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imgflo / imgflo-server

HTTP image processing server based on imgflo
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Add retro graph #86

Closed jonnor closed 7 years ago

fbp-diffbot commented 7 years ago

fbp-diff for commits 65f3445c5b...a9893b7e46

graphs/retro.json:

+ imgfloextra/retro-curve_tjur3(imgfloextra/retro-curve)
+ gegl/load_k1b4a(gegl/load)
+ gegl/nop_awq7o(gegl/nop)
+ Processor_chark(Processor)
+ gegl/opacity_uscr6(gegl/opacity)
+ svg/src-over_ffsn9(svg/src-over)
+ imgfloextra/retro-curve_tjur3 output -> input gegl/opacity_uscr6
+ gegl/nop_awq7o output -> input imgfloextra/retro-curve_tjur3
+ svg/src-over_ffsn9 output -> input Processor_chark
+ gegl/load_k1b4a output -> input gegl/nop_awq7o
+ gegl/opacity_uscr6 output -> aux svg/src-over_ffsn9
+ gegl/nop_awq7o output -> input svg/src-over_ffsn9
+ "" -> path gegl/load_k1b4a
+ 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" -> uri gegl/load_k1b4a
+ true -> srgb svg/src-over_ffsn9
+ 0.5 -> value gegl/opacity_uscr6
+ "prog" -> preset imgfloextra/retro-curve_tjur3
+ INPORT=gegl/nop_awq7o.input:input
+ INPORT=svg/src-over_ffsn9.srgb:srgb
+ INPORT=gegl/opacity_uscr6.value:strength
+ INPORT=imgfloextra/retro-curve_tjur3.preset:preset
+ OUTPORT=svg/src-over_ffsn9.output:output
fbp-diffbot commented 7 years ago

fbp-diff for commits 65f3445c5b...ab6871b3d7

graphs/instag_1977.json:

- filter(gegl/insta-filter)
- nop(gegl/nop)
- filter output -> input nop
- "1977" -> preset filter
- INPORT=filter.input:input
- OUTPORT=nop.output:output

graphs/instag_brannan.json:

- filter(gegl/insta-filter)
- nop(gegl/nop)
- filter output -> input nop
- "brannan" -> preset filter
- INPORT=filter.input:input
- OUTPORT=nop.output:output

graphs/instag_nashville.json:

- filter(gegl/insta-filter)
- nop(gegl/nop)
- filter output -> input nop
- "nashville" -> preset filter
- INPORT=filter.input:input
- OUTPORT=nop.output:output

graphs/retro.json:

+ imgfloextra/retro-curve_tjur3(imgfloextra/retro-curve)
+ gegl/load_k1b4a(gegl/load)
+ gegl/nop_awq7o(gegl/nop)
+ Processor_chark(Processor)
+ gegl/opacity_uscr6(gegl/opacity)
+ svg/src-over_ffsn9(svg/src-over)
+ imgfloextra/retro-curve_tjur3 output -> input gegl/opacity_uscr6
+ gegl/nop_awq7o output -> input imgfloextra/retro-curve_tjur3
+ svg/src-over_ffsn9 output -> input Processor_chark
+ gegl/load_k1b4a output -> input gegl/nop_awq7o
+ gegl/opacity_uscr6 output -> aux svg/src-over_ffsn9
+ gegl/nop_awq7o output -> input svg/src-over_ffsn9
+ "" -> path gegl/load_k1b4a
+ 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SDQ+EXPw98c52TcxKFhwEUG9K/tAhWUIQprmqu1a05cqV84FyOq/Zpc6AxzkaWa7kka6fCOctJSSrLQ+J8diIBJ+w+Tz008adb/OKFp2NOw+Sbb9DeMm1qSNFkiKWvT0BGe0TZLPfnPgka9bD6wbhNU1lTw0Tem1aE1ry3gwvneNa1U5Wp321ubQtLkuZRUZvCnkd6f2gkOXgFIVavTnX6wlzBO0/Z1tGZQCk1K6W39+l9Yv89KPUYFPIUk5SLiotTbn1j0MY4aqtOorTy2h4HKCf7UiUL4WtJpW1amAcOh2rdDS9/cNawsDqVUQvMCDQUNfHWIcbcLfLkw3wgkVNaUrTeupPOsIc9ByuOS7aUJWrQAKBpW41B0IhGoFnnkqSCk6i0eR+ixA3NGGYrrG49Wgkqi05xF2dFWBDuGUFvf9I9TKygZyY7qxhNgi4/jArQG8L8jRoczm9fX0i75CdcMwRLlDF7yU1aQwFCdvlGh5cdpfD2kxb8pX3EMhB09bw1zzj2zbQoECkZnSGEtYOt1dBXeK+nmROAZNoXrhKWlUohTjfLOpEE7RxkoWdofgda5hGHS60jSBMWMU7KSbibge4bxUsPxk+I9iZS5y/KKOmYyjEuyDaSSlJ+EPnYsLicDKTYQ/0Z5XBgjpHsmA9HeVZGDPodSrKbHSG+i7y9Q9kZ5SUJB1/vG1O2f5bQmYzJqdxGjpaop9AGsLtCUMYnEd2fOPL9Rd157mp/75fj9Imco1uM0ck2+Ru67X/qMeJ+n7WhFfKr2vXOMpYcXcV1vHCfDK1NzAaIMnFBlrPqmtPh+vwh0IrD8cxmvfZK1IIHQV3Bj1fHCowLEX6qAqSaHMev6fvHseSgAxecirEufqmJclZTVUQgYm0iqlXsco91oWW4ZU2ehpw6+/3/KOSp373iO/EfO8Sk3yWFpcIUMxre1NyaC+sULViQ7yfZkZhVKqakZhGfelzyc0YehtACR68NYoau+RlhGm35R+0KWDO1VKbnKL+qwgY3IuICQedSa1qeVhf3waBhCSpVTa3TlskW99YlxiZlW0pSVG2X8R+IEWcLBZjHJJC8ta1qBQdYLCtfW5htwVTpfN5bnyinVhSxSUS63RQrqR/wBJ+EKS8YdpmizOLSedf38Y9RxWB0UDdV/GnvvGgqpm0qoPf+lOcSB2lBN6Hc7dTAOFUZCmlTX9oBCdhaM1zU7DT48vrAOMsjMDvhcpOn7pMU+liHuWfAHHxVrSv5iLGMer+GCWnHEMoSTXKKRl9HeRlmbJ1MUsT5F23axUL8pSKGsJVsXl0LR8I2uOmdYwftFMLCyB15/GPSxSIkqlZcqoxfONCplSE1FzEFtG7P4o6aRHozy1lGN5E1Jg52Lyou9qOR+cN9l+SnPdslJBBJ+MR6RhQBdnl1JOWElmmXkGmUwAgTEJ9FCEwlxeZUparQu1bnI39kdArFf0veFuWC80F7M/jPkjijze5+MVfa1/GYf9oHjz84Re1r+NEJ9bmsU7VjwrTDCVCpitqz5KqpVvvNBFnXYdJCRYy3AMU9Fj7NScsNh65wzSbFBiaaaIy0EW5SrD1K4mhSNY9hz08n0FzmJAbw7WeznF8UJSeLnEAY9nUVLNfxH5CDPen8SP+9Pf81z+pUfLu/2/+3oYnYfTkoYoGoQrKvNzjgiinEZK7wkbL+0c/wB0wcxtfh50p7I3NfrGvwp15NxWdeecPtITegvca1J+kfQuYqFFwevGNZKtDEPgES59Xbrav7Rzllqycx5/QiBCt98TalTwn3DWASHgKUq0GgxMyeZGt6X98I1DSMJRQWHh+gjG6a8aXImvjTlGU0RB1SfZJua6wI0jQoQUpr1PqpiEri3B+I1PK1q8h+EddYFItJ0qFLOmg08yd/OOEIzGNSjA41gq1TQ/IaxYVrQ1E1PYgKirEumtFGuZfJKAdusPVh2VwmUbpYqVupV6k0BtvvCTsG2cNQhedu2uYfhPjCzBBTYV/qSL05coAby1/E/CeJL6E9D5m1Y0fnVHt5/Frnf6mlI9Cxl2ooLcx+gptEFvoSRz390cFbZdptXffzvC0r7SeNI1KlJ4ReuYiw8awtxyU0DSqNeXQ2odjGWswyS6GkmtDUcyT4XMZtbEG2l1jPWxdoKiuaZWJcxSpo8JRWS9fd8Yp1S6igkWKfV4ZKxayPtBILLtQNax7bissqt4e7skxqIRKadSqigYgTZ+zksjLWkY1aj52hOVNBaANc4HIhYqq8LqxFnEOzAdVp8Ifyq9GSVwdEuzWm0bTCZN2hxgpcKU9YARCVO13uYIZlwaaGa8Z3Tb5aQ7OtZNox8a+hLc4K6Q7HaKCZVyhOG6vJddUNIjE+ltoP8AWD8le1hz7QRvE+EfyB32F4nU+t4seSvY5LocTuYT4d7X1S7ixudf7xc8M+9KpwlUcR/a+iXdQ3vFf2HyzXGJmZSvennGtKybCTMTqyL13iyWBNOVzf6j8hBmvVM/mE2+Tcd85/WqPnf0/a24p97FfHaKoUlSKRVMdhrKglR6xIGL9sJyntCtUuoQf+k5h0rVPlHoPnFSvMzricxueEmldegj3cVwl5GWtdTQxacHw4SMmDc+ARLhoytE32r8yK+/5QgCHJfxAF7a8okQg203kSRc6q95+YhZYpLV/eKq00XCEVoa89KfWMutSNPlmlZQaGviIzFtP3N60pUH1WINTNMuEXVfanhAjSttoofEqJ6wCQJ/7e+SlngFTQ205+Ji1FOieG9mchDsyrOrXirX2dfKHXpX8mKYnkoyoQUpSElKUjblrCV4wSM+0UGt1jSnrWpi3qBRieB98V7TRU3TUdanyqYquZn25ke9w1/mlsqHim4p63hsKrxLm4uoBF/nytHr3m0oykHLWvl74kpLuanf3/tEBW5dS0pKhTh2pzNiIBwjKFSnkL3SoKr4GvlcwqobLg0o7NuuAJFkhxNSOL8BPia1jzfRsTTOGONKUhW2kZ/p6CLUg3xVPKBq0Y0oUVgCKhrVcJwlSgKphCbWguYIO602jR8Mm1ks7Ld1MeNowKrl3EpNCk15Xj0vzrL6RyErLUvSPTqbPO1HcN+z61gkm3sovOzWvPlzheJ1F2ltSvOCxOj3ZpNUiEYL01QIbSKmLWO0idoMTSltQrtAaS8s4otbjqjzr84JIKlCqxJpvk0xm1rQxhYOpiuetNlKfxc4lA2xNt7mOQYWMRZGpiwr0eRikvT3w3SH5WJs+qQHoWKhxZFac4r+jMFGFqXekUb9FmcmBrNGb/IteXxyYvFfTkjc4mlFGLvPKn10XMTQ0oHS8b7ztrLZ+SSa0ET6JA2MNVQ2/EfkIb6E9B4q5/vb3/Oc/qMeM6/yrcC1LgyFlpykUKuIcVnVolyRfWmmugr5xHMRWBdpphbhGWtKAAqN+P2lHoD9I9XxFBkmIyIZvnqq53rrHpZQFp5ebW5i+NUMNciMS5K37afH6xzjYtYyVrdavlp5/rFYkEm0cZvX9he8GNLLPAKFanb31/WOSNS0w2K3pFQ0ySeMobrQxU8rfpoOH4/noApNetYpXla9NFlVIcRxb8j8YzV/VhUvl3N/rtAnCErIVqedT+o8IFw0A2wjQVprQ/ExKC1NTqAhZKilN78/CDwFYvNYsFuZRncNa+1YX3O0akijaJyuKhCswUc26UqKuVag9dxDMI9NLwaeLoKvzaajbroYz61pWxyCVlFSLU3+Q5wOIAcYl86FINwtK00/1A0NIU5/PadaKJhxB1QtY9xIpHruXnaiZt4p9XhiuIqUmmYXNdfdanifcIECSqxdRrW8chblXR3hVSpoQB+Y2FuRvCa568/hd2YR3QfcPeEglOYGl1V1NzTYbR4n69Gw7doMACncwFDppGDG5yV2cEA2ixrTM2G4OnvU23ggtsk5BKEC23KN2cs21cW4mlPGG3onGIdo6d6Cm5rtHk+xg0yxWXJO4Py1g+Kp1jkxNuNLISTvHuOax6znGXXXV3rF8B67Mz3dopWFoddocRzxIR3s7ieVMQI8P4xUa+ucToCJicxnBqfKFuZjMpGYww0JNKxLl5p0whe1cDxhB6Uv1EQ5Glw9YWa679VdTEi1dbnFczAO0QTO21MV8O1ZYnB3g8ecIw3WwyM+0G9flHn7F7UT+OI0rFvnlSvQcZ1S408ZtqfvYK1l0Bm5ym8IIwE+0pOsOFgtKrbyHxPyESnGkYqFfaX6f+s7/WYyuv8AKtwIRxRxQmU8I5xmrZD7Yzfdy4SPx0+BFz0FY0vmTWH4oscaUnOtBqpYNk6UpzrHqeVFm09NLVrcn6GN2RILvF1L8pNaxzkOWpp684lyUcP6/tEJW0uVIrt6PnABXeEqqbW0+Q8YAC2203nsbHQnwofjAJE28NaXwjXxipq5jtWFqa1TUV1FfXOO9CwXkX5dKuFJrQ1FYVRNBlMdbSkcR6xmWLetGw6fQ+kkGvjFKr8O+FkGup1+MKOJnbCfWhTLNxmFfjuecOiGb4yt1whCVUQn2j5XPjQ08SYuwivp7Krfw8olUnvSqtSTVY0yg6e+NCVh9HDAOzk+lTapyTlWAzKKlmwhCUOPKWpRDz1+LKCarNPZSIfRctIwnCFMk+zkFQPIC9ab/KMVt6cg5Sgrvbpbp61iXOJwAiuuvwivTHgztdJJaxWcH5nCpI/5nF8zG7zWL0UEtp7m9amt/A0pGizVHPam4ghCrAdKPwlI3PhEFnHspgyp2fCTwoQnvFHoFAUp1rrGT9OsiXv3sihKEobGiRQUj5yedcbk+HNSH4t81nXd8W8LbgzJ5W11POLcVqeP8UbKOGNC9qQC4XXFWrHn70sahGBZ1VWIz1W1nna5Il2F01ofkY0OGdXmhT5UoknnHu2eBTV4cFakjljko5w1g3CWHqywtJp7+0SALmHaiJQUZgXhyQJ8RwksrCquwaIEVF5wmkEhIcsANESmJC5ziJLfS4I4DlLvFBu0zMTrmWgJil5Fo5KsLUamFVW04ss0EUdA+zFkxy/OCZMJUsmNONHyrfZlQwfkalGV5D4n5CDR5aviLh+1vjk85/UqPM9/tZygFCnWKZj8M2vrnEIJvaeWLiAa3y25VJrXpF7gmvNk266la2ypIDygVgc0+zQ7a/GPcRWAJ9lKE2FyNfmB0i3K4u1vF5z4r5wTl5qXCmq10BO/ugEKRbV4/wB6QSXSN45wg0uqdb6m2u1PfAAWAlKhUa1+WsLcM4ZOtoWouGwBr5bCKljQgp9tdnHOBBS3skeOpOlYV5Hau4dKNvzolG5R6YfOYJSzlz5ki5FxUDWGYRr5MdyUAJUV1rlKhlWNeE7K8RCR6o4TjLrD2Uk0qB8bGOsNlerOy86lRCtl2HujArZhl7QYWzNy6kW7wXSeStQa69OUNcwqdkX286FoopQSFpsbC2ZtXImvWLBQ7hs46ltLaCpIvatv1gNSesPccTQlV9efgVE6+GnSF+km9c6A2Tcn58zDdQ6kUqWrOrfT6RXNEp1e3TWConjz+IEgtWKlY3ZbJPgpQ+UaPFZfTJspTUUsqv8AcRrsd9l5HMq6SlN+I/Tn4QelGOR7PTs46htpBS3+ZYKU9SaCpij13IF6fwHAJaQlghvjcUKuOGtVKp8Eg6CPn/ferDX+za8ryamKA2v4uU/ZqjkflGzQxkLbi1OG3OKOtHRlGHLc1ivei9NkphQTr66Rn6DTEiXSnSOKSKRHIeaP4kPUaVfp842/mpdPMWePYqquupiXLLMAY+PRLllg0iUiGYxxSs4qGBAX1w0QI6awaXxtzLAnrJmCYUZrkPRKdflPmOTquXzEh1874wYNSJWYFI7JSTjhira5p0hg+UXjHvTja0wlMUV2crEWcbE5cTUue6zQ9p+S3Ly1V0humYOjDoDTfItL4dwnxPyEHofI3iN5p/8A5zn9RjG6/a8kFBvf14xXGtJNr6whwFjn/lVkVzhB2/zX/wDxrFrlXrzJPYchUul2lVKqahWnFQDLSgttraPaSkEhw6jN7I+uh69I1kBbyFDUeiBrFlKsfZp5/tDXCktlUhQP5bH6HnrCaB0tuqa16e6ISGqTxdL/ADEOEmlhU16H9yYBC07aoB1v65WgEqRUDrzvSCNOkhMO5k0TlZ0ATy3rTfesU6afmOz0k44h4TS0KuohtJK69CCMtuZhGhxb7Qysr9wsDu25ZsJabrmUKGpLiwBmJVU2AABA2rCPS15ZC4auk81E/GLhL0j2OcV3KPE/MfCMDps8tzcaJRm57xXWg19hC05XEpWmlrD58+sGUXncDaAq0Tb8J67ZoIkGr3aqBPqwB6QsY1JF1xdVVIuEjy9mnOIMPMqlKaBOhBqAdD+K/O8WUun/AI/rzMVTHl/+JEopU6xlJGdpQsfyq5DU3rGjww/oRmMEddKUD2lHS1kj8SjoIfe2M0SW7PuBTfs2BTSmXapVXQ0PK9zGPfoloslJpl0BIJUo6q3VzPhHn+utGLpzfP5xUEa8FQrvIRaJsaUlTVFXgtSgbk2wqtLwhI2hI9fKOcJtojkJFvNoFz65ViEkzFO0DaEmh2MMC8l9scTVMu0vrHpPnGfay4txvaU4KYkSRCY4x9WIhyRsQTl0ev0gy1CYVSGhLLzmsOEGqMGlxEJfaxAnOaOQ5JjhOQDEuWWmlKNBcxCGgYV2eWs1V6tGV125rEnhSG06XjBtWsFDQRGNWcq+Yq0i9GrIOSkkTcwNrTkGZ5hKWPfFPWgQZQffRcVzWkRWWhqX9k+J+QhwApaq4hND/wB97+pUK7/a+ayo3KN67xQWtBC+pSqD11iyoaLiWBRRdwYQsPMuIYc687MoWpDCmHFJDaUmhqSa13NPKl49XKhmjbThdyVA4ib8xYHqeQjdLU51JDi0mtcxzZta6EE+todEhJbUK+H7RZc+JSr3/QRyV1KrAX0oawAUSvb8rfpEuWMlLAGpqfXraAQ/ZbkH0eUcNAtF4g4yYag2oo71H1EU6e1CXeQhCb1t/esZq+TsYnVOuZfwi/u5xZitaVVe1FpXbl2QnKJCeR+dPrGH22OXpKWczS43taKy66eu31FfPpBOKgn051Cu/s8qCh8bwIUTISouVvU28vw06Em8cWOyrKM29daevGCwZopkbASDTy6kk8+UPSF57119evjFEbP8fbSHM5YS+EJJKSBmArUlPltEeXnvrSwximGob70AjNY5UDhpfKoVtFa/PphekQ7XYateVPecJrXKKdTWsB/FTNGJftJhzhoh0A8iIqX50ejgnGT/AMVv/qEU/NOOWFTbLY7xbiEoFyoqFIo2D0h9pv44ysq53Mi19qKLKcUcqPBNNY9Jx/x7Q6XpL+P4KgHpHXXKv5Vi9f8Ajf8AkrXoTAP4k4TOJTdTK1CwWBfwNYwevlYV6NU72lbQOE/KMlY0gTeOvu1y1h2FaX1tqXUrJPvh4WT9okJQTGzwrs6LkbaHVY5L7EifYlCdtMc4SSm0MACzqdYYkpuI1iwlUIghOQI5Dmkc59S2rrHJWUyrh/CT5QCBeVwh9xVMpEIvSWr4T2cSi5FfGMDrsTQUMtoFozWjOVd14CLsjWnKklKlmLbSwzycjuYq2tSQ1ttpHr5RSXVHFf5MFBVncl/OMaCobEiKy0Lyw4PP6CHACFt/77NK/wDfe/7ioX3+18zgDOvFSqevKKsD0HA3hikNomFmghK5pQxqUlvtDcwtN2z7QpmummVQPtJ+IrWNDlzCe0jLSZoLZuCF5rjWvDUi1afKPUcAIaeJzitr8Ra8aqULyBpvvBuDVNrrzhwjJKSyCm5vqK9OULJCnUZVHyFvDWOGvIWk8VeL9bmBQrOIHen8uo05Xr51iDUtEkX8oUeMYc0tIO425xWqxDE4pd671MVVgurST7yTFgkLcHHSGAPvZ2byPJFYo9L3L1hhTmaX12jHbDr71TnJCbfSOGWMdkVhQeb9ojiA3pv40MSUDSc4SaVvW/yvEoPEnM8VM1wOWteStPKJQZRMAi2u55QRiLOD6/SK6Wc9qZxMu7LOE6lfzTF3l5b7lmdlm3gmYlylC1DNQDhVU0oscovvEs4npBhbxH8p8KopKSMivDqYt6t6X1FppS21tLzCvEdr/KCPS0lHSFZqVqCmh0pqDpWJQVZyXmEpOVSy0okCqjenMAw40srY52iwfqIsdYMzTpgWKuS3Cod40faTuOqTsYrdRSreOz/aRCkEFyoFkpVWuuhMeX7+ZWtXlJ5pxPCRXcR5m8r8q2p7rFM5lPadVQY2eCWSgq6x6NAq02vkYWhbEu6dEH0Ihy2iQeP4TAhFWcLf5R2h0URhDsFodcL7POK5x2h1U/2PKtaweo1eR2GRvWJ0OijfYhn8vyjtDomjsewPw/KBdq632Xlht8oToRlvAJcbRyXT2HsN3jM6W4CP4k2k5RFLGvI5MzmEXvLckfWZZa1VMM1pSGxiUSnX1yilrUkGmxFZaXUwCQnFP5XvhsDSFJp+8MX1WGhJiquC8t7J8Ty5CJArTiaTL/V5w7brMB3+186BpWUCnCTvFPXYlcw9Pr9I7Q3kPQMpiyqsx7U4VPTDrikd5ky/dpSkqSVJSMxWpN077Rq8VxMYwWaMupr7IEGgUVlda3tlrQGpqI1PSGczMsFfeBIQUmikjehuQDoaGNaVALNZi5Y5jt4dYtpVnFAJFDU3tyvbxgkrAe9k+yenUfCJCrPGppWvofCJQr8XP0Lxw35asoTW5vUedqxIl1tdRCKaYpN4D9YqVaGFrzU8IrnqK07331gkAQTV0mLRQzIrCXQa7/WKxseqOy08C2Arl9Ixm0P4tKzr+RDDv2dlJzLUkcSyDZPRA3O5NNoaJYEuvgzKz5RTxvcwrHBWI4G25xJ+7c2I36KA6xBYQkTMvTvRw/m/D+0AkyS00labddPGsQMXCr09awsbM+1TzKp6WaXQ0accodxmCd99YucvMfYAQ2Wk5m18Aum4sN0KG9NaRfeFBMalElba0lIWopSab1uFVGnhFvmmuFSDykHv2O82BFak04c25EBaaUFyTkomrjLZrfiUnhrzTzg1rXElJOu8aNhmp4nZPKAtMEldj35hGcKSFmpAIsqgrSugMD7CzJ+RcacW2tNFoJCh4Rr67VYNwxwpLTC0KB3+fjC6U2vs3jTSlFLhyL58wPwiMPrhVagy+ly6TX3R57wv+ld+QS77UNkBqujAmBsPhFkC8MMYTsPcIhCVEozygNcvJZaG3ygkLADVNPlHIcFxA2heidCYR0jtcl+1o6QWpfv8QbH4oPUoVYs3z+UClXVjTXOIHimcea/NzgBY4V2maTvDU+SpifadJrQ3iPLT55IjU4449UkxcxrxpGHcREUum5y1FhpKUV5xktdYrCT0bk2lGpg0JpadSvS8CnXeICqPXu6RAqTmE8Z9e7nFpXF0wpZGZf2T4n5CGgL2MurE29S475z+oxHX7XzhSlpunnFCwWpnZwpXSADauSykLUfXnDKExMNoRyvFdbee+3+B4qia76XcLku57QSDwGtrW+FrR6X52f7V6wF2XUX3EFZUQbk86Db1pHqdVXCZdVFW8zrTenlDNABTCuKw9Ui0lykKJHDWn05xInKrqVQWOnnS0CgRQxZNTrAIDZmgNelD5w0SOUc1T7oGmjjUUzjVKcXrpFOrhnRhZc2MVNWidNYdRxWWtif3i7KqVSRJvA5hqOkN0ttfZlM0WSsX7sVKQTcAVjJrSjYpPEkvNoy7pTUfTxhayOZk01gUiTKG1oIJ2MEADnMrRyKOYKOtBy0NdIFIBIt5FKO2Y/Ox8ekKMHQq8JG849pMSbd7UAE8DLSWTf8AFUqVXzV8I3ePx5n7GgYi2kLQ4gakJvryH7wDxoBMJcbm8rgsAlTfVJuCK6mlvKGLGH2SxKuVC68QrX/KRpTxiiIHx/CGnVB1JoKIzpuehURzhk6EWpJIZmDRY7scOYdB7NYOjaA3iX+6KKAglBNAa7WCidq6ecVimO41MImn1OZA2vRSR01Jjf5LKyZap6xphTJw9ULRow1LU5+McSZcPxR6XfFVFSDY1jM75WI1P/E2hQlWorHmjscnHGB+Ie+G4LA93tIwPxD3xGJwO/2na2IifJvlIrtKilc0diz4DHe1iRW8N8u8BDnaww3yb5UF9p1nnB+R+VVXaJ884PyZ5V1Y2+dzDMF5RHEnzufjHYbjj7W7+b4mJwx979z8xjhOc6jckxI3McITkf5kLMa1hXtiMnpu8tUR7EY7XUZpyia+vV4YEgTTj7i6Cu/OL8Z1pswSWdSKq1ir0PkzYkqjfleKLUJkqqqj65xeJg2kxXWRiX9nXf6CGFlDFHV/bJqot37tP+tUH1+180C2QoqEVXLk6cxAGsKgencotTcNpAkicWpXnCjtHXRnYoeLeh36fOKmtN5I7T4DNyrrzuRJaW9VKhUEJWSGyRsDWnQgA6iPb/PrWfSGXVd0vXNTW3/2HmI2SS13is1eZPwi+lIVLqaqueX7QKVxpJKbaC0KA+pGpPlXx2iXA79wdRfTyuRDxKCV0UDDRmtk1AI3jLppkk3ecVFqNHTiKGpcka5beJHxjNxfIQfJVff6nWL6qvrdTXL6vpWBc0PsrP5c9TkRQi9ukIsXoYMPmUyyFqUc5KzlSDbLWoP0heLA2jGnTxBCE1BIzVt4+EPwxV/2gmzwtuBSicoCUil9PKDccW5R3uAHFqW57S1H81LhPIbeUU6ANl3CnMhVeFR8+UUnL/e5U21oadTtYQkx44xxLonFTOUp7xw5rGzoUe8Sa6Guxj1vLy1NajmSh+vFlBF907npA1inyYH26RZeaSC8iqCka5UitR5xRLBGlzISCUq4dlb068olx/kHGnm1IByPKFDmrRQtZPI1POKwCJikg6w+tpfiORBGttI0YrLEpLOJTWp4vw115HqKwFJ0UxDC2u570VStP8wlOtBcDneIlCzxSB7Q3jdlMogyofOGqyRYjkPkqlpb6Eu1yE0J5V3hFMNWJYY73C2Qo52gVtq/MilgI841uazSWkZ1w1JUBfnB3pvSO5jDHRclVIidGYrd2EbxYEhLijBOcEQxD9ljkOwmBSmCI4SZKIFycCOElpEJdUgRO6RyH6ISJyH8yBpsa1hPtRkdNzlqSDwiMZsOFN5h63iEvjMg2L0jtRgwlCU6QBhMx6fSLePL3RbkItAsMXWphtBDOmKq2Lsez5mGACcaA798/wDuuf1GEdftfPykzNViVUQbobwDjAGAUV3hQgppuj2u/wBIIqDjjxsiKcjTtcTkgzMtKaeFe8SReltDavX4xZlJYtMdhpiWS62hqVfD1QHVKKVJSRaqKHiHMG8eg/kVLGBTOCTMs64060oKvThOU01KCBcbx6mdaSjYwY5amtyEgJ1Ob8qdTQ6x3pJ3/wBne4lluLP3aAc6hW6tgn5HkYzvbmZv1JzeNOnIRsIBVuE+1WLI1NWsNcKyM1Q5FGx09cor2DNjZvGYcJPOnJvClhTzRJKyxNcXCnObj37weLUFw+Mqszl9wK190Q0BRGIvBlKEIKrWV8hzIEcaKYbKz8w6jvXVBGigOFIG5VQxJ7ZMMlGeFLQ4G7lVNVaEjkP3itak5d9tp+0ZelBk1kzV0Pq1ecIC+STWdK17j2fK9fGALYj24lAxMTCcyixiDff8Skq+/NSpYNK0C6imsbsrEpV7NMNzDK23CEhKaBYv4nwiz1WFV/A3X5dbjaAt1CHCBlr+a1Ry6QkFa+6w041nISEOXCf81L+EIrDKLakS04lsmrRyVUratM1FdOnKIaMfMYfbVNqBXVv2Qrx0JJ2pFyRUqWWzNuhKcjlMvFtlBrbaKoDhiEuHJRyhIAqdeE1vU9I5zJkYRMOoORBVTQDrvTeLur4CEqSSk2UCQR4WNY2FASRcQZCk5wxxh9TiSVYdLuV+8acLar3y0tWMPrlbjQcIwth5rOKb7CPAfS49x8/7R43gbaWSaUsbU6Rn8d/217y82TKfvFeMfSYw0IRDwu6RwnVIFzvLEJd0jkuS4IlyZJrAudxzkkQl2I5L5EJFJD+ZCzY1jCfaEZHTe5aaj2dfW0Y7XTpgBryY5KvMPUT74sYrWslxxlxbm8aMZtE8ITRuK1X4aRFJdFpc8O2v0ENAXscStUy+B/6rn9RhXX+VfPC41LZIjSRDvEi8A6jEvMEtnwgcdoe0HSsqhpI4nmdoptATYIURWEnL00pvLxRYLJMy2lVbAjTTp1i1FUEaw+UBKu7TmvoE/OlfjFnSmMfxBngnJKt8IHE4BuT7APgKnzja+cKYzmFk7mPSACpgDMYsRIcYeY+RLjJIzdeBRvsfpFCww3sODe9axnLCm+PcawxAWhkoWCmvvMPNlOMoppajXUq9ecJa8PjP2cNjKKkc+m30hS6YJPOuxqhJ1oPeBFa0vWmyjoSgJQPXM9YzgiaWyKq3OsLQDKq4s1PADrzI2iuBeYm+5acUsaAqFOhp5QZbPu2Eu2/hpeQlouSj5Uo0V3pZcHspPsKSlRJ5xq81j9xm/ZJMu2xNOOqC26pTkFeVQoHY7FPSNWvNdcvuHzvc4kaL4DcEjwpUDekUjWszasqgSirLqAaJOmYfA1vSOZPRMdeWp5GYJKGl6Hof0hYoN9qMMK5VMy0mpSj7ymmSlQadILimWETAsSQl3K5VaMpKSKWNKAGu2sXeoSdV4uFJ7tpWUugI1FE2opVPhFMB5lJUNMNrCk1RkSsgag66/SKi+y/tdhyWp8uIH3b4C0/6j7Xxjd4qjSy1Gmqg0y6Au8QsOpQha6An/T9Yq9LL0P2JdKU5Fn2iafpHzz/kT+npPh1/Zo7SfyD4H5R4v5/r2vTyNM/zV+Jj6/HmVUqhzkOeJQkSuIcn7yIc6zxKVJmin0pJtWCKrQ5mXaDPK2sKSUoI52I5yUQKH6OEKSH8yF06NTwn2hGP03uWnJNox2uto9fSBcjdmAPjFjCbQ5JU4qLKmjxSVASDFfVnACS3g6ODqYrLIrLjh8/oIJBdxJ8Gbmaah974LUDEd/tfO9AS7mPjCQOCnh5kw1Xoy3Md21fWOTEktOgLuLH1aOw4yuJCk8MZlXw91am4iCfX3yoCsXlOo1EZOvr3xIGd9occYw5jvXONav5bddf8x5JEX+edJeVMQfdmXVurJK1qzeNdo9zz/SsO9nuzDsxMJznID0vA9dNWcCfbPsY7hq21pJcaerlNNDuk+UL56B1xjKlpFN41FBBkgxPyDeIEbZSbqKK15xnWGDC1VFYqCchUSgdw9CVKvzhVWI1+Sl2EJrkqf7e8xmNYxyrQN9v1+kKOP8ky2lPXWCG7m3BTKNVeqxXqAsISMqQDQXr13EJCKIlm1AoVcOJ4h/qtX94ItdbQ2guS4qGn5fuaABRNRlSKHXXa8aEqtY8gvTD2Fz8zKrRVlTxK21JNiAU5gk0osAxqMjpWnZbKlL6VE5jSvQ8QV1sYjWW2LstjCXVlo/eBxvKc3F7PrSKdVq/doJRtnjQnIlYI8Cm511rtAFpZHFW3sP7ogqKk5D4DaGYr0iNyLCZ6wog8NFWIvYpOla7cotaSIzmATAm1uMp4KBQ/Nm/EKb3jtTptan59ZbUpKCEgJy05W23iitFLGsUefKGXEBvuCQkV99SekbHEV6X0RqqIBOt/eHrBLEXcDYyTaSq4Vb3xQ6WtbJg5yPpIPsKPz0jzHU2G83+z52icrKk80n5GPnXM/t9M15EmXfvVeJj63y89VMuw8tFmgXPneRLnCn4lyqucMMA+MPHPWIQbxMuKTSpPvhB6dtpdIWY7y0gkPsC5+iRCmH/zITT41bCdRGT03uWlp0jJaiFb4+fKLMiraopSVqg1czyjATFKtFTxhPDADKMkNYsAgzAHCsueE+P0ECgkTiSJ+brvMvn/APYuLPf7XzVTyjXe8UhumhRVTDSXDiypVPGGIcuOcucG47yL1WxU7Rm9ReipOKVnHL94CDtRTL3COcPV6W8ZxpEnJLfVxGlG0/mWdAByGpi1zzoHlfFZqdxB4uTCr0okUolIrXKgcrx7fmYrPsnKoStO9N4i1oSNy7OsjvEFtJruo/GnWMyvSwT/AIpYg24zKSyrLNVgf6QUg++G8sv6vLMzL8VAK0rWNvXlVRyWUP3+pgtPCFpofnFgxbZVCTjAw8odekU0iySlXjyMV0rssopWDADjWZGbzADz+FKxmtqHSXmQlN4rHGFnEU058v35wpydBUtdSTWlAPOtfGEoGgm49bRzhRwAJrbMBSvh+HqIJxWn5leZJTXMjx2On7wSGZfxAwVLyG8TYbCMyM6096XVZkmjmYq4kmux98a8rKsJz7jL+AsobQPtLClpUoq/4KqqboilDlJIqTXaLzzgT2MnlNvg10OU+Z1iegVvvatxk4dx3KsuRRJsojX3RmxTZBhb6m6orXcC1uZrGwqVceadMwhwJvWoorrrTc0ikg7OT4SjNfvD7KT+alKk/GkVQm7CEKbT3ZIXnVmPCDSqa5sx0uYQus8x2VL8+rKAeLVItYa13Nd40eaq0kAZSQdQSPcaRvapg88nirBHRFh0zkmmyqtMw+cV+lxujBQHLDVVY82AbxR3NIE9D8jHh+v8n0Hj8eRZxX3y/Ex9J5Z9Ue9iyU+hccJ8WVDWOCrZqmJc6yiIEMSqBCaYfZJpEUzjClhOWySfIxWNBptnekOQDRYJfYIQth/twinxq2F84yOm5Dq5M0TFPFu1E0jOamG1VNDLATFK1oiqPXyhKwC4ubQwspyp1hzhUQgwWl/Z8z8hBuIeOzQROzP/AD3v6zFnr9r5oGtP50VHq0U6J2haqXggq7jkPKQqchrhJmbWKUhRx5YCXm+sZlWmcdre0Mth6KKIW+fZbB+KqaD4xrcc6pVn/YXtMy7jcvMT6c336BmVTu2290pSbUrqekex55wl71ml4LN41IplUSzgIcW4SlJRkFqAjesatc1SZ7Adl5n25GVJO4SB8oteXaGj+FWBpH3KCz/oVp5GsJvzix/JWH9qP/DhJTs133+IzQW5VIzd0pKaCwCcoNOkdOCL1rLJv/wu4szVctiMqvWodSU1HQ6QN5Vmfz38Bu0zbTikMszCEAlRZdQTQXVlBN7XA6xQ81LzpMdnyComooopNr60uPwkGusL9B0qOy3cvZFeyfZPMHT9Is6uw3y8jmSCIzrV0flZAZr6xW0w9M9m2XkgpqDuAR7wDFL0d5Epbs861opR1/Dy2gdMwfRJOJVRVedLfLW0VjRptk0iuNebcykQIzF3wya3ufd6+EQcgS4Sq9bjTpEJdLbIU3RBWVrymlLJpdRrqBDQjzsk2uRfYPc5qKUhvIrvXO8FFAOAZQkHZVLm0X4p15Iw3DVla0BQQWpruXEqqaNrXkUSkagVra9o1Neb6fJRuYwzFX2Foqtp0oIpwnKqqSa/hINfAw2qFari77zkiSqXKUUPEDVIVQ0A6VNopyKWsqwWpfykXNQVHUUjapNaCsJ7orqAa5bA6gaV2J+kZNVAl2Z76Ybtwtgp/wDtqSNyesJaMbfhilr412sMmYcdkitaWI6G9YrGADzXfTDhRw0JNLWCdT/aHM6s67RSyW5qqa5FpBFRSpAoaCNvgkjzYqKxoGB0q1/vDX+tPxUITVpsy30NzRSdVUAHlHmxLc5iLRli1XjvaPKXj+3s+O/6eZcRSe8X4mPb8lAZVGgUZ8DQhb6AvSsV6g5do5RpMuSBfbSEwLJUmLg1sKELGOStIRTWs4G0k8oUXa0xzuUNVzJtrpHUDKsTmm1LNIq4vFWsXC32IEOYYKuQqnRqTVEpEZjUFmEqWrpFU48yrISm+sZ7UgjCz1hEQkt4yuGwsvSZ4aw5wuIScKS/s76/QQwDIsemkKxGcSdpl8e5xQjV6n918xUZF3KmM+jgyl0kwlKOaTXQ1h8KDuLNeLIRVCxlvtXX5xWo2aY1/ERbKSxIkVulT1DbmG+v+aNbn5f9j1jKFLfezLWVKWSVEklR3JJOseiIG0nL4bRSaCzL4nPNLzSzrjShoUqIpXYQ0TUcJ7XdrEeziT1OvF84Zfod5bTI9v8AtEpijk2sqIuQAnaKt+tWPBcmMSxZ55KlzszWtvvFW+MUv5Ku+R5K5lV3pmYdP+d1R+FYter/ANn41fs32r/waXcmCVraUhwd1c1UU0QQDpfeLHPbP+keKF4ikzT6nKJU8XF0ISLrJULnlWE14zVWUwH/ABJl1Kan7MkqzZTc2ITm8Km/KI3FiVzhODTIWppoLceuoNkpGdCUqUtaSoi4H4bk3gd1tGGUQ06EqChUj1UecUavmiXJbofQiqcfpSbbcTQmp25+JPnFY4TQwn8V+RJ6bmBSgeYGXx5/AxwABaHK2uBr62iBjkqpVLj1a8cMXl1ZibHhNPHqnpBoXZibRLt94sH20p4RWuYgWpFsFouyuYRPNq751uWdQWXkspC1uJWapBbPtcVIsRWryxOMol+00428VNZ86k1BScxVZKhqCRz0MWmJ2FT+IpmHw4bLQUtOf60AJBA6p95rFrGBW1YOsOsd2qhrUFJIpYDVJ98VGUz6f7Pdwvv0LORJ+85JzGxTzFItSj1FPTSW26JF1AFI2roVU5/rDMBC1LYskLILaFVX1rpSlRy+cJ8tVumE48hcnYKzoFgTVNb0VXpXSM9L5KTKs6Wl5cyyVqWCKqJOYU5W2hjOsLXal5pUoyopNSshCqihucw6Ro8KzLHxURtJCgql+R+UAsNGmiXW2JwC1aHytWMFaElSyHBmFM2vwimayntNJHvEqSkpzWi3y0+aTDK5bKFDFvVsSkGSF1GsKozk9hsw+306wgZOnMDW3FjXF0sqBvFkoRlzQwtLQ8NnMkKCvz+K5k0hYy13tYIacQBjuJNGcONFwimxpkpxkbxmVrRoUnLhIjKrUHkwlaSiBEmSYkRSxpVzDoTQqTPBDK4WELOFJf2fM/IQZbCMaA/xid/+XM/91cbnX+3zMQZUk+UY9MXs6YW52hRLnSGEKM24A58T+8WoFhfaPtIt58tNLIl0VHCSM/NRptHouOAEZbVbpvGsXq7hq196EDevyhHSxDuqQOqvGMjW0uyUipStIC0bXMLw1KW760jKtX4PKW2jgFz+kIWAxU2DYmnrWLQ0asZZautyu1K87D4w8q9QefnVOI7tRQEKT7IqoitaKIAob/1CCeJ+v11iHazDlF5SUIKS2L5ga2GpItc8o1eWJyq9h8aMvMFKwNU0qogG9KKTooEb3pHdxpNXxeSRnQ41wE/eNqsd6lNaUIBsbaaxgvRcXQmYlUvo+1S6F98mv2llDaUtoSEpo6jKboJqTYUI6xaWlaWWsnf4xUXjxIslQ6xXMOTTblL19bQA34niA57H9IEDpxoZrb3jhJFoo31PhDELcomGRwstA6G9weWtusOQsrYK0KuRUGhBIvsQRpSGkvPP8VGENYhJTQbdR37ACi6oOFS0HjVnpcE87iNWMPotYaZTu8QS8mjkzLy70saJH+8NKJUaq/CUkgga+UMYMNHZ15ZbzXJNa5henK20JrIohiCUvS76CpVVHMnSllUyjnCSiRNYesptXgB4jWwoKX8Yv6boRh0mQ6cyeHQnlyJ8YC1fabhUq93ZbZGVBWCtZ2SPaKSdTGRRndUvLtyqs6shNu8IGbX2ukAWyF5hKnFN94pxtObIVaXNbcq849AzKV1BXeFKtUiNMIUoa+JiTmoSKQrAVc0rNPfGB1+rS3KtK7i9QtIqPDkYT06UIxGbl3HmWnE8XhALLL+0JR9rKUaARZjU5RSKqKBpHL7UJSfTkplJhGgVJ2XdXfu6V5wpZZvicoERdlJoE0mpi0QfMNwkubmOJang3YhD11Aq8TFickaoY52ZblVcNL8oR1FmUiPIAjPainBpFpD2oWY1HCqZoyOm3GksxlNIQBgTXJdHOIGsNuVv6tEJJ+Mq4jD4VVCU/lw5ArWFmikueE+PLoIMthGOrCcXnv8A5cz/AN1UbnX+3zVaw29VHr8oy6mL6hUwhDkv5VQZLPe1+MpbZ7pB+8dFDT8KN/fp4VjY+fKWHR6ctOy4UqgizbKob7wOp5GKnTuf1p8kz9obryjzlr1w/LsttHnFYwzMzOYZU68rwCyR8extEulSkJzuJspKthUVJpvSNDnnWX19DhNtypbDzCkKaUy2qpoCe8JqUA6gCvWK7zd6oZiOGyy5GobyLbQhNBU973hzBSleylQG2sO1UQYdibaW0NO/8MZOI+0K1yq31udLAQ9n2GV2VlVodUVNpqKpJJygH8Ka1qOVToYhXYZNdn1OzijKOJUm1FCoFRQ2rStDF309PzxWysy82qUZYmkJLjfeKbcHsqqm6SSahSvdWMqr3mx+w2XQqi0lK1XArSmU/gWPxJ2Iiq3BF+QVnceS3lRnJcQ2gpbZqRlSgEn7s14eVgYNwvKt0vf0NIqLJql3Q57Cq0JSacx+HrDHJHWlZrp29rxtSkdXOUJUT686mIcsFuuvMwSVhpArXlXz69IJA62wTc+Ii2ULNoFDUWpX9otlvN38UG8+Dy7qWW/93xB9pbgcqv7wFSAtomwropIoaUO0P5ZHTIvtC/s0otOZt2XVTvE0zZF1BrWtxW1oawp+mrs/Ou/eN1KlN1ofxHqrmfDrC6V9eTE9MhSm2ykqFauZDxCqagCvW5hTFMTGTvUV9hafoBlUPiesKQWZiXLb7lE+2DQgG9+EU28YOrHJile9cU2Gz3DLKSpxX4lGoJtz5Uikvi2Iykt3S3llw50Lp4nQUpEFknC0sLNTqkbg5rbcjGtaywvtPIBqZQtJqHU3psQLiLfFcRFDjjSOaZ2XdT9lfQq4QoKA8TsIx+zDS+lPeld8tLnyvFMuM+ke7dnXH1XS3UJ8iYS0gTEMOanHz3NnCT8IfDp0S3M8u+ppyyk6w5rStCwaYbNK3iMDafMRmWUsmw02/WLFIlYPijxWTTrCIvAaLRYCfMKxNTfox2gsathXaxTXD8gYb6V8AsexlyYVvS+v6QnqrfMIizFBpoYYUKyOsBTY0nCFXjG6bsaU2uMxopnH8u8QIrTOI8Xr1zh+A0XkJzNvEGBeLOVMFA1Wk1cEMQJBcKOGJdfD5n5CDAxXtDLp/wAVntf/ADcz/wB1ceosfNVjDUDLvGfeUiZbF9Yr+UBL7QqNYtzkpguJtd7NOKWpROYjUWpYAWjf5iAr7Ejmr4fpFlD99jRzV8P0gnD+ESyc5FToeX6RX6FG7YHKtplCRWoBNfAmPP3l6LTXgkgzMIUtxPEKiot7xoYHybpoabbbJyto4U2t8awPk7WJYxhjD048V14zxBJoLi9o0eWD1P7MOHYYwiWRL0K2m/ZSs5qXJqDzvFSm+TU/KILWS4QctUpNEmhsojQnrrCcR5hXmsAk3LqSdPzHaw+EOifML5wGXJylbxTy7w0tYW8Isj8mqRwdhqmQr5+1+0DjW0/4o0n/AAh1X4ktVBFbEbjrHYqdVj/ZglCnEVJHeA3/AM6QVAHYVgu+Wf8AOtXdplzkZiCE0OahSpQBSoA3G/jFLy0LXBbSl1aU2GdVBfZRoL7CE3k7RqWASbD0TcnrHeRaMm48+vKCx2qoNT/eC8u1b2/v+sd5drtFj/eGeQaModIB/f8AWLGA1a705T4V35eMdgNed8Q7txGNy7rTbiSht5K1glxpxtSqFpdeEHQihrQQ+RQ6LX+HMKkbpurhJ3pT5wrGA4w6Tb+z/ab96VBBINjlSeIjdR3MXBdmzB5FpSc5qVHOo33Fae6FWMvEjSB9ozbhPM71rCcdgrLOZ3i4qhUho0t5VpC7FiRfdQhlppaEjMps1Jv7RueVYr4sYozgqlYJUqzWpO5NaCH4HFXBZRlSUlSAT3i016codiliftPKtKkm1ZeJKjQj3Xh/JeMT+zI7066Rsm4a+zzYE6NaFJqNraEiKfScOeJXYc1308IzsRhWkpJpuQWsVzKrUk8+UKsXsUsAl0B7Net4tYXYBdsJBn7T3lwo60+sQs8hOHN5aUKvfFleGJ3MUGqle+IQV/sqDrX4fpAYerOSbdd/h+kSkUlJVHX0I7EmmXYTXeBA/TDSevowGHhKmE9YXiyjLCesFgBKUZT11gMMh1lU05xnWNGU+SqzTy6xT8rvpXmlGhgfIvRJfFVaneLvkn0YsMNIC8mzp+xG8KnJl6fZYcET5L9LwiPJvoXlvZ8z8hDPIfT/2Q==" -> uri gegl/load_k1b4a
+ true -> srgb svg/src-over_ffsn9
+ 0.5 -> value gegl/opacity_uscr6
+ "prog" -> preset imgfloextra/retro-curve_tjur3
+ INPORT=gegl/nop_awq7o.input:input
+ INPORT=svg/src-over_ffsn9.srgb:srgb
+ INPORT=gegl/opacity_uscr6.value:strength
+ INPORT=imgfloextra/retro-curve_tjur3.preset:preset
+ OUTPORT=svg/src-over_ffsn9.output:output