From 6677ef4fcf73430722e276ad1ec4a7cdf5d9193e Mon Sep 17 00:00:00 2001 From: Hardik Date: Sun, 21 Jun 2026 13:27:15 +0530 Subject: [PATCH 1/2] fix(po): size XLSX export images by pixels (aspect preserved) MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit The logo, signature, stamp and cancelled watermark were placed with ExcelJS two-cell (tl/br) anchors, which stretch each image to fill a cell range — distorting them and making the watermark text small/squished. The PDF looked fine because CSS sizes by aspect. - New lib/image-size.ts: getImageSize (PNG/JPEG/WebP header parse) + scaleToBox. - Export route now places each image with a oneCell `tl` + pixel `ext`, aspect preserved and matched to the PDF sizes (logo ≤96×52, signature ≤165×44, stamp ≤80×66, watermark ≤880×720). - Watermark regenerated as a landscape canvas with the text filling it, so it spans the page like the PDF instead of sitting small in the centre. - Unit test for getImageSize + scaleToBox. Verified structurally: generated XLSX uses oneCellAnchors with fixed pixel ext sizes (49×52 / 45×44 / 67×66 / 880×629), not stretched cell ranges. Co-Authored-By: Claude Opus 4.8 --- App/app/api/po/[id]/export/route.ts | 43 ++++++++++++---------- App/lib/cancelled-watermark.ts | 8 +++-- App/lib/image-size.ts | 46 ++++++++++++++++++++++++ App/tests/unit/image-size.test.ts | 55 +++++++++++++++++++++++++++++ 4 files changed, 131 insertions(+), 21 deletions(-) create mode 100644 App/lib/image-size.ts create mode 100644 App/tests/unit/image-size.test.ts diff --git a/App/app/api/po/[id]/export/route.ts b/App/app/api/po/[id]/export/route.ts index 96213ed..61f6ccb 100644 --- a/App/app/api/po/[id]/export/route.ts +++ b/App/app/api/po/[id]/export/route.ts @@ -4,7 +4,8 @@ import { NextRequest, NextResponse } from "next/server"; import ExcelJS from "exceljs"; import { TC_FIXED_LINE, TC_DEFAULTS } from "@/lib/validations/po"; import { downloadBuffer } from "@/lib/storage"; -import { CANCELLED_WATERMARK_PNG_BASE64 } from "@/lib/cancelled-watermark"; +import { CANCELLED_WATERMARK_PNG_BASE64, CANCELLED_WATERMARK_W, CANCELLED_WATERMARK_H } from "@/lib/cancelled-watermark"; +import { getImageSize, scaleToBox } from "@/lib/image-size"; // ── Company fallback constants (used when no company is linked to a PO) ────── @@ -32,12 +33,15 @@ function mimeForKey(key: string): string { return ext === "jpg" || ext === "jpeg" ? "image/jpeg" : ext === "webp" ? "image/webp" : "image/png"; } -// Download a stored image and return it base64-encoded (or null if missing). -async function fetchImage(key: string | null | undefined): Promise<{ base64: string; mime: string } | null> { +interface EmbeddedImage { base64: string; mime: string; width: number; height: number } + +// Download a stored image; return base64 + mime + pixel dimensions (or null if missing). +async function fetchImage(key: string | null | undefined): Promise { if (!key) return null; const buf = await downloadBuffer(key); if (!buf) return null; - return { base64: buf.toString("base64"), mime: mimeForKey(key) }; + const size = getImageSize(buf) ?? { width: 100, height: 100 }; + return { base64: buf.toString("base64"), mime: mimeForKey(key), width: size.width, height: size.height }; } // ── Route ───────────────────────────────────────────────────────────────────── @@ -129,6 +133,7 @@ export async function GET(request: NextRequest, { params }: Props) { // Fetch approver's signature for embedding in the document let signatureBase64: string | null = null; let signatureMime = "image/png"; + let signatureSize: { width: number; height: number } | null = null; if (approvalAction) { const approver = await db.user.findUnique({ where: { id: approvalAction.actorId }, @@ -140,6 +145,7 @@ export async function GET(request: NextRequest, { params }: Props) { signatureBase64 = buf.toString("base64"); const ext = approver.signatureKey.split(".").pop()?.toLowerCase(); signatureMime = ext === "jpg" || ext === "jpeg" ? "image/jpeg" : ext === "webp" ? "image/webp" : "image/png"; + signatureSize = getImageSize(buf) ?? { width: 360, height: 96 }; } } } @@ -278,15 +284,15 @@ export async function GET(request: NextRequest, { params }: Props) { ws.mergeCells("A4:I4"); ws.getRow(4).border = { top: thin(), bottom: thin() }; - // ══ Company logo (floats top-left over the header, columns A-B) ══════════ + // ══ Company logo (floats top-left over the header; aspect preserved) ═════ if (logoImg) { const logoId = wb.addImage({ base64: logoImg.base64, extension: logoImg.mime === "image/jpeg" ? "jpeg" : "png", }); ws.addImage(logoId, { - tl: { col: 0.1, row: 0.1 } as unknown as ExcelJS.Anchor, - br: { col: 1.9, row: 2.9 } as unknown as ExcelJS.Anchor, + tl: { col: 0.15, row: 0.2 } as unknown as ExcelJS.Anchor, + ext: scaleToBox(logoImg, 96, 52), editAs: "oneCell", }); } @@ -457,12 +463,10 @@ export async function GET(request: NextRequest, { params }: Props) { if (signatureBase64) { const imgType = signatureMime === "image/jpeg" ? "jpeg" : "png"; const imgId = wb.addImage({ base64: signatureBase64, extension: imgType }); - // Span the image across columns A-D in the sig row + // Sized by pixels (aspect preserved) and placed inside the signatory box ws.addImage(imgId, { - // eslint-disable-next-line @typescript-eslint/no-explicit-any - tl: { col: 0, row: SIG_ROW - 1 } as any, - // eslint-disable-next-line @typescript-eslint/no-explicit-any - br: { col: 4, row: SIG_ROW } as any, + tl: { col: 0.4, row: SIG_ROW - 1 } as unknown as ExcelJS.Anchor, + ext: scaleToBox(signatureSize ?? { width: 360, height: 96 }, 165, 44), editAs: "oneCell", }); sc(SIG_ROW, 1, "", { border: { top: thin(), left: thin(), right: thin() } }); @@ -481,15 +485,15 @@ export async function GET(request: NextRequest, { params }: Props) { ws.getRow(SIG_ROW + 2).height = 14; ws.getRow(SIG_ROW + 3).height = 14; - // Company stamp / seal — overlays the right of the approver's signatory block (cols C-D) + // Company stamp / seal — overlays the right of the approver's signatory block (aspect preserved) if (stampImg) { const stampId = wb.addImage({ base64: stampImg.base64, extension: stampImg.mime === "image/jpeg" ? "jpeg" : "png", }); ws.addImage(stampId, { - tl: { col: 2.2, row: SIG_ROW - 1 } as unknown as ExcelJS.Anchor, - br: { col: 3.9, row: SIG_ROW + 2 } as unknown as ExcelJS.Anchor, + tl: { col: 2.35, row: SIG_ROW - 1 } as unknown as ExcelJS.Anchor, + ext: scaleToBox(stampImg, 80, 66), editAs: "oneCell", }); } @@ -511,12 +515,15 @@ export async function GET(request: NextRequest, { params }: Props) { for (let c = 1; c <= 9; c++) sc(BAR_ROW, c, "", { fill: barFill }); ws.mergeCells(`A${BAR_ROW}:I${BAR_ROW}`); - // ══ Cancelled watermark — diagonal "CANCELLED" floating over the sheet ═══ + // ══ Cancelled watermark — diagonal "CANCELLED" centred over the sheet ════ + // Pixel-sized (aspect preserved) so the text spans the page like the PDF, + // rather than being stretched/squished by a cell-range anchor. if (isCancelled) { const wmId = wb.addImage({ base64: CANCELLED_WATERMARK_PNG_BASE64, extension: "png" }); + const ext = scaleToBox({ width: CANCELLED_WATERMARK_W, height: CANCELLED_WATERMARK_H }, 880, 720); ws.addImage(wmId, { - tl: { col: 0.2, row: 4 } as unknown as ExcelJS.Anchor, - br: { col: 9, row: BAR_ROW } as unknown as ExcelJS.Anchor, + tl: { col: 0.15, row: 5 } as unknown as ExcelJS.Anchor, + ext, editAs: "oneCell", }); } diff --git a/App/lib/cancelled-watermark.ts b/App/lib/cancelled-watermark.ts index 29f70ad..dbb8576 100644 --- a/App/lib/cancelled-watermark.ts +++ b/App/lib/cancelled-watermark.ts @@ -1,4 +1,6 @@ -// Diagonal "CANCELLED" watermark (transparent PNG, ~A4 portrait) embedded for PO exports. -// Generated once; used as a floating image in the XLSX export. +// Diagonal "CANCELLED" watermark (transparent PNG, landscape ~14:10) embedded for PO exports. +// Generated once; placed as a pixel-sized floating image in the XLSX export. export const CANCELLED_WATERMARK_PNG_BASE64 = - 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"; +export const CANCELLED_WATERMARK_W = 1400; +export const CANCELLED_WATERMARK_H = 1000; diff --git a/App/lib/image-size.ts b/App/lib/image-size.ts new file mode 100644 index 0000000..0195aa0 --- /dev/null +++ b/App/lib/image-size.ts @@ -0,0 +1,46 @@ +// Image dimension helpers used to size XLSX floating images by pixels with the +// aspect ratio preserved. ExcelJS's two-cell (tl/br) anchoring otherwise stretches +// an image to fill a cell range, which distorts logos / signatures / stamps. + +/** Read pixel dimensions from a PNG / JPEG / WebP buffer (header parse, no deps). */ +export function getImageSize(buf: Buffer): { width: number; height: number } | null { + // PNG — IHDR width/height at byte offsets 16 / 20 + if (buf.length >= 24 && buf[0] === 0x89 && buf[1] === 0x50 && buf[2] === 0x4e && buf[3] === 0x47) { + return { width: buf.readUInt32BE(16), height: buf.readUInt32BE(20) }; + } + // JPEG — scan segments for a Start-Of-Frame marker + if (buf.length >= 4 && buf[0] === 0xff && buf[1] === 0xd8) { + let o = 2; + while (o + 9 < buf.length) { + if (buf[o] !== 0xff) { o++; continue; } + const m = buf[o + 1]; + if (m >= 0xc0 && m <= 0xcf && m !== 0xc4 && m !== 0xc8 && m !== 0xcc) { + return { height: buf.readUInt16BE(o + 5), width: buf.readUInt16BE(o + 7) }; + } + o += 2 + buf.readUInt16BE(o + 2); + } + } + // WebP — RIFF container, VP8 / VP8L / VP8X + if (buf.length >= 30 && buf.toString("ascii", 0, 4) === "RIFF" && buf.toString("ascii", 8, 12) === "WEBP") { + const fmt = buf.toString("ascii", 12, 16); + if (fmt === "VP8 ") return { width: buf.readUInt16LE(26) & 0x3fff, height: buf.readUInt16LE(28) & 0x3fff }; + if (fmt === "VP8L") { const b = buf.readUInt32LE(21); return { width: (b & 0x3fff) + 1, height: ((b >> 14) & 0x3fff) + 1 }; } + if (fmt === "VP8X") { + return { + width: 1 + ((buf[24] | (buf[25] << 8) | (buf[26] << 16)) & 0xffffff), + height: 1 + ((buf[27] | (buf[28] << 8) | (buf[29] << 16)) & 0xffffff), + }; + } + } + return null; +} + +/** Scale natural dimensions to fit within a max box (px), preserving aspect ratio. */ +export function scaleToBox( + natural: { width: number; height: number }, + maxW: number, + maxH: number +): { width: number; height: number } { + const s = Math.min(maxW / natural.width, maxH / natural.height); + return { width: Math.round(natural.width * s), height: Math.round(natural.height * s) }; +} diff --git a/App/tests/unit/image-size.test.ts b/App/tests/unit/image-size.test.ts new file mode 100644 index 0000000..7cd3b41 --- /dev/null +++ b/App/tests/unit/image-size.test.ts @@ -0,0 +1,55 @@ +import { describe, it, expect } from "vitest"; +import { getImageSize, scaleToBox } from "@/lib/image-size"; + +function fakePng(width: number, height: number): Buffer { + const b = Buffer.alloc(24); + b[0] = 0x89; b[1] = 0x50; b[2] = 0x4e; b[3] = 0x47; // PNG signature start + b.writeUInt32BE(width, 16); + b.writeUInt32BE(height, 20); + return b; +} + +function fakeJpeg(width: number, height: number): Buffer { + const b = Buffer.alloc(20); + b[0] = 0xff; b[1] = 0xd8; // SOI + b[2] = 0xff; b[3] = 0xc0; // SOF0 marker + b.writeUInt16BE(0x11, 4); // segment length + b[6] = 8; // precision + b.writeUInt16BE(height, 7); + b.writeUInt16BE(width, 9); + return b; +} + +describe("getImageSize", () => { + it("reads PNG dimensions", () => { + expect(getImageSize(fakePng(640, 480))).toEqual({ width: 640, height: 480 }); + }); + + it("reads JPEG dimensions from the SOF marker", () => { + expect(getImageSize(fakeJpeg(1024, 768))).toEqual({ width: 1024, height: 768 }); + }); + + it("returns null for non-image data", () => { + expect(getImageSize(Buffer.from("not an image at all"))).toBeNull(); + }); +}); + +describe("scaleToBox", () => { + it("preserves a square aspect ratio (downscale by the binding side)", () => { + const r = scaleToBox({ width: 200, height: 200 }, 96, 52); + expect(r.width).toBe(r.height); // stays square — never stretched + expect(r.height).toBeLessThanOrEqual(52); + }); + + it("fits a wide image to the width and keeps the ratio", () => { + const r = scaleToBox({ width: 360, height: 96 }, 165, 44); + expect(r.width).toBeLessThanOrEqual(165); + expect(r.height).toBeLessThanOrEqual(44); + expect(r.width / r.height).toBeCloseTo(360 / 96, 1); + }); + + it("keeps the watermark's landscape ratio", () => { + const r = scaleToBox({ width: 1400, height: 1000 }, 880, 720); + expect(r).toEqual({ width: 880, height: 629 }); + }); +}); -- 2.45.3 From 610c9aa56da3d71ffa412bee44c017ed75d6ca1f Mon Sep 17 00:00:00 2001 From: Hardik Date: Sun, 21 Jun 2026 13:45:56 +0530 Subject: [PATCH 2/2] fix(po): centre signature over name; stamp to its right and behind it MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit In the XLSX signatory block, place the approver signature centred over the name and tuck the stamp to its right with a slight overlap. The stamp is now drawn before the signature so it layers behind it (Excel z-order = add order). Images are positioned by absolute pixels via native EMU offsets — ExcelJS's fractional-column anchors don't map cleanly to pixels (the stamp was landing on top of the signature centre instead of to its right). Verified in a real export: signature centre 252px in the 503px A-D block (centred), stamp to the right (305-372px), stamp drawn behind the signature. Co-Authored-By: Claude Opus 4.8 --- App/app/api/po/[id]/export/route.ts | 58 ++++++++++++++++++++--------- 1 file changed, 40 insertions(+), 18 deletions(-) diff --git a/App/app/api/po/[id]/export/route.ts b/App/app/api/po/[id]/export/route.ts index 61f6ccb..beff233 100644 --- a/App/app/api/po/[id]/export/route.ts +++ b/App/app/api/po/[id]/export/route.ts @@ -459,14 +459,49 @@ export async function GET(request: NextRequest, { params }: Props) { ws.getRow(SIG_ROW + 1).height = 14; ws.getRow(SIG_ROW + 2).height = 14; - // Left sig block (approver — the manager who authorized the PO) - if (signatureBase64) { + // Left signatory block (cols A-D). Position images by absolute pixels via native + // EMU offsets — ExcelJS's fractional-column anchors don't map cleanly to pixels. + const EMU = 9525; // EMU per pixel + const COL_PX = [22, 4, 28, 15, 8, 15, 15, 8, 16].map((w) => Math.round(w * 7 + 5)); + const SIG_BLOCK_PX = COL_PX[0] + COL_PX[1] + COL_PX[2] + COL_PX[3]; // A-D + const anchorAt = (leftPx: number, row: number) => { + let x = 0; + for (let c = 0; c < COL_PX.length - 1; c++) { + if (leftPx < x + COL_PX[c]) { + return { nativeCol: c, nativeColOff: Math.round((leftPx - x) * EMU), nativeRow: row, nativeRowOff: 0 } as unknown as ExcelJS.Anchor; + } + x += COL_PX[c]; + } + return { nativeCol: COL_PX.length - 1, nativeColOff: Math.round((leftPx - x) * EMU), nativeRow: row, nativeRowOff: 0 } as unknown as ExcelJS.Anchor; + }; + + const sigExt = signatureBase64 ? scaleToBox(signatureSize ?? { width: 360, height: 96 }, 165, 44) : null; + const sigLeft = sigExt ? Math.round((SIG_BLOCK_PX - sigExt.width) / 2) : 0; // centred over the name + + // Stamp / seal — drawn FIRST so it sits BEHIND the signature, tucked to its right. + if (stampImg) { + const stampExt = scaleToBox(stampImg, 80, 66); + const stampLeft = sigExt + ? Math.min(SIG_BLOCK_PX - stampExt.width, sigLeft + sigExt.width - Math.round(stampExt.width * 0.35)) + : SIG_BLOCK_PX - stampExt.width - 6; + const stampId = wb.addImage({ + base64: stampImg.base64, + extension: stampImg.mime === "image/jpeg" ? "jpeg" : "png", + }); + ws.addImage(stampId, { + tl: anchorAt(Math.max(0, stampLeft), SIG_ROW - 1), + ext: stampExt, + editAs: "oneCell", + }); + } + + // Approver signature — drawn AFTER the stamp (on top), centred over the name. + if (signatureBase64 && sigExt) { const imgType = signatureMime === "image/jpeg" ? "jpeg" : "png"; const imgId = wb.addImage({ base64: signatureBase64, extension: imgType }); - // Sized by pixels (aspect preserved) and placed inside the signatory box ws.addImage(imgId, { - tl: { col: 0.4, row: SIG_ROW - 1 } as unknown as ExcelJS.Anchor, - ext: scaleToBox(signatureSize ?? { width: 360, height: 96 }, 165, 44), + tl: anchorAt(Math.max(0, sigLeft), SIG_ROW - 1), + ext: sigExt, editAs: "oneCell", }); sc(SIG_ROW, 1, "", { border: { top: thin(), left: thin(), right: thin() } }); @@ -485,19 +520,6 @@ export async function GET(request: NextRequest, { params }: Props) { ws.getRow(SIG_ROW + 2).height = 14; ws.getRow(SIG_ROW + 3).height = 14; - // Company stamp / seal — overlays the right of the approver's signatory block (aspect preserved) - if (stampImg) { - const stampId = wb.addImage({ - base64: stampImg.base64, - extension: stampImg.mime === "image/jpeg" ? "jpeg" : "png", - }); - ws.addImage(stampId, { - tl: { col: 2.35, row: SIG_ROW - 1 } as unknown as ExcelJS.Anchor, - ext: scaleToBox(stampImg, 80, 66), - editAs: "oneCell", - }); - } - // Right sig block (vendor) const vName = po.vendor?.name ?? ""; sc(SIG_ROW, 6, vName, { font: fBold, border: { top: thin(), left: thin(), right: thin() }, align: alignC }); -- 2.45.3