From 1ae8044a5e39d787dbb25b63ce298f3e6d1a8d72 Mon Sep 17 00:00:00 2001 From: Jonatan Nilsson Date: Wed, 20 Nov 2024 06:38:13 +0000 Subject: [PATCH] new combined --- base/package.json | 2 +- nfp_moe/public/assets/app.css | 4 +- nfp_moe/public/assets/app.css.brotli | Bin 0 -> 242715 bytes nfp_moe/public/assets/app.css.zstd | Bin 0 -> 242932 bytes nfp_moe/public/assets/app.js.brotli | Bin 0 -> 27134 bytes nfp_moe/public/assets/app.js.zstd | Bin 0 -> 29168 bytes nfp_moe/public/assets/img/combined.avif | Bin 157151 -> 236895 bytes nfp_moe/public/assets/img/combined.xcf | Bin 2691135 -> 2952820 bytes nfp_moe/public/assets/img/combined_new.png | Bin 0 -> 1698569 bytes nfp_moe/public/assets/img/combined_old.avif | Bin 0 -> 157151 bytes nfp_moe/public/assets/img/options.txt | 159 ++++++++++++++++++++ nfp_moe/public/index.html | 10 +- 12 files changed, 167 insertions(+), 8 deletions(-) create mode 100644 nfp_moe/public/assets/app.css.brotli create mode 100644 nfp_moe/public/assets/app.css.zstd create mode 100644 nfp_moe/public/assets/app.js.brotli create mode 100644 nfp_moe/public/assets/app.js.zstd create mode 100644 nfp_moe/public/assets/img/combined_new.png create mode 100644 nfp_moe/public/assets/img/combined_old.avif create mode 100644 nfp_moe/public/assets/img/options.txt diff --git a/base/package.json b/base/package.json index 383975f..869fcf1 100644 --- a/base/package.json +++ b/base/package.json @@ -3,7 +3,7 @@ "dot": "^2.0.0-beta.1", "flaska": "^1.3.2", "formidable": "^1.2.6", - "msnodesqlv8": "^2.7.0", + "msnodesqlv8": "^4.4.0", "nconf-lite": "^2.0.0" } } diff --git a/nfp_moe/public/assets/app.css b/nfp_moe/public/assets/app.css index 4d22401..c0d2acd 100644 --- a/nfp_moe/public/assets/app.css +++ b/nfp_moe/public/assets/app.css @@ -14,10 +14,10 @@ .spritesheet { background-image: 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dst_filename -i src_filename +Single-pass encode (VBR): + SvtAv1EncApp --passes 1 --rc 1 --tbr 1000 -b dst_filename -i src_filename + +Options: + --help Shows the command line options currently available + --color-help Extra help for adding AV1 metadata to the bitstream + --version Shows the version of the library that's linked to the library + -i, --input Input raw video (y4m and yuv) file path, use `stdin` or `-` to read from pipe + -b, --output Output compressed (ivf) file path, use `stdout` or `-` to write to pipe + -c, --config Configuration file path + --errlog Error file path, defaults to stderr + -o, --recon Reconstructed yuv file path + --stat-file PSNR / SSIM per picture stat output file path, requires `--enable-stat-report 1` + --progress Verbosity of the output, default is 1 [0: no progress is printed, 2: aomenc style output, 3: fancy progress] + --no-progress Do not print out progress, default is 0 [1: `--progress 0`, 0: `--progress 1`] + --preset Encoder preset, presets < 0 are for debugging. Higher presets means faster encodes, but with a quality tradeoff, default is 10 [-1-13] + --svtav1-params colon separated list of key=value pairs of parameters with keys based on config file options + +Encoder Global Options: + -w, --width Frame width in pixels, inferred if y4m, default is 0 [4-16384] + -h, --height Frame height in pixels, inferred if y4m, default is 0 [4-8704] + --forced-max-frame-width Maximum frame width value to force, default is 0 [4-16384] + --forced-max-frame-height Maximum frame height value to force, default is 0 [4-8704] + --n Number of frames to encode. If `n` is larger than the input, the encoder will loop back and continue encoding, default is 0 [0: until EOF, 1-`(2^63)-1`] + --skip Number of frames to skip. Default is 0 [0: don`t skip, 1-`(2^63)-1`] + --frames Number of frames to encode. If `n` is larger than the input, the encoder will loop back and continue encoding, default is 0 [0: until EOF, 1-`(2^63)-1`] + --nb Buffer `n` input frames into memory and use them to encode, default is -1 [-1: no frames buffered, 1-`(2^31)-1`] + --color-format Color format, only yuv420 is supported at this time, default is 1 [0: yuv400, 1: yuv420, 2: yuv422, 3: yuv444] + --profile Bitstream profile, default is 0 [0: main, 1: high, 2: professional] + --level Bitstream level, defined in A.3 of the av1 spec, default is 0 [0: autodetect from input, 2.0-7.3] + --enable-hdr Enable writing of HDR metadata in the bitstream, default is 0 [0-1] + --fps Input video frame rate, integer values only, inferred if y4m, default is 60 [1-240] + --fps-num Input video frame rate numerator, default is 60000 [0-2^32-1] + --fps-denom Input video frame rate denominator, default is 1000 [0-2^32-1] + --input-depth Input video file and output bitstream bit-depth, default is 10 [8, 10] + --inj Inject pictures to the library at defined frame rate, default is 0 [0-1] + --inj-frm-rt Set injector frame rate, only applicable with `--inj 1`, default is 60 [0-240] + --enable-stat-report Calculates and outputs PSNR SSIM metrics at the end of encoding, default is 0 [0-1] + --asm Limit assembly instruction set, only applicable to x86, default is max [c, mmx, sse, sse2, sse3, ssse3, sse4_1, sse4_2, avx, avx2, avx512, max] + --lp Target (best effort) number of logical cores to be used. 0 means all. Refer to Appendix A.1 of the user guide, default is 0 [0, core count of the machine] + --pin Pin the execution to the first --lp cores. Overwritten to 1 when `--ss` is set. Refer to Appendix A.1 of the user guide, default is 0 [0-1] + --ss Specifies which socket to run on, assumes a max of two sockets. Refer to Appendix A.1 of the user guide, default is -1 [-1, 0, -1] + +Rate Control Options: + --rc Rate control mode, default is 0 [0: CRF or CQP (if `--aq-mode` is 0), 1: VBR, 2: CBR] + -q, --qp Initial QP level value, default is 35 [1-63] + --crf Constant Rate Factor value, setting this value is equal to `--rc 0 --aq-mode 2 --qp x`, default is 35 [1-70] + --tbr Target Bitrate (kbps), only applicable for VBR and CBR encoding, default is 7000 [1-100000] + --mbr Maximum Bitrate (kbps) only applicable for CRF encoding, default is 0 [1-100000] + --use-q-file Overwrite the encoder default picture based QP assignments and use QP values from `--qp-file`, default is 0 [0-1] + --qpfile Path to a file containing per picture QP value separated by newlines + --max-qp Maximum (highest) quantizer, only applicable for VBR and CBR, default is 63 [1-63] + --min-qp Minimum (lowest) quantizer, only applicable for VBR and CBR, default is 1 [1-63] + --aq-mode Set adaptive QP level, default is 2 [0: off, 1: variance base using AV1 segments, 2: deltaq pred efficiency] + --use-fixed-qindex-offsets Overwrite the encoder default hierarchical layer based QP assignment and use fixed Q index offsets, default is 0 [0-2] + --key-frame-qindex-offset Overwrite the encoder default keyframe Q index assignment, default is 0 [-256-255] + --key-frame-chroma-qindex-offset Overwrite the encoder default chroma keyframe Q index assignment, default is 0 [-256-255] + --qindex-offsets list of luma Q index offsets per hierarchical layer, separated by `,` with each offset in the range of [-256-255], default is `0,0,..,0` + --chroma-qindex-offsets list of chroma Q index offsets per hierarchical layer, separated by `,` with each offset in the range of [-256-255], default is `0,0,..,0` + --luma-y-dc-qindex-offset Luma Y DC Qindex Offset + --chroma-u-dc-qindex-offset Chroma U DC Qindex Offset + --chroma-u-ac-qindex-offset Chroma U AC Qindex Offset + --chroma-v-dc-qindex-offset Chroma V DC Qindex Offset + --chroma-v-ac-qindex-offset Chroma V AC Qindex Offset + --lambda-scale-factors list of scale factor for lambda values used for different frame types defined by SvtAv1FrameUpdateType, separated by `,` with each scale factor as integer. value divided by 128 is the actual scale factor in float, default is `128,128,..,128` + --undershoot-pct Only for VBR and CBR, allowable datarate undershoot (min) target (percentage), default is 25, but can change based on rate control [0-100] + --overshoot-pct Only for VBR and CBR, allowable datarate overshoot (max) target (percentage), default is 25, but can change based on rate control [0-100] + --mbr-overshoot-pct Only for Capped CRF, allowable datarate overshoot (max) target (percentage), default is 50, but can change based on rate control [0-100] + --gop-constraint-rc Enable GoP constraint rc. When enabled, the rate control matches the target rate for each GoP, default is 0 [0-1] + --buf-sz Client buffer size (ms), only applicable for CBR, default is 6000 [0-10000] + --buf-initial-sz Client initial buffer size (ms), only applicable for CBR, default is 4000 [0-10000] + --buf-optimal-sz Client optimal buffer size (ms), only applicable for CBR, default is 5000 [0-10000] + --recode-loop Recode loop level, refer to "Recode loop level table" in the user guide for more info [0: off, 4: preset based] + --minsection-pct GOP min bitrate (expressed as a percentage of the target rate), default is 0 [0-100] + --maxsection-pct GOP max bitrate (expressed as a percentage of the target rate), default is 2000 [0-10000] + --enable-qm Enable quantisation matrices, default is 1 [0-1] + --qm-min Min quant matrix flatness, default is 0 [0-15] + --qm-max Max quant matrix flatness, default is 15 [0-15] + --roi-map-file Enable Region Of Interest and specify a picture based QP Offset map file, default is off + +Multi-pass Options: + --pass Multi-pass selection, pass 2 is only available for VBR, default is 0 [0: single pass encode, 1: first pass, 2: second pass] + --stats Filename for multi-pass encoding, default is "svtav1_2pass.log" + --passes Number of encoding passes, default is preset dependent but generally 1 [1: one pass encode, 2: multi-pass encode] + +GOP Size & Type Options: + --keyint GOP size (frames), default is -2 [-2: ~5 seconds, -1: "infinite" and only applicable for CRF, 0: same as -1] + --irefresh-type Intra refresh type, default is 2 [1: FWD Frame (Open GOP), 2: KEY Frame (Closed GOP)] + --scd Scene change detection control, default is 0 [0-1] + --lookahead Number of frames in the future to look ahead, not including minigop, temporal filtering, and rate control, default is -1 [-1: auto, 0-120] + --hierarchical-levels Set hierarchical levels beyond the base layer, default is <=M12: 5, else: 4 [2: 3 temporal layers, 3: 4 temporal layers, 4: 5 layers, 5: 6 layers] + --pred-struct Set prediction structure, default is 2 [1: low delay frames, 2: random access] + --force-key-frames Force key frames at the comma separated specifiers. `#f` for frames, `#.#s` for seconds + --startup-mg-size Specify another mini-gop configuration for the first mini-gop after the key-frame, default is 0 [0: OFF, 2: 3 temporal layers, 3: 4 temporal layers, 4: 5 temporal layers] + +AV1 Specific Options: + --tile-rows Number of tile rows to use, `TileRow == log2(x)`, default changes per resolution but is 1 [0-6] + --tile-columns Number of tile columns to use, `TileCol == log2(x)`, default changes per resolution but is 1 [0-4] + --enable-dlf Deblocking loop filter control, default is 1 [0-2] + --enable-cdef Enable Constrained Directional Enhancement Filter, default is 1 [0-1] + --enable-restoration Enable loop restoration filter, default is 1 [0-1] + --enable-tpl-la Temporal Dependency model control, currently forced on library side, only applicable for CRF/CQP, default is 1 [0-1] + --enable-mfmv Motion Field Motion Vector control, default is -1 [-1: auto, 0-1] + --enable-dg Dynamic GoP control, default is 1 [0-1] + --fast-decode Fast Decoder levels, default is 0 [0-2] + --enable-tf Enable ALT-REF (temporally filtered) frames, default is 1 [0-1] + --enable-overlays Enable the insertion of overlayer pictures which will be used as an additional reference frame for the base layer picture, default is 0 [0-1] + --tune Optimize the encoding process for different desired outcomes [0 = VQ, 1 = PSNR, 2 = SSIM, 3 = Subjective SSIM, 4 = Still Picture], default is 2 [0-4] + --scm Set screen content detection level, default is 2 [0: off, 1: on, 2: content adaptive] + --rmv Restrict motion vectors from reaching outside the picture boundary, default is 0 [0-1] + --film-grain Enable film grain, default is 0 [0: off, 1-50: level of denoising for film grain] + --film-grain-denoise Apply denoising when film grain is ON, default is 0 [0: no denoising, film grain data is still in frame header, 1: level of denoising is set by the film-grain parameter] + --fgs-table Set the film grain model table path + --superres-mode Enable super-resolution mode, refer to the super-resolution section in the user guide, default is 0 [0: off, 1-3, 4: auto-select mode] + --superres-denom Super-resolution denominator, only applicable for mode == 1, default is 8 [8: no scaling, 9-15, 16: half-scaling] + --superres-kf-denom Super-resolution denominator for key frames, only applicable for mode == 1, default is 8 [8: no scaling, 9-15, 16: half-scaling] + --superres-qthres Super-resolution q-threshold, only applicable for mode == 3, default is 43 [0-63] + --superres-kf-qthres Super-resolution q-threshold for key frames, only applicable for mode == 3, default is 43 [0-63] + --sframe-dist S-Frame interval (frames) (0: OFF[default], > 0: ON) + --sframe-mode S-Frame insertion mode ([1-2], 1: the considered frame will be made into an S-Frame only if it is an altref frame, 2: the next altref frame will be made into an S-Frame[default]) + --resize-mode Enable resize mode [0: none, 1: fixed scale, 2: random scale, 3: dynamic scale, 4: random access] + --resize-denom Resize denominator, only applicable for mode == 1 [8-16] + --resize-kf-denom Resize denominator for key frames, only applicable for mode == 1 [8-16] + --frame-resz-events Resize frame events, in a list separated by ',', a reference scaling process starts from the given frame number with new denominators, only applicable for mode == 4 + --frame-resz-kf-denoms Resize denominator for key frames in event, in a list separated by ',', only applicable for mode == 4 + --frame-resz-denoms Resize denominator in event, in a list separated by ',', only applicable for mode == 4 + +Color Description Options: + --color-help [PSY] Metadata help from user guide Appendix A.2 + --color-primaries Color primaries, refer to --color-help. Default is 2 [0-12, 22] + --transfer-characteristics Transfer characteristics, refer to --color-help. Default is 2 [0-22] + --matrix-coefficients Matrix coefficients, refer to --color-help. Default is 2 [0-14] + --color-range Color range, default is 0 [0: Studio, 1: Full] + --chroma-sample-position Chroma sample position, default is 'unknown' ['unknown', 'vertical'/'left', 'colocated'/'topleft'] + --mastering-display Mastering display metadata in the format of "G(x,y)B(x,y)R(x,y)WP(x,y)L(max,min)", refer to the user guide Appendix A.2 + --content-light Set content light level in the format of "max_cll,max_fall", refer to the user guide Appendix A.2 + +Psychovisual Options: + --enable-variance-boost Enable variance boost, default is 1 [0-1] + --variance-boost-strength Variance boost strength, default is 2 [1-4] + --variance-octile Octile for variance boost, default is 6 [1-8] + --enable-alt-curve [PSY] Enable alternative curve for variance boost (different boosting trade-offs), default is 0 [0-1] + --sharpness [PSY] Affects loopfilter deblock sharpness and rate distortion, default is 0 [-7 to 7] + --qp-scale-compress-strength [PSY] QP scale compress strength, default is 1 [0-3] + --frame-luma-bias [PSY] Adjusts the frame's QP based on the frame's average luma value, default is 0 [0 to 100] + --max-32-tx-size [PSY] Limits the allowed transform sizes to a maximum of 32x32, default is 0 [0-1] + --adaptive-film-grain [PSY] Adapts film grain blocksize based on video resolution, default is 1 [0-1] + --tf-strength [PSY] Adjust temporal filtering strength, default is 1 [0-4] + --kf-tf-strength [PSY] Adjust TF strength on keyframes, default is 1 [0-4] + --chroma-qm-min [PSY] Min chroma quant matrix flatness, default is 8 [0-15] + --chroma-qm-max [PSY] Max chroma quant matrix flatness, default is 15 [0-15] + --noise-norm-strength [PSY] Noise normalization strength, default is 0 [0-4] diff --git a/nfp_moe/public/index.html b/nfp_moe/public/index.html index 10b7296..f558c88 100644 --- a/nfp_moe/public/index.html +++ b/nfp_moe/public/index.html @@ -1027,10 +1027,10 @@ footer .middle { } footer .asuna { - flex: 0 0 119px; - height: 150px; - width: 119px; - background-position: 0px 0px; + flex: 0 0 171px; + height: 200px; + width: 171px; + background-position-x: -1000px; } footer ul { @@ -1071,7 +1071,7 @@ footer a { } footer .asuna { - flex: 0 0 150px; + flex: 0 0 200px; } }

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