend = :bottomright, + colors=[:red :blue :green :black] + ) + +# Plot of obliquity +tilt = obliquity(body2, sol) +obliquityPlot = plot(tilt, xlabel = "t", ylabel = "tilt", legend = false, title = "obliquity") + +# Plot of eccentricity +eccentric = eccentricity(body2, sol) +eccentricityPlot = plot(eccentric, xlabel = "t", ylabel = "ϵ", legend = false, title = "eccentricity") + +#plot(obliquityPlot, eccentricityPlot) +plot(xy, aspect_ratio=:equal) + +savefig("4-17.png") diff --git a/hw4/4-19.jl b/hw4/4-19.jl new file mode 100644 index 0000000..3208b07 --- /dev/null +++ b/hw4/4-19.jl @@ -0,0 +1,282 @@ +#!/Applications/Julia-1.8.app/Contents/Resources/julia/bin/julia +# FOR PROBLEM 4.19 +# author: sotech117 + +# Simulate planet around stationary star + +using Plots # for plotting trajectory +using DifferentialEquations # for solving ODEs +using LinearAlgebra +#using Unitful +#using UnitfulAstro # astrophysical units + +G = 4.0*pi^2 # time scale = year and length scale = AU +δ = 0.0 # deviation from inverse-square law + +param = (G, δ) # parameters of force law + +function tendency!(drp, rp, param, t) + + # 6d phase space + r = rp[1:3] + p = rp[4:6] + θ = rp[7] + + + ω = rp[8] + + (G, δ) = param + + r2 = dot(r, r) + + a = -G * r * r2^(-1.5-δ) # acceleration with m = 1 + + x_c = r[1] + y_c = r[2] + + τ = -3.0 * G * r2^(-2.5 - δ) * (x_c * sin(θ) - y_c * cos(θ)) * (x_c * cos(θ) + y_c * sin(θ)) + + drp[1:3] = p[1:3] + drp[4:6] = a[1:3] + drp[7] = ω + drp[8] = τ +end + +function energy(rp, param) + + r = rp[1:3] + p = rp[4:6] + + (G, δ) = param + + r2 = dot(r, r) + + pe = -G * r2^(-0.5 - δ)/(1.0 + 2.0 * δ) + ke = 0.5 * dot(p, p) + + return pe + ke + +end + +function angularMomentum(rp) + + r = rp[1:3] + p = rp[4:6] + + return cross(r, p) + +end + +# take a list and reduce theta to the interval [-π, π] +function clean_θ(θ::Vector{Float64}) + rθ = [] + for i in 1:length(θ) + tmp = θ[i] % (2 * π) + if tmp > π + tmp = tmp - 2 * π + elseif tmp < -π + tmp = tmp + 2 * π + end + push!(rθ, tmp) + end + return rθ +end + +function simulate(r0x, p0y, θ01) + r0 = [r0x, 0.0, 0.0] # initial position in HU + p0 = [0.0, p0y, 0.0] # initial velocity in HU / year + θ0 = [θ01] + pθ0 = [0.0] + rp0 = vcat(r0, p0, θ0, pθ0) # initial condition in phase space + t_final = 10.0 # final time of simulation + + tspan = (0.0, t_final) # span of time to simulate + + + prob = ODEProblem(tendency!, rp0, tspan, param) # specify ODE + sol = solve(prob, Tsit5(), reltol=1e-12, abstol=1e-12) # solve using Tsit5 algorithm to specified accuracy + + sample_times = sol.t + println("\n\t Results") + println("final time = ", sample_times[end]) + println("Initial energy = ", energy(sol[:,1], param)) + println("Final energy = ", energy(sol[:, end], param)) + println("Initial angular momentum = ", angularMomentum(sol[:,1])) + println("Final angular momentum = ", angularMomentum(sol[:, end])) + + # Plot θ over time + sol[7, :] = clean_θ(sol[7, :]) + + return sol +end + +function calculate_vy1_0(a, e, GM_S) + return sqrt(GM_S * (1.0 - e)/(a * (1.0 + e))) +end + +function calculate_Δθ(sol1, sol2, ticks=1000) + # generate a equal set of times from the smaller of the two simulations + time_0 = min(sol1.t[1], sol2.t[1]) + time_f = min(sol1.t[end], sol2.t[end]) + # make an even step fucntion over the length of these times + sample_times = range(time_0, time_f, length=ticks) + + # interpolate the two simulations to the same time + diff = [] + for i in 1:length(sample_times)-1 + t = sample_times[i] + + # find the index that is before the time + idx1 = -1 + for j in 1:length(sol1.t) + if sol1.t[j] > t + idx1 = j - 1 + break + end + end + idx2 = -1 + for j in 1:length(sol2.t) + if sol2.t[j] > t + idx2 = j - 1 + break + end + end + + # interpolate the values between the two timestamps + θ1 = sol1[7, idx1] + (sol1[7, idx1+1] - sol1[7, idx1]) * (t - sol1.t[idx1])/(sol1.t[idx1+1] - sol1.t[idx1]) + θ2 = sol2[7, idx2] + (sol2[7, idx2+1] - sol2[7, idx2]) * (t - sol2.t[idx2])/(sol2.t[idx2+1] - sol2.t[idx2]) + + push!(diff, sqrt((θ1 - θ2)^2)) + end + + return (sample_times[1:end-1], diff) +end + + +function linear_regression(x, y) + n = length(x) + x̄ = sum(x) / n + ȳ = sum(y) / n + a = sum((x .- x̄) .* (y .- ȳ)) / sum((x .- x̄).^2) + b = ȳ - a * x̄ + return (a, b) +end + + +function find_l_exponent(eccentricity, GM_S) + a = 1.0 + vy1_0 = calculate_vy1_0(a, eccentricity, GM_S) + sol1 = simulate(1.0, vy1_0, 0.0) + sol2 = simulate(1.0, vy1_0, 0.01) # small change in θ_0 + (ts, diff_θ) = calculate_Δθ(sol1, sol2) + + plt = plot(ts, diff_θ, yscale=:ln, xlabel="time (s)", ylabel="Δθ (radians)", title="Δθ vs time", legend=:bottomright, lw=2, label="\$ Δ θ ≡ √{(θ_1 - θ_2)^2} \$") + + # linear regression of the log of the difference + (a, b) = linear_regression(ts, log.(diff_θ)) + a_rounded = round(a, digits=4) + b = round(b, digits=4) + plt = plot!(ts, exp.(a*ts .+ b), label="exp($a_rounded*t + $b)", lw=1.2, color=:red, linestyle=:dash) + + return a, plt +end + +function process_data!(les, es, plt) + # find the first index where the l exponent is greater than .2 + idx = -1 + for i in 1:length(les) + if les[i] > .2 + idx = i + break + end + end + + println("e=$(es[idx]) & l=$(les[idx])") + + # add a vertical line at this value of e + e_rounded = round(es[idx], digits=2) + plot!(plt, [es[idx], es[idx]], [-0, .75], label="e : L > 0 ≈ $(e_rounded)", color=:red, lw=.75, linestyle=:dash) + + # perform a log regression only on values where the l exponent is greater than .2 + # (a, b) = linear_regression(es[idx:end], log.(les[idx:end])) + # a_rounded = round(a, digits=2) + # b = round(b, digits=2) + # plot!(plt, es[idx:end], exp.(a*es[idx:end] .+ b), label="L ≈ exp($a_rounded*e + $b)", lw=2, color=:orange, linestyle=:dash) + + return +end + +# simualte two elipical +# eccentricity = .224 +# (a, plt) = find_l_exponent(eccentricity, G) + +# generate a span of eccentricities + +# eccentricities = range(0.0, .985, length=750) # todo: add more len for final render +# l_exponents = [] +# for e in eccentricities +# (a, _) = find_l_exponent(e, G) +# push!(l_exponents, a) +# end + +# # do a normal plot +# # p1 = plot( +# # eccentricities, l_exponents, xlabel="eccentricity (e)", ylabel="Lyapunov Exponents (L)", title="Lyapunov Exponent vs Eccentricity", +# # lw=.8, label="Lyapunov Exponents (connected)") +# p1 = scatter(eccentricities, l_exponents, +# title="Lyapunov Exponent vs Eccentricity", xlabel="Eccentricity (e)", ylabel="Lyapunov Exponent (L)", +# color=:blue, markerstrokealpha=0.0, markersize=2, msw=0.0, +# label="Lyapunov Exponents") + +# # process the data +# process_data!(l_exponents, eccentricities, p1) + +# savefig(p1, "hw4/4-19-final.png") + + +eccentricity = .224 +vy_elipitical = calculate_vy1_0(1.0, eccentricity, G) +println("vy1_0 = ", vy_elipitical) +sol1 = simulate(1.0, vy_elipitical, 0.0) +sol2 = simulate(1.0, vy_elipitical, 0.01) # small change in θ_0 +(ts, diff_θ) = calculate_Δθ(sol1, sol2) +# plot the θ over time +plt_1 = plot(sol1.t, sol1[7, :], xlabel="time (Hyperion years)", ylabel="θ (radians)", title="θ vs time \$(θ_0 = 0, e = .224\$)", legend=false, lw=2, label="θ_0 = 0.0") +# plot the ω over time +plt_2 = plot(sol2.t, sol2[7, :], xlabel="time (Hyperion years)", ylabel="θ (radians)", title="θ vs time \$(θ_0 = .01, e = .224)\$", legend=false, lw=2, label="ω_0 = 0.0") +# plot the difference in θ over time +plot_3 = plot(ts, diff_θ, yscale=:ln, xlabel="time (Hyperion years) ", ylabel="Δθ (radians)", title="Δθ vs time", legend=:bottomright, lw=2, label="\$ Δ θ ≡ √{(θ_1 - θ_2)^2} \$") + +# apply a linear regression to the log of the difference +(a, b) = linear_regression(ts, log.(diff_θ)) +a_rounded = round(a, digits=2) +b = round(b, digits=2) +plot_3 = plot!(ts, exp.(a*ts .+ b), label="exp($a_rounded*t + $b)", lw=1.2, color=:red, linestyle=:dash) + +plt_combined = plot(plt_1, plt_2, plot_3, layout=(3, 1), size=(800, 1000)) +savefig(plt_combined, "hw4/4-19-.224.png") + +# run another simuation, but only a circle +e = 0 +vy_circular = calculate_vy1_0(1.0, e, G) +println("vy1_0 = ", vy_circular) +sol1 = simulate(1.0, vy_circular, 0.0) +sol2 = simulate(1.0, vy_circular, 0.01) # small change in θ_0 +(ts, diff_θ) = calculate_Δθ(sol1, sol2) +# plot the θ over time +plt_1 = plot(sol1.t, sol1[7, :], xlabel="time (Hyperion years)", ylabel="θ (radians)", title="θ vs time (\$θ_0 = 0, e = 0\$)", lw=2, legend=false) +# plot the ω over time +plt_2 = plot(sol2.t, sol2[7, :], xlabel="time (Hyperion years)", ylabel="θ (radians)", title="θ vs time (\$θ_0 = .01, e = 0)\$", lw=2, legend = false) +# plot the difference in θ over time +plt = plot(ts, diff_θ, yscale=:ln, xlabel="time (Hyperion years)", ylabel="Δθ (radians)", title="Δθ vs time", legend=:bottomright, lw=2, label="\$ Δ θ ≡ √{(θ_1 - θ_2)^2} \$") + +# apply a linear regression to the log of the difference +(a, b) = linear_regression(ts, log.(diff_θ)) +a_rounded = round(a, digits=2) +b = round(b, digits=2) +plt = plot!(ts, exp.(a*ts .+ b), label="exp($a_rounded*t + $b)", lw=1.2, color=:red, linestyle=:dash) + +plt_combined = plot(plt_1, plt_2, plt, layout=(3, 1), size=(800, 1000)) + +savefig(plt_combined, "hw4/4-19-0.png") + diff --git a/hw4/SolarSystem3.jl b/hw4/SolarSystem3.jl new file mode 100644 index 0000000..d423669 --- /dev/null +++ b/hw4/SolarSystem3.jl @@ -0,0 +1,274 @@ +#!/Applications/Julia-1.8.app/Contents/Resources/julia/bin/julia + +# Simulate a solar system + +using Plots # for plotting trajectory +using DifferentialEquations # for solving ODEs +using LinearAlgebra # for dot and cross products + +println("Number of threads = ", Threads.nthreads()) + +G = 4.0*pi^2 # time scale = year and length scale = AU + +mutable struct body + name::String # name of star or planet + m::Float64 # mass + r::Vector{Float64} # position vector + v::Vector{Float64} # velocity vector +end + +function star(name="Sun", m = 1.0, r = zeros(3), v = zeros(3)) + return body(name, m, r, v) +end + +function planet(name="Earth", m=3.0e-6, a=1.0, ϵ=0.017, i=0.0) + perihelion = (1.0 - ϵ) * a + aphelion = (1.0 + ϵ) * a + speed = sqrt(G * (1.0 + ϵ)^2 / (a * (1.0 - ϵ^2))) + phi = 0.0 + r = [perihelion * cos(i*pi/180.0) * cos(phi), perihelion * cos(i*pi/180.0) * sin(phi), perihelion * sin(i*pi/180.0)] + v = [-speed * sin(phi), speed * cos(phi), 0.0] + return body(name, m, r, v) +end + +function momentum(b::body) + return b.m * b.v +end + +function angularMomentum(b::body) + return b.m * cross(b.r, b.v) +end + +function kineticEnergy(b::body) + v = b.v + m = b.m + return 0.5 * m * dot(v, v) +end + +function potentialEnergy(body1::body, body2::body) + r = body1.r - body2.r + rSquared = dot(r, r) + return -G * body1.m * body2.m / sqrt(rSquared) +end + +function rv(b::body) + return [b.r; b.v] +end + +function force(body1::body, body2::body) + r = body1.r - body2.r + rSquared = dot(r, r) + return -G * r * rSquared^(-1.5) + #return -G * r / (rSquared * sqrt(rSquared)) +end + +mutable struct SolarSystem + bodies::Vector{body} + numberOfBodies::Int64 + phaseSpace::Matrix{Float64} # 6N dimensional phase space +end + +function SolarSystem() + + bodies = Vector{body}() + push!(bodies, star()) # default = Sun + push!(bodies, planet("Venus", 2.44e-6, 0.72, 0.0068, 3.39)) + push!(bodies, planet("Earth", 3.0e-6, 1.0, 0.017, 0.0)) + push!(bodies, planet("Jupiter", 0.00095, 5.2, 0.049, 1.3)) + push!(bodies, planet("Saturn", 0.000285, 9.58, 0.055, 2.48)) + numberOfBodies = size(bodies)[1] + + phaseSpace = zeros(6, 0) + for b in bodies + phaseSpace = [phaseSpace rv(b)] + end + + return SolarSystem(bodies, numberOfBodies, phaseSpace) + +end + +function TotalMass(s::SolarSystem) + M = 0.0 + for b in s.bodies + M += b.m + end + return M +end + +function TotalLinearMomentum(s::SolarSystem) + P = zeros(3) + for b in s.bodies + P += momentum(b) + end + return P +end + +function TotalAngularMomentum(s::SolarSystem) + L = zeros(3) + for b in s.bodies + L += angularMomentum(b) + end + + return L +end + +function TotalEnergy(s::SolarSystem) + ke = 0.0 + pe = 0.0 + + for body1 in s.bodies + ke += kineticEnergy(body1) + for body2 in s.bodies + if (body1 != body2) + pe += 0.5 * potentialEnergy(body1, body2) + end + end + end + + return pe + ke +end + +function CenterOfMassFrame!(s::SolarSystem) + + M = TotalMass(s) + P = TotalLinearMomentum(s) + V = P / M + + s.phaseSpace = zeros(6, 0) + for body in s.bodies + body.v -= V #boost to COM frame + s.phaseSpace = [s.phaseSpace rv(body)] + end + + return nothing +end + +function tendency!(dps, ps, s::SolarSystem, t) + + i = 1 # update phase space of individual bodies + for b in s.bodies + b.r = ps[1:3, i] + b.v = ps[4:6, i] + i += 1 + end + + # find velocities of bodies and forces on them. O(N^2) computational cost + N = s.numberOfBodies + for i in 1:N + b1 = s.bodies[i] + dps[1:3, i] = b1.v #dr/dt + dps[4:6, i] = zeros(3) + for j in 1:i-1 + b2 = s.bodies[j] + f = force(b1, b2) # call only once + dps[4:6, i] += b2.m * f + dps[4:6, j] -= b1.m * f # Newton's 3rd law + end + end + + return nothing +end + +function parallel_tendency!(dps, ps, s::SolarSystem, t) + + i = 1 # update phase space of individual bodies + for b in s.bodies + b.r = ps[1:3, i] + b.v = ps[4:6, i] + i += 1 + end + + # find velocities of bodies and forces on them. O(N^2) computational cost + N = s.numberOfBodies + Threads.@threads for i in 1:N + b1 = s.bodies[i] + dps[1:3, i] = b1.v #dr/dt + dps[4:6, i] = zeros(3) + for j in 1:N + if (j != i) + b2 = s.bodies[j] + f = force(b1, b2) + dps[4:6, i] += b2.m * f + end + end + end + + return nothing +end + +s = SolarSystem() +CenterOfMassFrame!(s) +println(typeof(s)) +println("Initial total energy = ", TotalEnergy(s)) +println("Initial total linear momentum = ", TotalLinearMomentum(s)) +println("Initial total angular momentum = ", TotalAngularMomentum(s)) +println("Number of bodies = ", s.numberOfBodies) +for b in s.bodies + println("body name = ", b.name) +end + +t_final = 1000.0 # final time of simulation +tspan = (0.0, t_final) # span of time to simulate +prob = ODEProblem(tendency!, s.phaseSpace, tspan, s) # specify ODE +sol = solve(prob, maxiters=1e8, reltol=1e-10, abstol=1e-10) # solve using Tsit5 algorithm to specified accuracy + +println("\n\t Results") +println("Final time = ", sol.t[end]) +println("Final total energy = ", TotalEnergy(s)) +println("Final total linear momentum = ", TotalLinearMomentum(s)) +println("Final total angular momentum = ", TotalAngularMomentum(s)) + +function eccentricity(body::Int64, solution) + n = size(solution[1, 1, :])[1] + samples = 1000 + interval = floor(Int, n/samples) + ϵ = zeros(samples-1) + time = zeros(samples-1) + for i in 1:samples-1 + r2 = sol[1, body, i*interval:(i+1)*interval].^2 + sol[2, body, i*interval:(i+1)*interval].^2 + sol[3, body, i*interval:(i+1)*interval].^2 + aphelion = sqrt(maximum(r2)) + perihelion = sqrt(minimum(r2)) + ϵ[i] = (aphelion - perihelion) / (aphelion + perihelion) + time[i] = solution.t[i*interval] + end + return (time, ϵ) +end + +function obliquity(body::Int64, solution) + n = size(solution[1, 1, :])[1] + samples = 1000 + interval = floor(Int, n/samples) + ob = zeros(samples) + time = zeros(samples) + for i in 1:samples + r = solution[1:3, body, i*interval] + v = solution[4:6, body, i*interval] + ell = cross(r, v) + norm = sqrt(dot(ell, ell)) + ob[i] = (180.0 / pi) * acos(ell[3]/norm) + time[i] = solution.t[i*interval] + end + return (time, ob) +end + + +body1 = 2 +body2 = 3 # Earth +body3 = 4 +body4 = 5 + +# Plot of orbit +xy = plot([(sol[1, body1, :], sol[2, body1, :]), (sol[1, body2, :], sol[2, body2, :]), + (sol[1, body3, :], sol[2, body3, :]), (sol[1, body4, :], sol[2, body4, :])], colors = ("yellow", "green"), xlabel = "x", ylabel = "y", legend = false, title = "Orbit") + +# Plot of obliquity +tilt = obliquity(body2, sol) +obliquityPlot = plot(tilt, xlabel = "t", ylabel = "tilt", legend = false, title = "obliquity") + +# Plot of eccentricity +eccentric = eccentricity(body2, sol) +eccentricityPlot = plot(eccentric, xlabel = "t", ylabel = "ϵ", legend = false, title = "eccentricity") + +#plot(obliquityPlot, eccentricityPlot) +plot(xy, aspect_ratio=:equal) + diff --git a/hw4/comphysHW4-final.pdf b/hw4/comphysHW4-final.pdf Binary files differnew file mode 100644 index 0000000..b37a6ec --- /dev/null +++ b/hw4/comphysHW4-final.pdf diff --git a/hw4/images/.DS_Store b/hw4/images/.DS_Store Binary files differnew file mode 100644 index 0000000..5008ddf --- /dev/null +++ b/hw4/images/.DS_Store diff --git a/hw4/images/4-10-dθvdt-ldl.png b/hw4/images/4-10-dθvdt-ldl.png Binary files differnew file mode 100644 index 0000000..3566481 --- /dev/null +++ b/hw4/images/4-10-dθvdt-ldl.png diff --git a/hw4/images/4-10.png b/hw4/images/4-10.png Binary files differindex 8df2664..f4803ef 100644 --- a/hw4/images/4-10.png +++ b/hw4/images/4-10.png diff --git a/hw4/images/4-17.png b/hw4/images/4-17.png Binary files differnew file mode 100644 index 0000000..4daca05 --- /dev/null +++ b/hw4/images/4-17.png diff --git a/hw4/images/4-19-.224.png b/hw4/images/4-19-.224.png Binary files differnew file mode 100644 index 0000000..4904474 --- /dev/null +++ b/hw4/images/4-19-.224.png diff --git a/hw4/images/4-19-0.png b/hw4/images/4-19-0.png Binary files differnew file mode 100644 index 0000000..a868a5b --- /dev/null +++ b/hw4/images/4-19-0.png diff --git a/hw4/images/4-19-final.png b/hw4/images/4-19-final.png Binary files differnew file mode 100644 index 0000000..4fab26d --- /dev/null +++ b/hw4/images/4-19-final.png diff --git a/hw4/images/4-19-log.png b/hw4/images/4-19-log.png Binary files differnew file mode 100644 index 0000000..b06e7df --- /dev/null +++ b/hw4/images/4-19-log.png diff --git a/hw4/images/4-19.png b/hw4/images/4-19.png Binary files differnew file mode 100644 index 0000000..ce12d9c --- /dev/null +++ b/hw4/images/4-19.png diff --git a/hw4/images/A_alphachange.png b/hw4/images/A_alphachange.png Binary files differnew file mode 100644 index 0000000..10e01a4 --- /dev/null +++ b/hw4/images/A_alphachange.png diff --git a/hw4/images/l_exponent.svg b/hw4/images/l_exponent.svg new file mode 100644 index 0000000..ad76bd5 --- /dev/null +++ b/hw4/images/l_exponent.svg @@ -0,0 +1,144 @@ +<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="600" height="400" viewBox="0 0 2400 1600"> +<defs> + <clipPath id="clip260"> + <rect x="0" y="0" width="2400" height="1600"></rect> + </clipPath> +</defs> +<path clip-path="url(#clip260)" d="M0 1600 L2400 1600 L2400 8.88178e-14 L0 8.88178e-14 Z" fill="#ffffff" fill-rule="evenodd" fill-opacity="1"></path> +<defs> + <clipPath id="clip261"> + <rect x="480" y="0" width="1681" height="1600"></rect> + </clipPath> +</defs> +<path clip-path="url(#clip260)" d="M219.866 1423.18 L2352.76 1423.18 L2352.76 123.472 L219.866 123.472 Z" fill="#ffffff" fill-rule="evenodd" fill-opacity="1"></path> +<defs> + <clipPath id="clip262"> + <rect x="219" y="123" width="2134" height="1301"></rect> + </clipPath> +</defs> +<polyline clip-path="url(#clip262)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:2; stroke-opacity:0.1; fill:none" points="280.231,1423.18 280.231,123.472 "></polyline> +<polyline clip-path="url(#clip262)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:2; stroke-opacity:0.1; fill:none" points="790.932,1423.18 790.932,123.472 "></polyline> +<polyline clip-path="url(#clip262)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:2; stroke-opacity:0.1; fill:none" points="1301.63,1423.18 1301.63,123.472 "></polyline> +<polyline clip-path="url(#clip262)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:2; stroke-opacity:0.1; fill:none" points="1812.33,1423.18 1812.33,123.472 "></polyline> +<polyline clip-path="url(#clip262)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:2; stroke-opacity:0.1; fill:none" points="2323.03,1423.18 2323.03,123.472 "></polyline> +<polyline clip-path="url(#clip260)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:4; stroke-opacity:1; fill:none" points="219.866,1423.18 2352.76,1423.18 "></polyline> +<polyline clip-path="url(#clip260)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:4; stroke-opacity:1; fill:none" points="280.231,1423.18 280.231,1404.28 "></polyline> +<polyline clip-path="url(#clip260)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:4; stroke-opacity:1; fill:none" points="790.932,1423.18 790.932,1404.28 "></polyline> +<polyline clip-path="url(#clip260)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:4; stroke-opacity:1; fill:none" points="1301.63,1423.18 1301.63,1404.28 "></polyline> +<polyline clip-path="url(#clip260)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:4; stroke-opacity:1; fill:none" points="1812.33,1423.18 1812.33,1404.28 "></polyline> +<polyline clip-path="url(#clip260)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:4; stroke-opacity:1; fill:none" points="2323.03,1423.18 2323.03,1404.28 "></polyline> +<path clip-path="url(#clip260)" d="M242.535 1454.1 Q238.923 1454.1 237.095 1457.66 Q235.289 1461.2 235.289 1468.33 Q235.289 1475.44 237.095 1479.01 Q238.923 1482.55 242.535 1482.55 Q246.169 1482.55 247.974 1479.01 Q249.803 1475.44 249.803 1468.33 Q249.803 1461.2 247.974 1457.66 Q246.169 1454.1 242.535 1454.1 M242.535 1450.39 Q248.345 1450.39 251.4 1455 Q254.479 1459.58 254.479 1468.33 Q254.479 1477.06 251.4 1481.67 Q248.345 1486.25 242.535 1486.25 Q236.724 1486.25 233.646 1481.67 Q230.59 1477.06 230.59 1468.33 Q230.59 1459.58 233.646 1455 Q236.724 1450.39 242.535 1450.39 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M262.696 1479.7 L267.581 1479.7 L267.581 1485.58 L262.696 1485.58 L262.696 1479.7 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M287.766 1454.1 Q284.155 1454.1 282.326 1457.66 Q280.52 1461.2 280.52 1468.33 Q280.52 1475.44 282.326 1479.01 Q284.155 1482.55 287.766 1482.55 Q291.4 1482.55 293.206 1479.01 Q295.034 1475.44 295.034 1468.33 Q295.034 1461.2 293.206 1457.66 Q291.4 1454.1 287.766 1454.1 M287.766 1450.39 Q293.576 1450.39 296.631 1455 Q299.71 1459.58 299.71 1468.33 Q299.71 1477.06 296.631 1481.67 Q293.576 1486.25 287.766 1486.25 Q281.956 1486.25 278.877 1481.67 Q275.821 1477.06 275.821 1468.33 Q275.821 1459.58 278.877 1455 Q281.956 1450.39 287.766 1450.39 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M317.928 1454.1 Q314.317 1454.1 312.488 1457.66 Q310.682 1461.2 310.682 1468.33 Q310.682 1475.44 312.488 1479.01 Q314.317 1482.55 317.928 1482.55 Q321.562 1482.55 323.367 1479.01 Q325.196 1475.44 325.196 1468.33 Q325.196 1461.2 323.367 1457.66 Q321.562 1454.1 317.928 1454.1 M317.928 1450.39 Q323.738 1450.39 326.793 1455 Q329.872 1459.58 329.872 1468.33 Q329.872 1477.06 326.793 1481.67 Q323.738 1486.25 317.928 1486.25 Q312.117 1486.25 309.039 1481.67 Q305.983 1477.06 305.983 1468.33 Q305.983 1459.58 309.039 1455 Q312.117 1450.39 317.928 1450.39 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M753.733 1454.1 Q750.122 1454.1 748.293 1457.66 Q746.487 1461.2 746.487 1468.33 Q746.487 1475.44 748.293 1479.01 Q750.122 1482.55 753.733 1482.55 Q757.367 1482.55 759.172 1479.01 Q761.001 1475.44 761.001 1468.33 Q761.001 1461.2 759.172 1457.66 Q757.367 1454.1 753.733 1454.1 M753.733 1450.39 Q759.543 1450.39 762.598 1455 Q765.677 1459.58 765.677 1468.33 Q765.677 1477.06 762.598 1481.67 Q759.543 1486.25 753.733 1486.25 Q747.923 1486.25 744.844 1481.67 Q741.788 1477.06 741.788 1468.33 Q741.788 1459.58 744.844 1455 Q747.923 1450.39 753.733 1450.39 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M773.895 1479.7 L778.779 1479.7 L778.779 1485.58 L773.895 1485.58 L773.895 1479.7 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M792.992 1481.64 L809.311 1481.64 L809.311 1485.58 L787.367 1485.58 L787.367 1481.64 Q790.029 1478.89 794.612 1474.26 Q799.219 1469.61 800.399 1468.27 Q802.644 1465.74 803.524 1464.01 Q804.427 1462.25 804.427 1460.56 Q804.427 1457.8 802.482 1456.07 Q800.561 1454.33 797.459 1454.33 Q795.26 1454.33 792.807 1455.09 Q790.376 1455.86 787.598 1457.41 L787.598 1452.69 Q790.422 1451.55 792.876 1450.97 Q795.33 1450.39 797.367 1450.39 Q802.737 1450.39 805.932 1453.08 Q809.126 1455.77 809.126 1460.26 Q809.126 1462.39 808.316 1464.31 Q807.529 1466.2 805.422 1468.8 Q804.844 1469.47 801.742 1472.69 Q798.64 1475.88 792.992 1481.64 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M819.172 1451.02 L837.529 1451.02 L837.529 1454.96 L823.455 1454.96 L823.455 1463.43 Q824.473 1463.08 825.492 1462.92 Q826.51 1462.73 827.529 1462.73 Q833.316 1462.73 836.695 1465.9 Q840.075 1469.08 840.075 1474.49 Q840.075 1480.07 836.603 1483.17 Q833.13 1486.25 826.811 1486.25 Q824.635 1486.25 822.367 1485.88 Q820.121 1485.51 817.714 1484.77 L817.714 1480.07 Q819.797 1481.2 822.019 1481.76 Q824.242 1482.32 826.718 1482.32 Q830.723 1482.32 833.061 1480.21 Q835.399 1478.1 835.399 1474.49 Q835.399 1470.88 833.061 1468.77 Q830.723 1466.67 826.718 1466.67 Q824.843 1466.67 822.968 1467.08 Q821.117 1467.5 819.172 1468.38 L819.172 1451.02 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1263.94 1454.1 Q1260.32 1454.1 1258.5 1457.66 Q1256.69 1461.2 1256.69 1468.33 Q1256.69 1475.44 1258.5 1479.01 Q1260.32 1482.55 1263.94 1482.55 Q1267.57 1482.55 1269.38 1479.01 Q1271.2 1475.44 1271.2 1468.33 Q1271.2 1461.2 1269.38 1457.66 Q1267.57 1454.1 1263.94 1454.1 M1263.94 1450.39 Q1269.75 1450.39 1272.8 1455 Q1275.88 1459.58 1275.88 1468.33 Q1275.88 1477.06 1272.8 1481.67 Q1269.75 1486.25 1263.94 1486.25 Q1258.13 1486.25 1255.05 1481.67 Q1251.99 1477.06 1251.99 1468.33 Q1251.99 1459.58 1255.05 1455 Q1258.13 1450.39 1263.94 1450.39 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1284.1 1479.7 L1288.98 1479.7 L1288.98 1485.58 L1284.1 1485.58 L1284.1 1479.7 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1299.21 1451.02 L1317.57 1451.02 L1317.57 1454.96 L1303.5 1454.96 L1303.5 1463.43 Q1304.51 1463.08 1305.53 1462.92 Q1306.55 1462.73 1307.57 1462.73 Q1313.36 1462.73 1316.74 1465.9 Q1320.12 1469.08 1320.12 1474.49 Q1320.12 1480.07 1316.64 1483.17 Q1313.17 1486.25 1306.85 1486.25 Q1304.68 1486.25 1302.41 1485.88 Q1300.16 1485.51 1297.75 1484.77 L1297.75 1480.07 Q1299.84 1481.2 1302.06 1481.76 Q1304.28 1482.32 1306.76 1482.32 Q1310.76 1482.32 1313.1 1480.21 Q1315.44 1478.1 1315.44 1474.49 Q1315.44 1470.88 1313.1 1468.77 Q1310.76 1466.67 1306.76 1466.67 Q1304.88 1466.67 1303.01 1467.08 Q1301.16 1467.5 1299.21 1468.38 L1299.21 1451.02 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1339.33 1454.1 Q1335.72 1454.1 1333.89 1457.66 Q1332.08 1461.2 1332.08 1468.33 Q1332.08 1475.44 1333.89 1479.01 Q1335.72 1482.55 1339.33 1482.55 Q1342.96 1482.55 1344.77 1479.01 Q1346.6 1475.44 1346.6 1468.33 Q1346.6 1461.2 1344.77 1457.66 Q1342.96 1454.1 1339.33 1454.1 M1339.33 1450.39 Q1345.14 1450.39 1348.19 1455 Q1351.27 1459.58 1351.27 1468.33 Q1351.27 1477.06 1348.19 1481.67 Q1345.14 1486.25 1339.33 1486.25 Q1333.52 1486.25 1330.44 1481.67 Q1327.38 1477.06 1327.38 1468.33 Q1327.38 1459.58 1330.44 1455 Q1333.52 1450.39 1339.33 1450.39 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1775.13 1454.1 Q1771.52 1454.1 1769.69 1457.66 Q1767.89 1461.2 1767.89 1468.33 Q1767.89 1475.44 1769.69 1479.01 Q1771.52 1482.55 1775.13 1482.55 Q1778.77 1482.55 1780.57 1479.01 Q1782.4 1475.44 1782.4 1468.33 Q1782.4 1461.2 1780.57 1457.66 Q1778.77 1454.1 1775.13 1454.1 M1775.13 1450.39 Q1780.94 1450.39 1784 1455 Q1787.08 1459.58 1787.08 1468.33 Q1787.08 1477.06 1784 1481.67 Q1780.94 1486.25 1775.13 1486.25 Q1769.32 1486.25 1766.24 1481.67 Q1763.19 1477.06 1763.19 1468.33 Q1763.19 1459.58 1766.24 1455 Q1769.32 1450.39 1775.13 1450.39 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1795.3 1479.7 L1800.18 1479.7 L1800.18 1485.58 L1795.3 1485.58 L1795.3 1479.7 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1809.18 1451.02 L1831.41 1451.02 L1831.41 1453.01 L1818.86 1485.58 L1813.98 1485.58 L1825.78 1454.96 L1809.18 1454.96 L1809.18 1451.02 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1840.57 1451.02 L1858.93 1451.02 L1858.93 1454.96 L1844.86 1454.96 L1844.86 1463.43 Q1845.87 1463.08 1846.89 1462.92 Q1847.91 1462.73 1848.93 1462.73 Q1854.72 1462.73 1858.1 1465.9 Q1861.48 1469.08 1861.48 1474.49 Q1861.48 1480.07 1858 1483.17 Q1854.53 1486.25 1848.21 1486.25 Q1846.04 1486.25 1843.77 1485.88 Q1841.52 1485.51 1839.11 1484.77 L1839.11 1480.07 Q1841.2 1481.2 1843.42 1481.76 Q1845.64 1482.32 1848.12 1482.32 Q1852.12 1482.32 1854.46 1480.21 Q1856.8 1478.1 1856.8 1474.49 Q1856.8 1470.88 1854.46 1468.77 Q1852.12 1466.67 1848.12 1466.67 Q1846.24 1466.67 1844.37 1467.08 Q1842.52 1467.5 1840.57 1468.38 L1840.57 1451.02 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2275.11 1481.64 L2282.74 1481.64 L2282.74 1455.28 L2274.43 1456.95 L2274.43 1452.69 L2282.7 1451.02 L2287.37 1451.02 L2287.37 1481.64 L2295.01 1481.64 L2295.01 1485.58 L2275.11 1485.58 L2275.11 1481.64 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2304.46 1479.7 L2309.34 1479.7 L2309.34 1485.58 L2304.46 1485.58 L2304.46 1479.7 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2329.53 1454.1 Q2325.92 1454.1 2324.09 1457.66 Q2322.28 1461.2 2322.28 1468.33 Q2322.28 1475.44 2324.09 1479.01 Q2325.92 1482.55 2329.53 1482.55 Q2333.16 1482.55 2334.97 1479.01 Q2336.79 1475.44 2336.79 1468.33 Q2336.79 1461.2 2334.97 1457.66 Q2333.16 1454.1 2329.53 1454.1 M2329.53 1450.39 Q2335.34 1450.39 2338.39 1455 Q2341.47 1459.58 2341.47 1468.33 Q2341.47 1477.06 2338.39 1481.67 Q2335.34 1486.25 2329.53 1486.25 Q2323.72 1486.25 2320.64 1481.67 Q2317.58 1477.06 2317.58 1468.33 Q2317.58 1459.58 2320.64 1455 Q2323.72 1450.39 2329.53 1450.39 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2359.69 1454.1 Q2356.08 1454.1 2354.25 1457.66 Q2352.44 1461.2 2352.44 1468.33 Q2352.44 1475.44 2354.25 1479.01 Q2356.08 1482.55 2359.69 1482.55 Q2363.32 1482.55 2365.13 1479.01 Q2366.96 1475.44 2366.96 1468.33 Q2366.96 1461.2 2365.13 1457.66 Q2363.32 1454.1 2359.69 1454.1 M2359.69 1450.39 Q2365.5 1450.39 2368.55 1455 Q2371.63 1459.58 2371.63 1468.33 Q2371.63 1477.06 2368.55 1481.67 Q2365.5 1486.25 2359.69 1486.25 Q2353.88 1486.25 2350.8 1481.67 Q2347.74 1477.06 2347.74 1468.33 Q2347.74 1459.58 2350.8 1455 Q2353.88 1450.39 2359.69 1450.39 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1131.24 1548.76 L1131.24 1551.62 L1104.32 1551.62 Q1104.7 1557.67 1107.94 1560.85 Q1111.22 1564 1117.05 1564 Q1120.42 1564 1123.57 1563.17 Q1126.75 1562.35 1129.87 1560.69 L1129.87 1566.23 Q1126.72 1567.57 1123.41 1568.27 Q1120.1 1568.97 1116.7 1568.97 Q1108.17 1568.97 1103.17 1564 Q1098.2 1559.04 1098.2 1550.57 Q1098.2 1541.82 1102.92 1536.69 Q1107.66 1531.54 1115.68 1531.54 Q1122.87 1531.54 1127.04 1536.18 Q1131.24 1540.8 1131.24 1548.76 M1125.39 1547.04 Q1125.32 1542.23 1122.68 1539.37 Q1120.07 1536.5 1115.74 1536.5 Q1110.84 1536.5 1107.88 1539.27 Q1104.95 1542.04 1104.51 1547.07 L1125.39 1547.04 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1166.51 1533.76 L1166.51 1539.24 Q1164.03 1537.87 1161.51 1537.2 Q1159.03 1536.5 1156.48 1536.5 Q1150.79 1536.5 1147.63 1540.13 Q1144.48 1543.73 1144.48 1550.25 Q1144.48 1556.78 1147.63 1560.4 Q1150.79 1564 1156.48 1564 Q1159.03 1564 1161.51 1563.33 Q1164.03 1562.63 1166.51 1561.26 L1166.51 1566.68 Q1164.06 1567.82 1161.42 1568.39 Q1158.81 1568.97 1155.85 1568.97 Q1147.79 1568.97 1143.05 1563.91 Q1138.31 1558.85 1138.31 1550.25 Q1138.31 1541.53 1143.08 1536.53 Q1147.89 1531.54 1156.23 1531.54 Q1158.93 1531.54 1161.51 1532.11 Q1164.09 1532.65 1166.51 1533.76 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1202.35 1533.76 L1202.35 1539.24 Q1199.86 1537.87 1197.35 1537.2 Q1194.87 1536.5 1192.32 1536.5 Q1186.62 1536.5 1183.47 1540.13 Q1180.32 1543.73 1180.32 1550.25 Q1180.32 1556.78 1183.47 1560.4 Q1186.62 1564 1192.32 1564 Q1194.87 1564 1197.35 1563.33 Q1199.86 1562.63 1202.35 1561.26 L1202.35 1566.68 Q1199.9 1567.82 1197.25 1568.39 Q1194.64 1568.97 1191.68 1568.97 Q1183.63 1568.97 1178.89 1563.91 Q1174.15 1558.85 1174.15 1550.25 Q1174.15 1541.53 1178.92 1536.53 Q1183.73 1531.54 1192.07 1531.54 Q1194.77 1531.54 1197.35 1532.11 Q1199.93 1532.65 1202.35 1533.76 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1243.02 1548.76 L1243.02 1551.62 L1216.1 1551.62 Q1216.48 1557.67 1219.73 1560.85 Q1223 1564 1228.83 1564 Q1232.2 1564 1235.35 1563.17 Q1238.54 1562.35 1241.66 1560.69 L1241.66 1566.23 Q1238.5 1567.57 1235.19 1568.27 Q1231.88 1568.97 1228.48 1568.97 Q1219.95 1568.97 1214.95 1564 Q1209.99 1559.04 1209.99 1550.57 Q1209.99 1541.82 1214.7 1536.69 Q1219.44 1531.54 1227.46 1531.54 Q1234.65 1531.54 1238.82 1536.18 Q1243.02 1540.8 1243.02 1548.76 M1237.17 1547.04 Q1237.1 1542.23 1234.46 1539.37 Q1231.85 1536.5 1227.52 1536.5 Q1222.62 1536.5 1219.66 1539.27 Q1216.73 1542.04 1216.29 1547.07 L1237.17 1547.04 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1282.27 1546.53 L1282.27 1568.04 L1276.41 1568.04 L1276.41 1546.72 Q1276.41 1541.66 1274.44 1539.14 Q1272.47 1536.63 1268.52 1536.63 Q1263.78 1536.63 1261.04 1539.65 Q1258.3 1542.68 1258.3 1547.9 L1258.3 1568.04 L1252.41 1568.04 L1252.41 1532.4 L1258.3 1532.4 L1258.3 1537.93 Q1260.4 1534.72 1263.24 1533.13 Q1266.1 1531.54 1269.82 1531.54 Q1275.97 1531.54 1279.12 1535.36 Q1282.27 1539.14 1282.27 1546.53 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1299.74 1522.27 L1299.74 1532.4 L1311.81 1532.4 L1311.81 1536.95 L1299.74 1536.95 L1299.74 1556.3 Q1299.74 1560.66 1300.92 1561.9 Q1302.13 1563.14 1305.79 1563.14 L1311.81 1563.14 L1311.81 1568.04 L1305.79 1568.04 Q1299.01 1568.04 1296.43 1565.53 Q1293.85 1562.98 1293.85 1556.3 L1293.85 1536.95 L1289.56 1536.95 L1289.56 1532.4 L1293.85 1532.4 L1293.85 1522.27 L1299.74 1522.27 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1340.16 1537.87 Q1339.18 1537.3 1338 1537.04 Q1336.85 1536.76 1335.45 1536.76 Q1330.49 1536.76 1327.82 1540 Q1325.17 1543.22 1325.17 1549.27 L1325.17 1568.04 L1319.29 1568.04 L1319.29 1532.4 L1325.17 1532.4 L1325.17 1537.93 Q1327.02 1534.69 1329.98 1533.13 Q1332.94 1531.54 1337.17 1531.54 Q1337.78 1531.54 1338.51 1531.63 Q1339.24 1531.7 1340.13 1531.85 L1340.16 1537.87 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1346.31 1532.4 L1352.16 1532.4 L1352.16 1568.04 L1346.31 1568.04 L1346.31 1532.4 M1346.31 1518.52 L1352.16 1518.52 L1352.16 1525.93 L1346.31 1525.93 L1346.31 1518.52 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1390.07 1533.76 L1390.07 1539.24 Q1387.59 1537.87 1385.08 1537.2 Q1382.59 1536.5 1380.05 1536.5 Q1374.35 1536.5 1371.2 1540.13 Q1368.05 1543.73 1368.05 1550.25 Q1368.05 1556.78 1371.2 1560.4 Q1374.35 1564 1380.05 1564 Q1382.59 1564 1385.08 1563.33 Q1387.59 1562.63 1390.07 1561.26 L1390.07 1566.68 Q1387.62 1567.82 1384.98 1568.39 Q1382.37 1568.97 1379.41 1568.97 Q1371.36 1568.97 1366.61 1563.91 Q1361.87 1558.85 1361.87 1550.25 Q1361.87 1541.53 1366.65 1536.53 Q1371.45 1531.54 1379.79 1531.54 Q1382.5 1531.54 1385.08 1532.11 Q1387.65 1532.65 1390.07 1533.76 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1400.26 1532.4 L1406.11 1532.4 L1406.11 1568.04 L1400.26 1568.04 L1400.26 1532.4 M1400.26 1518.52 L1406.11 1518.52 L1406.11 1525.93 L1400.26 1525.93 L1400.26 1518.52 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1424.16 1522.27 L1424.16 1532.4 L1436.22 1532.4 L1436.22 1536.95 L1424.16 1536.95 L1424.16 1556.3 Q1424.16 1560.66 1425.34 1561.9 Q1426.55 1563.14 1430.21 1563.14 L1436.22 1563.14 L1436.22 1568.04 L1430.21 1568.04 Q1423.43 1568.04 1420.85 1565.53 Q1418.27 1562.98 1418.27 1556.3 L1418.27 1536.95 L1413.98 1536.95 L1413.98 1532.4 L1418.27 1532.4 L1418.27 1522.27 L1424.16 1522.27 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1458.76 1571.35 Q1456.28 1577.72 1453.92 1579.66 Q1451.56 1581.6 1447.62 1581.6 L1442.94 1581.6 L1442.94 1576.7 L1446.38 1576.7 Q1448.8 1576.7 1450.13 1575.56 Q1451.47 1574.41 1453.09 1570.14 L1454.14 1567.47 L1439.72 1532.4 L1445.93 1532.4 L1457.07 1560.28 L1468.21 1532.4 L1474.42 1532.4 L1458.76 1571.35 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><polyline clip-path="url(#clip262)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:2; stroke-opacity:0.1; fill:none" points="219.866,1396.95 2352.76,1396.95 "></polyline> +<polyline clip-path="url(#clip262)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:2; stroke-opacity:0.1; fill:none" points="219.866,1052.47 2352.76,1052.47 "></polyline> +<polyline clip-path="url(#clip262)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:2; stroke-opacity:0.1; fill:none" points="219.866,707.991 2352.76,707.991 "></polyline> +<polyline clip-path="url(#clip262)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:2; stroke-opacity:0.1; fill:none" points="219.866,363.513 2352.76,363.513 "></polyline> +<polyline clip-path="url(#clip260)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:4; stroke-opacity:1; fill:none" points="219.866,1423.18 219.866,123.472 "></polyline> +<polyline clip-path="url(#clip260)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:4; stroke-opacity:1; fill:none" points="219.866,1396.95 238.764,1396.95 "></polyline> +<polyline clip-path="url(#clip260)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:4; stroke-opacity:1; fill:none" points="219.866,1052.47 238.764,1052.47 "></polyline> +<polyline clip-path="url(#clip260)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:4; stroke-opacity:1; fill:none" points="219.866,707.991 238.764,707.991 "></polyline> +<polyline clip-path="url(#clip260)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:4; stroke-opacity:1; fill:none" points="219.866,363.513 238.764,363.513 "></polyline> +<path clip-path="url(#clip260)" d="M126.691 1382.74 Q123.08 1382.74 121.251 1386.31 Q119.445 1389.85 119.445 1396.98 Q119.445 1404.09 121.251 1407.65 Q123.08 1411.19 126.691 1411.19 Q130.325 1411.19 132.13 1407.65 Q133.959 1404.09 133.959 1396.98 Q133.959 1389.85 132.13 1386.31 Q130.325 1382.74 126.691 1382.74 M126.691 1379.04 Q132.501 1379.04 135.556 1383.65 Q138.635 1388.23 138.635 1396.98 Q138.635 1405.71 135.556 1410.31 Q132.501 1414.9 126.691 1414.9 Q120.88 1414.9 117.802 1410.31 Q114.746 1405.71 114.746 1396.98 Q114.746 1388.23 117.802 1383.65 Q120.88 1379.04 126.691 1379.04 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M146.853 1408.35 L151.737 1408.35 L151.737 1414.23 L146.853 1414.23 L146.853 1408.35 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M171.922 1382.74 Q168.311 1382.74 166.482 1386.31 Q164.677 1389.85 164.677 1396.98 Q164.677 1404.09 166.482 1407.65 Q168.311 1411.19 171.922 1411.19 Q175.556 1411.19 177.362 1407.65 Q179.19 1404.09 179.19 1396.98 Q179.19 1389.85 177.362 1386.31 Q175.556 1382.74 171.922 1382.74 M171.922 1379.04 Q177.732 1379.04 180.788 1383.65 Q183.866 1388.23 183.866 1396.98 Q183.866 1405.71 180.788 1410.31 Q177.732 1414.9 171.922 1414.9 Q166.112 1414.9 163.033 1410.31 Q159.978 1405.71 159.978 1396.98 Q159.978 1388.23 163.033 1383.65 Q166.112 1379.04 171.922 1379.04 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M128.288 1038.27 Q124.677 1038.27 122.848 1041.83 Q121.043 1045.37 121.043 1052.5 Q121.043 1059.61 122.848 1063.17 Q124.677 1066.72 128.288 1066.72 Q131.922 1066.72 133.728 1063.17 Q135.556 1059.61 135.556 1052.5 Q135.556 1045.37 133.728 1041.83 Q131.922 1038.27 128.288 1038.27 M128.288 1034.56 Q134.098 1034.56 137.154 1039.17 Q140.232 1043.75 140.232 1052.5 Q140.232 1061.23 137.154 1065.84 Q134.098 1070.42 128.288 1070.42 Q122.478 1070.42 119.399 1065.84 Q116.343 1061.23 116.343 1052.5 Q116.343 1043.75 119.399 1039.17 Q122.478 1034.56 128.288 1034.56 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M148.45 1063.87 L153.334 1063.87 L153.334 1069.75 L148.45 1069.75 L148.45 1063.87 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M167.547 1065.81 L183.866 1065.81 L183.866 1069.75 L161.922 1069.75 L161.922 1065.81 Q164.584 1063.06 169.167 1058.43 Q173.774 1053.78 174.954 1052.43 Q177.2 1049.91 178.079 1048.17 Q178.982 1046.42 178.982 1044.73 Q178.982 1041.97 177.038 1040.23 Q175.116 1038.5 172.014 1038.5 Q169.815 1038.5 167.362 1039.26 Q164.931 1040.03 162.153 1041.58 L162.153 1036.86 Q164.977 1035.72 167.431 1035.14 Q169.885 1034.56 171.922 1034.56 Q177.292 1034.56 180.487 1037.25 Q183.681 1039.93 183.681 1044.42 Q183.681 1046.55 182.871 1048.48 Q182.084 1050.37 179.977 1052.97 Q179.399 1053.64 176.297 1056.85 Q173.195 1060.05 167.547 1065.81 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M126.205 693.789 Q122.593 693.789 120.765 697.354 Q118.959 700.896 118.959 708.025 Q118.959 715.132 120.765 718.697 Q122.593 722.238 126.205 722.238 Q129.839 722.238 131.644 718.697 Q133.473 715.132 133.473 708.025 Q133.473 700.896 131.644 697.354 Q129.839 693.789 126.205 693.789 M126.205 690.086 Q132.015 690.086 135.07 694.692 Q138.149 699.275 138.149 708.025 Q138.149 716.752 135.07 721.359 Q132.015 725.942 126.205 725.942 Q120.394 725.942 117.316 721.359 Q114.26 716.752 114.26 708.025 Q114.26 699.275 117.316 694.692 Q120.394 690.086 126.205 690.086 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M146.366 719.391 L151.251 719.391 L151.251 725.271 L146.366 725.271 L146.366 719.391 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M174.283 694.785 L162.477 713.234 L174.283 713.234 L174.283 694.785 M173.056 690.711 L178.936 690.711 L178.936 713.234 L183.866 713.234 L183.866 717.122 L178.936 717.122 L178.936 725.271 L174.283 725.271 L174.283 717.122 L158.681 717.122 L158.681 712.609 L173.056 690.711 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M126.529 349.311 Q122.918 349.311 121.089 352.876 Q119.283 356.418 119.283 363.547 Q119.283 370.654 121.089 374.219 Q122.918 377.76 126.529 377.76 Q130.163 377.76 131.968 374.219 Q133.797 370.654 133.797 363.547 Q133.797 356.418 131.968 352.876 Q130.163 349.311 126.529 349.311 M126.529 345.608 Q132.339 345.608 135.394 350.214 Q138.473 354.797 138.473 363.547 Q138.473 372.274 135.394 376.881 Q132.339 381.464 126.529 381.464 Q120.718 381.464 117.64 376.881 Q114.584 372.274 114.584 363.547 Q114.584 354.797 117.64 350.214 Q120.718 345.608 126.529 345.608 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M146.691 374.913 L151.575 374.913 L151.575 380.793 L146.691 380.793 L146.691 374.913 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M172.339 361.649 Q169.19 361.649 167.339 363.802 Q165.51 365.955 165.51 369.705 Q165.51 373.432 167.339 375.608 Q169.19 377.76 172.339 377.76 Q175.487 377.76 177.315 375.608 Q179.167 373.432 179.167 369.705 Q179.167 365.955 177.315 363.802 Q175.487 361.649 172.339 361.649 M181.621 346.997 L181.621 351.256 Q179.862 350.423 178.056 349.983 Q176.274 349.543 174.514 349.543 Q169.885 349.543 167.431 352.668 Q165.001 355.793 164.653 362.112 Q166.019 360.098 168.079 359.034 Q170.139 357.946 172.616 357.946 Q177.825 357.946 180.834 361.117 Q183.866 364.265 183.866 369.705 Q183.866 375.029 180.718 378.246 Q177.57 381.464 172.339 381.464 Q166.343 381.464 163.172 376.881 Q160.001 372.274 160.001 363.547 Q160.001 355.353 163.89 350.492 Q167.778 345.608 174.329 345.608 Q176.089 345.608 177.871 345.955 Q179.676 346.302 181.621 346.997 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M16.4842 1090.02 L16.4842 1083.59 L58.5933 1083.59 L58.5933 1060.45 L64.0042 1060.45 L64.0042 1090.02 L16.4842 1090.02 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M67.3143 1045.11 Q73.68 1047.59 75.6216 1049.95 Q77.5631 1052.3 77.5631 1056.25 L77.5631 1060.93 L72.6615 1060.93 L72.6615 1057.49 Q72.6615 1055.07 71.5157 1053.74 Q70.3699 1052.4 66.1048 1050.78 L63.4312 1049.72 L28.3562 1064.14 L28.3562 1057.94 L56.238 1046.8 L28.3562 1035.66 L28.3562 1029.45 L67.3143 1045.11 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M46.0847 1005.17 Q46.0847 1012.26 47.7079 1015 Q49.3312 1017.74 53.2461 1017.74 Q56.3653 1017.74 58.2114 1015.7 Q60.0256 1013.63 60.0256 1010.1 Q60.0256 1005.23 56.5881 1002.3 Q53.1188 999.34 47.3897 999.34 L46.0847 999.34 L46.0847 1005.17 M43.6657 993.484 L64.0042 993.484 L64.0042 999.34 L58.5933 999.34 Q61.8398 1001.35 63.3994 1004.34 Q64.9272 1007.33 64.9272 1011.66 Q64.9272 1017.13 61.8716 1020.38 Q58.7843 1023.59 53.6281 1023.59 Q47.6125 1023.59 44.5569 1019.58 Q41.5014 1015.54 41.5014 1007.55 L41.5014 999.34 L40.9285 999.34 Q36.8862 999.34 34.6901 1002.01 Q32.4621 1004.66 32.4621 1009.46 Q32.4621 1012.52 33.1941 1015.41 Q33.9262 1018.31 35.3903 1020.98 L29.9795 1020.98 Q28.7381 1017.77 28.1334 1014.75 Q27.4968 1011.72 27.4968 1008.86 Q27.4968 1001.12 31.5072 997.303 Q35.5176 993.484 43.6657 993.484 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M58.657 975.755 L77.5631 975.755 L77.5631 981.644 L28.3562 981.644 L28.3562 975.755 L33.7671 975.755 Q30.5842 973.909 29.0564 971.108 Q27.4968 968.276 27.4968 964.361 Q27.4968 957.868 32.6531 953.826 Q37.8093 949.752 46.212 949.752 Q54.6147 949.752 59.771 953.826 Q64.9272 957.868 64.9272 964.361 Q64.9272 968.276 63.3994 971.108 Q61.8398 973.909 58.657 975.755 M46.212 955.831 Q39.7508 955.831 36.0905 958.504 Q32.3984 961.146 32.3984 965.793 Q32.3984 970.44 36.0905 973.114 Q39.7508 975.755 46.212 975.755 Q52.6732 975.755 56.3653 973.114 Q60.0256 970.44 60.0256 965.793 Q60.0256 961.146 56.3653 958.504 Q52.6732 955.831 46.212 955.831 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M49.9359 940.649 L28.3562 940.649 L28.3562 934.792 L49.7131 934.792 Q54.7739 934.792 57.3202 932.819 Q59.8346 930.845 59.8346 926.899 Q59.8346 922.156 56.8109 919.419 Q53.7872 916.65 48.5673 916.65 L28.3562 916.65 L28.3562 910.793 L64.0042 910.793 L64.0042 916.65 L58.5296 916.65 Q61.7762 918.782 63.3676 921.615 Q64.9272 924.416 64.9272 928.14 Q64.9272 934.283 61.1078 937.466 Q57.2883 940.649 49.9359 940.649 M27.4968 925.912 L27.4968 925.912 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M42.4881 869.098 L64.0042 869.098 L64.0042 874.954 L42.679 874.954 Q37.6183 874.954 35.1038 876.928 Q32.5894 878.901 32.5894 882.848 Q32.5894 887.59 35.6131 890.328 Q38.6368 893.065 43.8567 893.065 L64.0042 893.065 L64.0042 898.953 L28.3562 898.953 L28.3562 893.065 L33.8944 893.065 Q30.6797 890.964 29.0883 888.132 Q27.4968 885.267 27.4968 881.543 Q27.4968 875.4 31.3163 872.249 Q35.1038 869.098 42.4881 869.098 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M32.4621 843.603 Q32.4621 848.314 36.1542 851.051 Q39.8145 853.789 46.212 853.789 Q52.6095 853.789 56.3017 851.083 Q59.9619 848.346 59.9619 843.603 Q59.9619 838.925 56.2698 836.187 Q52.5777 833.45 46.212 833.45 Q39.8781 833.45 36.186 836.187 Q32.4621 838.925 32.4621 843.603 M27.4968 843.603 Q27.4968 835.965 32.4621 831.604 Q37.4273 827.244 46.212 827.244 Q54.9649 827.244 59.9619 831.604 Q64.9272 835.965 64.9272 843.603 Q64.9272 851.274 59.9619 855.635 Q54.9649 859.963 46.212 859.963 Q37.4273 859.963 32.4621 855.635 Q27.4968 851.274 27.4968 843.603 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M28.3562 821.737 L28.3562 815.531 L58.275 804.391 L28.3562 793.251 L28.3562 787.044 L64.0042 800.412 L64.0042 808.369 L28.3562 821.737 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M16.4842 757.985 L16.4842 727.938 L21.895 727.938 L21.895 751.555 L35.9632 751.555 L35.9632 728.925 L41.3741 728.925 L41.3741 751.555 L58.5933 751.555 L58.5933 727.366 L64.0042 727.366 L64.0042 757.985 L16.4842 757.985 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M28.3562 687.421 L45.7028 700.311 L64.0042 686.752 L64.0042 693.659 L49.9996 704.035 L64.0042 714.411 L64.0042 721.318 L45.3526 707.473 L28.3562 720.141 L28.3562 713.234 L41.0558 703.781 L28.3562 694.328 L28.3562 687.421 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M58.657 672.811 L77.5631 672.811 L77.5631 678.7 L28.3562 678.7 L28.3562 672.811 L33.7671 672.811 Q30.5842 670.965 29.0564 668.165 Q27.4968 665.332 27.4968 661.417 Q27.4968 654.924 32.6531 650.882 Q37.8093 646.808 46.212 646.808 Q54.6147 646.808 59.771 650.882 Q64.9272 654.924 64.9272 661.417 Q64.9272 665.332 63.3994 668.165 Q61.8398 670.965 58.657 672.811 M46.212 652.887 Q39.7508 652.887 36.0905 655.56 Q32.3984 658.202 32.3984 662.849 Q32.3984 667.496 36.0905 670.17 Q39.7508 672.811 46.212 672.811 Q52.6732 672.811 56.3653 670.17 Q60.0256 667.496 60.0256 662.849 Q60.0256 658.202 56.3653 655.56 Q52.6732 652.887 46.212 652.887 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M32.4621 623.286 Q32.4621 627.997 36.1542 630.734 Q39.8145 633.471 46.212 633.471 Q52.6095 633.471 56.3017 630.766 Q59.9619 628.029 59.9619 623.286 Q59.9619 618.607 56.2698 615.87 Q52.5777 613.133 46.212 613.133 Q39.8781 613.133 36.186 615.87 Q32.4621 618.607 32.4621 623.286 M27.4968 623.286 Q27.4968 615.647 32.4621 611.287 Q37.4273 606.926 46.212 606.926 Q54.9649 606.926 59.9619 611.287 Q64.9272 615.647 64.9272 623.286 Q64.9272 630.957 59.9619 635.317 Q54.9649 639.646 46.212 639.646 Q37.4273 639.646 32.4621 635.317 Q27.4968 630.957 27.4968 623.286 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M42.4881 567.586 L64.0042 567.586 L64.0042 573.443 L42.679 573.443 Q37.6183 573.443 35.1038 575.416 Q32.5894 577.39 32.5894 581.336 Q32.5894 586.079 35.6131 588.816 Q38.6368 591.553 43.8567 591.553 L64.0042 591.553 L64.0042 597.442 L28.3562 597.442 L28.3562 591.553 L33.8944 591.553 Q30.6797 589.453 29.0883 586.62 Q27.4968 583.755 27.4968 580.031 Q27.4968 573.888 31.3163 570.737 Q35.1038 567.586 42.4881 567.586 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M44.7161 525.414 L47.5806 525.414 L47.5806 552.34 Q53.6281 551.959 56.8109 548.712 Q59.9619 545.434 59.9619 539.609 Q59.9619 536.235 59.1344 533.084 Q58.3069 529.901 56.6518 526.782 L62.1899 526.782 Q63.5267 529.933 64.227 533.243 Q64.9272 536.554 64.9272 539.959 Q64.9272 548.489 59.9619 553.486 Q54.9967 558.452 46.5303 558.452 Q37.7774 558.452 32.6531 553.741 Q27.4968 548.998 27.4968 540.978 Q27.4968 533.784 32.1438 529.615 Q36.7589 525.414 44.7161 525.414 M42.9973 531.27 Q38.1912 531.334 35.3266 533.975 Q32.4621 536.585 32.4621 540.914 Q32.4621 545.816 35.2312 548.776 Q38.0002 551.704 43.0292 552.15 L42.9973 531.27 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M42.4881 486.169 L64.0042 486.169 L64.0042 492.025 L42.679 492.025 Q37.6183 492.025 35.1038 493.999 Q32.5894 495.972 32.5894 499.919 Q32.5894 504.661 35.6131 507.399 Q38.6368 510.136 43.8567 510.136 L64.0042 510.136 L64.0042 516.024 L28.3562 516.024 L28.3562 510.136 L33.8944 510.136 Q30.6797 508.035 29.0883 505.202 Q27.4968 502.338 27.4968 498.614 Q27.4968 492.471 31.3163 489.32 Q35.1038 486.169 42.4881 486.169 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M18.2347 468.695 L28.3562 468.695 L28.3562 456.632 L32.9077 456.632 L32.9077 468.695 L52.2594 468.695 Q56.6199 468.695 57.8613 467.517 Q59.1026 466.308 59.1026 462.648 L59.1026 456.632 L64.0042 456.632 L64.0042 462.648 Q64.0042 469.427 61.4897 472.005 Q58.9434 474.583 52.2594 474.583 L32.9077 474.583 L32.9077 478.88 L28.3562 478.88 L28.3562 474.583 L18.2347 474.583 L18.2347 468.695 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M567.336 12.096 L575.519 12.096 L575.519 65.6895 L604.969 65.6895 L604.969 72.576 L567.336 72.576 L567.336 12.096 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M624.495 76.7889 Q621.335 84.8907 618.337 87.3618 Q615.34 89.8329 610.316 89.8329 L604.362 89.8329 L604.362 83.5945 L608.737 83.5945 Q611.815 83.5945 613.517 82.1361 Q615.218 80.6778 617.284 75.2496 L618.621 71.8468 L600.27 27.2059 L608.169 27.2059 L622.348 62.6918 L636.526 27.2059 L644.425 27.2059 L624.495 76.7889 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M675.333 49.7694 Q666.3 49.7694 662.816 51.8354 Q659.332 53.9013 659.332 58.8839 Q659.332 62.8538 661.925 65.2034 Q664.558 67.5124 669.055 67.5124 Q675.252 67.5124 678.979 63.1374 Q682.747 58.7219 682.747 51.4303 L682.747 49.7694 L675.333 49.7694 M690.2 46.6907 L690.2 72.576 L682.747 72.576 L682.747 65.6895 Q680.195 69.8214 676.387 71.8063 Q672.579 73.7508 667.07 73.7508 Q660.102 73.7508 655.97 69.8619 Q651.879 65.9325 651.879 59.3701 Q651.879 51.7138 656.983 47.825 Q662.128 43.9361 672.295 43.9361 L682.747 43.9361 L682.747 43.2069 Q682.747 38.0623 679.344 35.2672 Q675.982 32.4315 669.865 32.4315 Q665.976 32.4315 662.29 33.3632 Q658.603 34.295 655.2 36.1584 L655.2 29.2718 Q659.292 27.692 663.14 26.9223 Q666.989 26.1121 670.634 26.1121 Q680.478 26.1121 685.339 31.2163 Q690.2 36.3204 690.2 46.6907 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M712.764 65.7705 L712.764 89.8329 L705.27 89.8329 L705.27 27.2059 L712.764 27.2059 L712.764 34.0924 Q715.113 30.0415 718.678 28.0971 Q722.283 26.1121 727.266 26.1121 Q735.53 26.1121 740.675 32.6746 Q745.86 39.2371 745.86 49.9314 Q745.86 60.6258 740.675 67.1883 Q735.53 73.7508 727.266 73.7508 Q722.283 73.7508 718.678 71.8063 Q715.113 69.8214 712.764 65.7705 M738.122 49.9314 Q738.122 41.7081 734.72 37.0496 Q731.357 32.3505 725.443 32.3505 Q719.529 32.3505 716.126 37.0496 Q712.764 41.7081 712.764 49.9314 Q712.764 58.1548 716.126 62.8538 Q719.529 67.5124 725.443 67.5124 Q731.357 67.5124 734.72 62.8538 Q738.122 58.1548 738.122 49.9314 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M757.445 54.671 L757.445 27.2059 L764.899 27.2059 L764.899 54.3874 Q764.899 60.8284 767.411 64.0691 Q769.922 67.2693 774.945 67.2693 Q780.981 67.2693 784.465 63.421 Q787.989 59.5726 787.989 52.9291 L787.989 27.2059 L795.443 27.2059 L795.443 72.576 L787.989 72.576 L787.989 65.6084 Q785.275 69.7404 781.67 71.7658 Q778.105 73.7508 773.365 73.7508 Q765.547 73.7508 761.496 68.8897 Q757.445 64.0286 757.445 54.671 M776.201 26.1121 L776.201 26.1121 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M848.51 45.1919 L848.51 72.576 L841.056 72.576 L841.056 45.4349 Q841.056 38.994 838.544 35.7938 Q836.033 32.5936 831.01 32.5936 Q824.974 32.5936 821.49 36.4419 Q818.006 40.2903 818.006 46.9338 L818.006 72.576 L810.512 72.576 L810.512 27.2059 L818.006 27.2059 L818.006 34.2544 Q820.68 30.163 824.285 28.1376 Q827.931 26.1121 832.671 26.1121 Q840.489 26.1121 844.499 30.9732 Q848.51 35.7938 848.51 45.1919 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M880.957 32.4315 Q874.962 32.4315 871.478 37.1306 Q867.994 41.7891 867.994 49.9314 Q867.994 58.0738 871.438 62.7728 Q874.922 67.4314 880.957 67.4314 Q886.912 67.4314 890.396 62.7323 Q893.88 58.0333 893.88 49.9314 Q893.88 41.8701 890.396 37.1711 Q886.912 32.4315 880.957 32.4315 M880.957 26.1121 Q890.68 26.1121 896.229 32.4315 Q901.779 38.7509 901.779 49.9314 Q901.779 61.0714 896.229 67.4314 Q890.68 73.7508 880.957 73.7508 Q871.195 73.7508 865.645 67.4314 Q860.136 61.0714 860.136 49.9314 Q860.136 38.7509 865.645 32.4315 Q871.195 26.1121 880.957 26.1121 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M908.787 27.2059 L916.686 27.2059 L930.864 65.2844 L945.043 27.2059 L952.942 27.2059 L935.928 72.576 L925.801 72.576 L908.787 27.2059 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M989.927 12.096 L1028.17 12.096 L1028.17 18.9825 L998.11 18.9825 L998.11 36.8875 L1026.91 36.8875 L1026.91 43.7741 L998.11 43.7741 L998.11 65.6895 L1028.9 65.6895 L1028.9 72.576 L989.927 72.576 L989.927 12.096 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1079.74 27.2059 L1063.33 49.2833 L1080.59 72.576 L1071.8 72.576 L1058.59 54.752 L1045.38 72.576 L1036.59 72.576 L1054.21 48.8377 L1038.09 27.2059 L1046.88 27.2059 L1058.91 43.369 L1070.94 27.2059 L1079.74 27.2059 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1098.33 65.7705 L1098.33 89.8329 L1090.83 89.8329 L1090.83 27.2059 L1098.33 27.2059 L1098.33 34.0924 Q1100.68 30.0415 1104.24 28.0971 Q1107.85 26.1121 1112.83 26.1121 Q1121.09 26.1121 1126.24 32.6746 Q1131.42 39.2371 1131.42 49.9314 Q1131.42 60.6258 1126.24 67.1883 Q1121.09 73.7508 1112.83 73.7508 Q1107.85 73.7508 1104.24 71.8063 Q1100.68 69.8214 1098.33 65.7705 M1123.69 49.9314 Q1123.69 41.7081 1120.28 37.0496 Q1116.92 32.3505 1111.01 32.3505 Q1105.09 32.3505 1101.69 37.0496 Q1098.33 41.7081 1098.33 49.9314 Q1098.33 58.1548 1101.69 62.8538 Q1105.09 67.5124 1111.01 67.5124 Q1116.92 67.5124 1120.28 62.8538 Q1123.69 58.1548 1123.69 49.9314 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1161.36 32.4315 Q1155.37 32.4315 1151.88 37.1306 Q1148.4 41.7891 1148.4 49.9314 Q1148.4 58.0738 1151.84 62.7728 Q1155.33 67.4314 1161.36 67.4314 Q1167.32 67.4314 1170.8 62.7323 Q1174.28 58.0333 1174.28 49.9314 Q1174.28 41.8701 1170.8 37.1711 Q1167.32 32.4315 1161.36 32.4315 M1161.36 26.1121 Q1171.08 26.1121 1176.63 32.4315 Q1182.18 38.7509 1182.18 49.9314 Q1182.18 61.0714 1176.63 67.4314 Q1171.08 73.7508 1161.36 73.7508 Q1151.6 73.7508 1146.05 67.4314 Q1140.54 61.0714 1140.54 49.9314 Q1140.54 38.7509 1146.05 32.4315 Q1151.6 26.1121 1161.36 26.1121 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1232.25 45.1919 L1232.25 72.576 L1224.8 72.576 L1224.8 45.4349 Q1224.8 38.994 1222.29 35.7938 Q1219.77 32.5936 1214.75 32.5936 Q1208.72 32.5936 1205.23 36.4419 Q1201.75 40.2903 1201.75 46.9338 L1201.75 72.576 L1194.25 72.576 L1194.25 27.2059 L1201.75 27.2059 L1201.75 34.2544 Q1204.42 30.163 1208.03 28.1376 Q1211.67 26.1121 1216.41 26.1121 Q1224.23 26.1121 1228.24 30.9732 Q1232.25 35.7938 1232.25 45.1919 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1285.93 48.0275 L1285.93 51.6733 L1251.66 51.6733 Q1252.14 59.3701 1256.27 63.421 Q1260.45 67.4314 1267.86 67.4314 Q1272.15 67.4314 1276.16 66.3781 Q1280.21 65.3249 1284.18 63.2184 L1284.18 70.267 Q1280.17 71.9684 1275.96 72.8596 Q1271.75 73.7508 1267.41 73.7508 Q1256.56 73.7508 1250.2 67.4314 Q1243.88 61.1119 1243.88 50.3365 Q1243.88 39.1965 1249.87 32.6746 Q1255.91 26.1121 1266.12 26.1121 Q1275.27 26.1121 1280.58 32.0264 Q1285.93 37.9003 1285.93 48.0275 M1278.47 45.84 Q1278.39 39.7232 1275.03 36.0774 Q1271.71 32.4315 1266.2 32.4315 Q1259.96 32.4315 1256.19 35.9558 Q1252.47 39.4801 1251.9 45.8805 L1278.47 45.84 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1335.87 45.1919 L1335.87 72.576 L1328.42 72.576 L1328.42 45.4349 Q1328.42 38.994 1325.91 35.7938 Q1323.4 32.5936 1318.37 32.5936 Q1312.34 32.5936 1308.85 36.4419 Q1305.37 40.2903 1305.37 46.9338 L1305.37 72.576 L1297.88 72.576 L1297.88 27.2059 L1305.37 27.2059 L1305.37 34.2544 Q1308.04 30.163 1311.65 28.1376 Q1315.3 26.1121 1320.03 26.1121 Q1327.85 26.1121 1331.86 30.9732 Q1335.87 35.7938 1335.87 45.1919 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1358.11 14.324 L1358.11 27.2059 L1373.47 27.2059 L1373.47 32.9987 L1358.11 32.9987 L1358.11 57.6282 Q1358.11 63.1779 1359.61 64.7578 Q1361.15 66.3376 1365.81 66.3376 L1373.47 66.3376 L1373.47 72.576 L1365.81 72.576 Q1357.18 72.576 1353.9 69.3758 Q1350.62 66.1351 1350.62 57.6282 L1350.62 32.9987 L1345.15 32.9987 L1345.15 27.2059 L1350.62 27.2059 L1350.62 14.324 L1358.11 14.324 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1404.29 27.2059 L1412.19 27.2059 L1426.37 65.2844 L1440.55 27.2059 L1448.45 27.2059 L1431.43 72.576 L1421.31 72.576 L1404.29 27.2059 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1487.66 28.5427 L1487.66 35.5912 Q1484.5 33.9709 1481.1 33.1607 Q1477.7 32.3505 1474.05 32.3505 Q1468.5 32.3505 1465.71 34.0519 Q1462.95 35.7533 1462.95 39.156 Q1462.95 41.7486 1464.94 43.2475 Q1466.92 44.7058 1472.92 46.0426 L1475.47 46.6097 Q1483.41 48.3111 1486.73 51.4303 Q1490.09 54.509 1490.09 60.0587 Q1490.09 66.3781 1485.07 70.0644 Q1480.09 73.7508 1471.34 73.7508 Q1467.69 73.7508 1463.72 73.0216 Q1459.79 72.3329 1455.42 70.9151 L1455.42 63.2184 Q1459.55 65.3654 1463.56 66.4591 Q1467.57 67.5124 1471.5 67.5124 Q1476.76 67.5124 1479.6 65.73 Q1482.44 63.9071 1482.44 60.6258 Q1482.44 57.5877 1480.37 55.9673 Q1478.34 54.3469 1471.42 52.8481 L1468.82 52.2405 Q1461.9 50.7821 1458.82 47.7845 Q1455.74 44.7463 1455.74 39.4801 Q1455.74 33.0797 1460.28 29.5959 Q1464.81 26.1121 1473.16 26.1121 Q1477.29 26.1121 1480.94 26.7198 Q1484.58 27.3274 1487.66 28.5427 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1528.66 12.096 L1566.9 12.096 L1566.9 18.9825 L1536.84 18.9825 L1536.84 36.8875 L1565.64 36.8875 L1565.64 43.7741 L1536.84 43.7741 L1536.84 65.6895 L1567.63 65.6895 L1567.63 72.576 L1528.66 72.576 L1528.66 12.096 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1613.4 28.9478 L1613.4 35.9153 Q1610.24 34.1734 1607.04 33.3227 Q1603.88 32.4315 1600.64 32.4315 Q1593.39 32.4315 1589.38 37.0496 Q1585.37 41.6271 1585.37 49.9314 Q1585.37 58.2358 1589.38 62.8538 Q1593.39 67.4314 1600.64 67.4314 Q1603.88 67.4314 1607.04 66.5807 Q1610.24 65.6895 1613.4 63.9476 L1613.4 70.8341 Q1610.28 72.2924 1606.92 73.0216 Q1603.6 73.7508 1599.83 73.7508 Q1589.58 73.7508 1583.55 67.3098 Q1577.51 60.8689 1577.51 49.9314 Q1577.51 38.832 1583.59 32.472 Q1589.7 26.1121 1600.32 26.1121 Q1603.76 26.1121 1607.04 26.8413 Q1610.32 27.5299 1613.4 28.9478 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1659.01 28.9478 L1659.01 35.9153 Q1655.85 34.1734 1652.65 33.3227 Q1649.49 32.4315 1646.25 32.4315 Q1639 32.4315 1634.99 37.0496 Q1630.98 41.6271 1630.98 49.9314 Q1630.98 58.2358 1634.99 62.8538 Q1639 67.4314 1646.25 67.4314 Q1649.49 67.4314 1652.65 66.5807 Q1655.85 65.6895 1659.01 63.9476 L1659.01 70.8341 Q1655.9 72.2924 1652.53 73.0216 Q1649.21 73.7508 1645.44 73.7508 Q1635.2 73.7508 1629.16 67.3098 Q1623.12 60.8689 1623.12 49.9314 Q1623.12 38.832 1629.2 32.472 Q1635.32 26.1121 1645.93 26.1121 Q1649.37 26.1121 1652.65 26.8413 Q1655.94 27.5299 1659.01 28.9478 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1710.79 48.0275 L1710.79 51.6733 L1676.51 51.6733 Q1677 59.3701 1681.13 63.421 Q1685.3 67.4314 1692.72 67.4314 Q1697.01 67.4314 1701.02 66.3781 Q1705.07 65.3249 1709.04 63.2184 L1709.04 70.267 Q1705.03 71.9684 1700.82 72.8596 Q1696.61 73.7508 1692.27 73.7508 Q1681.42 73.7508 1675.06 67.4314 Q1668.74 61.1119 1668.74 50.3365 Q1668.74 39.1965 1674.73 32.6746 Q1680.77 26.1121 1690.98 26.1121 Q1700.13 26.1121 1705.44 32.0264 Q1710.79 37.9003 1710.79 48.0275 M1703.33 45.84 Q1703.25 39.7232 1699.89 36.0774 Q1696.57 32.4315 1691.06 32.4315 Q1684.82 32.4315 1681.05 35.9558 Q1677.32 39.4801 1676.76 45.8805 L1703.33 45.84 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1760.73 45.1919 L1760.73 72.576 L1753.28 72.576 L1753.28 45.4349 Q1753.28 38.994 1750.77 35.7938 Q1748.26 32.5936 1743.23 32.5936 Q1737.2 32.5936 1733.71 36.4419 Q1730.23 40.2903 1730.23 46.9338 L1730.23 72.576 L1722.74 72.576 L1722.74 27.2059 L1730.23 27.2059 L1730.23 34.2544 Q1732.9 30.163 1736.51 28.1376 Q1740.15 26.1121 1744.89 26.1121 Q1752.71 26.1121 1756.72 30.9732 Q1760.73 35.7938 1760.73 45.1919 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1782.97 14.324 L1782.97 27.2059 L1798.33 27.2059 L1798.33 32.9987 L1782.97 32.9987 L1782.97 57.6282 Q1782.97 63.1779 1784.47 64.7578 Q1786.01 66.3376 1790.67 66.3376 L1798.33 66.3376 L1798.33 72.576 L1790.67 72.576 Q1782.04 72.576 1778.76 69.3758 Q1775.48 66.1351 1775.48 57.6282 L1775.48 32.9987 L1770.01 32.9987 L1770.01 27.2059 L1775.48 27.2059 L1775.48 14.324 L1782.97 14.324 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1834.42 34.1734 Q1833.16 33.4443 1831.66 33.1202 Q1830.21 32.7556 1828.42 32.7556 Q1822.1 32.7556 1818.7 36.8875 Q1815.34 40.9789 1815.34 48.6757 L1815.34 72.576 L1807.84 72.576 L1807.84 27.2059 L1815.34 27.2059 L1815.34 34.2544 Q1817.69 30.1225 1821.46 28.1376 Q1825.22 26.1121 1830.61 26.1121 Q1831.38 26.1121 1832.31 26.2337 Q1833.24 26.3147 1834.38 26.5172 L1834.42 34.1734 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1842.24 27.2059 L1849.69 27.2059 L1849.69 72.576 L1842.24 72.576 L1842.24 27.2059 M1842.24 9.54393 L1849.69 9.54393 L1849.69 18.9825 L1842.24 18.9825 L1842.24 9.54393 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1897.94 28.9478 L1897.94 35.9153 Q1894.78 34.1734 1891.58 33.3227 Q1888.42 32.4315 1885.18 32.4315 Q1877.93 32.4315 1873.91 37.0496 Q1869.9 41.6271 1869.9 49.9314 Q1869.9 58.2358 1873.91 62.8538 Q1877.93 67.4314 1885.18 67.4314 Q1888.42 67.4314 1891.58 66.5807 Q1894.78 65.6895 1897.94 63.9476 L1897.94 70.8341 Q1894.82 72.2924 1891.46 73.0216 Q1888.13 73.7508 1884.37 73.7508 Q1874.12 73.7508 1868.08 67.3098 Q1862.05 60.8689 1862.05 49.9314 Q1862.05 38.832 1868.12 32.472 Q1874.24 26.1121 1884.85 26.1121 Q1888.3 26.1121 1891.58 26.8413 Q1894.86 27.5299 1897.94 28.9478 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1910.9 27.2059 L1918.35 27.2059 L1918.35 72.576 L1910.9 72.576 L1910.9 27.2059 M1910.9 9.54393 L1918.35 9.54393 L1918.35 18.9825 L1910.9 18.9825 L1910.9 9.54393 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1941.32 14.324 L1941.32 27.2059 L1956.67 27.2059 L1956.67 32.9987 L1941.32 32.9987 L1941.32 57.6282 Q1941.32 63.1779 1942.82 64.7578 Q1944.36 66.3376 1949.02 66.3376 L1956.67 66.3376 L1956.67 72.576 L1949.02 72.576 Q1940.39 72.576 1937.11 69.3758 Q1933.83 66.1351 1933.83 57.6282 L1933.83 32.9987 L1928.36 32.9987 L1928.36 27.2059 L1933.83 27.2059 L1933.83 14.324 L1941.32 14.324 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M1985.36 76.7889 Q1982.2 84.8907 1979.2 87.3618 Q1976.2 89.8329 1971.18 89.8329 L1965.22 89.8329 L1965.22 83.5945 L1969.6 83.5945 Q1972.68 83.5945 1974.38 82.1361 Q1976.08 80.6778 1978.14 75.2496 L1979.48 71.8468 L1961.13 27.2059 L1969.03 27.2059 L1983.21 62.6918 L1997.39 27.2059 L2005.29 27.2059 L1985.36 76.7889 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><polyline clip-path="url(#clip262)" style="stroke:#009af9; stroke-linecap:round; stroke-linejoin:round; stroke-width:8; stroke-opacity:1; fill:none" points="280.231,1362.43 300.556,1374.47 320.881,1373.71 341.206,1357.64 361.53,1362.24 381.855,1368.12 402.18,1375.12 422.505,1364.79 442.83,1364.91 463.155,1369.33 483.48,1358.75 503.804,1345.4 524.129,1349.29 544.454,1362.26 564.779,1383.61 585.104,1374.67 605.429,1381.34 625.753,1379.78 646.078,1384.21 666.403,1377.07 686.728,1386.4 707.053,1377.85 727.378,234.133 747.703,160.256 768.027,173.358 788.352,504.92 808.677,599.577 829.002,895.263 849.327,843.93 869.652,922.234 889.977,751.813 910.301,875.935 930.626,707.16 950.951,784.153 971.276,536.493 991.601,680.129 1011.93,758.618 1032.25,804.806 1052.58,931.325 1072.9,837.356 1093.23,995.772 1113.55,871.894 1133.87,924.924 1154.2,964.971 1174.52,1002.95 1194.85,927.78 1215.17,924.965 1235.5,1041.11 1255.82,1029.89 1276.15,1015.33 1296.47,1056.91 1316.8,1017.04 1337.12,1017.92 1357.45,1029.03 1377.77,1042.33 1398.1,1082.41 1418.42,1003.42 1438.75,1034.3 1459.07,1056.77 1479.4,1070.82 1499.72,1032.34 1520.05,1071.66 1540.37,1093.68 1560.7,1123.77 1581.02,1095.17 1601.35,1014.03 1621.67,1009.49 1642,998.47 1662.32,1014.49 1682.65,973.618 1702.97,1046.8 1723.3,1019.93 1743.62,995.401 1763.95,994.204 1784.27,871.711 1804.59,976.278 1824.92,1019.75 1845.24,1020.03 1865.57,1103.43 1885.89,1066.42 1906.22,1118.72 1926.54,1148.8 1946.87,1007.73 1967.19,1140.5 1987.52,1093.72 2007.84,1147.97 2028.17,1179.32 2048.49,1167.82 2068.82,1208.21 2089.14,1185.53 2109.47,1184.3 2129.79,1191.62 2150.12,1199.35 2170.44,1202.17 2190.77,1237.56 2211.09,1225.17 2231.42,1239.73 2251.74,1233.99 2272.07,1254.09 2292.39,1254.29 "></polyline> +<circle clip-path="url(#clip262)" cx="280.231" cy="1362.43" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="300.556" cy="1374.47" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="320.881" cy="1373.71" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="341.206" cy="1357.64" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="361.53" cy="1362.24" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="381.855" cy="1368.12" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="402.18" cy="1375.12" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="422.505" cy="1364.79" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="442.83" cy="1364.91" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="463.155" cy="1369.33" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="483.48" cy="1358.75" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="503.804" cy="1345.4" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="524.129" cy="1349.29" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="544.454" cy="1362.26" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="564.779" cy="1383.61" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="585.104" cy="1374.67" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="605.429" cy="1381.34" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="625.753" cy="1379.78" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="646.078" cy="1384.21" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="666.403" cy="1377.07" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="686.728" cy="1386.4" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="707.053" cy="1377.85" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="727.378" cy="234.133" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="747.703" cy="160.256" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="768.027" cy="173.358" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="788.352" cy="504.92" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="808.677" cy="599.577" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="829.002" cy="895.263" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="849.327" cy="843.93" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="869.652" cy="922.234" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="889.977" cy="751.813" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="910.301" cy="875.935" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="930.626" cy="707.16" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="950.951" cy="784.153" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="971.276" cy="536.493" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="991.601" cy="680.129" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1011.93" cy="758.618" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1032.25" cy="804.806" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1052.58" cy="931.325" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1072.9" cy="837.356" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1093.23" cy="995.772" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1113.55" cy="871.894" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1133.87" cy="924.924" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1154.2" cy="964.971" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1174.52" cy="1002.95" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1194.85" cy="927.78" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1215.17" cy="924.965" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1235.5" cy="1041.11" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1255.82" cy="1029.89" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1276.15" cy="1015.33" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1296.47" cy="1056.91" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1316.8" cy="1017.04" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1337.12" cy="1017.92" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1357.45" cy="1029.03" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1377.77" cy="1042.33" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1398.1" cy="1082.41" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1418.42" cy="1003.42" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1438.75" cy="1034.3" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1459.07" cy="1056.77" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1479.4" cy="1070.82" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1499.72" cy="1032.34" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1520.05" cy="1071.66" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1540.37" cy="1093.68" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1560.7" cy="1123.77" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1581.02" cy="1095.17" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1601.35" cy="1014.03" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1621.67" cy="1009.49" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1642" cy="998.47" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1662.32" cy="1014.49" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1682.65" cy="973.618" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1702.97" cy="1046.8" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1723.3" cy="1019.93" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1743.62" cy="995.401" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1763.95" cy="994.204" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1784.27" cy="871.711" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1804.59" cy="976.278" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1824.92" cy="1019.75" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1845.24" cy="1020.03" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1865.57" cy="1103.43" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1885.89" cy="1066.42" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1906.22" cy="1118.72" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1926.54" cy="1148.8" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1946.87" cy="1007.73" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1967.19" cy="1140.5" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="1987.52" cy="1093.72" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="2007.84" cy="1147.97" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="2028.17" cy="1179.32" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="2048.49" cy="1167.82" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="2068.82" cy="1208.21" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="2089.14" cy="1185.53" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="2109.47" cy="1184.3" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="2129.79" cy="1191.62" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="2150.12" cy="1199.35" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="2170.44" cy="1202.17" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="2190.77" cy="1237.56" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="2211.09" cy="1225.17" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="2231.42" cy="1239.73" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="2251.74" cy="1233.99" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="2272.07" cy="1254.09" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<circle clip-path="url(#clip262)" cx="2292.39" cy="1254.29" r="14.4" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="3.2"></circle> +<path clip-path="url(#clip260)" d="M1822.4 322.316 L2281.66 322.316 L2281.66 166.796 L1822.4 166.796 Z" fill="#ffffff" fill-rule="evenodd" fill-opacity="1"></path> +<polyline clip-path="url(#clip260)" style="stroke:#000000; stroke-linecap:round; stroke-linejoin:round; stroke-width:4; stroke-opacity:1; fill:none" points="1822.4,322.316 2281.66,322.316 2281.66,166.796 1822.4,166.796 1822.4,322.316 "></polyline> +<polyline clip-path="url(#clip260)" style="stroke:#009af9; stroke-linecap:round; stroke-linejoin:round; stroke-width:8; stroke-opacity:1; fill:none" points="1846.1,218.636 1988.29,218.636 "></polyline> +<path clip-path="url(#clip260)" d="M2011.99 199.897 L2016.25 199.897 L2016.25 235.916 L2011.99 235.916 L2011.99 199.897 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2062.41 221.888 L2062.41 223.971 L2042.82 223.971 Q2043.1 228.369 2045.46 230.684 Q2047.85 232.976 2052.08 232.976 Q2054.54 232.976 2056.83 232.374 Q2059.14 231.772 2061.41 230.569 L2061.41 234.596 Q2059.12 235.568 2056.71 236.078 Q2054.3 236.587 2051.83 236.587 Q2045.62 236.587 2041.99 232.976 Q2038.38 229.365 2038.38 223.207 Q2038.38 216.842 2041.8 213.115 Q2045.25 209.365 2051.09 209.365 Q2056.32 209.365 2059.35 212.745 Q2062.41 216.101 2062.41 221.888 M2058.15 220.638 Q2058.1 217.143 2056.18 215.059 Q2054.28 212.976 2051.13 212.976 Q2047.57 212.976 2045.42 214.99 Q2043.29 217.004 2042.96 220.661 L2058.15 220.638 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2090.11 209.99 L2080.74 222.606 L2090.6 235.916 L2085.58 235.916 L2078.03 225.731 L2070.48 235.916 L2065.46 235.916 L2075.53 222.351 L2066.32 209.99 L2071.34 209.99 L2078.22 219.226 L2085.09 209.99 L2090.11 209.99 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2100.74 232.027 L2100.74 245.777 L2096.46 245.777 L2096.46 209.99 L2100.74 209.99 L2100.74 213.925 Q2102.08 211.61 2104.12 210.499 Q2106.18 209.365 2109.03 209.365 Q2113.75 209.365 2116.69 213.115 Q2119.65 216.865 2119.65 222.976 Q2119.65 229.087 2116.69 232.837 Q2113.75 236.587 2109.03 236.587 Q2106.18 236.587 2104.12 235.476 Q2102.08 234.342 2100.74 232.027 M2115.23 222.976 Q2115.23 218.277 2113.29 215.615 Q2111.36 212.93 2107.98 212.93 Q2104.61 212.93 2102.66 215.615 Q2100.74 218.277 2100.74 222.976 Q2100.74 227.675 2102.66 230.36 Q2104.61 233.022 2107.98 233.022 Q2111.36 233.022 2113.29 230.36 Q2115.23 227.675 2115.23 222.976 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2136.76 212.976 Q2133.33 212.976 2131.34 215.661 Q2129.35 218.323 2129.35 222.976 Q2129.35 227.629 2131.32 230.314 Q2133.31 232.976 2136.76 232.976 Q2140.16 232.976 2142.15 230.291 Q2144.14 227.606 2144.14 222.976 Q2144.14 218.37 2142.15 215.684 Q2140.16 212.976 2136.76 212.976 M2136.76 209.365 Q2142.31 209.365 2145.48 212.976 Q2148.66 216.587 2148.66 222.976 Q2148.66 229.342 2145.48 232.976 Q2142.31 236.587 2136.76 236.587 Q2131.18 236.587 2128.01 232.976 Q2124.86 229.342 2124.86 222.976 Q2124.86 216.587 2128.01 212.976 Q2131.18 209.365 2136.76 209.365 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2177.27 220.268 L2177.27 235.916 L2173.01 235.916 L2173.01 220.407 Q2173.01 216.726 2171.57 214.897 Q2170.14 213.069 2167.27 213.069 Q2163.82 213.069 2161.83 215.268 Q2159.84 217.467 2159.84 221.263 L2159.84 235.916 L2155.55 235.916 L2155.55 209.99 L2159.84 209.99 L2159.84 214.018 Q2161.36 211.68 2163.42 210.522 Q2165.51 209.365 2168.22 209.365 Q2172.68 209.365 2174.98 212.143 Q2177.27 214.897 2177.27 220.268 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2207.94 221.888 L2207.94 223.971 L2188.35 223.971 Q2188.63 228.369 2190.99 230.684 Q2193.38 232.976 2197.61 232.976 Q2200.07 232.976 2202.36 232.374 Q2204.67 231.772 2206.94 230.569 L2206.94 234.596 Q2204.65 235.568 2202.24 236.078 Q2199.84 236.587 2197.36 236.587 Q2191.16 236.587 2187.52 232.976 Q2183.91 229.365 2183.91 223.207 Q2183.91 216.842 2187.34 213.115 Q2190.79 209.365 2196.62 209.365 Q2201.85 209.365 2204.88 212.745 Q2207.94 216.101 2207.94 221.888 M2203.68 220.638 Q2203.63 217.143 2201.71 215.059 Q2199.81 212.976 2196.66 212.976 Q2193.1 212.976 2190.95 214.99 Q2188.82 217.004 2188.49 220.661 L2203.68 220.638 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2236.48 220.268 L2236.48 235.916 L2232.22 235.916 L2232.22 220.407 Q2232.22 216.726 2230.79 214.897 Q2229.35 213.069 2226.48 213.069 Q2223.03 213.069 2221.04 215.268 Q2219.05 217.467 2219.05 221.263 L2219.05 235.916 L2214.77 235.916 L2214.77 209.99 L2219.05 209.99 L2219.05 214.018 Q2220.58 211.68 2222.64 210.522 Q2224.72 209.365 2227.43 209.365 Q2231.9 209.365 2234.19 212.143 Q2236.48 214.897 2236.48 220.268 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2249.19 202.629 L2249.19 209.99 L2257.96 209.99 L2257.96 213.3 L2249.19 213.3 L2249.19 227.374 Q2249.19 230.545 2250.04 231.448 Q2250.92 232.351 2253.59 232.351 L2257.96 232.351 L2257.96 235.916 L2253.59 235.916 Q2248.66 235.916 2246.78 234.087 Q2244.91 232.235 2244.91 227.374 L2244.91 213.3 L2241.78 213.3 L2241.78 209.99 L2244.91 209.99 L2244.91 202.629 L2249.19 202.629 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><circle clip-path="url(#clip260)" cx="1917.19" cy="270.476" r="20.48" fill="#ff0000" fill-rule="evenodd" fill-opacity="1" stroke="#000000" stroke-opacity="1" stroke-width="4.55111"></circle> +<path clip-path="url(#clip260)" d="M2011.99 251.737 L2016.25 251.737 L2016.25 287.756 L2011.99 287.756 L2011.99 251.737 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2062.41 273.728 L2062.41 275.811 L2042.82 275.811 Q2043.1 280.209 2045.46 282.524 Q2047.85 284.816 2052.08 284.816 Q2054.54 284.816 2056.83 284.214 Q2059.14 283.612 2061.41 282.409 L2061.41 286.436 Q2059.12 287.408 2056.71 287.918 Q2054.3 288.427 2051.83 288.427 Q2045.62 288.427 2041.99 284.816 Q2038.38 281.205 2038.38 275.047 Q2038.38 268.682 2041.8 264.955 Q2045.25 261.205 2051.09 261.205 Q2056.32 261.205 2059.35 264.585 Q2062.41 267.941 2062.41 273.728 M2058.15 272.478 Q2058.1 268.983 2056.18 266.899 Q2054.28 264.816 2051.13 264.816 Q2047.57 264.816 2045.42 266.83 Q2043.29 268.844 2042.96 272.501 L2058.15 272.478 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2090.11 261.83 L2080.74 274.446 L2090.6 287.756 L2085.58 287.756 L2078.03 277.571 L2070.48 287.756 L2065.46 287.756 L2075.53 274.191 L2066.32 261.83 L2071.34 261.83 L2078.22 271.066 L2085.09 261.83 L2090.11 261.83 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2100.74 283.867 L2100.74 297.617 L2096.46 297.617 L2096.46 261.83 L2100.74 261.83 L2100.74 265.765 Q2102.08 263.45 2104.12 262.339 Q2106.18 261.205 2109.03 261.205 Q2113.75 261.205 2116.69 264.955 Q2119.65 268.705 2119.65 274.816 Q2119.65 280.927 2116.69 284.677 Q2113.75 288.427 2109.03 288.427 Q2106.18 288.427 2104.12 287.316 Q2102.08 286.182 2100.74 283.867 M2115.23 274.816 Q2115.23 270.117 2113.29 267.455 Q2111.36 264.77 2107.98 264.77 Q2104.61 264.77 2102.66 267.455 Q2100.74 270.117 2100.74 274.816 Q2100.74 279.515 2102.66 282.2 Q2104.61 284.862 2107.98 284.862 Q2111.36 284.862 2113.29 282.2 Q2115.23 279.515 2115.23 274.816 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2136.76 264.816 Q2133.33 264.816 2131.34 267.501 Q2129.35 270.163 2129.35 274.816 Q2129.35 279.469 2131.32 282.154 Q2133.31 284.816 2136.76 284.816 Q2140.16 284.816 2142.15 282.131 Q2144.14 279.446 2144.14 274.816 Q2144.14 270.21 2142.15 267.524 Q2140.16 264.816 2136.76 264.816 M2136.76 261.205 Q2142.31 261.205 2145.48 264.816 Q2148.66 268.427 2148.66 274.816 Q2148.66 281.182 2145.48 284.816 Q2142.31 288.427 2136.76 288.427 Q2131.18 288.427 2128.01 284.816 Q2124.86 281.182 2124.86 274.816 Q2124.86 268.427 2128.01 264.816 Q2131.18 261.205 2136.76 261.205 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2177.27 272.108 L2177.27 287.756 L2173.01 287.756 L2173.01 272.247 Q2173.01 268.566 2171.57 266.737 Q2170.14 264.909 2167.27 264.909 Q2163.82 264.909 2161.83 267.108 Q2159.84 269.307 2159.84 273.103 L2159.84 287.756 L2155.55 287.756 L2155.55 261.83 L2159.84 261.83 L2159.84 265.858 Q2161.36 263.52 2163.42 262.362 Q2165.51 261.205 2168.22 261.205 Q2172.68 261.205 2174.98 263.983 Q2177.27 266.737 2177.27 272.108 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2207.94 273.728 L2207.94 275.811 L2188.35 275.811 Q2188.63 280.209 2190.99 282.524 Q2193.38 284.816 2197.61 284.816 Q2200.07 284.816 2202.36 284.214 Q2204.67 283.612 2206.94 282.409 L2206.94 286.436 Q2204.65 287.408 2202.24 287.918 Q2199.84 288.427 2197.36 288.427 Q2191.16 288.427 2187.52 284.816 Q2183.91 281.205 2183.91 275.047 Q2183.91 268.682 2187.34 264.955 Q2190.79 261.205 2196.62 261.205 Q2201.85 261.205 2204.88 264.585 Q2207.94 267.941 2207.94 273.728 M2203.68 272.478 Q2203.63 268.983 2201.71 266.899 Q2199.81 264.816 2196.66 264.816 Q2193.1 264.816 2190.95 266.83 Q2188.82 268.844 2188.49 272.501 L2203.68 272.478 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2236.48 272.108 L2236.48 287.756 L2232.22 287.756 L2232.22 272.247 Q2232.22 268.566 2230.79 266.737 Q2229.35 264.909 2226.48 264.909 Q2223.03 264.909 2221.04 267.108 Q2219.05 269.307 2219.05 273.103 L2219.05 287.756 L2214.77 287.756 L2214.77 261.83 L2219.05 261.83 L2219.05 265.858 Q2220.58 263.52 2222.64 262.362 Q2224.72 261.205 2227.43 261.205 Q2231.9 261.205 2234.19 263.983 Q2236.48 266.737 2236.48 272.108 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path><path clip-path="url(#clip260)" d="M2249.19 254.469 L2249.19 261.83 L2257.96 261.83 L2257.96 265.14 L2249.19 265.14 L2249.19 279.214 Q2249.19 282.385 2250.04 283.288 Q2250.92 284.191 2253.59 284.191 L2257.96 284.191 L2257.96 287.756 L2253.59 287.756 Q2248.66 287.756 2246.78 285.927 Q2244.91 284.075 2244.91 279.214 L2244.91 265.14 L2241.78 265.14 L2241.78 261.83 L2244.91 261.83 L2244.91 254.469 L2249.19 254.469 Z" fill="#000000" fill-rule="nonzero" fill-opacity="1"></path></svg>
\ No newline at end of file |
