Логотип PCLinux

Исходный текст "Логотип PCLinux"

# Created with Inkscape (http://www.inkscape.org/)
gml [ w 500 h 500 id "svg2"
    start {
	stop = {
	    linearGradient3411 = {
		stop = {
		    {offset=0;color="#faf772";opacity=1},
		    {offset=1;color="#faf06f";opacity=0}
		}
	    },
	    linearGradient3382 = {
		stop = {
		    {color="#f0580a";opacity=0.23529412;offset=0},
		    {color="#f0580a";opacity=0;offset=1}
		}
	    },
	    linearGradient3370 = {
		stop = {
		    {offset=0;color="#408709";opacity=0.23529412},
		    {offset=1;color="#408709";opacity=0}
		}
	    },
	    linearGradient3358 = {
		stop = {
		    {offset=0;color="#f1c01a";opacity=0.23529412},
		    {offset=1;color="#f1c01a";opacity=0}
		}
	    },
	    linearGradient3346 = {
		stop = {
		    {offset=0;color="#2127ad";opacity=0.23529412},
		    {offset=1;color="#2127ad";opacity=0}
		}
	    },
	    linearGradient3288 = {
		stop = {
		    {offset=0;color="#ffffff";opacity=0.66666669},
		    {offset=1;color="#7f9db1";opacity=0}
		}
	    },
	    linearGradient3264 = {
		stop = {
		    {offset=0;color="#e2fa16";opacity=1},
		    {offset=1;color="#e2fa16";opacity=0}
		}
	    },
	    linearGradient3252 = {
		stop = {
		    {offset=0;color="#ffd554";opacity=1},
		    {offset=1;color="#ffd554";opacity=0}

		}
	    }
	}

	linear = {
	     linearGradient1905 = {
		stop = stop.linearGradient3358.stop,
		units="userSpaceOnUse",
		transform="translate(-30,0)",
		x1=301.77396,
		y1=648.1427,
		x2=292.08377,
		y2=557.05487
	    },
	    linearGradient1907 = {
		stop = stop.linearGradient3358.stop,
		units="userSpaceOnUse",
		transform="translate(-30,0)",
		x1=309.957,
		y1=645.23566,
		x2=278.79437,
		y2=528.81488
	    },
	    linearGradient1909 = {
		stop = stop.linearGradient3346.stop,
		units="userSpaceOnUse",
		transform="translate(-30,0)",
		x1=209.02382,
		y1=665.30815,
		x2=317.00025,
		y2=665.30815
	    },
	    linearGradient1911 = {
		stop = stop.linearGradient3346.stop,
		units="userSpaceOnUse",
		transform="translate(-30,0)",
		x1=209.85441,
		y1=676.26153,
		x2=304.26457,
		y2=676.26153
	    },
	    linearGradient1913 = {
		stop = stop.linearGradient3382.stop,
		units="userSpaceOnUse",
		transform="translate(-30,0)",
		x1=180.62778,
		y1=581.14227,
		x2=203.7614,
		y2=689.11871
	    },
	    linearGradient1915 = {
		stop = stop.linearGradient3382.stop,
		units="userSpaceOnUse",
		transform="translate(-30,0)",
		x1=184.90353,
		y1=582.38818,
		x2=198.50102,
		y2=671.67639
	    },
	    linearGradient1917 = {
		stop = stop.linearGradient3370.stop,
		units="userSpaceOnUse",
		transform="translate(-30,0)",
		x1=277.68549,
		y1=549.02588,
		x2=173.86198,
		y2=575.72583
	    },
	    linearGradient1919 = {
		stop = stop.linearGradient3370.stop,
		units="userSpaceOnUse",
		transform="translate(-30,0)",
		x1=271.04077,
		y1=553.02307,
		x2=173.86198,
		y2=575.72583
	    },
	    linearGradient1952 = {
		stop = stop.linearGradient3370.stop,
		units="userSpaceOnUse",
		transform="translate(128.6929,-97.24628)",
		x1=271.04077,
		y1=553.02307,
		x2=173.86198,
		y2=575.72583
	    },
	    linearGradient1955 = {
		stop = stop.linearGradient3370.stop,
		units="userSpaceOnUse",
		transform="translate(128.6929,-97.24628)",
		x1=277.68549,
		y1=549.02588,
		x2=173.86198,
		y2=575.72583
	    },
	    linearGradient1958 = {
		stop = stop.linearGradient3382.stop,
		units="userSpaceOnUse",
		transform="translate(128.6929,-97.24628)",
		x1=184.90353,
		y1=582.38818,
		x2=198.50102,
		y2=671.67639
	    },
	    linearGradient1961 = {
		stop = stop.linearGradient3382.stop,
		units="userSpaceOnUse",
		transform="translate(128.6929,-97.24628)",
		x1=180.62778,
		y1=581.14227,
		x2=203.7614,
		y2=689.11871
	    },
	    linearGradient1964 = {
		stop = stop.linearGradient3346.stop,
		units="userSpaceOnUse",
		transform="translate(128.6929,-97.24628)",
		x1=209.85441,
		y1=676.26153,
		x2=304.26457,
		y2=676.26153
	    },
	    linearGradient1967 = {
		stop = stop.linearGradient3346.stop,
		units="userSpaceOnUse",
		transform="translate(128.6929,-97.24628)",
		x1=209.02382,
		y1=665.30815,
		x2=317.00025,
		y2=665.30815
	    },
	    linearGradient1970 = {
		stop = stop.linearGradient3358.stop,
		units="userSpaceOnUse",
		transform="translate(128.6929,-97.24628)",
		x1=309.957,
		y1=645.23566,
		x2=278.79437,
		y2=528.81488
	    },
	    linearGradient1973 = {
		stop = stop.linearGradient3358.stop,
		units="userSpaceOnUse",
		transform="translate(128.6929,-97.24628)",
		x1=301.77396,
		y1=648.1427,
		x2=292.08377,
		y2=557.05487
	    }
	}

	radial = {
	    radialGradient1921 = {
		stop = stop.linearGradient3411.stop,
		units="userSpaceOnUse",
		transform="matrix(1.682902,0.425803,-0.350335,1.384635,58.34376,-357.7489)",
		cx=244.5607,
		cy=646.547,
		fx=244.5607,
		fy=646.547,
		r=44.85996
	    },
	    radialGradient1923 = {
		stop = stop.linearGradient3264.stop,
		units="userSpaceOnUse",
		transform="matrix(1.234623,-1.161541,1.089156,1.157684,-723.18,228.1238)",
		cx=274.54877,
		cy=604.83984,
		fx=274.54877,
		fy=604.83984,
		r=35.007129
	    },
	    radialGradient1925 = {
		stop = stop.linearGradient3252.stop,
		units="userSpaceOnUse",
		transform="matrix(1.805512,-0.735032,0.51592,1.267292,-456.9014,-5.051434)",
		cx=197.23766,
		cy=575.63367,
		fx=197.23766,
		fy=575.63367,
		r=44.859955
	    },
	    radialGradient1927 = {
		stop = stop.linearGradient3288.stop,
		units="userSpaceOnUse",
		transform="matrix(1.485784,0.564818,-1.342792,3.532269,763.6113,-1734.268)",
		cx=197.35512,
		cy=640.75055,
		fx=197.35512,
		fy=640.75055,
		r=35.007129
	    }
	}

	function linear.get( self, name)
	    local x1, y1 = self [name].x1, self [name].y1
	    local x2, y2 = self [name].x2, self [name].y2
	    local spread = self [name].spread
	    local transform = self [name].transform

	    local n = table.getn( self [name].stop)

	    local grad = luajava.newInstance( "org.ussr.luagml.GMLgradient")
	    grad:linear( n, x1, y1, x2, y2, spread, transform)

	    for i = 1, n  do
		local stop = self [name].stop [i]

		grad:append( stop.offset, stop.color, stop.opacity)
	    end

	    return grad:get()
	end

	function radial.get( self, name)
	    local cx, cy = self [name].cx, self [name].cy
	    local r = self [name].r
	    local spread = self [name].spread
	    local transform = self [name].transform

	    local n = table.getn( self [name].stop)

	    local grad = luajava.newInstance( "org.ussr.luagml.GMLgradient")
	    grad:radial( n, cx, cy, r, spread, transform)

	    for i = 1, n  do
		local stop = self [name].stop [i]

		grad:append( stop.offset, stop.color, stop.opacity)
	    end

	    return grad:get()
	end
    }
    g [ id "layer1" transform "translate(-500, -800) scale( 2.0, 2.0)"
	rect [
	    style "opacity 1 color '#000000' fill '#000000' fill-opacity 1 fill-rule 'evenodd'
			stroke 'none' stroke-width 1 stroke-linecap 'butt' stroke-linejoin 'miter'
			marker 'none' marker-start 'none' marker-mid 'none' marker-end 'none'
			stroke-miterlimit 4 stroke-dasharray 'none' stroke-dashoffset 0 stroke-opacity 1"
	    w 193.4222
	    h 197.33763
	    x 275.33615
	    y 427.51227
	]
	g [ id "g1976"
	    path [
		style "fill { return linear:get('linearGradient1973')} fill-opacity 1 fill-rule 'evenodd'
			stroke 'none' stroke-width 1 stroke-linecap 'butt' stroke-linejoin 'miter' stroke-opacity 1"
		d "M 436.8347,555.04938 C 458.30674,527.13316 458.19185,468.87427 397.79706,447.07294 C 422.42826,455.89426 436.4609,480.48147 439.34948,504.10409 C 441.05435,518.04635 438.5164,531.65259 432.95862,541.4831 C 438.77841,527.49683 435.18745,511.84914 431.29744,498.29253 C 430.86494,509.81398 430.5114,523.68703 426.31391,531.2392 L 436.8347,555.04938 z "
	    ]
	    path [
		d "M 436.00411,554.21878 C 454.7613,526.95178 455.34771,487.07499 420.77666,459.80862 C 441.11873,486.29515 448.48676,516.65776 431.85117,543.14429 C 437.3941,529.158 434.08,516.00209 431.85117,502.72234 C 431.41867,514.2438 431.06513,524.79447 426.86764,532.34665 L 436.00411,554.21878 z "
		style "fill { return linear:get('linearGradient1970')} fill-opacity 1 fill-rule 'evenodd'
			stroke 'none' stroke-width 1 stroke-linecap 'butt' stroke-linejoin 'miter' stroke-opacity 1"
	    ]
	    path [
		d "M 337.71672,581.07612 C 365.63294,602.54816 423.89182,602.43327 445.69315,542.03848 C 436.87184,566.66968 412.28463,580.70232 388.66201,583.5909 C 374.71975,585.29577 361.1135,582.75782 351.28299,577.20004 C 365.26927,583.01983 380.91695,579.42887 394.47357,575.53886 C 382.95211,575.10636 369.07907,574.75282 361.5269,570.55533 L 337.71672,581.07612 z "
		style "color '#000000' fill { return linear:get('linearGradient1967')} fill-opacity 1 fill-rule 'evenodd'
			stroke 'none' stroke-width 1 stroke-linecap 'butt' stroke-linejoin 'miter'
			marker 'none' marker-start 'none' marker-mid 'none' marker-end 'none'
			stroke-miterlimit 4 stroke-dasharray 'none' stroke-dashoffset 0 stroke-opacity 1"
	    ]
	    path [
		style "color '#000000' fill { return linear:get('linearGradient1964')} fill-opacity 1 fill-rule 'evenodd'
			stroke 'none' stroke-width 1 stroke-linecap 'butt' stroke-linejoin 'miter'
			marker 'none' marker-start 'none' marker-mid 'none' marker-end 'none'
			stroke-miterlimit 4 stroke-dasharray 'none' stroke-dashoffset 0 stroke-opacity 1"
		d "M 338.54731,580.24553 C 365.81432,599.00272 405.69111,599.58913 432.95747,565.01808 C 406.47094,585.36015 376.10834,592.72818 349.62181,576.09259 C 363.60809,581.63552 376.76401,578.32142 390.04376,576.09259 C 378.5223,575.66009 367.97162,575.30655 360.41945,571.10906 L 338.54731,580.24553 z "
	    ]
	    path [
		style "fill { return linear:get('linearGradient1961')} fill-opacity 1 fill-rule 'evenodd'
			stroke 'none' stroke-width 1 stroke-linecap 'butt' stroke-linejoin 'miter' stroke-opacity 1"
		d "M 307.2598,479.18934 C 285.78776,507.10556 285.90265,565.36444 346.29744,587.16577 C 321.66624,578.34446 307.6336,553.75725 304.74502,530.13463 C 303.04015,516.19237 305.5781,502.58612 311.13588,492.75561 C 305.31609,506.74189 308.90705,522.38957 312.79706,535.94619 C 313.22956,524.42473 313.5831,510.55169 317.78059,502.99952 L 307.2598,479.18934 z "
	    ]
	    path [
		d "M 308.09039,480.01993 C 289.3332,507.28694 288.74679,547.16373 323.31784,574.43009 C 302.97577,547.94356 295.60774,517.58096 312.24333,491.09443 C 306.7004,505.08071 310.0145,518.23663 312.24333,531.51638 C 312.67583,519.99492 313.02937,509.44424 317.22686,501.89207 L 308.09039,480.01993 z "
		style "fill { return linear:get('linearGradient1958')} fill-opacity 1 fill-rule 'evenodd'
			stroke 'none' stroke-width 1 stroke-linecap 'butt' stroke-linejoin 'miter' stroke-opacity 1"
	    ]
	    path [
		d "M 406.37838,453.71592 C 378.46216,432.24388 320.20328,432.35877 298.40195,492.75356 C 307.22326,468.12236 331.81047,454.08972 355.43309,451.20114 C 369.37535,449.49627 382.9816,452.03422 392.81211,457.592 C 378.82583,451.77221 363.17815,455.36317 349.62153,459.25318 C 361.14299,459.68568 375.01603,460.03922 382.5682,464.23671 L 406.37838,453.71592 z "
		style "fill { return linear:get('linearGradient1955')} fill-opacity 1 fill-rule 'evenodd'
			stroke 'none' stroke-width 1 stroke-linecap 'butt' stroke-linejoin 'miter' stroke-opacity 1"
	    ]
	    path [
		style "fill { return linear:get('linearGradient1952')} fill-opacity 1 fill-rule 'evenodd'
			stroke 'none' stroke-width 1 stroke-linecap 'butt' stroke-linejoin 'miter' stroke-opacity 1"
		d "M 405.54779,454.54651 C 378.28078,435.78932 338.40399,435.20291 311.13763,469.77396 C 337.62416,449.43189 367.98676,442.06386 394.47329,458.69945 C 380.48701,453.15652 367.33109,456.47062 354.05134,458.69945 C 365.5728,459.13195 376.12348,459.48549 383.67565,463.68298 L 405.54779,454.54651 z "
	    ]
	    g [ id "g3301" transform "translate(128.6929,-97.24628)"
		path [
		    style "opacity 1 color '#000000' fill '#f1c01a' fill-opacity 1 fill-rule 'nonzero'
			stroke 'none' stroke-width 1.08064497 stroke-linecap 'butt' stroke-linejoin 'miter'
			marker 'none' marker-start 'none' marker-mid 'none' marker-end 'none'
			stroke-miterlimit 4 stroke-dashoffset 0 stroke-opacity 1"
		    d "M 313.07537,663.54076 C 276.76565,676.75641 236.57113,658.0134 223.35547,621.70368 L 289.13396,597.76227"
		]
		path [
		    d "M 313.07538,663.54076 C 276.76565,676.75643 236.57112,658.01341 223.35546,621.70369 L 289.13394,597.76227"
		    style "opacity 1 color '#000000' fill { return radial:get('radialGradient1921')} fill-opacity 1 fill-rule 'nonzero'
			stroke 'none' stroke-width 1.08064497 stroke-linecap 'butt' stroke-linejoin 'miter'
			marker 'none' marker-start 'none' marker-mid 'none' marker-end 'none'
			stroke-miterlimit 4 stroke-dashoffset 0 stroke-opacity 1"
		]
		path [
		    d "M 292.07172,618.40536 L 308.07877,660.68035 C 265.46756,668.84949 247.56649,648.48862 238.71495,639.13242 C 263.50993,658.40622 280.78321,660.31267 302.74308,657.39685 L 292.07172,618.40536 z "
		    style "fill '#ffffff' fill-opacity 0.15686275 fill-rule 'evenodd'
			stroke 'none' stroke-width 1 stroke-linecap 'butt' stroke-linejoin 'miter' stroke-opacity 1"
		]
	    ]
	    path [
		style "color '#000000' fill '#000000' fill-opacity 0.23529412 fill-rule 'nonzero'
			stroke 'none' stroke-width 1.08064497 stroke-linecap 'butt' stroke-linejoin 'miter'
			marker 'none' marker-start 'none' marker-mid 'none' marker-end 'none'
			stroke-miterlimit 4 stroke-dashoffset 0 stroke-opacity 1"
		d "M 423.52736,448.14164 C 435.40701,484.91017 415.20735,524.39275 378.43883,536.27239 L 356.91774,469.66277"
	    ]
	    g [ transform "translate(128.6929,-97.24628)" id "g3306"
		path [
		    d "M 225.99723,567.58649 L 291.77572,543.64508 C 304.99137,579.9548 286.24838,620.14931 249.93864,633.36498"
		    style "opacity 1 color '#000000' fill '#408709' fill-opacity 1 fill-rule 'nonzero'
			stroke 'none' stroke-width 1.08064497 stroke-linecap 'butt' stroke-linejoin 'miter'
			marker 'none' marker-start 'none' marker-mid 'none' marker-end 'none'
			stroke-miterlimit 4 stroke-dashoffset 0 stroke-opacity 1"
		]
		path [
		    style "opacity 1 color '#000000' fill { return radial:get('radialGradient1923')} fill-opacity 1 fill-rule 'nonzero'
			stroke 'none' stroke-width 1.08064497 stroke-linecap 'butt' stroke-linejoin 'miter'
			marker 'none' marker-start 'none' marker-mid 'none' marker-end 'none'
			stroke-miterlimit 4 stroke-dashoffset 0 stroke-opacity 1"
		    d "M 291.77572,543.64507 C 304.99139,579.9548 286.24837,620.14932 249.93865,633.36498 L 225.99723,567.5865"
		]
		path [
		    style "fill '#ffffff' fill-opacity 0.15686275 fill-rule 'evenodd'
			stroke 'none' stroke-width 1 stroke-linecap 'butt' stroke-linejoin 'miter' stroke-opacity 1"
		    d "M 247.61938,563.53204 L 289.89437,547.52499 C 298.06351,590.1362 277.70264,608.03727 268.34644,616.88881 C 287.62024,592.09383 289.52669,574.82055 286.61087,552.86068 L 247.61938,563.53204 z "
		]
	    ]
	    path [
		style "color '#000000' fill '#000000' fill-opacity 0.23529412 fill-rule 'nonzero'
			stroke 'none' stroke-width 1.08064497 stroke-linecap 'butt' stroke-linejoin 'miter'
			marker 'none' marker-start 'none' marker-mid 'none' marker-end 'none'
			stroke-miterlimit 4 stroke-dashoffset 0 stroke-opacity 1"
		d "M 391.64149,510.34549 C 380.22308,473.64806 341.27158,452.97626 304.44867,464.17817 L 305.32542,467.09345 C 340.83905,456.23 378.97245,475.12225 391.64149,510.34549 z "
	    ]
	    g [ transform "translate(128.6929,-97.24628)" id "g3311"
		path [
		    style "opacity 1 color '#000000' fill '#ef4d04' fill-opacity 1 fill-rule 'nonzero'
			stroke 'none' stroke-width 1.08064497 stroke-linecap 'butt' stroke-linejoin 'miter'
			marker 'none' marker-start 'none' marker-mid 'none' marker-end 'none'
			stroke-miterlimit 4 stroke-dashoffset 0 stroke-opacity 1"
		    d "M 173.08761,565.52512 C 209.39734,552.30945 249.59186,571.05247 262.80752,607.36219 L 197.02903,631.30361"
		]
		path [
		    d "M 173.08761,565.52512 C 209.39734,552.30945 249.59186,571.05247 262.80752,607.36219 L 197.02903,631.30361"
		    style "opacity 1 color '#000000' fill { return radial:get('radialGradient1925')} fill-opacity 1 fill-rule 'nonzero'
			stroke 'none' stroke-width 1.08064497 stroke-linecap 'butt' stroke-linejoin 'miter'
			marker 'none' marker-start 'none' marker-mid 'none' marker-end 'none'
			stroke-miterlimit 4 stroke-dashoffset 0 stroke-opacity 1"
		]
		path [
		    d "M 192.74606,608.80525 L 176.73901,566.53026 C 219.35022,558.36112 237.25129,578.72199 246.10283,588.07819 C 221.30785,568.80439 204.03457,566.89794 182.0747,569.81376 L 192.74606,608.80525 z "
		    style "fill '#ffffff' fill-opacity 0.15686275 fill-rule 'evenodd'
			stroke 'none' stroke-width 1 stroke-linecap 'butt' stroke-linejoin 'miter' stroke-opacity 1"
		]
	    ]
	    path [
		d "M 365.06645,498.35065 C 328.39666,509.85752 307.81885,548.85876 319.10952,585.65455 L 322.02268,584.77077 C 311.07362,549.28344 329.87386,511.10459 365.06645,498.35065 z "
		style "color '#000000' fill '#000000' fill-opacity 0.23529412 fill-rule 'nonzero'
			stroke 'none' stroke-width 1.08064497 stroke-linecap 'butt' stroke-linejoin 'miter'
			marker 'none' marker-start 'none' marker-mid 'none' marker-end 'none'
			stroke-miterlimit 4 stroke-dashoffset 0 stroke-opacity 1"
	    ]
	    g [ transform "translate(128.6929,-97.24628)" id "g3296"
		path [
		    d "M 236.25,595.65625 C 199.94027,608.87191 181.19059,649.06528 194.40625,685.375 L 260.125,661.46875 C 243.62493,653.95514 230.02978,640.08846 223.34375,621.71875 L 243.125,614.5 L 236.25,595.65625 z "
		    style "opacity 1 color '#000000' fill '#171aad' fill-opacity 1 fill-rule 'nonzero'
				stroke 'none' stroke-width 1.08064497 stroke-linecap 'butt' stroke-linejoin 'miter'
				marker 'none' marker-start 'none' marker-mid 'none' marker-end 'none'
				stroke-miterlimit 4 stroke-dashoffset 0 stroke-opacity 1"
		]
		path [
		    d "M 236.25,595.65625 C 199.94028,608.8719 181.19058,649.06527 194.40625,685.375 L 260.125,661.46875 C 243.62493,653.95514 230.02978,640.08846 223.34375,621.71875 L 243.125,614.5 L 236.25,595.65625 z "
		    style "opacity 1 color '#000000' fill { return radial:get('radialGradient1927')} fill-opacity 1 fill-rule 'nonzero'
				stroke 'none' stroke-width 1.08064497 stroke-linecap 'butt' stroke-linejoin 'miter'
				marker 'none' marker-start 'none' marker-mid 'none' marker-end 'none'
				stroke-miterlimit 4 stroke-dashoffset 0 stroke-opacity 1"
		]
		path [
		    style "fill '#ffffff' fill-opacity 0.15686275 fill-rule 'evenodd'
				stroke 'none' stroke-width 1 stroke-linecap 'butt' stroke-linejoin 'miter' stroke-opacity 1"
		    d "M 238.01927,665.73076 L 195.74428,681.73781 C 187.57514,639.1266 207.93601,621.22553 217.29221,612.37399 C 198.01841,637.16897 196.11196,654.44225 199.02778,676.40212 L 238.01927,665.73076 z "
		]
	    ]
	    path [
		d "M 352.1929,524.87872 C 363.98265,561.45854 403.14166,581.7345 439.84915,570.15997 L 438.9429,567.25372 C 403.54119,578.47655 365.21828,559.97175 352.1929,524.87872 z "
		style "color '#000000' fill '#000000' fill-opacity 0.23529412 fill-rule 'nonzero'
			stroke 'none' stroke-width 1.08064497 stroke-linecap 'butt' stroke-linejoin 'miter'
			marker 'none' marker-start 'none' marker-mid 'none' marker-end 'none'
			stroke-miterlimit 4 stroke-dashoffset 0 stroke-opacity 1"
	    ]
	]
	path [
	    style "font-size 12 font-style 'normal' font-variant 'normal' font-weight 'normal' font-stretch 'normal'
		text-align 'start' line-height '125%' writing-mode 'lr-tb' text-anchor 'start' fill '#ffffff' fill-opacity 1
		stroke 'none' stroke-width 1 stroke-linecap 'butt' stroke-linejoin 'miter' stroke-opacity 1 font-family 'Myriad Pro SemiExt'"
	    d "M 341.95418,607.46741 L 343.04618,607.46741 L 343.04618,604.25141 C 343.32218,604.33541 343.65818,604.34741 344.03018,604.34741 C 345.15818,604.34741 346.09418,604.04741 346.69418,603.47141 C 347.13818,603.03941 347.36618,602.43941 347.36618,601.70741 C 347.36618,600.97541 347.06618,600.39941 346.61018,600.00341 C 346.10618,599.57141 345.30218,599.30741 344.18618,599.30741 C 343.23818,599.30741 342.50618,599.37941 341.95418,599.47541 L 341.95418,607.46741 M 343.04618,600.24341 C 343.25018,600.20741 343.64618,600.15941 344.18618,600.15941 C 345.37418,600.15941 346.27418,600.61541 346.27418,601.75541 C 346.27418,602.85941 345.45818,603.48341 344.07818,603.48341 C 343.67018,603.48341 343.32218,603.45941 343.04618,603.37541 L 343.04618,600.24341 M 354.99804,606.31541 C 354.49404,606.55541 353.73804,606.69941 352.99404,606.69941 C 350.71405,606.69941 349.50204,605.28341 349.50204,603.47141 C 349.50204,601.45541 350.83405,600.12341 353.07804,600.12341 C 353.83404,600.12341 354.51804,600.29141 354.97404,600.50741 L 355.25004,599.64341 C 354.93804,599.48741 354.19404,599.23541 353.03004,599.23541 C 350.11405,599.23541 348.35004,601.16741 348.35004,603.48341 C 348.35004,606.1114 350.25805,607.61141 352.76604,607.61141 C 353.91804,607.61141 354.80604,607.37141 355.22604,607.16741 L 354.99804,606.31541 M 356.64217,607.46741 L 361.58617,607.46741 L 361.58617,606.55541 L 357.73417,606.55541 L 357.73417,599.37941 L 356.64217,599.37941 L 356.64217,607.46741 M 363.90234,607.46741 L 363.90234,601.65941 L 362.81034,601.65941 L 362.81034,607.46741 L 363.90234,607.46741 M 363.35034,600.65141 C 363.78234,600.65141 364.04634,600.33941 364.04634,599.97941 C 364.04634,599.60741 363.77034,599.30741 363.36234,599.30741 C 362.94234,599.30741 362.66634,599.61941 362.66634,599.97941 C 362.66634,600.33941 362.93034,600.65141 363.33834,600.65141 L 363.35034,600.65141 M 365.81034,607.46741 L 366.90234,607.46741 L 366.90234,604.01141 C 366.90234,603.85541 366.93834,603.66341 366.98634,603.53141 C 367.20234,602.95541 367.79034,602.40341 368.58234,602.40341 C 369.67434,602.40341 370.10634,603.21941 370.10634,604.23941 L 370.10634,607.46741 L 371.19834,607.46741 L 371.19834,604.14341 C 371.19834,601.95941 369.73434,601.51541 368.94234,601.51541 C 367.87434,601.51541 367.13034,602.12741 366.83034,602.69141 L 366.79434,602.69141 L 366.73434,601.65941 L 365.76234,601.65941 C 365.79834,602.15141 365.81034,602.66741 365.81034,603.25541 L 365.81034,607.46741 M 378.37447,601.65941 L 377.28247,601.65941 L 377.28247,605.12741 C 377.28247,605.33141 377.23447,605.52341 377.17447,605.67941 C 376.92247,606.21941 376.34647,606.71141 375.59047,606.71141 C 374.52247,606.71141 374.11447,605.93141 374.11447,604.76741 L 374.11447,601.65941 L 373.02247,601.65941 L 373.02247,604.95941 C 373.02247,607.1914 374.34247,607.61141 375.21847,607.61141 C 376.39447,607.61141 377.06647,606.93941 377.36647,606.41141 L 377.39047,606.41141 L 377.45047,607.46741 L 378.42247,607.46741 C 378.38647,606.99941 378.37447,606.47141 378.37447,605.87141 L 378.37447,601.65941 M 379.52635,601.65941 L 381.71035,604.49141 L 379.41835,607.46741 L 380.65435,607.46741 L 381.59035,606.17141 C 381.84235,605.81141 382.07035,605.49941 382.28635,605.15141 L 382.31035,605.15141 C 382.53835,605.48741 382.75435,605.82341 383.00635,606.17141 L 383.96635,607.46741 L 385.22635,607.46741 L 382.97035,604.44341 L 385.15435,601.65941 L 383.93035,601.65941 L 383.03035,602.88341 C 382.80235,603.20741 382.59835,603.49541 382.38235,603.81941 L 382.35835,603.81941 C 382.14235,603.50741 381.93835,603.21941 381.69835,602.90741 L 380.76235,601.65941 L 379.52635,601.65941 M 389.95441,607.61141 C 392.25841,607.61141 394.16641,606.0274 394.16641,603.33941 C 394.16641,600.98741 392.53441,599.23541 390.05041,599.23541 C 387.63841,599.23541 385.85041,600.99941 385.85041,603.51941 C 385.85041,605.8714 387.53041,607.61141 389.94241,607.61141 L 389.95441,607.61141 M 389.99041,606.74741 C 388.14241,606.74741 387.00241,605.23541 387.00241,603.48341 C 387.00241,601.67141 388.04641,600.09941 390.02641,600.09941 C 391.98241,600.09941 393.01441,601.74341 393.01441,603.38741 C 393.01441,605.30741 391.86241,606.74741 390.00241,606.74741 L 389.99041,606.74741 M 395.18628,607.03541 C 395.67828,607.35941 396.62628,607.61141 397.47828,607.61141 C 399.61428,607.61141 400.50228,606.45941 400.50228,605.25941 C 400.50228,603.97541 399.72228,603.35141 398.22228,602.85941 C 396.98628,602.46341 396.47028,602.07941 396.47028,601.33541 C 396.47028,600.79541 396.90228,600.11141 398.12628,600.11141 C 398.95428,600.11141 399.56628,600.37541 399.84228,600.53141 L 400.15428,599.66741 C 399.74628,599.43941 399.08628,599.23541 398.15028,599.23541 C 396.48228,599.23541 395.36628,600.17141 395.36628,601.45541 C 395.36628,602.60741 396.15828,603.29141 397.71828,603.77141 C 398.95428,604.15541 399.39828,604.58741 399.39828,605.34341 C 399.39828,606.15941 398.72628,606.72341 397.58628,606.72341 C 396.75828,606.72341 396.01428,606.47141 395.48628,606.13541 L 395.18628,607.03541"
	]
    ]
]