diff --git "a/20171020 \347\254\25418\346\234\237/PerceptuallyUniformColorSpaces.md" "b/20171020 \347\254\25418\346\234\237/PerceptuallyUniformColorSpaces.md" deleted file mode 100644 index 20176036b0516605cf39d791e9a42dc3e9be1e68..0000000000000000000000000000000000000000 --- "a/20171020 \347\254\25418\346\234\237/PerceptuallyUniformColorSpaces.md" +++ /dev/null @@ -1,139 +0,0 @@ -# 感知一致性色彩空间 - -原文链接:[Perceptually uniform color spaces](https://programmingdesignsystems.com/color/perceptually-uniform-color-spaces/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com) - -> “在视觉感知中,颜色几乎从未被看到,因为它实际上就是它。这一事实使得色彩成为艺术中最相关的媒介。“ -> -> Josef Albers (1963), Interaction of Color - -如果你围捕了一组图形设计师并要求他们定义感知统一色彩空间的概念,t那么很可能他们都不知道该说些什么。 On the surface, perceptual uniformity is somewhat easy to explain: These color spaces are human-friendly alternatives to color spaces such as sRGB, and they are incredibly helpful for designers working in code. Despite of this, they can feel daunting to use in programmatic designs. Perceptually uniform color spaces have roots in scientific color theory, and this community does little to make them accessible to a larger audience. In this chapter, we will look at the concept of perceptually uniform color spaces, and answer some common questions related to them: What are they? Why do we need them? How can we use them in code? - -# What is wrong with sRGB? - -Let us pretend that you want to design a poster with ten squares changing in color from green to blue in equal steps. *“Easy”*, you might say, and whip up some code that creates an equal change in hue between each rectangle. Convinced that the result will be a nice looking gradient, you are surprised to see the following output after running the code. - -![img](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABkAAAAJYCAYAAAA6xipCAAAgAElEQVR4XuzbwZFlRRQD0TeusMUEcAOPB1fYYsIQWJFVpdMO6L+sjF5chX789ev79flDICLwd5QrFoH/Cfzz/QYEAiGBP8Ns0Qj8AQECIQH+hfBF//s7Bgh0BH520ZIR+BxgSFAS4F9Jfz77hwJk3oEUgP9/Kf75cAXIvAIxAAVI/ADj8Q7Q4wLEn8+/+AG24xUg2+9ff70CpH6B7XwHmO33r7+ef/ULTOcrQKafv/94///6N1j+BQqQ5dc/4dsVICe8wu5vcIDeffsTvpx/J7zC7G9QgMw+/REfrgA54hlmf4QDzOzTH/Hh/DviGVZ/hAJk9eUP+W7//w55iNGfoQAZffhjPlsBcsxTTP4QB+jJZz/mo/l3zFMs/hAFyOKrn/PNCpBz3mLxlzjALL76Od/Mv3PeYvCXKEAGH/2kT/b/76TX2PstCpC9Nz/rixUgZ73H2q9xgF578bO+l39nvcfYr1GAjD34YZ+rADnsQcZ+jgPM2IMf9rn8O+xBtn6OAmTrvY/7Wv//jnuSqR+kAJl67gM/VgFy4KMM/SQH6KHHPvBT+Xfgo+z8JAXIzluf+KUKkBNfZec3OcDsvPWJX8q/E19l5jcpQGae+swP9f/vzHdZ+VUKkJWXPvU7FSCnvszG73KA3njnU7+Sf6e+zMTvUoBMPPOxH6kAOfZpJn6YA8zEMx/7kfw79mkWfpgCZOGVD/5G//8OfpyBn6YAGXjkoz9RAXL08zz/4xygn3/ioz+Qf0c/z+s/TgHy+guf/X0KkLPf5/Vf5wDz+guf/X38O/t9Hv91CpDHH/j0z/P/7/QXevv3KUDeft/zv04Bcv4bvfwLHaBfft3zv41/57/Rw79QAfLw417waQqQCx7p4Z/oAPPw417wafy74JHe/YkKkHff9oov8//vimd69kcqQJ592ks+TAFyyUM9+jMdoB992Es+i3+XPNSbP1MB8ua73vJVCpBbXurN3+kA8+a73vJV/LvlpZ78nQqQJ5/1no/y/++et3rxlypAXnzVm75JAXLTa733Wx2g33vTm76Ifze91nO/VQHy3JNe9UEKkKue67kf6wDz3JNe9UH8u+q5XvuxCpDXXvSy7/H/77IHe+znKkAee9DrPkcBct2TPfWDHaCfes7rPoZ/1z3ZSz9YAfLSa973LQqQ+97spV/sAPPSa973Lfy7780e+sUKkIce88ZP8f/vxld75zcrQN55yzu/RAFy57u98qsdoF95yTu/g393vtsjv1oB8shDXvoZCpBLH+6Rn+0A88hDXvoZ/Lv04d742QqQN97x2q/w/+/ap3vihytAnnjGiz9CAXLx4z3w0x2gH3jEiz+Bfxc/3v0/XQFy/xve/AUKkJtf7/7f7gBz/xve/AX8u/n1rv/tCpDrn/DuD/D/7+73u/3XK0Buf8Hbf78C5PYXvPv3O0Df/X63/3r+3f6CV/9+BcjVz3f9j1eAXP+EV3+AA8zVz3f9j+ff9U948wcoQG5+vQd+u/9/DzzixZ+gALn48Z746QqQJ57x2o9wgL726Z744fx74hlv/QgFyK0v98bvVoC88Y63foUDzK0v98bv5t8b73jpVyhALn24V362/3+vvOSd36EAufPd3vnVCpB33vLGL3GAvvHV3vnN/HvnLS/8EgXIhY/20E9WgDz0mBd+igPMhY/20E/m30OPed+nKEDue7OnfrH/f08953UfowC57ske+8EKkMce9LLPcYC+7MEe+7n8e+xB7/ocBchd7/Xar1WAvPaid32PA8xd7/Xar+Xfay961fcoQK56rvd+rP9/773pTV+kALnptV78rQqQF1/1nm9ygL7nrV78pfx78VWv+SYFyDVP9eQPVYA8+azXfJQDzDVP9eQP5d+Tz3rLRylAbnmpR3+n/3+PPuwln6UAueShnv2ZCpBnn/aKD3OAvuKZnv2R/Hv2aW/4MAXIDa/07m9UgLz7tjd8mQPMDa/07m/k37tve8GXKUAueKSXf6L/fy+/7vnfpgA5/43e/oUKkLff9/Svc4A+/YXe/n38e/t9D/86BcjhD/T4z1OAPP7Ah3+eA8zhD/T4z+Pf4w989ucpQM5+n+d/nf9/zz/x0R+oADn6eQZ+nAJk4JEP/kQH6IMfZ+Cn8W/gkc/9RAXIuW+z8MsUIAuvfO43OsCc+zYLv4x/C6987DcqQI59mo0f5v/fxjuf+pUKkFNfZuV3KUBWXvrM73SAPvNdVn4V/1Ze+sjvVIAc+SwzP0oBMvPUR36oA8yRzzLzo/g389QnfqgC5MRXGfpN/v8NPfaBn6oAOfBRpn6SAmTquY/7WAfo455k6gfxb+q5T/tYBchpL7L1exQgW+992tc6wJz2Ilu/h39b733Y1ypADnuQtZ/j/9/ai5/1vQqQs95j79coQPbe/KQvdoA+6TX2fgv/9t78oC9WgBz0GIM/RQEy+OgHfbIDzEGPMfhT+Df46Od8sgLknLeY/CX+/00++zEfrQA55ilGf4gCZPThD/lsB+hDHmL0Z/Bv9OHP+GwFyBnvsPorFCCrL3/GdzvAnPEOq7+Cf6svf8R3K0COeIbdH+H/3+7bn/DlCpATXmH5NyhAll+//3YH6P4Nln8B/5ZfP/92BUj+BNM/QAEy/fz5xzvA5E8w/QP4N/389ccrQOoXGM/3/29cgPjzFSDxA8zHK0DmFUgBOECn+OfD+TevQAlAAVLSl60A4UBJwAGmpC+bfxwICShAQviiv8//PxaUBBQgJX3Z36cAYUFJwAG6pC+bfxwICShAQviiPwUICUoCDjAlfdn840BIQAESwhetAOFAS0AB0vKXrgDhQEnAAbqkL5t/HAgJKEBC+KIVIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcP11sGkAACAASURBVCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLFHSGzQAAIABJREFUQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAIJn8TfAAAaz0lEQVSkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFCAdKAg7QJX3Z/ONASEABEsIXbQHCgZSAA3SKfz6cf/MKlAAUICV92RYgHEgJKEBS/MItQDiQEnCATvHPh/NvXoESgAKkpC/bAoQDJQEH6JK+bP5xICSgAAnhi7YA4UBLQAHS8pduAcKBkoADdElfNv84EBJQgITwRVuAcCAl4ACd4p8P59+8AiUABUhJX7YFCAdSAgqQFL9wCxAOpAQcoFP88+H8m1egBKAAKenLtgDhQEnAAbqkL5t/HAgJKEBC+KItQDjQElCAtPylW4BwoCTgAF3Sl80/DoQEFCAhfNEWIBxICThAp/jnw/k3r0AJQAFS0pdtAcKBlIACJMUv3AKEAykBB+gU/3w4/+YVKAEoQEr6si1AOFAScIAu6cvmHwdCAgqQEL5oCxAOtAQUIC1/6RYgHCgJOECX9GXzjwMhAQVICF+0BQgHUgIO0Cn++XD+zStQAlCAlPRlW4BwICWgAEnxC7cA4UBKwAE6xT8fzr95BUoACpCSvmwLEA6UBBygS/qy+ceBkIACJIQv2gKEAy0BBUjLX7oFyH/t20EJAAAAwsD+rY2xh5dAGHspcqAkoIAu6cvmHwdCAgaQEL5oDxAOpAQU0Cn++3D+3StQAjCAlPRle4BwICVgAEnxC/cA4UBKQAGd4r8P59+9AiUAA0hJX7YHCAdKAgrokr5s/nEgJGAACeGL9gDhQEvAANLyl+4BwoGSgAK6pC+bfxwICRhAQviiPUA4kBJQQKf478P5d69ACcAAUtKX7QHCgZSAASTFL9wDhAMpAQV0iv8+nH/3CpQADCAlfdkeIBwoCSigS/qy+ceBkIABJIQv2gOEAy0BA0jLX7oHCAdKAgrokr5s/nEgJGAACeGL9gDhQEpAAZ3ivw/n370CJQADSElftgcIB1ICBpAUv3APEA6kBBTQKf77cP7dK1ACMICU9GV7gHCgJKCALunL5h8HQgIGkBC+aA8QDrQEDCAtf+keIBwoCSigS/qy+ceBkIABJIQv2gOEAykBBXSK/z6cf/cKlAAMICV92R4gHEgJGEBS/MI9QDiQElBAp/jvw/l3r0AJwABS0pftAcKBkoACuqQvm38cCAkYQEL4oj1AONASMIC0/KV7gHCgJKCALunL5h8HQgIGkBC+aA8QDqQEFNAp/vtw/t0rUAIwgJT0ZXuAcCAlYABJ8Qv3AOFASkABneK/D+ffvQIlAANISV+2BwgHSgIK6JK+bP5xICRgAAnhi/YA4UBLwADS8pfuAcKBkoACuqQvm38cCAkYQEL4oj1AOJASUECn+O/D+XevQAnAAFLSl+0BwoGUgAEkxS/cA4QDKQEFdIr/Ppx/9wqUAAwgJX3ZHiAcKAkooEv6svnHgZCAASSEL9oDhAMtAQNIy1+6BwgHSgIK6JK+bP5xICRgAAnhi/YA4UBKQAGd4r8P59+9AiUAA0hJX7YHCAdSAgaQFL9wDxAOpAQU0Cn++3D+3StQAjCAlPRle4BwoCSggC7py+YfB0ICBpAQvmgPEA60BAwgLX/pHiAcKAkooEv6svnHgZCAASSEL9oDhAMpAQV0iv8+nH/3CpQADCAlfdkeIBxICRhAUvzCPUA4kBJQQKf478P5d69ACcAAUtKX7QHCgZKAArqkL5t/HAgJGEBC+KI9QDjQEjCAtPyle4BwoCSggC7py+YfB0ICBpAQvmgPEA6kBBTQKf77cP7dK1ACMICU9GV7gHAgJWAASfEL9wDhQEpAAZ3ivw/n370CJQADSElftgcIB0oCCuiSvmz+cSAkYAAJ4Yv2AOFAS8AA0vKX7gHCgZKAArqkL5t/HAgJGEBC+KI9QDiQElBAp/jvw/l3r0AJwABS0pftAcKBlIABJMUv3AOEAykBBXSK/z6cf/cKlAAMICV92R4gHCgJKKBL+rL5x4GQgAEkhC/aA4QDLQEDSMtfugcIB0oCCuiSvmz+cSAkYAAJ4Yv2AOFASkABneK/D+ffvQIlAANISV+2BwgHUgIGkBS/cA8QDqQEFNAp/vtw/t0rUAIwgJT0ZXuAcKAkoIAu6cvmHwdCAgaQEL5oDxAOtAQMIC1/6R4gHCgJKKBL+rL5x4GQgAEkhC/aA4QDKQEFdIr/Ppx/9wqUAAwgJX3ZHiAcSAkYQFL8wj1AOJASUECn+O/D+XevQAnAAFLSl+0BwoGSgAK6pC+bfxwICRhAQviiPUA40BIwgLT8pXuAcKAkoIAu6cvmHwdCAgaQEL5oDxAOpAQU0Cn++3D+3StQAjCAlPRle4BwICVgAEnxC/cA4UBKQAGd4r8P59+9AiUAA0hJX7YHCAdKAgrokr5s/nEgJGAACeGL9gDhQEvAANLyl+4BwoGSgAK6pC+bfxwICRhAQviiPUA4kBJQQKf478P5d69ACcAAUtKX7QHCgZSAASTFL9wDhAMpAQV0iv8+nH/3CpQADCAlfdkeIBwoCSigS/qy+ceBkIABJIQv2gOEAy0BA0jLX7oHCAdKAgrokr5s/nEgJGAACeGL9gDhQEpAAZ3ivw/n370CJQADSElftgcIB1ICBpAUv3APEA6kBBTQKf77cP7dK1ACMICU9GV7gHCgJKCALunL5h8HQgIGkBC+aA8QDrQEDCAtf+keIBwoCSigS/qy+ceBkIABJIQv2gOEAykBBXSK/z6cf/cKlAAMICV92R4gHEgJGEBS/MI9QDiQElBAp/jvw/l3r0AJwABS0pftAcKBkoACuqQvm38cCAkYQEL4oj1AONASMIC0/KV7gHCgJKCALunL5h8HQgIGkBC+aA8QDqQEFNAp/vtw/t0rUAIwgJT0ZXuAcCAlYABJ8Qv3AOFASkABneK/D+ffvQIlAANISV+2BwgHSgIK6JK+bP5xICRgAAnhi/YA4UBLwADS8pfuAcKBkoACuqQvm38cCAkYQEL4oj1AOJASUECn+O/D+XevQAnAAFLSl+0BwoGUgAEkxS/cA4QDKQEFdIr/Ppx/9wqUAAwgJX3ZHiAcKAkooEv6svnHgZCAASSEL9oDhAMtAQNIy1+6BwgHSgIK6JK+bP5xICRgAAnhi/YA4UBKQAGd4r8P59+9AiUAA0hJX7YHCAdSAgaQFL9wDxAOpAQU0Cn++3D+3StQAjCAlPRle4BwoCSggC7py+YfB0ICBpAQvmgPEA60BAwgLX/pHiAcKAkooEv6svnHgZCAASSEL9oDhAMpAQV0iv8+nH/3CpQADCAlfdkeIBxICRhAUvzCPUA4kBJQQKf478P5d69ACcAAUtKX7QHCgZKAArqkL5t/HAgJGEBC+KI9QDjQEjCAtPyle4BwoCSggC7py+YfB0ICBpAQvmgPEA6kBBTQKf77cP7dK1ACMICU9GV7gHAgJWAASfEL9wDhQEpAAZ3ivw/n370CJQADSElftgcIB0oCCuiSvmz+cSAkYAAJ4Yv2AOFAS8AA0vKX7gHCgZKAArqkL5t/HAgJGEBC+KI9QDiQElBAp/jvw/l3r0AJwABS0pftAcKBlIABJMUv3AOEAykBBXSK/z6cf/cKlAAMICV92R4gHCgJKKBL+rL5x4GQgAEkhC/aA4QDLQEDSMtfugcIB0oCCuiSvmz+cSAkYAAJ4Yv2AOFASkABneK/D+ffvQIlAANISV+2BwgHUgIGkBS/cA8QDqQEFNAp/vtw/t0rUAIwgJT0ZXuAcKAkoIAu6cvmHwdCAgaQEL5oDxAOtAQMIC1/6R4gHCgJKKBL+rL5x4GQgAEkhC/aA4QDKQEFdIr/Ppx/9wqUAAwgJX3ZHiAcSAkYQFL8wj1AOJASUECn+O/D+XevQAnAAFLSl+0BwoGSgAK6pC+bfxwICRhAQviiPUA40BIwgLT8pXuAcKAkoIAu6cvmHwdCAgaQEL5oDxAOpAQU0Cn++3D+3StQAjCAlPRle4BwICVgAEnxC/cA4UBKQAGd4r8P59+9AiUAA0hJX7YHCAdKAgrokr5s/nEgJGAACeGL9gDhQEvAANLyl+4BwoGSgAK6pC+bfxwICRhAQviiPUA4kBJQQKf478P5d69ACcAAUtKX7QHCgZSAASTFL9wDhAMpAQV0iv8+nH/3CpQADCAlfdkeIBwoCSigS/qy+ceBkIABJIQv2gOEAy0BA0jLX7oHCAdKAgrokr5s/nEgJGAACeGL9gDhQEpAAZ3ivw/n370CJQADSElftgcIB1ICBpAUv3APEA6kBBTQKf77cP7dK1ACMICU9GV7gHCgJKCALunL5h8HQgIGkBC+aA8QDrQEDCAtf+keIBwoCSigS/qy+ceBkIABJIQv2gOEAykBBXSK/z6cf/cKlAAGEhpLZmiy4zcAAAAASUVORK5CYII=) - -You might notice something odd about this colored strip of rectangles. Although the colors change from green to blue, they appear to change a lot more towards the end of the strip. The green colors look almost identical, while the blue colors are more diverse. It also has a lot of variation in the lightness of the colors, with the cyan colors in the middle looking brighter than the blue colors. This happens because the default sRGB color space (and any color model built on it like HSV and HSL) is irregular, which means that even though the rectangles have evenly spaced hue values, the corresponding effect is not linear to the human eye. - -![img](https://programmingdesignsystems.com/assets/color/perceptually-uniform-color-spaces/chromaticity-diagram.jpg)The CIE chromaticity diagram showing wavelength of major colors in the color spectrum. - -To explain why, we need to look at the chromaticity diagram we briefly discussed in the last chapter. This diagram is the result of extensive scientific experiments in the 1930’s, and it plots the visible color spectrum onto a scale based on the human vision. The first thing you might notice is that the diagram has a lot of green in it. The blue numbers displayed on the edge of the color spectrum show the wavelength of the corresponding color, and you will notice that the colors from around 520nm to 560nm all look green. But if you take another 40nm range, e.g. 460nm to 500nm, it includes a much broader set of colors between blue, cyan, and green. This explains why a majority of the rectangles in our design above are green, and why we see a sudden shift towards blue at the end of the scale: moving linearly through the hues will look disproportionate to the eye. If we want to operate with color as it relates to the human vision, we need a color space built on these human measurements, and that is what perceptually uniform color spaces are. - -The following rectangles also have an even distribution in hues, but this time the colors were created with a perceptually uniform color space. Notice how the colors remain constant in their lightness, and that the hues are evenly distributed to make a linear color gradient. - -![img](data:image/png;base64,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) - -Why do we need perceptually uniform color spaces? Because working with color in code is different than working with color in traditional design tools. Traditional tools encourage designers to think in manual workflows with the color picker as the primary way of choosing color combinations. In this scenario, designers use their eyes to decide whether a color is right or wrong, and the RGB values play no role in this decision. Code is different, because programming languages encourage designers to think about colors as numbers or positions within the chosen color model. This skill is hard to learn if the numbers do not correspond with the output. Perceptually uniform color spaces allow us to align numbers in our code with the visual effect perceived in our viewers. - -In some cases, perceptually uniformity is essential. A simple example like wanting to choose a random color to be readable against a dark background can be hard in irregular color spaces, because colors with the same lightness or brightness vary greatly in how bright they appear (blue and yellow both have 100% brightness in HSV, but blue is much darker than yellow). One would need to do all sorts of calculation based on the chosen hue to make the random colors equally bright. - -If designers are not aware of this, it can even lead to misleading designs. A good example is the use of continuous color scales in data visualization. For certain map types, designers use a gradient to color geographic areas to reflect the value of a data point, and the user can compare colors between regions to get a sense of the data. If the designer created the color scale in a regular color space, the perceived colors will be different from the data points reflected in the color values. To have the design show the actual data, a perceptually uniform color space is required. - -# A better solution - -The International Commission on Illumination (CIE) created the aforementioned chromaticity diagram in the 1930’s to solve this problem. This diagram is actually a 2D view of a color space called CIEXYZ, which in the 1970’s was replaced with the slightly improved CIELUV and CIELAB color spaces. It is hard to describe how these color spaces work without going into the underlying math, but they generally allow you to specify color, not in light mixes, but in dimensions that relate more to the human vision, and they do sophisticated color transformations to ensure that these dimensions reflect how the human vision works. For example, the CIELUV color space has two dimensions – *u* and *v* – that represent color scales from red to green and yellow to blue. To create a color in the CIELUV color space, one has to define the lightness of the color (*l*), whether it is reddish or greenish (*u*), and whether it is yellowish or bluish (*v*). Similarly, humans compute signals from our retina cones via the opponent process model, which makes it impossible to see reddish-green or yellowish-blue colors. - -Even though these color spaces are based on human perception, they are not intuitive when working in code. Like a RGB color space, it can be hard to guess which LUV numbers are required to create e.g. a dark purple or bright cyan. Thankfully, perceptually uniform color spaces can also remap their dimensions in different color models, so designers can work with more intuitive dimensions, while keeping the perceptual uniformity. - -# HSLuv - -The [HSLuv project](http://www.hsluv.org/) is one of the more recent attempts at making these color spaces more intuitive. It allows you to use the CIELUV color space in the same dimensions as the HSL color model. Referred to as a human-friendly HSL, the original code was written in the Haxe programming language, but the project is now implemented in most of the popular programming languages, including JavaScript. - -Before diving into the code-specifics, it is important to understand how HSLuv differs from HSL. HSLuv allows you to define a color based on three dimensions – hue, saturation, and lightness – but contrary to a HSL color model based on sRGB, colors that share the same value for a dimension are guaranteed to look similar. Two colors with an identical lightness value will look equally bright, and two colors with the same saturation will have the same perceived color purity. Like HSL, the saturation and lightness dimension is represented as a percentage between `0` and `100`, but in HSLuv those percentages reflect the perceived color mixing. A gray color with a lightness of `50` is guaranteed to be mid-gray. - -Even though it is not a built-in color mode, HSLuv works great with P5.js. To use the library, you first need to download the [latest HSLuv release](https://github.com/hsluv/hsluv/releases), and then include the library file in your HTML file. This makes the HSLuv color conversion functions accessible in your sketch. - -``` - - -``` - -Every implementation of HSLuv includes four functions that can be used to convert between HSLuv and RGB. We can use one of these functions – `hsluvToRgb()` – to convert the HSLuv color values into RGB values that the `fill()` and `stroke()` functions can understand. The `hsluvToRgb()` function expects an array with three values – the desired hue, saturation, and lightness of the color – and returns another array with RGB values in the range of `0` to `1`. Because P5.js expects RGB values between `0` and `255`, we need to multiply the array values to scale them up. This boils down to two lines of code, which is illustrated in the example below. - -``` -// First convert the HSLuv values to a RGB array -var rgb = hsluv.hsluvToRgb([0, 50, 50]); - -// Then use the RGB values in a scale of 0-255 -fill(rgb[0] * 255, rgb[1] * 255, rgb[2] * 255); -``` - -This means that every time you have to create a perceptually uniform color for the `fill()` or `stroke()` function, you need an extra line of code to handle the HSLuv to RGB conversion. This can be prevented by creating small helper functions that wrap these two lines of code. - -``` -function fillHsluv(h, s, l) { - var rgb = hsluv.hsluvToRgb([h, s, l]); - fill(rgb[0] * 255, rgb[1] * 255, rgb[2] * 255); -} - -function strokeHsluv(h, s, l) { - var rgb = hsluv.hsluvToRgb([h, s, l]); - stroke(rgb[0] * 255, rgb[1] * 255, rgb[2] * 255); -} -``` - -You can now use these two functions instead of the built-in fill and stroke functions. It is essentially a way to make your own colorMode in P5.js without using the colorMode function. Below is a quick example to demonstrate how to use them. - -``` -noStroke(); -fillHsluv(0, 100, 50); -ellipse(150, height/2, 200, 200); - -noFill(); -strokeWeight(5); -strokeHsluv(120, 100, 50); -ellipse(300, height/2, 200, 200); - -noStroke(); -fillHsluv(240, 100, 50); -ellipse(450, height/2, 200, 200); -``` - 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) - -Now that we have the ability to use a perceptually uniform color space in P5.js, we can replicate the rectangle gradient experiment from the beginning of the chapter. The following example uses the same color values to draw a strip of rectangles using both HSL and HSLuv. Notice how the colors in the latter example look equally bright. - -``` -var w = width / 10; - -colorMode(HSL); -for(var i = 0; i < numRects; i++) { - fill(i * 18, 100, 50); - rect(i * w, 0, w, height/2); -} - -colorMode(RGB); -translate(0, height/2); -for(var i = 0; i < numRects; i++) { - fillHsluv(i * 18, 100, 50); - rect(i * w, 0, w, height/2); -} -``` - -![img](data:image/png;base64,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) - -We can also use these new functions to choose random colors that are readable against a specific background color. The example below shows a line of text in random colors using both HSL and HSLuv. Notice how the first example sometimes use very bright yellows even though the lightness is constant. The latter example that uses the perceptually uniform color space does not have this problem. - -``` -var fontSize = 30; -textSize(fontSize); - -translate(50, 50 + fontSize); -colorMode(HSL); -for(var i = 0; i < 10; i++) { - fill(random(360), 100, 50); - text("Can you read this line of text?", 0, i * fontSize); -} - -colorMode(RGB); -translate(0, 340); -for(var i = 0; i < 10; i++) { - fillHsluv(random(360), 100, 50); - text("Can you read this line of text?", 0, i * fontSize); -} -``` - -![img](data:image/png;base64,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- -Even though P5.js does not understand the concept of perceptually uniform color spaces, this chapter has demonstrated how to use the HSLuv JavaScript library to convert from a perceptually uniform color space into the sRGB color space that P5.js uses. In the coming chapters, we will use this technique to procedurally generate color schemes and use them to create dynamic designs in P5.js \ No newline at end of file diff --git "a/20171020 \347\254\25418\346\234\237/StopUsingWord2vec.md" "b/20171020 \347\254\25418\346\234\237/StopUsingWord2vec.md" deleted file mode 100644 index 23e9cc4c12f031e748eb9f4a0f61df9a91eef987..0000000000000000000000000000000000000000 --- "a/20171020 \347\254\25418\346\234\237/StopUsingWord2vec.md" +++ /dev/null @@ -1,58 +0,0 @@ -# Stop Using word2vec - -原文链接:[Stop Using word2vec](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com) - -When I started playing with word2vec four years ago I needed (and luckily had) tons of supercomputer time. But because of advances in our understanding of word2vec, computing word vectors now takes fifteen minutes on a single run-of-the-mill computer with standard numerical libraries[1](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com#1). Word vectors are [awesome](http://multithreaded.stitchfix.com/blog/2015/03/11/word-is-worth-a-thousand-vectors/) but you don’t need a neural network – and definitely don’t need deep learning – to find them[2](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com#2). So if you’re using word vectors and aren’t gunning for state of the art or a paper publication then *stop using word2vec.* - -When we’re finished you’ll measure word similarities: - -``` -facebook ~ twitter, google, ... -``` - -… and the classic word vector operations: `zuckerberg - facebook + microsoft ~ nadella` - -…but you’ll do it mostly by counting words and dividing, no gradients harmed in the making! - -## The recipe - -Let’s assume you’ve already gotten your hands on the [Hacker News corpus](https://cloud.google.com/bigquery/public-data/hacker-news) and cleaned & tokenized it (or downloaded the preprocessed version [here](https://zenodo.org/record/49899)). Here’s the method: - -1. **Unigram Probability**. How often do I see `word1` and `word2` independently? ![Algo visualizing unigram counts](https://multithreaded.stitchfix.com/assets/posts/2017-10-18-stop-using-word2vec/fig_001.gif)*Example*: This is just a simple word count that fills in the `unigram_counts` array. Then divide `unigram_counts` array by it’s sum to get the probability `p` and get numbers like: `p('facebook')` is 0.001% and `p('lambda')` is 0.000001% - -2. **Skipgram Probability**. How often did I see `word1` nearby `word2`? These are called ‘skipgrams’ because we can ‘skip’ up to a few words between `word1` and `word2`.[3](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com#3) ![Algo visualizing skipgram counts](https://multithreaded.stitchfix.com/assets/posts/2017-10-18-stop-using-word2vec/fig_002.gif)*Example*: Here we’re counting pairs of words that are near each other, but not necessarily right next to each other. After normalizing the `skipgram_count` array, you’ll get a measurement of word-near-word probabilities like `p('facebook', 'twitter')`. If the value for `p('facebook', 'twitter')` is 10^-9 then out of one billion skipgram tuples you’ll typically see ‘facebook’ and ‘twitter’ once. For another skipgram like `p('morning', 'facebook')` this fraction might be much larger, like 10^-5, simply because the word `morning` is a frequent word. - -3. **Normalized Skipgram Probability (or PMI)**. Was the skipgram frequency higher or lower than what we expected from the unigram frequency? Some words are extremely common, some are very rare, so divide the skipgram frequency by the two unigram frequencies. If the result is more than 1.0, then that skipgram occurred more frequently than the unigram probabilities of the two input words and we’ll call the two input words “associated”. The greater the ratio, the more associated. For ratios less than 1.0, the more “anti-associated”. If we take the log of this number it’s called the [pointwise mutual information (PMI)](https://en.wikipedia.org/wiki/Pointwise_mutual_information) of word X and word Y. This is a well-understood measurement in the information theory community and represents how frequently X and Y coincide ‘mutually’ (or jointly) rather than independently. ![Algo visualizing unigram counts](https://multithreaded.stitchfix.com/assets/posts/2017-10-18-stop-using-word2vec/fig_004.gif)*Example 1*: If we look at the association between `facebook` and `twitter` we’ll see that it’s above 1.0: `p('facebook', 'twitter') / p('facebook') / p('twitter') = 1000`. So `facebook` and `twitter` have unusually high-cooccurrence and we infer that they must be associated or similar. Note that we haven’t done any neural network stuff and no math aside from counting & dividing, but we can already measure how associated two words are. Later on we’ll calculate word vectors from this data, and those vectors will be constrained to reproduce these word-to-word relationships. [4](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com#4) - - *Example 2*: For `facebook` and `okra` the PMI (`p('facebook', 'okra') / p('facebook') / p('okra')`) is close to 1.0, so `facebook` and `okra` aren’t associated empirically in the data. Later on we’ll form vectors that reconstruct and respect this relationship, and so will have little overlap. But of course the word counts are noisy, and this noise induces spurious associations between words. - -4. **PMI Matrix**. Make a big matrix where each row represents word `X` and each column represents word `Y` and each value is the `PMI` we calculated in step 3: `PMI(X, Y) = log (p(x, y) / p(x) / p(y))`. Because we have as many rows and columns as we have words, the size of the matrix is (`n_vocabulary`, `n_vocabulary`). And because `n_vocabulary` is typically 10k-100k, this is a big matrix with lots of zeros, so it’s best to use sparse array data structures to represent the PMI matrix. ![PMI Matrix](https://multithreaded.stitchfix.com/assets/posts/2017-10-18-stop-using-word2vec/fig_005.001.jpeg) - -5. **SVD**. Now we reduce the dimensionality of that matrix. This effectively compresses our giant matrix into two smaller matrices. Each of these smaller matrices form a set of word vectors with size (`n_vocabulary`, `n_dim`).[5](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com#5) Each row of one matrix represents a single word vector. This is a straightforward operation in any linear algebra library, and in Python it looks like: `U, S, V = scipy.sparse.linalg.svds(PMI, k=256)` ![SVD of PMI Matrix](https://multithreaded.stitchfix.com/assets/posts/2017-10-18-stop-using-word2vec/fig_005.003.jpeg)*Example*. The SVD is one of the most fundamental and beautiful tools you can use in machine learning and is what’s doing most of the magic. Read more about it in [Jeremy Kun’s](https://twitter.com/jeremyjkun?ref_src=twsrc%5Egoogle%7Ctwcamp%5Eserp%7Ctwgr%5Eauthor) excellent [series](https://jeremykun.com/2016/04/18/singular-value-decomposition-part-1-perspectives-on-linear-algebra/). Here, we can think of it as compressing the original input matrix which (counting zeros) had close to ~10 billion entries (100k x 100k) reduced into two matrices with a total of ~50 million entries (100k x 256 x 2), a 200x reduction in space. The SVD outputs a space that is orthogonal, which is where we get our “linear regularity” and is where we get the property of being able to add and subtract word vectors meaningfully. - -6. **Searching**. Each row of the SVD output matrices is a word vector. Once you have these word eigenvectors, you can search for the tokens closest to `consolas`, which is a font popular in programming. - -``` -# In psuedocode: -# Get the row vector corresponding to the word 'consolas' -vector_consolas = U['consolas'] -# Get how similar it is to all other words -similarities = dot(U, vector_consolas) -# Sort by similarity, and pick the most similar -most_similar = tokens[argmax(similarities)] -most_similar -``` - -So searching for `consolas` yields `verdana` and `inconsolata` as most similar – which makes sense as these are other fonts. Searching for `Functional Programming` yields `FP`(an acronym), `Haskell` (a popular functional language), and `OOP` (which stands for Object Oriented Programming, an alternative to functional programming). Further, adding and subtracting these vectors and then searching gets word2vec’s hallmark feature: in computing the analogy `Mark Zuckerberg - Facebook + Amazon` we can relate the CEO of Facebook to that of Amazon, which appropriately evaluates to the `Jeff Bezos` token. - -It’s a hell of a lot more intuitive & easier to count skipgrams, divide by the word counts to get how ‘associated’ two words are and SVD the result than it is to understand what even a simple neural network is doing. - -So stop using the neural network formulation, but still have fun making word vectors! - -### Footnotes - -1. 1 The approach outlined here isn't exactly equivalent, but it performs about the same as word2vec skipgram negative-sampling [SGNS](https://papers.nips.cc/paper/5477-neural-word-embedding-as-implicit-matrix-factorization). It turns out that word2vec isn't [totally identical to matrix factorization](http://building-babylon.net/2016/05/12/skipgram-isnt-matrix-factorisation/), but for applied purposes (e.g., industry) the SVD technique is good enough. If you care about the differences between Word2vec, [Glove](https://nlp.stanford.edu/projects/glove/) and [Swivel](https://arxiv.org/abs/1602.02215) -- and in industrial purposes I rarely do -- then you'll care about word2vec SGNS vs this SVD formulation. Also, the SVD formulation neatly fits into a family of count-based bag-of-words techniques like TF-IDF, LSI and LDA: ![img](https://multithreaded.stitchfix.com/assets/posts/2017-10-18-stop-using-word2vec/fig_006.png)TF-IDF compares term frequencies to term frequencies within a document, with LSI doing a low-rank factorization of that TF-IDF matrix using the SVD. LDA also counts term frequencies within documents, but instead of SVD factorizes that result using a sparsity-inducing prior in the term and document vectors. That prior, among other things, makes them interpretable. Similarly, the formulation outlined here counts term-to-term associations (no documents) and SVD factorizes those into a low-rank representation. [↩](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com#back-1) -2. 2 A few caveats: if you're doing academic research and spinning off your own embedding systems (for example as in lda2vec [[code\]](https://github.com/cemoody/lda2vec), [[paper\]](https://arxiv.org/abs/1605.02019) [[blog\]](http://multithreaded.stitchfix.com/blog/2016/05/27/lda2vec/#topic=38&lambda=1&term=)), tweaking the neural network approach can be useful. Also, SVD scales as O(N^3) so it isn't the best where you have large vocabularies N >> 100k. In this case, SGD is nice for online problems. [↩](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com#back-2) -3. 3 In this simplest case, we won't model the effect of distance-weighted skipgrams. We'll just consider skipgrams within a fixed-size moving window around each word. Also note that we aren't regularizing our model, which could benefit from smoothing or forming a prior. Penalizing complexity especially helps in low-data cases, but in my experience this isn't necessary to get decent results on a wide set of real-life corpora with these methods. [↩](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com#back-3) -4. 4 In some formulations, especially in truncated PMI, an important ingredient is the threshold `k` (typically a value like 25.0) which dampens the effect of low-PMI words, ostensibly to get a handle on noise. I interpret the `k` constant as a form of regularization, although it isn't clear to me that this is a disciplined prior. You can see [gauss2vec](https://arxiv.org/abs/1412.6623) for a more careful derivation, and this [paper](https://arxiv.org/abs/1402.3722) for an empirical exploration of this parameter. [↩](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com#back-4) -5. 5 The interpretation is that these word vectors explain the covariance within the PMI matrix -- essentially a low-rank way of saying word X and Y are associated because they co-occur beyond their base rate popularity. Because the axes in the reduced space and are orthogonal it also explains why one can find 'linear regularities' that made the original word2vec famous. For example 'King' and 'Queen' might be seperated along a 'gender' direction but 'London' and 'Berlin' might share a spot in a 'capital' direction. These eigenevectors effectively find a small set of directions in the input space that can still maximially recreate the original large input matrix. [↩](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com#back-5) \ No newline at end of file diff --git "a/20171015 \347\254\25413\346\234\237/Intro To Data Analysis For Everyone! Part 1.md" "b/2017\345\271\26410\346\234\210/20171015 \347\254\25413\346\234\237/Intro To Data Analysis For Everyone! Part 1.md" similarity index 98% rename from "20171015 \347\254\25413\346\234\237/Intro To Data Analysis For Everyone! Part 1.md" rename to "2017\345\271\26410\346\234\210/20171015 \347\254\25413\346\234\237/Intro To Data Analysis For Everyone! Part 1.md" index a238f12b74ff238208d092867ffc6f0d3b9fb996..51ff9b0a12d28586cb5ecacf6cc8ac4f6f8a88b5 100644 --- "a/20171015 \347\254\25413\346\234\237/Intro To Data Analysis For Everyone! Part 1.md" +++ "b/2017\345\271\26410\346\234\210/20171015 \347\254\25413\346\234\237/Intro To Data Analysis For Everyone! Part 1.md" @@ -1,171 +1,171 @@ -# 每个人的数据分析! Part 1 - -原文链接:[Intro To Data Analysis For Everyone! Part 1](https://towardsdatascience.com/intro-to-data-analysis-for-everyone-part-1-ff252c3a38b5?from=hackcv&hmsr=hackcv.com) - -数据分析是任何数据科学家日常工作的一部分([以及数据篡改和清理](https://www.thoughtworks.com/insights/blog/let-data-scientists-be-data-mungers))。这对现代劳动力中其他大部分人来说也是非常重要的。可以是系统分析师、业务所有者、财务团队和项目经理。 - -然而,大多数本科课程并没有[或至少没有](https://www.coursera.org/browse/datscience/datanalysis?)数据分析,而是有数学和统计学的课程,还有大量涉及数据结构和算法的计算机编程课程。 - -然而,这些都没有关注如何查看来自数据库、csvs或现代数据世界中存在的数十个其他数据源的数据集。 - -可能偶尔会有需要分析数据的项目。有些人可能很幸运地收到了一组项目,迫使他们第一次从数据库中分析数据。然而,大多数学生都在他们的第一份工作中试图自己解决这个问题。 - -对于不打算成为程序员的学生来说, [理解数据库和SQL是一项非常有价值的技能](http://www.skilledup.com/articles/learn-sql-it-most-in-demand-skill-in-single-day),这样可以让他们理解那些已经被数据库团队分析后的数据。 - -管理人员不再能接受他们的团队看不懂数据,或不知道如何进行数据分析!因此,即使是营销专业的学生也需要知道如何使用和设计数据分析! - -数据分析是抽象的。它不是数学(虽然涉及数学),也不是英语或会计。要真正理解优秀分析师会遇到的陷阱,就需要有实际的方法。然而,很遗憾的是大多数学生在进入第一份工作时,还不需要处理模糊的参数和庞大的数据集,许多学生甚至没有听说过数据仓库,然后这正是帮助管理者做出关键决策的大部分数据所在之处。 - -在现代商业世界中,数据分析并不局限于数据科学家。对于分析师、系统工程师、金融团队、公关、人力资源、营销等等来说,这也是很重要的技能。 - -因此,我们的团队想提供一个指南,帮助新学生和那些有兴趣学习更多数据科学和分析的人。 - -### 良好数据科学和分析的基础 - -本系列的第一部分将介绍良好分析所需的重要软技能。 [数据分析不仅仅是数学、SQL和脚本](https://www.theseattledataguy.com/statistics-data-scientist-review/)。它还包括保持组织有序,能够清晰地向管理者阐明已经发现的发现。这是[成功的数据科学和分析团队所描绘](https://www.theseattledataguy.com/top-30-tips-data-science-team-succeeds/)的众多特征之一。我们认为首先指出这些是很重要的,因为它为我们接下来的几个部分奠定了基础。 - -在本节之后,我们将讨论分析过程、技术,并通过数据集、SQL和python笔记给出示例。 - -**沟通** - -[术语数据讲故事者已经与数据科学家联系在一起](https://www.ted.com/talks/hans_rosling_shows_the_best_stats_you_ve_ever_seen),但对于使用数据的人来说,擅长传达他们的发现也很重要! - -这种技能子集符合通信的一般技能。数据科学家可以访问来自不同部门的多个数据源。这使他们有责任并且需要能够清楚地解释他们在多个领域向高管和中小企业发现的内容。他们采用复杂的数学和技术概念,创建清晰简洁的信息,管理人员可以采取行动。不只是躲在他们的行话背后,而是将他们复杂的想法转化为商业话语。分析师和数据科学家都必须能够获取数字并返回明确规定的投资回报率和可行的决策。 - -这意味着不仅要记笔记,还要创造扎实的工作簿。它还意味着为其他团队创建可靠的报告和遍历。 - -这是如何做到的?(这可能是一个帖子本身),但这里有一些快速提示,可以更好地在报告或演示文稿中传达你的想法。 - - 1. 标记每个图形,轴,数据点等 - 2. 在笔记本中创建自然的数据和笔记流 - 3. 确保突出您的主要发现!不要藏起来,把你的结论展示出来!使用大量数据证明您的观点时,这说起来容易做起来难。 - 4. 想象一下,你实际上在讲故事或写一篇有关数据的文章 - 5. 不要让观众觉得枯燥,保持甜美和简洁 - 6. 避免繁重的数学术语!如果你不能用简单的英语解释你的计算,你就没有完全理解。 - 7. 让同行审核您的报告和演示文稿,以确保最大程度的清晰度 - -**我们最喜欢的数据故事之一!** - - - - - -**善于倾听** - -数据科学家和分析师并不总是与企业主和管理人员在同一个团队中提出问题。这使得分析师非常重视聆听实际被问到的内容。 - -在大公司工作,试图寻找其他团队的痛点和问题并帮助他们度过难关是很有价值的!这意味着要有同理心。这项技能的一部分需要劳动力的经验,而这项技能的其他部分只需要了解其他人。 - -为什么他们真的要求进行分析?你如何使分析尽可能清晰准确? - -与企业主沟通不畅很容易发生。因此 [认真倾听和倾听言外之意是一项很棒的技能](https://www.forbes.com/sites/glennllopis/2013/05/20/6-effective-ways-listening-can-make-you-a-better-leader/#3fafb2421756)。 - - - -![img](https://cdn-images-1.medium.com/max/1000/0*x4gXpuM1k7rgyHi9.) - -**关注背景** - -除了关注细节。数据分析师和数据科学家还需要关注他们分析的数据背后的背景。这意味着理解请求项目的其他部门的需求,以及实际理解他们分析的数据背后的过程。 - -数据通常表示业务的流程。这可能是一个用户与电子商务网站交互,一个病人在医院,一个项目获得批准,软件被购买和开发等等。 - -这意味着,数据分析师需要理解这些业务规则和逻辑!否则,他们就无法进行良好的分析,他们会做出错误的假设,并且常常会创建脏的、重复的数据。 - -这都是因为他们不理解使用的场景。上下文允许以数据为中心的团队更清楚地做出假设。他们不需要在假设阶段花太多时间去检验所有可能的理论。相反,他们可以利用上下文来帮助加速分析的过程。 - -数据周围的元数据(例如上下文)对于数据科学家来说就像黄金。它并不总是在那里,但当它在的时候。它使我们的工作更容易! - -**记录能力** - -[无论是用excel还是Jupyter笔记本](http://jupyter-notebook-beginner-guide.readthedocs.io/en/latest/what_is_jupyter.html).。对于数据分析师来说,了解如何跟踪他们的工作是很重要的! - -分析需要大量的假设和问题,如果没有记录下来,就会失去思路。 - -第二天回来时,很容易忘记分析了什么,不同的查询和指标是如何以及为什么被提取的,等等。因此,以一种勤奋的方式记录下每一件事情是很重要的。这个技巧是不能留给第二天的,因为总是会有信息丢失! - -创建一个清晰的记录方式使每个人都更容易参与。我们在之前的交流中提到过。然而,一次。 - -标签,创造自然流通的笔记,避免商业术语可以帮助每个人参与,包括当初的记录人!当记录者都不理解自己的笔记,这将是相当尴尬的一件事。 - -记笔记很重要! - -**创造性和抽象思维** - -创造力和 [抽象思维 ](http://www.projectlearnet.org/tutorials/concrete_vs_abstract_thinking.html)有助于数据科学家更好地假设他们在最初探索阶段看到的可能模式和特征。将逻辑思维与最小的数据点结合起来,数据科学家可以得出几种可能的解决方案。然而,这需要跳出框框进行思考。 - -分析是有纪律的研究和创造性思维的结合。如果分析师受到确认偏差或过程的限制,那么他们可能无法得出正确的结论。 - -另一方面,如果他们过于疯狂地思考,没有使用基本的推论和归纳来驱动他们的搜索。在浏览各种数据集时,他们可能会花上数周时间试图回答一个简单的问题,而没有任何明确的目标。 - -**Engineering Mindset** - -分析师需要能够将大问题和数据集分解成更小的部分。有时候,一个单独的团队提出的2-3个问题无法用2-3个答案来回答。 - -相反,2-3个问题本身可能需要被分解成小问题,这些问题可以被数据分析和支持。 - -只有这样,分析师才能回去回答更大的问题。特别是对于大而复杂的数据集。[能够清楚地将分析分解成适当的部分](http://www.thwink.org/sustain/articles/000_AnalyticalApproach/index.htm).变得越来越重要。 - -**注意细节** - -分析需要注意细节。仅仅因为一个分析师或数据科学家可能是一个大局观的人。这并不意味着他们不负责找出围绕项目的所有有价值的细节。 - -公司,甚至是小公司都有很多角落和缝隙。流程上有流程,但不理解这些流程及其细节会影响可执行的分析级别。 - -特别是在编写复杂的查询和编程脚本时。很容易不正确地连接表或过滤错误的东西。因此,总是进行两次和三次检查工作是非常关键的(而且,如果涉及脚本,同行评审也应该如此!) - - - -![img](https://cdn-images-1.medium.com/max/1000/0*R-Rff55mXIQkP7mJ.) - -**好奇心** - -分析需要的好奇心。当我们分解这个过程时,我们会讲到这个。然而,分析过程中的一个步骤是列出所有您认为对分析有价值的问题。这需要一个好奇的心去关心答案。 - -为什么数据是这样,为什么我们看到模式,我们能用什么来找到答案,谁知道呢? - -这些只是一些模糊的问题,可以帮助我们开始向正确的方向进行分析。 [需要有那种动力和欲望去知道为什么!](http://www.ibmbigdatahub.com/podcast/curious-data-scientist) - -**宽容失败** - -数据科学与科学领域有许多相似之处。从这个意义上说,可能有99个失败的假设导致1个成功的解决方案。一些数据驱动型的公司只希望他们的机器学习工程师和数据科学家每年创造新的算法,或者每年半的相关性。这取决于任务的大小和所需的实现类型(例如流程实现、技术、策略等)。在所有这些工作中都有失败后的失败,有未回答的问题后的问题和分析师不得不继续。 - -关键是要得到答案,或者清楚地说明为什么你不能回答这个问题。然而,它不能仅仅因为最初的几次尝试失败而放弃。 - -分析可以成为时间的黑洞。一个接一个的问题可能是不正确的。这就是为什么半结构化过程很重要。它可以指导分析师,但不会阻止他们。 - -### **数据科学和分析软技能** - -这些技能分析人员和数据科学家需要的不仅仅是编程和统计分析。相反,这些技巧的重点在于确保所发现的洞见是易于转移的。这允许其他团队成员和经理也从分析中获益! - -分析师需要做的不仅仅是得出结论。他们需要能够创造出易于复制和传播的工作。 - -**为什么?** - -它不仅节省时间! - -更重要的是,这有助于领导信任分析师的结论。否则,分析师可能是对的,但如果他或她听起来不自信,如果他们记错了笔记,甚至漏掉了一个数据点。这会立即导致领导层之间的不信任! - -不幸的是,这是真的!当仅仅一个数据点不正确或沟通不畅时,分析师的工作就会立即受到质疑。我们经常建议数据团队检查他们的报告和演示文稿,检查漏洞。在这种情况下,有一个善于质疑每个角度的团队成员是很好的! - -你的团队可以提前回答高管可能提出的问题越多。高管们更有可能在项目的下一阶段签字! - - - -![img](https://cdn-images-1.medium.com/max/1000/0*J7W2YgdjexxKsr4X.) - -**数据分析的过程** - -在下一部分中,我们将介绍分析数据的过程。我们将建立基本的笔记和描述简单的过程,这将帮助新的和有经验的数据科学家和分析师确保他们有效地跟踪他们的工作。 - -### [Part 2 每个人的数据分析](https://medium.com/@SeattleDataGuy/data-analysis-for-everyone-part-2-cf1c79441940) - -**其他关于数据科学和策略的资源** - -[How To Apply Data Science To Real World Problems](https://www.theseattledataguy.com/data-science-case-studies/) - -[Amazon Using Data To Win The Grocery Store Game](https://www.theseattledataguy.com/amazon-taking-lunch-data-driven-strategies/) - -[30 Tips To Ensure Your Data Science Team Succeeds](https://www.theseattledataguy.com/top-30-tips-data-science-team-succeeds/) - +# 每个人的数据分析! Part 1 + +原文链接:[Intro To Data Analysis For Everyone! Part 1](https://towardsdatascience.com/intro-to-data-analysis-for-everyone-part-1-ff252c3a38b5?from=hackcv&hmsr=hackcv.com) + +数据分析是任何数据科学家日常工作的一部分([以及数据篡改和清理](https://www.thoughtworks.com/insights/blog/let-data-scientists-be-data-mungers))。这对现代劳动力中其他大部分人来说也是非常重要的。可以是系统分析师、业务所有者、财务团队和项目经理。 + +然而,大多数本科课程并没有[或至少没有](https://www.coursera.org/browse/datscience/datanalysis?)数据分析,而是有数学和统计学的课程,还有大量涉及数据结构和算法的计算机编程课程。 + +然而,这些都没有关注如何查看来自数据库、csvs或现代数据世界中存在的数十个其他数据源的数据集。 + +可能偶尔会有需要分析数据的项目。有些人可能很幸运地收到了一组项目,迫使他们第一次从数据库中分析数据。然而,大多数学生都在他们的第一份工作中试图自己解决这个问题。 + +对于不打算成为程序员的学生来说, [理解数据库和SQL是一项非常有价值的技能](http://www.skilledup.com/articles/learn-sql-it-most-in-demand-skill-in-single-day),这样可以让他们理解那些已经被数据库团队分析后的数据。 + +管理人员不再能接受他们的团队看不懂数据,或不知道如何进行数据分析!因此,即使是营销专业的学生也需要知道如何使用和设计数据分析! + +数据分析是抽象的。它不是数学(虽然涉及数学),也不是英语或会计。要真正理解优秀分析师会遇到的陷阱,就需要有实际的方法。然而,很遗憾的是大多数学生在进入第一份工作时,还不需要处理模糊的参数和庞大的数据集,许多学生甚至没有听说过数据仓库,然后这正是帮助管理者做出关键决策的大部分数据所在之处。 + +在现代商业世界中,数据分析并不局限于数据科学家。对于分析师、系统工程师、金融团队、公关、人力资源、营销等等来说,这也是很重要的技能。 + +因此,我们的团队想提供一个指南,帮助新学生和那些有兴趣学习更多数据科学和分析的人。 + +### 良好数据科学和分析的基础 + +本系列的第一部分将介绍良好分析所需的重要软技能。 [数据分析不仅仅是数学、SQL和脚本](https://www.theseattledataguy.com/statistics-data-scientist-review/)。它还包括保持组织有序,能够清晰地向管理者阐明已经发现的发现。这是[成功的数据科学和分析团队所描绘](https://www.theseattledataguy.com/top-30-tips-data-science-team-succeeds/)的众多特征之一。我们认为首先指出这些是很重要的,因为它为我们接下来的几个部分奠定了基础。 + +在本节之后,我们将讨论分析过程、技术,并通过数据集、SQL和python笔记给出示例。 + +**沟通** + +[术语数据讲故事者已经与数据科学家联系在一起](https://www.ted.com/talks/hans_rosling_shows_the_best_stats_you_ve_ever_seen),但对于使用数据的人来说,擅长传达他们的发现也很重要! + +这种技能子集符合通信的一般技能。数据科学家可以访问来自不同部门的多个数据源。这使他们有责任并且需要能够清楚地解释他们在多个领域向高管和中小企业发现的内容。他们采用复杂的数学和技术概念,创建清晰简洁的信息,管理人员可以采取行动。不只是躲在他们的行话背后,而是将他们复杂的想法转化为商业话语。分析师和数据科学家都必须能够获取数字并返回明确规定的投资回报率和可行的决策。 + +这意味着不仅要记笔记,还要创造扎实的工作簿。它还意味着为其他团队创建可靠的报告和遍历。 + +这是如何做到的?(这可能是一个帖子本身),但这里有一些快速提示,可以更好地在报告或演示文稿中传达你的想法。 + + 1. 标记每个图形,轴,数据点等 + 2. 在笔记本中创建自然的数据和笔记流 + 3. 确保突出您的主要发现!不要藏起来,把你的结论展示出来!使用大量数据证明您的观点时,这说起来容易做起来难。 + 4. 想象一下,你实际上在讲故事或写一篇有关数据的文章 + 5. 不要让观众觉得枯燥,保持甜美和简洁 + 6. 避免繁重的数学术语!如果你不能用简单的英语解释你的计算,你就没有完全理解。 + 7. 让同行审核您的报告和演示文稿,以确保最大程度的清晰度 + +**我们最喜欢的数据故事之一!** + + + + + +**善于倾听** + +数据科学家和分析师并不总是与企业主和管理人员在同一个团队中提出问题。这使得分析师非常重视聆听实际被问到的内容。 + +在大公司工作,试图寻找其他团队的痛点和问题并帮助他们度过难关是很有价值的!这意味着要有同理心。这项技能的一部分需要劳动力的经验,而这项技能的其他部分只需要了解其他人。 + +为什么他们真的要求进行分析?你如何使分析尽可能清晰准确? + +与企业主沟通不畅很容易发生。因此 [认真倾听和倾听言外之意是一项很棒的技能](https://www.forbes.com/sites/glennllopis/2013/05/20/6-effective-ways-listening-can-make-you-a-better-leader/#3fafb2421756)。 + + + +![img](https://cdn-images-1.medium.com/max/1000/0*x4gXpuM1k7rgyHi9.) + +**关注背景** + +除了关注细节。数据分析师和数据科学家还需要关注他们分析的数据背后的背景。这意味着理解请求项目的其他部门的需求,以及实际理解他们分析的数据背后的过程。 + +数据通常表示业务的流程。这可能是一个用户与电子商务网站交互,一个病人在医院,一个项目获得批准,软件被购买和开发等等。 + +这意味着,数据分析师需要理解这些业务规则和逻辑!否则,他们就无法进行良好的分析,他们会做出错误的假设,并且常常会创建脏的、重复的数据。 + +这都是因为他们不理解使用的场景。上下文允许以数据为中心的团队更清楚地做出假设。他们不需要在假设阶段花太多时间去检验所有可能的理论。相反,他们可以利用上下文来帮助加速分析的过程。 + +数据周围的元数据(例如上下文)对于数据科学家来说就像黄金。它并不总是在那里,但当它在的时候。它使我们的工作更容易! + +**记录能力** + +[无论是用excel还是Jupyter笔记本](http://jupyter-notebook-beginner-guide.readthedocs.io/en/latest/what_is_jupyter.html).。对于数据分析师来说,了解如何跟踪他们的工作是很重要的! + +分析需要大量的假设和问题,如果没有记录下来,就会失去思路。 + +第二天回来时,很容易忘记分析了什么,不同的查询和指标是如何以及为什么被提取的,等等。因此,以一种勤奋的方式记录下每一件事情是很重要的。这个技巧是不能留给第二天的,因为总是会有信息丢失! + +创建一个清晰的记录方式使每个人都更容易参与。我们在之前的交流中提到过。然而,一次。 + +标签,创造自然流通的笔记,避免商业术语可以帮助每个人参与,包括当初的记录人!当记录者都不理解自己的笔记,这将是相当尴尬的一件事。 + +记笔记很重要! + +**创造性和抽象思维** + +创造力和 [抽象思维 ](http://www.projectlearnet.org/tutorials/concrete_vs_abstract_thinking.html)有助于数据科学家更好地假设他们在最初探索阶段看到的可能模式和特征。将逻辑思维与最小的数据点结合起来,数据科学家可以得出几种可能的解决方案。然而,这需要跳出框框进行思考。 + +分析是有纪律的研究和创造性思维的结合。如果分析师受到确认偏差或过程的限制,那么他们可能无法得出正确的结论。 + +另一方面,如果他们过于疯狂地思考,没有使用基本的推论和归纳来驱动他们的搜索。在浏览各种数据集时,他们可能会花上数周时间试图回答一个简单的问题,而没有任何明确的目标。 + +**Engineering Mindset** + +分析师需要能够将大问题和数据集分解成更小的部分。有时候,一个单独的团队提出的2-3个问题无法用2-3个答案来回答。 + +相反,2-3个问题本身可能需要被分解成小问题,这些问题可以被数据分析和支持。 + +只有这样,分析师才能回去回答更大的问题。特别是对于大而复杂的数据集。[能够清楚地将分析分解成适当的部分](http://www.thwink.org/sustain/articles/000_AnalyticalApproach/index.htm).变得越来越重要。 + +**注意细节** + +分析需要注意细节。仅仅因为一个分析师或数据科学家可能是一个大局观的人。这并不意味着他们不负责找出围绕项目的所有有价值的细节。 + +公司,甚至是小公司都有很多角落和缝隙。流程上有流程,但不理解这些流程及其细节会影响可执行的分析级别。 + +特别是在编写复杂的查询和编程脚本时。很容易不正确地连接表或过滤错误的东西。因此,总是进行两次和三次检查工作是非常关键的(而且,如果涉及脚本,同行评审也应该如此!) + + + +![img](https://cdn-images-1.medium.com/max/1000/0*R-Rff55mXIQkP7mJ.) + +**好奇心** + +分析需要的好奇心。当我们分解这个过程时,我们会讲到这个。然而,分析过程中的一个步骤是列出所有您认为对分析有价值的问题。这需要一个好奇的心去关心答案。 + +为什么数据是这样,为什么我们看到模式,我们能用什么来找到答案,谁知道呢? + +这些只是一些模糊的问题,可以帮助我们开始向正确的方向进行分析。 [需要有那种动力和欲望去知道为什么!](http://www.ibmbigdatahub.com/podcast/curious-data-scientist) + +**宽容失败** + +数据科学与科学领域有许多相似之处。从这个意义上说,可能有99个失败的假设导致1个成功的解决方案。一些数据驱动型的公司只希望他们的机器学习工程师和数据科学家每年创造新的算法,或者每年半的相关性。这取决于任务的大小和所需的实现类型(例如流程实现、技术、策略等)。在所有这些工作中都有失败后的失败,有未回答的问题后的问题和分析师不得不继续。 + +关键是要得到答案,或者清楚地说明为什么你不能回答这个问题。然而,它不能仅仅因为最初的几次尝试失败而放弃。 + +分析可以成为时间的黑洞。一个接一个的问题可能是不正确的。这就是为什么半结构化过程很重要。它可以指导分析师,但不会阻止他们。 + +### **数据科学和分析软技能** + +这些技能分析人员和数据科学家需要的不仅仅是编程和统计分析。相反,这些技巧的重点在于确保所发现的洞见是易于转移的。这允许其他团队成员和经理也从分析中获益! + +分析师需要做的不仅仅是得出结论。他们需要能够创造出易于复制和传播的工作。 + +**为什么?** + +它不仅节省时间! + +更重要的是,这有助于领导信任分析师的结论。否则,分析师可能是对的,但如果他或她听起来不自信,如果他们记错了笔记,甚至漏掉了一个数据点。这会立即导致领导层之间的不信任! + +不幸的是,这是真的!当仅仅一个数据点不正确或沟通不畅时,分析师的工作就会立即受到质疑。我们经常建议数据团队检查他们的报告和演示文稿,检查漏洞。在这种情况下,有一个善于质疑每个角度的团队成员是很好的! + +你的团队可以提前回答高管可能提出的问题越多。高管们更有可能在项目的下一阶段签字! + + + +![img](https://cdn-images-1.medium.com/max/1000/0*J7W2YgdjexxKsr4X.) + +**数据分析的过程** + +在下一部分中,我们将介绍分析数据的过程。我们将建立基本的笔记和描述简单的过程,这将帮助新的和有经验的数据科学家和分析师确保他们有效地跟踪他们的工作。 + +### [Part 2 每个人的数据分析](https://medium.com/@SeattleDataGuy/data-analysis-for-everyone-part-2-cf1c79441940) + +**其他关于数据科学和策略的资源** + +[How To Apply Data Science To Real World Problems](https://www.theseattledataguy.com/data-science-case-studies/) + +[Amazon Using Data To Win The Grocery Store Game](https://www.theseattledataguy.com/amazon-taking-lunch-data-driven-strategies/) + +[30 Tips To Ensure Your Data Science Team Succeeds](https://www.theseattledataguy.com/top-30-tips-data-science-team-succeeds/) + [A Brilliant Explanation of A Decision Tree](http://www.acheronanalytics.com/acheron-blog/brilliant-explanation-of-a-decision-tree-algorithms) \ No newline at end of file diff --git "a/20171015 \347\254\25413\346\234\237/PyTorch tutorial distilled.md" "b/2017\345\271\26410\346\234\210/20171015 \347\254\25413\346\234\237/PyTorch tutorial distilled.md" similarity index 99% rename from "20171015 \347\254\25413\346\234\237/PyTorch tutorial distilled.md" rename to "2017\345\271\26410\346\234\210/20171015 \347\254\25413\346\234\237/PyTorch tutorial distilled.md" index 07b3d8e5ef046fc458ae9692d5270833a6728207..13df31c62b53047b486c664ded3c9e64564fda06 100644 --- "a/20171015 \347\254\25413\346\234\237/PyTorch tutorial distilled.md" +++ "b/2017\345\271\26410\346\234\210/20171015 \347\254\25413\346\234\237/PyTorch tutorial distilled.md" @@ -1,188 +1,188 @@ -# PyTorch教程 - -原文链接:[PyTorch tutorial distilled](https://towardsdatascience.com/pytorch-tutorial-distilled-95ce8781a89c?from=hackcv&hmsr=hackcv.com) - -## 从 TensorFlow 转向了 PyTorch - - - -![img](https://cdn-images-1.medium.com/max/2000/1*aqNgmfyBIStLrf9k7d9cng.jpeg) - -在我第一次开始学习PyTorch时候,过了几天我就放弃了,对我来说理解这个框架的核心概念和TensorFlow比起来太难了。这就是为什么我把它放在了我的“知识书架”上,渐渐的遗忘了它。但是不久之后,PyTorch的新版本的发布了,我决定再尝试一次。过了一会,我意识到这个框架简便易行,让我很开心的使用PyTorch来编程。我会尝试清楚地解释它的核心概念,这样你就会有动力,至少现在试一试,而不是几年或更长时间。我们将介绍一些基本原则和一些高级内容,如学习速率调度程序,自定义层等。 - -#### 学习资料 - -首先,你应该了解PyTorch, [文档](http://pytorch.org/docs/master/) 和 [教程](http://pytorch.org/tutorials/)是分开存储的。因为更新的太快了,所有他们可能有部分会不一样,所以请查阅 [源代码](http://pytorch.org/tutorials/),这就非常明确和直截了当。而且,还有一个很棒的[PyTorch论坛](https://discuss.pytorch.org/),在那里你可以提出任何合适的问题,你可以得到一个相对较快的答案。 对于PyTorch用户来说,这个地方似乎比StackOverflow更受欢迎。 - -#### PyTorch as NumPy - -让我们来讨论PyTorch本身,PyTorch的主要构建块是tensors。确实他和[NumPy ones](https://docs.scipy.org/doc/numpy-dev/user/quickstart.html)很相似。 Tensors支持很多和相同的API,因此有时可以使用PyTorch作为NumPy的代替品。你可能想问为什么要这么做,主要的原因是PyTorch的主要目标是使用GPU,这样您就可以将数据预处理或任何其他需要大量计算的内容转移到机器学习中。很容易就可以转换tensors从NumPy转换为PyTorch,反之亦然。我们用代码来举个例子: - - - -您可能会注意到, 我们手动计算并应用了渐变。我们有优化器吗?答案是肯定的! - - - - - -现在我们所有的变量都会自动更新。但是你应该从最后一个片段得到的要点:我们仍然应该在计算新的渐变之前手动归零。这是PyTorch的核心概念之一。有时为什么我们应该这样做可能不是很明显,但另一方面,我们可以完全控制我们的渐变,我们何时以及如何应用它们。 - -#### 静态与动态计算图的比较 - -PyTorch和TensorFlow的下一个主要区别是它们对图形表示的方法。 Tensorflow [使用静态图表](https://www.tensorflow.org/programmers_guide/graphs),这意味着我们一次又一次地执行该图表后定义它。在PyTorch中,每个前向传递定义了一个新的计算图。一开始,这些方法之间的区别并不那么大。但是,当您想要调试代码或定义一些条件语句时,动态图变得非常少。您可以使用自己喜欢的调试器!比较while循环语句的下两个定义 - TensorFlow中的第一个定义和PyTorch中的第二个定义: - - - - - - - - - -It seems to me that second solution much easier than first one. And what do you think about it? - -#### Models definition - -好的,现在我们看到在PyTorch中构建一些if / else / while复杂语句很容易。但是让我们回到通常的模型。该框架提供了与[Keras](https://keras.io/) 非常相似的开箱即用层构造函数: - -> `nn`包定义了一组**模块**,大致相当于神经网络层。模块接收输入变量并计算输出变量,但也可以保持内部状态,例如包含可学习参数的变量。 `nn`包还定义了一组在训练神经网络时常用的有用损失函数。 - - - - - -另外,如果我们想构建更复杂的模型,我们可以子类提供`nn.Module`类。当然,这两种方法可以相互混合。 - - - - - -在`__init__`方法中,我们应该定义稍后将使用的所有层。在`forward`方法中,我们应该提出我们想要使用已经定义的层的步骤。像往常一样,向后传递将自动计算。 - -#### 自定义图层 - -但是如果我们想用非标准的backprop定义一些自定义模型呢?这是一个例子 - XNOR网络: - - - -![img](https://cdn-images-1.medium.com/max/1000/1*cjzIFgglAP9xGKg8mlRysQ.png) - - - -我不会深入了解详细信息,更多关于您可能在[入门手册](https://arxiv.org/abs/1603.05279)中阅读的此类网络。与我们的问题相关的是,反向传播应仅适用于小于1且大于-1的权重。在PyTorch中,它[可以非常简单地实现](http://pytorch.org/docs/master/notes/extending.html): - - - -你可能会看到,我们应该只定义两个方法:一个用于前进,一个用于后向传递。如果我们需要从前向传递中访问一些变量,我们可以将它们存储在`ctx`变量中。注意:在以前的API中,前向/后向方法不是静态的,我们将所需的变量存储为`self.save_for_backward(input)`并通过`input,_ = self.saved_tensors`访问。 - -#### 用CUDA训练模型 - -如果之前讨论过如何将一个张量传递给CUDA。但是如果我们想要传递整个模型,可以从模型本身调用`.cuda()`方法,并将每个输入变量包装到`.cuda()`中就足够了。在所有计算之后,我们应该使用`.cpu()`方法返回结果。 - - - - - -此外,PyTorch支持源代码中的直接设备分配: - - - - - -因为有时我们想在没有代码修改的情况下在CPU和GPU上运行相同的模型,我建议使用某种包装器: - - - - - -#### 权重初始化 - -在TensorFlow中,权重初始化主要在张量声明期间进行。 PyTorch提供了另一种方法 - 首先应该声明张量,并且在下一步中应该改变该张量的权重。权重可以初始化为对tensor属性的直接访问,作为对`torch.nn.init`包中的一堆方法的调用。这个决定可能不是很简单,但是当你想用相同的初始化初始化某些类型的所有层时它会变得很有用。 - - - - - -#### 逆向排除子图 - -有时,当您想要重新训练模型的某些层或为生产模式做好准备时,您可以为某些图层禁用自动编程机制。为此,[PyTorch提供了两个标志](http://pytorch.org/docs/master/notes/autograd.html):`requires_grad`和`volatile`。第一个将禁用当前图层的渐变,但子节点仍然可以计算一些。第二个将禁用当前层和所有子节点的autograd。 - - - - - -#### 训练过程 - -PyTorch中还存在一些其他的花里胡哨。例如,您可以使用[学习率调度程序](http://pytorch.org/docs/master/optim.html#how-to-adjust-learning-rate)来根据某些规则调整学习率。或者您可以使用简单的训练标志来启用或者禁用批次归一化和丢失。如果你想要为CPU和GPU分别更改随机种子,将会很容易实现。 - - - -此外,您可以打印有关模型的信息,或使用几行代码保存/加载它。如果您的模型使用[OrderedDict](https://docs.python.org/3/library/collections.html)或者基于类的模型字符串表示形式初始化的,那么将包含层的名称。 - - - -根据PyTorch文档保存模型,使用‘state_dict()’方法更为可取(http://pytorch.org/docs/master/notes/serializ.htm)。 - -根据PyTorch文档保存模型,使用`state_dict()`方法[更为可取](http://pytorch.org/docs/master/notes/serializ.htm)。 - -#### 记录 - -记录训练过程是一个非常重要的部分。不幸的是,PyTorch没有tensorboard这样的工具。因此,您可以使用[Python日志模块](https://docs.python.org/3/library/logging.html)中的常规文本日志,或者尝试一些第三方库: - -- [一个用于实验的简单记录器](https://github.com/oval-group/logger) -- [TensorBoard与语言无关的界面](https://github.com/torrvision/crayon) -- [在不触及TensorFlow的情况下记录TensorBoard事件](https://github.com/TeamHG-Memex/tensorboard_logger) -- [pytorch使用tensorboard ](https://github.com/lanpa/tensorboard-pytorch) -- [Facebook可视化库智慧](https://github.com/facebookresearch/visdom) - -#### 数据处理 - -您可能还记得[TensorFlow中提出的数据加载器](https://www.tensorflow.org/api_guides/python/reading_data),甚至尝试实现其中的一些加载器。对我来说,花了大约4个小时或更多的时间来了解所有管道应该如何工作。 - - - -![img](https://cdn-images-1.medium.com/max/1000/1*S00VU2HiEjNZ35zlj2kqfw.gif) - -图片来源:TensorFlow docs - -最初,我想在这里添加一些代码,但我认为这样的gif足以解释所有事情是如何发生的基本思想。 - -PyTorch的开发者决定不重新发明轮子。他们只是使用多处理。要创建自己的自定义数据加载器,从' torch.utils.data '继承类就足够了。数据集'和改变一些方法: - - - - - -你应该知道的两件事。首先 , 图像尺寸与TensorFlow不同。它们是[batch_size x channels x height x width]。但是,通过预处理步骤`torchvision.transforms.ToTensor()`,可以在没有您交互的情况下进行此转换。[转化包](http://pytorch.org/docs/master/torchvision/transforms.html)中还有很多有用的工具。 - -第二个重要的事情是你可以在GPU上使用固定内存。为此,您只需要在`cuda()`调用中添加另外的标志`async = True`,并从DataLoader获取带有标志`pin_memory = True`的固定批次。 [更多相关讨论](http://pytorch.org/docs/master/notes/cuda.html#use-pinned-memory-buffers). - -#### 最后的体系结构概述 - -现在你知道了模型,优化器和很多其他的东西。合并它们的正确方法是什么?我建议将你的模型和所有包装在这样的积木上: - -![img](https://cdn-images-1.medium.com/max/1000/1*A-cWYNur2lqDEhUF1_gdCw.png) - -这里有一些用于阐述的伪代码: - - - -#### 总结 - -我希望通过这篇文章,你能理解PyTorch的要点: - -- 它可以作为临时代替Numpy -- 这对于原型设计来说非常快 -- 调试和使用条件流很容易 -- 有很多现成的好工具 - +# PyTorch教程 + +原文链接:[PyTorch tutorial distilled](https://towardsdatascience.com/pytorch-tutorial-distilled-95ce8781a89c?from=hackcv&hmsr=hackcv.com) + +## 从 TensorFlow 转向了 PyTorch + + + +![img](https://cdn-images-1.medium.com/max/2000/1*aqNgmfyBIStLrf9k7d9cng.jpeg) + +在我第一次开始学习PyTorch时候,过了几天我就放弃了,对我来说理解这个框架的核心概念和TensorFlow比起来太难了。这就是为什么我把它放在了我的“知识书架”上,渐渐的遗忘了它。但是不久之后,PyTorch的新版本的发布了,我决定再尝试一次。过了一会,我意识到这个框架简便易行,让我很开心的使用PyTorch来编程。我会尝试清楚地解释它的核心概念,这样你就会有动力,至少现在试一试,而不是几年或更长时间。我们将介绍一些基本原则和一些高级内容,如学习速率调度程序,自定义层等。 + +#### 学习资料 + +首先,你应该了解PyTorch, [文档](http://pytorch.org/docs/master/) 和 [教程](http://pytorch.org/tutorials/)是分开存储的。因为更新的太快了,所有他们可能有部分会不一样,所以请查阅 [源代码](http://pytorch.org/tutorials/),这就非常明确和直截了当。而且,还有一个很棒的[PyTorch论坛](https://discuss.pytorch.org/),在那里你可以提出任何合适的问题,你可以得到一个相对较快的答案。 对于PyTorch用户来说,这个地方似乎比StackOverflow更受欢迎。 + +#### PyTorch as NumPy + +让我们来讨论PyTorch本身,PyTorch的主要构建块是tensors。确实他和[NumPy ones](https://docs.scipy.org/doc/numpy-dev/user/quickstart.html)很相似。 Tensors支持很多和相同的API,因此有时可以使用PyTorch作为NumPy的代替品。你可能想问为什么要这么做,主要的原因是PyTorch的主要目标是使用GPU,这样您就可以将数据预处理或任何其他需要大量计算的内容转移到机器学习中。很容易就可以转换tensors从NumPy转换为PyTorch,反之亦然。我们用代码来举个例子: + + + +您可能会注意到, 我们手动计算并应用了渐变。我们有优化器吗?答案是肯定的! + + + + + +现在我们所有的变量都会自动更新。但是你应该从最后一个片段得到的要点:我们仍然应该在计算新的渐变之前手动归零。这是PyTorch的核心概念之一。有时为什么我们应该这样做可能不是很明显,但另一方面,我们可以完全控制我们的渐变,我们何时以及如何应用它们。 + +#### 静态与动态计算图的比较 + +PyTorch和TensorFlow的下一个主要区别是它们对图形表示的方法。 Tensorflow [使用静态图表](https://www.tensorflow.org/programmers_guide/graphs),这意味着我们一次又一次地执行该图表后定义它。在PyTorch中,每个前向传递定义了一个新的计算图。一开始,这些方法之间的区别并不那么大。但是,当您想要调试代码或定义一些条件语句时,动态图变得非常少。您可以使用自己喜欢的调试器!比较while循环语句的下两个定义 - TensorFlow中的第一个定义和PyTorch中的第二个定义: + + + + + + + + + +It seems to me that second solution much easier than first one. And what do you think about it? + +#### Models definition + +好的,现在我们看到在PyTorch中构建一些if / else / while复杂语句很容易。但是让我们回到通常的模型。该框架提供了与[Keras](https://keras.io/) 非常相似的开箱即用层构造函数: + +> `nn`包定义了一组**模块**,大致相当于神经网络层。模块接收输入变量并计算输出变量,但也可以保持内部状态,例如包含可学习参数的变量。 `nn`包还定义了一组在训练神经网络时常用的有用损失函数。 + + + + + +另外,如果我们想构建更复杂的模型,我们可以子类提供`nn.Module`类。当然,这两种方法可以相互混合。 + + + + + +在`__init__`方法中,我们应该定义稍后将使用的所有层。在`forward`方法中,我们应该提出我们想要使用已经定义的层的步骤。像往常一样,向后传递将自动计算。 + +#### 自定义图层 + +但是如果我们想用非标准的backprop定义一些自定义模型呢?这是一个例子 - XNOR网络: + + + +![img](https://cdn-images-1.medium.com/max/1000/1*cjzIFgglAP9xGKg8mlRysQ.png) + + + +我不会深入了解详细信息,更多关于您可能在[入门手册](https://arxiv.org/abs/1603.05279)中阅读的此类网络。与我们的问题相关的是,反向传播应仅适用于小于1且大于-1的权重。在PyTorch中,它[可以非常简单地实现](http://pytorch.org/docs/master/notes/extending.html): + + + +你可能会看到,我们应该只定义两个方法:一个用于前进,一个用于后向传递。如果我们需要从前向传递中访问一些变量,我们可以将它们存储在`ctx`变量中。注意:在以前的API中,前向/后向方法不是静态的,我们将所需的变量存储为`self.save_for_backward(input)`并通过`input,_ = self.saved_tensors`访问。 + +#### 用CUDA训练模型 + +如果之前讨论过如何将一个张量传递给CUDA。但是如果我们想要传递整个模型,可以从模型本身调用`.cuda()`方法,并将每个输入变量包装到`.cuda()`中就足够了。在所有计算之后,我们应该使用`.cpu()`方法返回结果。 + + + + + +此外,PyTorch支持源代码中的直接设备分配: + + + + + +因为有时我们想在没有代码修改的情况下在CPU和GPU上运行相同的模型,我建议使用某种包装器: + + + + + +#### 权重初始化 + +在TensorFlow中,权重初始化主要在张量声明期间进行。 PyTorch提供了另一种方法 - 首先应该声明张量,并且在下一步中应该改变该张量的权重。权重可以初始化为对tensor属性的直接访问,作为对`torch.nn.init`包中的一堆方法的调用。这个决定可能不是很简单,但是当你想用相同的初始化初始化某些类型的所有层时它会变得很有用。 + + + + + +#### 逆向排除子图 + +有时,当您想要重新训练模型的某些层或为生产模式做好准备时,您可以为某些图层禁用自动编程机制。为此,[PyTorch提供了两个标志](http://pytorch.org/docs/master/notes/autograd.html):`requires_grad`和`volatile`。第一个将禁用当前图层的渐变,但子节点仍然可以计算一些。第二个将禁用当前层和所有子节点的autograd。 + + + + + +#### 训练过程 + +PyTorch中还存在一些其他的花里胡哨。例如,您可以使用[学习率调度程序](http://pytorch.org/docs/master/optim.html#how-to-adjust-learning-rate)来根据某些规则调整学习率。或者您可以使用简单的训练标志来启用或者禁用批次归一化和丢失。如果你想要为CPU和GPU分别更改随机种子,将会很容易实现。 + + + +此外,您可以打印有关模型的信息,或使用几行代码保存/加载它。如果您的模型使用[OrderedDict](https://docs.python.org/3/library/collections.html)或者基于类的模型字符串表示形式初始化的,那么将包含层的名称。 + + + +根据PyTorch文档保存模型,使用‘state_dict()’方法更为可取(http://pytorch.org/docs/master/notes/serializ.htm)。 + +根据PyTorch文档保存模型,使用`state_dict()`方法[更为可取](http://pytorch.org/docs/master/notes/serializ.htm)。 + +#### 记录 + +记录训练过程是一个非常重要的部分。不幸的是,PyTorch没有tensorboard这样的工具。因此,您可以使用[Python日志模块](https://docs.python.org/3/library/logging.html)中的常规文本日志,或者尝试一些第三方库: + +- [一个用于实验的简单记录器](https://github.com/oval-group/logger) +- [TensorBoard与语言无关的界面](https://github.com/torrvision/crayon) +- [在不触及TensorFlow的情况下记录TensorBoard事件](https://github.com/TeamHG-Memex/tensorboard_logger) +- [pytorch使用tensorboard ](https://github.com/lanpa/tensorboard-pytorch) +- [Facebook可视化库智慧](https://github.com/facebookresearch/visdom) + +#### 数据处理 + +您可能还记得[TensorFlow中提出的数据加载器](https://www.tensorflow.org/api_guides/python/reading_data),甚至尝试实现其中的一些加载器。对我来说,花了大约4个小时或更多的时间来了解所有管道应该如何工作。 + + + +![img](https://cdn-images-1.medium.com/max/1000/1*S00VU2HiEjNZ35zlj2kqfw.gif) + +图片来源:TensorFlow docs + +最初,我想在这里添加一些代码,但我认为这样的gif足以解释所有事情是如何发生的基本思想。 + +PyTorch的开发者决定不重新发明轮子。他们只是使用多处理。要创建自己的自定义数据加载器,从' torch.utils.data '继承类就足够了。数据集'和改变一些方法: + + + + + +你应该知道的两件事。首先 , 图像尺寸与TensorFlow不同。它们是[batch_size x channels x height x width]。但是,通过预处理步骤`torchvision.transforms.ToTensor()`,可以在没有您交互的情况下进行此转换。[转化包](http://pytorch.org/docs/master/torchvision/transforms.html)中还有很多有用的工具。 + +第二个重要的事情是你可以在GPU上使用固定内存。为此,您只需要在`cuda()`调用中添加另外的标志`async = True`,并从DataLoader获取带有标志`pin_memory = True`的固定批次。 [更多相关讨论](http://pytorch.org/docs/master/notes/cuda.html#use-pinned-memory-buffers). + +#### 最后的体系结构概述 + +现在你知道了模型,优化器和很多其他的东西。合并它们的正确方法是什么?我建议将你的模型和所有包装在这样的积木上: + +![img](https://cdn-images-1.medium.com/max/1000/1*A-cWYNur2lqDEhUF1_gdCw.png) + +这里有一些用于阐述的伪代码: + + + +#### 总结 + +我希望通过这篇文章,你能理解PyTorch的要点: + +- 它可以作为临时代替Numpy +- 这对于原型设计来说非常快 +- 调试和使用条件流很容易 +- 有很多现成的好工具 + PyTorch是一个快速发展的框架,拥有很棒的社区。我认为今天的尝试很棒! \ No newline at end of file diff --git "a/20171015 \347\254\25413\346\234\237/README.md" "b/2017\345\271\26410\346\234\210/20171015 \347\254\25413\346\234\237/README.md" similarity index 100% rename from "20171015 \347\254\25413\346\234\237/README.md" rename to "2017\345\271\26410\346\234\210/20171015 \347\254\25413\346\234\237/README.md" diff --git "a/20171015 \347\254\25413\346\234\237/The Search for Better Search at Reddit.md" "b/2017\345\271\26410\346\234\210/20171015 \347\254\25413\346\234\237/The Search for Better Search at Reddit.md" similarity index 98% rename from "20171015 \347\254\25413\346\234\237/The Search for Better Search at Reddit.md" rename to "2017\345\271\26410\346\234\210/20171015 \347\254\25413\346\234\237/The Search for Better Search at Reddit.md" index c6eb44c731c213ecb46fbc96a030a0e3b8d5aa10..461fbe9536ed3c37c8dc783c6dc6bf58af8d51c3 100644 --- "a/20171015 \347\254\25413\346\234\237/The Search for Better Search at Reddit.md" +++ "b/2017\345\271\26410\346\234\210/20171015 \347\254\25413\346\234\237/The Search for Better Search at Reddit.md" @@ -1,132 +1,132 @@ -# 在Reddit上搜索更好的搜索 - -原文链接:[The Search for Better Search at Reddit](https://redditblog.com/2017/09/07/the-search-for-better-search-at-reddit/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com) - - - -[TECHNOLOGY](https://redditblog.com/topic/technology/) [Staff](https://redditblog.com/author/blabyrinth/) • [September 7, 2017](https://redditblog.com/2017/09/07/the-search-for-better-search-at-reddit/) - -**Chris Slowe, Nick Caldwell, & Luis Bitencourt-Emilio***CTO, VP of Engineering, Director of Engineering* - -## **什么是Fuss?** - -我们从Reddit的新手工程团队成员那里得到的一个常见问题是“我们什么时候才能修复搜索?”直到今年,答案总是“去询问5楼的搜索团队。”这很有趣,因为 - -1. 到5楼的电梯按钮没有工作 -2. 没有搜索团队 - -但是时代在进步,这是一个改革。我们很高兴地宣布,我们正在Reddit推出一个新的搜索引擎。实际上,在过去的几周里它已经启动了50%的流量,并且已经提供了近5亿次查询。现在我们对我们的系统充满信心,我们将其推向100%的流量。我们希望您享受更快,更可靠的结果! - -更重要的是,我们还在Reddit开设了一个专门用于搜索和相关的整个产品部门,由我们的工程总监Luis领导。我们认识到这些技术对Reddit的未来至关重要。我们的平台包含世界上最有趣的内容集合之一,目前索引超过25亿个搜索帖子,并且它每天都在变大。但我们知道这个内容很难找到。改进搜索和相关性将使Reddit能够筛选数百万个帖子,评论和社区,以便直接为您的家庭Feed提供定制的精彩内容流。 - -那就是未来。就目前而言,我们认为沿着记忆之路旅行会很有趣。 - - - -## **Reddit搜索简洁的历史** - -不用说,搜索不是一个容易解决的挑战。在Reddit上搜索的时候,我们就像坐过山车一样,但现在我们已经是第六次搜索了,我们对大规模搜索的困难并不陌生。下面是关于12年历史的粗略概述,以及一些来自我们团队的精选引语,我们通过迭代来将我们的infra扩展到Reddit的需求: - -- 2005 – Steve Huffman ([u/spez](https://www.reddit.com/user/spez)), 创始人之一,现任首席执行官, 开启了 postgres 7.4’s contrib/[tsearch2](http://www.sai.msu.su/~megera/postgres/gist/tsearch/V2/). - - 当有人说 “哦,我们可以用 Postgres来完成!” , “对我来说听起来不错!?” “我们当时也非常喜欢TRIGGERs(”不,这很酷。数据库完成所有工作,并且保证准确无误“是我们毫无疑问的说法)。它工作得很好,但它不是很可调,我们很快发现我们正在以少数(约2%)搜索流量阻塞大多数Postgres查询: - - - “我们修复了搜索结果排序中的错误。” —[Steve](https://redditblog.com/2006/02/27/if-you-want-something-done-right-do-it-yourself/) - - “我们今天早上更新了搜索系统,以帮助缓解一些负载问题。” —[Steve](https://redditblog.com/2006/07/25/searching/) - - “Jeremy正致力于搜索!这不是一个复杂的修复(排序很糟糕)。” —[Steve](https://redditblog.com/2007/04/28/updates/) - -- 2007 – Chris Slowe ([u/KeyserSosa](https://www.reddit.com/user/KeyserSosa)), 创始工程师(现在是CTO),与PyLucene一起重新实施。 - - - - 这实际上是在10年前的2007年7月实现的。它由一个Python进程组成,该进程被设置为TCP上的线程RPC服务器。在初始版本中,我们实际上支持搜索帖子标题和评论,并且Lucene索引文件可以舒适地存储在一个盒子上。这也是在我们搬到AWS之前,当时我们已经认真考虑过使用Google Search Appliance,这对我们的单机架来说是一个很好的补充。这个版本很灵活,但我们没有以一种易于扩展的方式进行设置: - - - “搜索的效果变得更好这标记着用户可以更好的进行控制。” —[Steve](https://redditblog.com/2007/07/26/new-reddit-on-the-horizon/) - - “搜索效果更好,但是不是我们喜欢的地方。” —[Steve](https://redditblog.com/2007/08/21/its-slow-its-unstable-its-beta/) - - “统计数据和搜索暂时被禁用,但只要我们能够修复它们就会回来。” —[Steve](https://redditblog.com/2007/10/16/reddit-status-update/) - - “我们希望包含升级后的搜索,与上一版本不同,它实际上非常有用,可以帮助您找到所需内容。不幸的是,我们确定的版本并没有很好地加载测试。” —[Steve](https://redditblog.com/2007/10/18/reddit-status-update-part-ii/) - - “我快速修复了搜索,我希望有所帮助,直到我们有机会真正解决它。” —[Steve](https://redditblog.com/2007/06/08/a-note-on-search-and-what-were-working-on/) - -- 2008 – David King ([u/ketralnis](https://www.reddit.com/user/ketralnis)), 第三名员工,现在是搜索工程师,实施Solr。 - - 实际上,他实现了一个自制的pysolr,它能够以XML格式将更新文档发送给Solr,并以这样的方式包装响应,以便模拟我们现有的Query模型,足以将其放入任何类型或列表中。它实际上很甜蜜。初始版本不支持评论,但后来确实如此。 - - - “[David]一直在修复Erlang的搜索和黑客攻击项目。” —[Alexis Ohanian](https://redditblog.com/2008/04/17/welcome-david/) - - “我完全取代了reddit搜索功能。” —[David King](https://redditblog.com/2008/04/21/new-search-2/) - -- 2010 – David将Solr替换为第三方搜索提供商IndexTank。 - - 当你喜欢某些东西时,将其外包......从来没有人说过。随着网站持续增长,我们首先在一个月内与一个四人工程团队一起破解了十亿次网页浏览,我们将所有努力投入503缓解,继续添加Postgres读取,添加更多缓存,开始利用Cassandra的早期版本(之后很快就发生了一次令人难忘的停电),并且通常无视搜索的糟糕程度。我们有一个勇敢的决定,永远使用第三方搜索提供商,比我们为保持Solr运行所付出的更少,所以我们签了! - - - “我们昨天推出了一个新的搜索引擎。冷静。没关系。我知道。你以前受伤了。” —[David King](https://redditblog.com/2010/07/21/new-search/) - -- 2012 – Keith Mitchell (u/kemitche) 在LinkedIn关闭IndexTank后实施CloudSearch。 - - 很明显,这个永远过于短暂,IndexTank在公司被收购之前为我们提供了很好的帮助。当我们发现他们正在关闭时,我们不得不离开IndexTank并快速过渡到AWS CloudSearch。继续我们长期以来的传统“让新人照顾它”,这项任务落到了Keith身上,在接下来的几年里,我们将CloudSearch扩展到了爆炸状态: - - - “今天,我们从旧的Amazon CloudSearch域迁移到新的Amazon CloudSearch域。旧的搜索域存在严重的性能问题:大约33%的查询需要5秒才能完成,并且会导致搜索错误页面。” —[u/bsimpson](https://www.reddit.com/r/changelog/comments/694o34/reddit_search_performance_improvements/) - -- TODAY – Lucidworks Fusion! - - 这一次,我们希望确保搜索符合三个标准:它需要快速,需要与Reddit的增长很好地扩展,最重要的是,它需要具有相关性。最终,这促使我们与Lucidworks的搜索专家合作,利用Fusion及其由多个Solr提交者组成的团队的独特搜索专业知识。下面,我们将更详细地解释我们如何进行此操作。 - - - “As [/u/bitofsalt](https://www.reddit.com/u/bitofsalt) [几个月前我们提到过](https://www.reddit.com/r/funny/comments/65ryr3/and_now_a_look_at_the_machine_that_powers_reddits/dgd22mi/), 我们一直在努力改进搜索。我们甚至可能领先于 [spez’s 的10年计划](https://www.reddit.com/r/announcements/comments/59k22p/hey_its_reddits_totally_politically_neutral_ceo/d992fwq/?context=1).” —[u/starfishjenga](https://www.reddit.com/r/changelog/comments/6pi0kk/improving_search/) - -## **感受更多** - -今年早些时候,对Reddit的搜索变得非常糟糕。简单的查询只能在一半的时间内成功。想要使用两个关键字进行搜索?离开这里! - -![img](https://redditupvoted.files.wordpress.com/2017/09/screen-shot-2017-09-07-at-11-43-15-am.png?w=720&h=505) - -图1:我们的CloudSearch集群负载过重时的示例错误页面。 - -在查看了几个选项后,我们与 [Lucidworks](https://lucidworks.com/) 合作,重振Reddit的搜索系统。 Lucidworks是Fusion的创建者,Fusion是一个基于Solr的搜索堆栈,支持巨大的文档规模和高查询吞吐量。 - -## **第一件事:以Reddit量表摄取** - -迁移到新搜索系统的最大挑战是我们的索引管道需要更新。第一次尝试很艰难。为了速度,我们匆忙将它放在我们由 [Jenkins](https://jenkins.io/)和[Azkaban](https://azkaban.github.io/) 组成的遗留ETL系统上,编排了许多Hive查询。正如您在下图中所看到的,将来自多个来源的数据汇总到一个有索引的规范视图中进行索引,证明比最初预期的更复杂。 - -![img](https://redditupvoted.files.wordpress.com/2017/09/screen-shot-2017-09-07-at-11-44-37-am.png?w=720&h=433) - -图2:我们新的搜索提取管道的第一次迭代,现在被替换为显着简化的版本。 - -我们的第二次尝试既简单又产生了明显更好的结果。我们设法将整个管道修剪为仅仅四个更简单和更准确的Hive查询,这使得索引的帖子增加了33%。另一个重大改进是,我们不仅索引新的帖子创作,而且还实时更新其相关信号,因为投票,评论和其他信号全天都在流动。 - -## **使其相关** - -如果它们不相关,搜索结果并不意味着什么。对于我们的初始部署,主要目标是避免降低返回结果的整体相关性。 - -为了监控这一点,我们测量了搜索结果页面上的点击次数,并比较了在新旧搜索系统中点击的结果的排名。一个完美的搜索引擎会在返回的最高结果上产生100%的点击次数,这是另一种表示您希望在顶部获得最相关结果的方式。由于我们知道完美的搜索引擎不是一个可实现的目标,我们使用 [平均互惠等级](https://en.wikipedia.org/wiki/Mean_reciprocal_rank)和 [折扣累积增益](https://en.wikipedia.org/wiki/Discounted_cumulative_gain)等措施来比较我们的结果质量。 - -虽然它在我们的实验中还处于早期阶段,但迄今为止的数据指向了我们的旧堆栈与新堆栈之间非常可比的相关性测量,而Fusion具有轻微的优势。这个有希望的部分是我们还没有进行太多的相关调整 - 这是我们的新系统实际支持的东西。个性化,机器学习模型以及查询意图和重写等进步现在已经成为现实。 - -![img](https://redditupvoted.files.wordpress.com/2017/09/screen-shot-2017-09-07-at-11-46-10-am.png?w=720&h=276) - -图3:Fusion和CloudSearch堆栈之间搜索结果点击位置的比较。 - -## **首次展示** - -在我们克服数据提取挑战和监控相关性时,我们继续将使用率提高到越来越多的redditors。这个早期小组的 [反馈](https://www.reddit.com/r/changelog/comments/6pi0kk/improving_search/)非常宝贵,我们非常感谢社区帮助我们解决漏洞和不太常见的用例。我们在新筹码上只有1%的用户开始工作,处理报告的问题并改进了摄取管道,因为我们在GA之前将推出百分比提高到5,10,25和最终50%的流量。在这段时间里,我们将所有搜索查询作为黑暗流量发送到我们的新搜索群集,以确保随着我们增加推出百分比,它可以全面扩展。 - -![img](https://redditupvoted.files.wordpress.com/2017/09/screen-shot-2017-09-07-at-11-47-24-am.png?w=720&h=376) - -图4:黄色的CloudSearch错误和绿色的Fusion。 - -我们很自豪地说Reddit Search比以往更好!所有Reddit内容的完整重新索引现在在大约5个小时内完成(从大约11个小时开始),我们不断将实时更新流式传输到索引。错误率下降了两个数量级,99%的搜索结果在500毫秒内完成。运行搜索所需的机器数量从今年早些时候的约200台减少到30台左右,因此我们甚至设法节省了一些成本。 - -![img](https://redditupvoted.files.wordpress.com/2017/09/screen-shot-2017-09-07-at-11-48-12-am.png?w=720&h=308) - -图5:Reddit新搜索堆栈概述。 - -更快,更可靠,更相关,更低成本!当然这应该是我们最后一次需要更改搜索堆栈! - -## **展望未来** - -严肃地说,我们认为你会喜欢这个更新。我们希望新的搜索堆栈将成为改进的基础,以便更容易地发现Reddit上的所有优秀内容。更重要的是:我们没有完成。修复搜索只是一系列新功能的第一步,这些功能将使Reddit更加个性化并与您的兴趣相关。 Reddit最终拥有一个Search&Relevance团队,我们正在疯狂招聘。如果您对在数亿人使用的搜索和相关性平台上使用世界上最有趣的数据集之一感到兴奋,那么请查看我们的工作列表: - -**Head of Search:** [https://boards.greenhouse.io/reddit/jobs/723000#.Wa3yONOGOEI -](https://boards.greenhouse.io/reddit/jobs/723000#.Wa3yONOGOEI)**Head of Relevance:** [https://boards.greenhouse.io/reddit/jobs/611466#.WbC_ltOGOEI -](https://boards.greenhouse.io/reddit/jobs/611466#.WbC_ltOGOEI)**Head of Discovery:** [https://boards.greenhouse.io/reddit/jobs/764831#.WbC_2NOGOEI -](https://boards.greenhouse.io/reddit/jobs/764831#.WbC_2NOGOEI)**Search Engineers:** - +# 在Reddit上搜索更好的搜索 + +原文链接:[The Search for Better Search at Reddit](https://redditblog.com/2017/09/07/the-search-for-better-search-at-reddit/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com) + + + +[TECHNOLOGY](https://redditblog.com/topic/technology/) [Staff](https://redditblog.com/author/blabyrinth/) • [September 7, 2017](https://redditblog.com/2017/09/07/the-search-for-better-search-at-reddit/) + +**Chris Slowe, Nick Caldwell, & Luis Bitencourt-Emilio***CTO, VP of Engineering, Director of Engineering* + +## **什么是Fuss?** + +我们从Reddit的新手工程团队成员那里得到的一个常见问题是“我们什么时候才能修复搜索?”直到今年,答案总是“去询问5楼的搜索团队。”这很有趣,因为 + +1. 到5楼的电梯按钮没有工作 +2. 没有搜索团队 + +但是时代在进步,这是一个改革。我们很高兴地宣布,我们正在Reddit推出一个新的搜索引擎。实际上,在过去的几周里它已经启动了50%的流量,并且已经提供了近5亿次查询。现在我们对我们的系统充满信心,我们将其推向100%的流量。我们希望您享受更快,更可靠的结果! + +更重要的是,我们还在Reddit开设了一个专门用于搜索和相关的整个产品部门,由我们的工程总监Luis领导。我们认识到这些技术对Reddit的未来至关重要。我们的平台包含世界上最有趣的内容集合之一,目前索引超过25亿个搜索帖子,并且它每天都在变大。但我们知道这个内容很难找到。改进搜索和相关性将使Reddit能够筛选数百万个帖子,评论和社区,以便直接为您的家庭Feed提供定制的精彩内容流。 + +那就是未来。就目前而言,我们认为沿着记忆之路旅行会很有趣。 + + + +## **Reddit搜索简洁的历史** + +不用说,搜索不是一个容易解决的挑战。在Reddit上搜索的时候,我们就像坐过山车一样,但现在我们已经是第六次搜索了,我们对大规模搜索的困难并不陌生。下面是关于12年历史的粗略概述,以及一些来自我们团队的精选引语,我们通过迭代来将我们的infra扩展到Reddit的需求: + +- 2005 – Steve Huffman ([u/spez](https://www.reddit.com/user/spez)), 创始人之一,现任首席执行官, 开启了 postgres 7.4’s contrib/[tsearch2](http://www.sai.msu.su/~megera/postgres/gist/tsearch/V2/). + + 当有人说 “哦,我们可以用 Postgres来完成!” , “对我来说听起来不错!?” “我们当时也非常喜欢TRIGGERs(”不,这很酷。数据库完成所有工作,并且保证准确无误“是我们毫无疑问的说法)。它工作得很好,但它不是很可调,我们很快发现我们正在以少数(约2%)搜索流量阻塞大多数Postgres查询: + + - “我们修复了搜索结果排序中的错误。” —[Steve](https://redditblog.com/2006/02/27/if-you-want-something-done-right-do-it-yourself/) + - “我们今天早上更新了搜索系统,以帮助缓解一些负载问题。” —[Steve](https://redditblog.com/2006/07/25/searching/) + - “Jeremy正致力于搜索!这不是一个复杂的修复(排序很糟糕)。” —[Steve](https://redditblog.com/2007/04/28/updates/) + +- 2007 – Chris Slowe ([u/KeyserSosa](https://www.reddit.com/user/KeyserSosa)), 创始工程师(现在是CTO),与PyLucene一起重新实施。 + + + + 这实际上是在10年前的2007年7月实现的。它由一个Python进程组成,该进程被设置为TCP上的线程RPC服务器。在初始版本中,我们实际上支持搜索帖子标题和评论,并且Lucene索引文件可以舒适地存储在一个盒子上。这也是在我们搬到AWS之前,当时我们已经认真考虑过使用Google Search Appliance,这对我们的单机架来说是一个很好的补充。这个版本很灵活,但我们没有以一种易于扩展的方式进行设置: + + - “搜索的效果变得更好这标记着用户可以更好的进行控制。” —[Steve](https://redditblog.com/2007/07/26/new-reddit-on-the-horizon/) + - “搜索效果更好,但是不是我们喜欢的地方。” —[Steve](https://redditblog.com/2007/08/21/its-slow-its-unstable-its-beta/) + - “统计数据和搜索暂时被禁用,但只要我们能够修复它们就会回来。” —[Steve](https://redditblog.com/2007/10/16/reddit-status-update/) + - “我们希望包含升级后的搜索,与上一版本不同,它实际上非常有用,可以帮助您找到所需内容。不幸的是,我们确定的版本并没有很好地加载测试。” —[Steve](https://redditblog.com/2007/10/18/reddit-status-update-part-ii/) + - “我快速修复了搜索,我希望有所帮助,直到我们有机会真正解决它。” —[Steve](https://redditblog.com/2007/06/08/a-note-on-search-and-what-were-working-on/) + +- 2008 – David King ([u/ketralnis](https://www.reddit.com/user/ketralnis)), 第三名员工,现在是搜索工程师,实施Solr。 + + 实际上,他实现了一个自制的pysolr,它能够以XML格式将更新文档发送给Solr,并以这样的方式包装响应,以便模拟我们现有的Query模型,足以将其放入任何类型或列表中。它实际上很甜蜜。初始版本不支持评论,但后来确实如此。 + + - “[David]一直在修复Erlang的搜索和黑客攻击项目。” —[Alexis Ohanian](https://redditblog.com/2008/04/17/welcome-david/) + - “我完全取代了reddit搜索功能。” —[David King](https://redditblog.com/2008/04/21/new-search-2/) + +- 2010 – David将Solr替换为第三方搜索提供商IndexTank。 + + 当你喜欢某些东西时,将其外包......从来没有人说过。随着网站持续增长,我们首先在一个月内与一个四人工程团队一起破解了十亿次网页浏览,我们将所有努力投入503缓解,继续添加Postgres读取,添加更多缓存,开始利用Cassandra的早期版本(之后很快就发生了一次令人难忘的停电),并且通常无视搜索的糟糕程度。我们有一个勇敢的决定,永远使用第三方搜索提供商,比我们为保持Solr运行所付出的更少,所以我们签了! + + - “我们昨天推出了一个新的搜索引擎。冷静。没关系。我知道。你以前受伤了。” —[David King](https://redditblog.com/2010/07/21/new-search/) + +- 2012 – Keith Mitchell (u/kemitche) 在LinkedIn关闭IndexTank后实施CloudSearch。 + + 很明显,这个永远过于短暂,IndexTank在公司被收购之前为我们提供了很好的帮助。当我们发现他们正在关闭时,我们不得不离开IndexTank并快速过渡到AWS CloudSearch。继续我们长期以来的传统“让新人照顾它”,这项任务落到了Keith身上,在接下来的几年里,我们将CloudSearch扩展到了爆炸状态: + + - “今天,我们从旧的Amazon CloudSearch域迁移到新的Amazon CloudSearch域。旧的搜索域存在严重的性能问题:大约33%的查询需要5秒才能完成,并且会导致搜索错误页面。” —[u/bsimpson](https://www.reddit.com/r/changelog/comments/694o34/reddit_search_performance_improvements/) + +- TODAY – Lucidworks Fusion! + + 这一次,我们希望确保搜索符合三个标准:它需要快速,需要与Reddit的增长很好地扩展,最重要的是,它需要具有相关性。最终,这促使我们与Lucidworks的搜索专家合作,利用Fusion及其由多个Solr提交者组成的团队的独特搜索专业知识。下面,我们将更详细地解释我们如何进行此操作。 + + - “As [/u/bitofsalt](https://www.reddit.com/u/bitofsalt) [几个月前我们提到过](https://www.reddit.com/r/funny/comments/65ryr3/and_now_a_look_at_the_machine_that_powers_reddits/dgd22mi/), 我们一直在努力改进搜索。我们甚至可能领先于 [spez’s 的10年计划](https://www.reddit.com/r/announcements/comments/59k22p/hey_its_reddits_totally_politically_neutral_ceo/d992fwq/?context=1).” —[u/starfishjenga](https://www.reddit.com/r/changelog/comments/6pi0kk/improving_search/) + +## **感受更多** + +今年早些时候,对Reddit的搜索变得非常糟糕。简单的查询只能在一半的时间内成功。想要使用两个关键字进行搜索?离开这里! + +![img](https://redditupvoted.files.wordpress.com/2017/09/screen-shot-2017-09-07-at-11-43-15-am.png?w=720&h=505) + +图1:我们的CloudSearch集群负载过重时的示例错误页面。 + +在查看了几个选项后,我们与 [Lucidworks](https://lucidworks.com/) 合作,重振Reddit的搜索系统。 Lucidworks是Fusion的创建者,Fusion是一个基于Solr的搜索堆栈,支持巨大的文档规模和高查询吞吐量。 + +## **第一件事:以Reddit量表摄取** + +迁移到新搜索系统的最大挑战是我们的索引管道需要更新。第一次尝试很艰难。为了速度,我们匆忙将它放在我们由 [Jenkins](https://jenkins.io/)和[Azkaban](https://azkaban.github.io/) 组成的遗留ETL系统上,编排了许多Hive查询。正如您在下图中所看到的,将来自多个来源的数据汇总到一个有索引的规范视图中进行索引,证明比最初预期的更复杂。 + +![img](https://redditupvoted.files.wordpress.com/2017/09/screen-shot-2017-09-07-at-11-44-37-am.png?w=720&h=433) + +图2:我们新的搜索提取管道的第一次迭代,现在被替换为显着简化的版本。 + +我们的第二次尝试既简单又产生了明显更好的结果。我们设法将整个管道修剪为仅仅四个更简单和更准确的Hive查询,这使得索引的帖子增加了33%。另一个重大改进是,我们不仅索引新的帖子创作,而且还实时更新其相关信号,因为投票,评论和其他信号全天都在流动。 + +## **使其相关** + +如果它们不相关,搜索结果并不意味着什么。对于我们的初始部署,主要目标是避免降低返回结果的整体相关性。 + +为了监控这一点,我们测量了搜索结果页面上的点击次数,并比较了在新旧搜索系统中点击的结果的排名。一个完美的搜索引擎会在返回的最高结果上产生100%的点击次数,这是另一种表示您希望在顶部获得最相关结果的方式。由于我们知道完美的搜索引擎不是一个可实现的目标,我们使用 [平均互惠等级](https://en.wikipedia.org/wiki/Mean_reciprocal_rank)和 [折扣累积增益](https://en.wikipedia.org/wiki/Discounted_cumulative_gain)等措施来比较我们的结果质量。 + +虽然它在我们的实验中还处于早期阶段,但迄今为止的数据指向了我们的旧堆栈与新堆栈之间非常可比的相关性测量,而Fusion具有轻微的优势。这个有希望的部分是我们还没有进行太多的相关调整 - 这是我们的新系统实际支持的东西。个性化,机器学习模型以及查询意图和重写等进步现在已经成为现实。 + +![img](https://redditupvoted.files.wordpress.com/2017/09/screen-shot-2017-09-07-at-11-46-10-am.png?w=720&h=276) + +图3:Fusion和CloudSearch堆栈之间搜索结果点击位置的比较。 + +## **首次展示** + +在我们克服数据提取挑战和监控相关性时,我们继续将使用率提高到越来越多的redditors。这个早期小组的 [反馈](https://www.reddit.com/r/changelog/comments/6pi0kk/improving_search/)非常宝贵,我们非常感谢社区帮助我们解决漏洞和不太常见的用例。我们在新筹码上只有1%的用户开始工作,处理报告的问题并改进了摄取管道,因为我们在GA之前将推出百分比提高到5,10,25和最终50%的流量。在这段时间里,我们将所有搜索查询作为黑暗流量发送到我们的新搜索群集,以确保随着我们增加推出百分比,它可以全面扩展。 + +![img](https://redditupvoted.files.wordpress.com/2017/09/screen-shot-2017-09-07-at-11-47-24-am.png?w=720&h=376) + +图4:黄色的CloudSearch错误和绿色的Fusion。 + +我们很自豪地说Reddit Search比以往更好!所有Reddit内容的完整重新索引现在在大约5个小时内完成(从大约11个小时开始),我们不断将实时更新流式传输到索引。错误率下降了两个数量级,99%的搜索结果在500毫秒内完成。运行搜索所需的机器数量从今年早些时候的约200台减少到30台左右,因此我们甚至设法节省了一些成本。 + +![img](https://redditupvoted.files.wordpress.com/2017/09/screen-shot-2017-09-07-at-11-48-12-am.png?w=720&h=308) + +图5:Reddit新搜索堆栈概述。 + +更快,更可靠,更相关,更低成本!当然这应该是我们最后一次需要更改搜索堆栈! + +## **展望未来** + +严肃地说,我们认为你会喜欢这个更新。我们希望新的搜索堆栈将成为改进的基础,以便更容易地发现Reddit上的所有优秀内容。更重要的是:我们没有完成。修复搜索只是一系列新功能的第一步,这些功能将使Reddit更加个性化并与您的兴趣相关。 Reddit最终拥有一个Search&Relevance团队,我们正在疯狂招聘。如果您对在数亿人使用的搜索和相关性平台上使用世界上最有趣的数据集之一感到兴奋,那么请查看我们的工作列表: + +**Head of Search:** [https://boards.greenhouse.io/reddit/jobs/723000#.Wa3yONOGOEI +](https://boards.greenhouse.io/reddit/jobs/723000#.Wa3yONOGOEI)**Head of Relevance:** [https://boards.greenhouse.io/reddit/jobs/611466#.WbC_ltOGOEI +](https://boards.greenhouse.io/reddit/jobs/611466#.WbC_ltOGOEI)**Head of Discovery:** [https://boards.greenhouse.io/reddit/jobs/764831#.WbC_2NOGOEI +](https://boards.greenhouse.io/reddit/jobs/764831#.WbC_2NOGOEI)**Search Engineers:** + 最后,感谢Lucidworks团队提供了一个惊人的合作伙伴关系,并帮助我们在Reddit上寻找更好的搜索。 \ No newline at end of file diff --git "a/20171016 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index 100% rename from "20171020 \347\254\25418\346\234\237/AlphaGoZero\344\273\216\351\233\266\345\274\200\345\247\213\345\255\246\344\271\240.md" rename to "2017\345\271\26410\346\234\210/20171020 \347\254\25418\346\234\237/AlphaGoZero\344\273\216\351\233\266\345\274\200\345\247\213\345\255\246\344\271\240.md" diff --git "a/2017\345\271\26410\346\234\210/20171020 \347\254\25418\346\234\237/Perceptually Uniform Color Spaces.md" "b/2017\345\271\26410\346\234\210/20171020 \347\254\25418\346\234\237/Perceptually Uniform Color Spaces.md" new file mode 100644 index 0000000000000000000000000000000000000000..78362d9e5666feb9977c2a194424ba917982a2ba --- /dev/null +++ "b/2017\345\271\26410\346\234\210/20171020 \347\254\25418\346\234\237/Perceptually Uniform Color Spaces.md" @@ -0,0 +1,115 @@ +# 感知一致性色彩空间 + +原文链接:[Perceptually uniform color spaces](https://programmingdesignsystems.com/color/perceptually-uniform-color-spaces/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com) + +> “在视觉感知中,颜色几乎从未被看到,因为它实际上就是它。这一事实使得色彩成为艺术中最相关的媒介。“ +> +> Josef Albers (1963), Interaction of Color + +如果你围捕了一组图形设计师并要求他们定义感知统一色彩空间的概念,t那么很可能他们都不知道该说些什么。从表面上看,感性均匀性有点容易解释:这些色彩空间是人类友好的色彩空间替代品,例如sRGB,它们对于在代码中工作的设计师来说非常有用。尽管如此,他们在程序设计中使用起来仍然令人生畏。感知统一的色彩空间源于科学的色彩理论,而这个社区几乎没有让更多的观众接触到它们。在本章中,我们将研究感知统一色彩空间的概念,并回答一些与它们相关的常见问题:它们是什么?我们为什么需要它们?我们如何在代码中使用它们? + +# sRGB有什么问题? + +让我们假装你想设计一个海报,其中十个方块的颜色从绿色变为蓝色,步长相同。 *你可能会说,“那很简单”*,然后开始敲代码,这些代码会在每个矩形之间产生相等的色调变化。确信结果将是一个漂亮的渐变,你会惊讶地看到运行代码后的以下输出。 + +![img](data:image/png;base64,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) + +你可能会注意到这条彩色条纹长方形有些奇怪。虽然颜色从绿色变为蓝色,但它们在条带末端的变化似乎更多。绿色看起来几乎相同,而蓝色则更加多样化。它在颜色的亮度方面也有很多变化,中间的青色看起来比蓝色更亮。发生这种情况是因为默认的sRGB颜色空间(以及在其上构建的任何颜色模型,如HSV和HSL)是不规则的,这意味着即使矩形具有均匀间隔的色调值,相应的效果也不会与人眼呈线性关系。 + +![img](https://programmingdesignsystems.com/assets/color/perceptually-uniform-color-spaces/chromaticity-diagram.jpg) + +CIE色度图显示了色谱中主要色彩的波长。 + +为了解释原因,我们需要看一下我们在上一章中简要讨论过的色度图。该图是20世纪30年代广泛科学实验的结果,它将可见色谱绘制成基于人类视觉的尺度。您可能会注意到的第一件事是图表中有很多绿色。显示在色谱边缘的蓝色数字显示相应颜色的波长,您会注意到520nm到560nm左右的颜色都显示为绿色。但是,如果你采取另一个40nm范围,例如460nm至500nm,它包括蓝色,青色和绿色之间更广泛的颜色。这就解释了为什么我们上面设计中的大部分矩形都是绿色的,为什么我们看到在刻度结束时突然向蓝色移动:线性地穿过色调看起来与眼睛不成比例。如果我们想要使用与人类视觉相关的颜色进行操作,我们需要建立在这些人体测量上的色彩空间,这就是感知上均匀的色彩空间。 + +以下矩形在色调中也具有均匀分布,但这次使用感知上均匀的色彩空间创建颜色。注意颜色在亮度上是如何保持恒定的,并且色调均匀分布以形成线性颜色渐变。 + + +为什么我们需要感知统一的色彩空间?因为在代码中使用颜色与在传统设计工具中使用颜色不同。传统工具鼓励设计师使用颜色选择器作为选择颜色组合的主要方式,在手动工作流程中进行思考。在这种情况下,设计师用他们的眼睛来决定颜色是对还是错,而RGB值在这个决定中没有任何作用。代码是不同的,因为编程语言鼓励设计师将颜色视为所选颜色模型中的数字或位置。如果数字与输出不对应,则很难学习这项技能。感知统一的颜色空间允许我们将代码中的数字与我们的观众中感知的视觉效果对齐。 + +在某些情况下,感知均匀性至关重要。一个简单的例子,如想要选择随机颜色,以便在深色背景下可读,在不规则的色彩空间中很难,因为具有相同亮度或亮度的颜色在它们出现的亮度方面变化很大(在HSV中蓝色和黄色都具有100%的亮度,但蓝色比黄色深很多)。人们需要根据所选择的色调进行各种计算,以使随机颜色同样明亮。 + +如果设计师不了解这一点,它甚至可能导致误导性设计。一个很好的例子是在数据可视化中使用连续色标。对于某些地图类型,设计人员使用渐变来为地理区域着色以反映数据点的值,并且用户可以比较区域之间的颜色以获得数据感。如果设计者在常规颜色空间中创建颜色标度,则感知颜色将与颜色值中反映的数据点不同。为了使设计显示实际数据,需要感知上均匀的颜色空间。 + +# 更好的解决方案 + +国际照明委员会(CIE)在20世纪30年代创造了上述色度图来解决这个问题。该图实际上是一个名为CIEXYZ的颜色空间的2D视图,它在1970年代被略微改进的CIELUV和CIELAB颜色空间所取代。很难描述这些色彩空间如何在不进入基础数学的情况下工作,但它们通常允许您指定颜色,而不是在光混合中,而是在与人类视觉更相关的维度中,并且它们进行复杂的颜色转换以确保这些尺寸反映了人类视觉的运作方式。例如,CIELUV颜色空间有两个维度 - *u 和 v* - 表示从红色到绿色和黄色到蓝色的颜色标度。要在CIELUV颜色空间中创建颜色,必须定义颜色的亮度(*l* ),无论是偏红色还是绿色(*u*),以及它是黄色还是蓝色(*v*)。同样,人类通过对手过程模型计算来自视网膜锥体的信号,这使得无法看到红绿色或黄蓝色。 + +即使这些颜色空间基于人类感知,但在代码中工作时它们并不直观。像RGB颜色空间一样,很难猜测需要创建哪个LUV编号,例如深紫色或明亮的青色。值得庆幸的是,感知上均匀的色彩空间也可以在不同的颜色模型中重新映射它们的尺寸,因此设计师可以使用更直观的尺寸,同时保持感性均匀性。 + +# HSLuv + +[HSLuv项目](http://www.hsluv.org/)是最近使这些色彩空间更直观的尝试之一。它允许您使用与HSL颜色模型相同尺寸的CIELUV颜色空间。被称为人性化的HSL,原始代码是用Haxe编程语言编写的,但该项目现在用大多数流行的编程语言实现,包括JavaScript。 + +在深入研究特定代码之前,了解HSLuv与HSL的区别非常重要。 HSLuv允许您基于三个维度定义颜色 - 色调,饱和度和亮度 - 但与基于sRGB的HSL颜色模型相反,保持尺寸相同值的颜色看起来相似。具有相同亮度值的两种颜色看起来同样明亮,并且具有相同饱和度的两种颜色将具有相同的感知色纯度。与HSL一样,饱和度和亮度尺寸表示为“0”和“100”之间的百分比,但在HSLuv中,这些百分比反映了感知的颜色混合。亮度为“50”的灰色保证为中灰色。 + +即使它不是内置的颜色模式,HSLuv也适用于P5.js.要使用该库,首先需要下载[最新的HSLuv版本](https://github.com/hsluv/hsluv/releases),然后将库文件包含在HTML文件中。这使得HSLuv颜色转换功能可在草图中访问。 + +``` + + +``` + +HSLuv的每个实现包括四个可用于在HSLuv和RGB之间进行转换的函数。我们可以使用这些函数之一 - “hsluvToRgb()” - 将HSLuv颜色值转换为`fill()`和`stroke()`函数可以理解的RGB值。 `hsluvToRgb()`函数需要一个具有三个值的数组 - 颜色所需的色调,饱和度和亮度 - 并返回另一个RGB值在“0”到“1”范围内的数组。因为P5.js期望RGB值介于“0”和“255”之间,所以我们需要将数组值相乘以进行缩放。这归结为两行代码,如下例所示。 + +``` +// First convert the HSLuv values to a RGB array +var rgb = hsluv.hsluvToRgb([0, 50, 50]); + +// Then use the RGB values in a scale of 0-255 +fill(rgb[0] * 255, rgb[1] * 255, rgb[2] * 255); +``` + +这意味着每次必须为`fill()`或`stroke()`函数创建感知统一颜色时,您需要额外的代码行来处理HSLuv到RGB的转换。这可以通过创建包含这两行代码的小辅助函数来防止。 + +``` +function fillHsluv(h, s, l) { + var rgb = hsluv.hsluvToRgb([h, s, l]); + fill(rgb[0] * 255, rgb[1] * 255, rgb[2] * 255); +} + +function strokeHsluv(h, s, l) { + var rgb = hsluv.hsluvToRgb([h, s, l]); + stroke(rgb[0] * 255, rgb[1] * 255, rgb[2] * 255); +} +``` + +您现在可以使用这两个函数代替内置的填充和描边功能。它本质上是一种在不使用colorMode函数的情况下在P5.js中创建自己的colorMode的方法。下面是一个快速示例,演示如何使用它们。 + +``` +noStroke(); +fillHsluv(0, 100, 50); +ellipse(150, height/2, 200, 200); + +noFill(); +strokeWeight(5); +strokeHsluv(120, 100, 50); +ellipse(300, height/2, 200, 200); + +noStroke(); +fillHsluv(240, 100, 50); +ellipse(450, height/2, 200, 200); +``` + +我们还可以使用这些新功能来选择对特定背景颜色可读的随机颜色。下面的示例显示了使用HSL和HSLuv的随机颜色的文本行。注意第一个例子有时使用非常亮的黄色,即使亮度是恒定的。使用感知上均匀的颜色空间的后一个例子没有这个问题。 + +``` +var fontSize = 30; +textSize(fontSize); + +translate(50, 50 + fontSize); +colorMode(HSL); +for(var i = 0; i < 10; i++) { + fill(random(360), 100, 50); + text("Can you read this line of text?", 0, i * fontSize); +} + +colorMode(RGB); +translate(0, 340); +for(var i = 0; i < 10; i++) { + fillHsluv(random(360), 100, 50); + text("Can you read this line of text?", 0, i * fontSize); +} +``` + +尽管P5.js不理解感知统一颜色空间的概念,但本章已经演示了如何使用HSLuv JavaScript库将感知统一颜色空间转换为P5.js使用的sRGB颜色空间。在接下来的章节中,我们将使用这种技术在程序上生成颜色方案,并使用它们在P5.js中创建动态设计 diff --git "a/20171020 \347\254\25418\346\234\237/README.md" "b/2017\345\271\26410\346\234\210/20171020 \347\254\25418\346\234\237/README.md" similarity index 100% rename from "20171020 \347\254\25418\346\234\237/README.md" rename to "2017\345\271\26410\346\234\210/20171020 \347\254\25418\346\234\237/README.md" diff --git "a/2017\345\271\26410\346\234\210/20171020 \347\254\25418\346\234\237/Stop Using Word2vec.md" "b/2017\345\271\26410\346\234\210/20171020 \347\254\25418\346\234\237/Stop Using Word2vec.md" new file mode 100644 index 0000000000000000000000000000000000000000..1ef47b3653274f1d2b76b31de19bce18cc57f5af --- /dev/null +++ "b/2017\345\271\26410\346\234\210/20171020 \347\254\25418\346\234\237/Stop Using Word2vec.md" @@ -0,0 +1,86 @@ +# Stop Using word2vec + +原文链接:[Stop Using word2vec](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com) + +四年前,当我开始使用word2vec时,我需要(幸运的是)十分长的时间来计算。但是由于我们对word2vec的理解有所进步,现在只需要15分钟就能在一台普通的计算机上使用标准数值库[1](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com#1)计算单词向量。单词向量是[awesome](http://multithreaded.stitchfix.com/blog/2015/03/11/word-is-worth-a-thousand-vectors/)但你不需要神经网络 - 并且肯定不需要深入学习 - 找到它们[2](http://multithreaded.stitchfix.com/blog/2015/03/11/word-is-worth-a-thousand-vectors/) 。因此,如果您正在使用单词向量并且没有针对最新技术或纸质出版物进行贡献,那么*停止使用word2vec。* + +当我们完成后,你将衡量单词的相似性: + +``` +facebook ~ twitter, google, ... +``` + +… 和经典的单词矢量操作: `zuckerberg - facebook + microsoft ~ nadella` + +…但你会主要通过计算单词和分割来做到这一点,在构造中梯度没有起任何作用! + +## 秘籍 + +让我们假设您已经掌握了[hacker-news语料库](https://cloud.google.com/bigquery/public-data/hacker-news)并清理并标记了它(或下载了预处理版本[此处](https://zenodo.org/record/49899))。步骤如下: + +1. **Unigram概率**。`word1`和`word2`的频率是? + +![Algo visualizing unigram counts](https://multithreaded.stitchfix.com/assets/posts/2017-10-18-stop-using-word2vec/fig_001.gif) + +*示例*:这只是一个填充`unigram_counts`数组的简单词。然后将`unigram_counts`数组除以它们之和得到概率`p`并得到如下数字:`p('facebook')`是0.001%而`p('lambda')`是0.000001% + +2. **Skipgram概率**。在`word2`附近看到`word1`的频率?这些被称为'skipgrams',因为我们可以“跳过”`word1`和`word2`之间的几个单词。[3](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com#3) + +![Algo visualizing skipgram counts](https://multithreaded.stitchfix.com/assets/posts/2017-10-18-stop-using-word2vec/fig_002.gif) + +*示例*:这里我们计算相互附近的单词对,但不一定是在相互邻近的单词。规范化`skipgram_count`数组后,您将得到像`p('facebook','twitter')`这样的word-near-word概率。如果`p('facebook','twitter')`的值是10^-9那么在10亿个skipgram元组中你通常会看到'facebook'和'twitter'一次。对于另一个像`p('morning','facebook')`这样的单词对,这个分数可能会大得多,比如10 ^ -5,因为单词'morning`是一个常用词。 + +3. **标准化的Skipgram概率(或PMI)**。skipgram频率是否高于或低于我们对单字频率的预期?有些词是非常常见的,有些是非常罕见的,所以将skipgram频率除以两个单字组频率。如果结果大于1.0,则该skipgram发生的频率高于两个输入词的单字组概率,我们将这两个输入字称为“关联”。比率越大,关联性越强。对于小于1.0的比率,“反关联”越多。如果我们记录这个数字的日志,它被称为单词X和单词Y的[逐点互信息(PMI)](https://en.wikipedia.org/wiki/Pointwise_mutual_information)。这是一个很好理解的测量信息理论社区并代表X和Y多次“相互”(或联合)而不是独立地。 + +![Algo visualizing unigram counts](https://multithreaded.stitchfix.com/assets/posts/2017-10-18-stop-using-word2vec/fig_004.gif) + +*示例1*:如果我们看看`facebook`和`twitter`之间的关联,我们会看到它高于1.0:`p('facebook','twitter')/ p('facebook')/ p(' twitter')= 1000`。所以`facebook`和`twitter`异常高度共存,我们推断它们必须是相关或类似的。请注意,除了计算和分割之外,我们还没有做任何神经网络的东西或数学计算,但我们已经可以测量两个单词的相关性。稍后我们将根据这些数据计算单词向量,并且这些向量将被约束以重现这些单词到单词的关系。 [4](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com#4) + +*示例2*:对于`facebook`和`okra`,PMI(`p('facebook','okra')/ p('facebook')/ p('okra')`)接近1.0,所以`facebook`和`okra`在数据中没有依赖关系。稍后我们将形成重建和遵循这种关系的向量,因此几乎没有重叠。但当然,单词数量依旧含有噪声,这种噪声会导致字之间的虚假关联。 + +4. **PMI矩阵**。制作一个大矩阵,其中每一行代表单词“X”,每列代表单词“Y”,每个值是我们在步骤3中计算的“PMI”:`PMI(X,Y)= log(p(x,y) / p(x)/ p(y))`。因为我们拥有与单词一样多的行和列,所以矩阵的大小是(`n_vocabulary`,`n_vocabulary`)。因为`n_vocabulary`通常是10k-100k,这是一个有很多零的大矩阵,所以最好使用稀疏数组数据结构来表示PMI矩阵。 + +![PMI矩阵](https://multithreaded.stitchfix.com/assets/posts/2017-10-18-stop-using-word2vec/fig_005.001.jpeg) + +5. **SVD**。现在我们减少该矩阵的维数。这有效地将我们的巨型矩阵压缩成两个较小的矩阵。这些较小的矩阵中的每一个都形成一组具有大小的单词向量(`n_vocabulary`,`n_dim`)。[5](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com#5)一个矩阵的每一行代表一个单词矢量。这是任何线性代数库中的直接操作,在Python中它看起来像:`U, S, V = scipy.sparse.linalg.svds(PMI, k=256)` + +![SVD of PMI Matrix](https://multithreaded.stitchfix.com/assets/posts/2017-10-18-stop-using-word2vec/fig_005.003.jpeg) + +*Example* SVD是您可以在机器学习中使用的最基本和最棒的工具之一,它正在做大部分的魔法。在[Jeremy Kun](https://twitter.com/jeremyjkun?ref_src=twsrc%5Egoogle%7Ctwcamp%5Eserp%7Ctwgr%5Eauthor) 很棒的 [系列](https://jeremykun.com/2016/04/18/singular-value-decomposition-part-1-perspectives-on-linear-algebra/)。在这里,我们可以将其视为压缩原始输入矩阵(计数零)接近~100亿个条目(100k x 100k),缩减为两个矩阵,总共约5000万个条目(100k x 256 x 2),空间减少200倍。 SVD输出一个正交的空间,这是我们获得“线性规律性”的地方,也是我们能够有意义地添加和减去单词向量的地方。 + +6. **搜索**。 SVD输出矩阵的每一行是字向量。一旦你有了这些单词的奇异向量,你就可以搜索最接近`consolas`的标记,这是一种在编程中很流行的字体。 + + +``` +# In psuedocode: +# Get the row vector corresponding to the word 'consolas' +vector_consolas = U['consolas'] +# Get how similar it is to all other words +similarities = dot(U, vector_consolas) +# Sort by similarity, and pick the most similar +most_similar = tokens[argmax(similarities)] +most_similar +``` + +所以搜索`consolas`会产生`verdana`和`inconsolata`最相似 - 这是有意义的,因为这些是其他字体。搜索“功能编程”产生`FP`(首字母缩略词),`Haskell`(一种流行的函数式语言)和`OOP`(代表面向对象编程,是函数式编程的替代)。此外,添加和减去这些向量,然后搜索获得word2vec的标志性特征:在计算类比`Mark Zuckerberg - Facebook + Amazon`时,我们可以将Facebook的首席执行官与亚马逊的首席执行官联系起来,后者适当地评估`Jeff Bezos`词汇。 + +这是一个更直观,更容易计算跳过的大坑,除了单词计数以获得两个单词的“关联”和SVD结果,而不是理解最简单的神经网络正在做什么。 + +所以停止使用神经网络,但依旧有趣地构造单词向量! + +### 脚注 + +1. 这里概述的方法并不完全等效,但它的表现与word2vec skipgram负采样大致相同 [SGNS](https://papers.nips.cc/paper/5477-neural-word-embedding-as-implicit-matrix-factorization). 事实证明,word2vec不是[与矩阵分解完全相同](http://building-babylon.net/2016/05/12/skipgram-isnt-matrix-factorisation/), 但是对于应用目的(例如工业上),SVD技术足够好。如果你关心Word2vec之间的差异, [Glove](https://nlp.stanford.edu/projects/glove/) 和 [Swivel](https://arxiv.org/abs/1602.02215) -- 并且在工业方面,我很少这样做 -- 然后你会关心word2vec SGNS vs这个SVD公式。此外,SVD方法巧妙地融入了一系列基于计数的词袋技术,如TF-IDF,LSI和LDA: + +![img](https://multithreaded.stitchfix.com/assets/posts/2017-10-18-stop-using-word2vec/fig_006.png) + +TF-IDF将术语频率与文档中的术语频率进行比较,LSI使用SVD对该TF-IDF矩阵进行低秩分解。 LDA还对文档中的术语频率进行计数,但不是SVD,而是使用术语和文档向量中的稀疏性先验导致的结果。 除此之外,之前的那些使它们具有可解释性。 同样,此处简要的表述计算了术语与术语的关联(无文档),SVD将这些关联分解为低秩表示。 + [↩](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com#back-1) + +2. 一些警告:如果您正在进行学术研究并剥离自己的嵌入系统(例如在lda2vec中) [[code\]](https://github.com/cemoody/lda2vec), [[paper\]](https://arxiv.org/abs/1605.02019) [[blog\]](http://multithreaded.stitchfix.com/blog/2016/05/27/lda2vec/#topic=38&lambda=1&term=)), 调整神经网络方法可能很有用。此外,SVD时间复杂度为O(N^3),因此它不是最好的。当N >> 100k。在这种情况下,SGD很适合在线问题。 [↩](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com#back-2) + +3. 在这个最简单的情况下,我们不会模拟距离加权的跳跃图的效果。我们只考虑在每个单词周围的固定大小的移动窗口内的skipgrams。还要注意,我们没有规范我们的模型,这可以从平滑或形成先验中受益。惩罚复杂性特别有助于小数据情况,但根据我的经验,这对于使用这些方法在广泛的真实语料库中获得适当结果不是必要的。 [↩](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com#back-3) + +4. 在一些方法中,特别是在截短的PMI中,一个重要的成分是阈值`k`(通常是25.0的值),它可以抑制低PMI词的影响,表面上是为了处理噪音。我将`k`常数解释为正则化的一种形式,尽管我不清楚这是一个规范的先验。你可以查阅 [gauss2vec](https://arxiv.org/abs/1412.6623) 得到更详细地证明, 并且这篇文章 [paper](https://arxiv.org/abs/1402.3722) 对参数的进行了实际的探索。 [↩](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com#back-4) + +5. 解释是这些单词向量解释了PMI矩阵内的协方差 - 本质上是一种低级别的方式,说单词X和Y是相关联的,因为它们共同发生超出其基本速率流行度。因为缩小空间中的轴并且是正交的,这也解释了为什么人们可以找到使原始word2ve着名的“线性规则”。例如,“国王”和“女王”可能会沿着“性别”方向分开,但“伦敦”和“柏林”可能会在“首都”方向上分享一个位置。这些特征向量有效地在输入空间中找到一小组方向,仍然可以最大限度地重建原始的大输入矩阵。 [↩](https://multithreaded.stitchfix.com/blog/2017/10/18/stop-using-word2vec/?from=hackcv&hmsr=hackcv.com&utm_medium=hackcv.com&utm_source=hackcv.com#back-5) \ No newline at end of file