Ещё одна кастомная версия модели Омега Керфуса игры Voices of the Void - K3RF. Создан по концепту человека, что сделал 2д-арт lap.sha (с Вконтакте). Модель полностью с квад-топологией (кроме лица) и имеет единый меш по основным частям. К сожалению, из-за странной кривизны скетчфаьа я не могу показать вам версию с туфлями и рабочими ногами

Another custom version of the Omega Kerfus model of the Voices of the Void game - K3RF. It was created according to the concept of a person who made 2d art lap.sha (from Vkontakte). The model is completely quad-topological (except face) and has a single mesh for the main parts. Unfortunately, due to the strange curvature of the sketchfab, I can't show you the version with heels and work legs.




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blend file with rig, shape keys face, heels and etc. - https://open3dlab.com/project/1b1f5fb4-33c0-4f53-9aaa-14e6f99ffabc/
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K3RF (Omega Kerfus) - Voices of the Void

Plane flown by major. Garth Jared (309 FS).

Based on “[Aircraft Painting Contest – Base](https://sketchfab.com/models/e1b4d01dbd7c42bb95c5a0f922747ac2)” by [Renafox](https://sketchfab.com/kryik1023), licensed under CC Attribution-ShareAlike.

All UVs and maps are completely new (color, normal, roughness, metalness, AO, emission). Textures were made with Photoshop and Blender (Substance painter for baking curvature map).

Spitfire Mk IXe

The Bianchi-Pinkall surfaces are a class of flat tori (surfaces with zero Gaussian curvature) embedded in the three-sphere, identified by Luigi Bianchi in the late 1800s and further developed in the context of modern differential geometry by Ulrich Pinkall.

Bianchi Pinkall Surface 🍩

A stylized mid-poly 3D model inspired by the Lamborghini Aventador, created in Blender as a hard-surface modeling practice project.

This model focuses on capturing the iconic aggressive silhouette of the Aventador while maintaining a simplified, stylized topology suitable for real-time rendering and portfolio presentation.

The mesh is designed with clean edge flow and balanced polygon density, making it subdivision-friendly. With a single Subdivision Surface modifier applied, the model can easily transition into a high-poly version while preserving its overall form and curvature.

Key Features:
• Stylized interpretation of the Lamborghini Aventador
• Mid-poly topology optimized for real-time rendering
• Subdivision-ready mesh (one modifier away from high-poly)
• Distinct angular body panels reflecting the Aventador design language

Software Used:
Blender 4.4

This project was created as part of my exploration of vehicle modeling, focusing on stylized hard-surface workflows and subdivision-friendly topology.

Lamborghini Aventador – Stylized Mid Poly

Structural "Flux" wireframe visualizing the metric resonance of a Bonnet Torus with a 9/8 ratio. 
Unlike standard surface meshes, this model highlights metric-resonance edges and diagonal reinforcements generated by the PAPP pipeline to map the isometric flow between branches.

The visualization captures the internal geometric "tension" of the 9/8 configuration, characterized by a lower τ* value compared to the 1/1 ratio. 
The vertex coloring is derived from local mean curvature and Laplacian spectral distributions calculated during the Phase 7 global analysis.

Technical Specifications:

• Geometry: 6,400 vertices and 13,529 edges (metric-optimized wireframe).

• Pipeline: PAPP Bonnet Pipeline + Phase 7.5 High-Quality Export.

• Harmonic Ratio: 9/8 (Major Second), τ = 0.151986*.

• Focus: Metric flow, spectral distribution, and TDA (Topology Data Analysis).

Generated by PAPP Framework.

PAPP Bonnet Flux | Resonance Wireframe (9/8)

High-quality 3D model of a ceramic mug designed for close-up renders and product visualization.

Includes detailed curvature and smooth surface topology.
Suitable for advertising mockups, animation, and 3D printing (if manifold).

Software: Blender
Formats: STL / OBJ / FBX
Subdivision-friendly mesh.

Modern Ceramic Mug – Clean Topology – Game Ready

After 9 months away from the software, I wanted to see if I still had the "muscle memory." This piece was created as a "re-entry" project to Blender after a long hiatus. This abstract form started with a few basic commands and evolved into this prismatic structure. It’s a study of transparency, curvature, and the way light dances through digital glass.

Back in the Blender

**Quintic Fermat CY3 Flux** is a computational 3D visualization of the classical Fermat quintic Calabi–Yau threefold, one of the most iconic spaces in string theory compactification. 
The original object is defined by the equation (x₀⁵ + x₁⁵ + x₂⁵ + x₃⁵ + x₄⁵ = 0) in complex projective space (CP⁴), with Hodge numbers (h^{1,1}=1) and (h^{2,1}=101). 
In this interpretation, the higher-dimensional manifold is translated into a readable 3D flux structure through the PAPP methodology, using multi-strand volumetric tubes to suggest internal resonance, connectivity, and curvature. Rather than claiming to be the literal manifold itself, this object acts as a geometric artifact inspired by the quintic’s role in mirror symmetry, enumerative geometry, and 10D→4D compactification physics. 

Generated by PAPP Framework

Quintic Fermat CY3 Flux | PAPP

A (21,13) torus knot — where 21 and 13 are consecutive Fibonacci numbers F(8) and F(7). 

The ratio p/q = 1.61538... approximates the golden ratio φ with Δ = 0.0026, making this a topological embedding of φ convergence.

Anatomy: 218,400 vertices, 420,000 faces, 638,400 edges. Built with exact Frenet-Serret frames (TNB orthogonality verified to 0.000000). 

The tube is a true polygon mesh, not wireframe — 8,400 core curve points × 24-sided cross-sections.

Color = Geometry: Vertex color encodes local curvature κ (warm = high bending) and torsion τ (violet shift at twist peaks). 

Brightness tracks radial position on the torus. 48,000 unique colors, zero cosmetic.

Inner Ribbon: A Seifert-inspired ribbon surface (16,800 faces) runs inside the tube, revealing the knot's twist structure and linking number = 273.

Topology: 21 full azimuthal turns, 26 meridional crossings. Single connected solid.

Generated via PAPP Framework.

Fibonacci (21,13) Hyper Knot V2 (218k) | PAPP

This 3D model represents a detailed and realistic stadium seating arrangement designed for sports arenas, event venues, and large-scale environments. The model features tiered seating sections with accurate spacing, alignment, and curvature to replicate real-world stadium architecture.

It includes multiple rows of seats organized in a structured layout, ensuring optimal visibility and crowd capacity simulation. The design reflects typical stadium configurations with aisles, stairways, and sectional divisions for easy navigation and accessibility.

The model is optimized for use in games, animations, architectural visualization, and virtual simulations. It maintains a clean topology and efficient polygon count, making it suitable for both high-quality renders and real-time applications.

This seating arrangement can be easily integrated into larger stadium environments and customized with materials, textures, and lighting to match different scenarios such as football, cricket, or concert venues.

Seating

🚀 THE PINNACLE OF MATHEMATICAL CHAOS! 🚀

Behold the Giga-Knot, a 100% Manueli-Approved 3D masterpiece generated 
entirely via JavaScript and Three.js! This is not your average geometry; 
this is a high-poly exploration of curvature and motion.

✨ CORE SPECS:
- 30 COMPLEX CURVES: Defying the laws of standard linear logic!
- 60 SPIRAL TWISTS: A dizzying array of rotational excellence!
- 80 SMOOTH BENDING SEGMENTS: Fluidity that makes butter look like gravel!

🌈 FEATURES:
- Smooth Shading 2.00: Perfect interpolation for that glossy, professional finish.
- Rainbow Stepping Gradient: A vibrant, chromatic journey across every face.
- Integrated Animation: 30 steps of smooth, baked-in curve movement.

"This is a real 3D asset with curves because we used JavaScript!" 

Created with 100% Pink Hoodie Energy. 🧥💖
#ThreeJS #Animated #LowPolyButSmooth #3DCurves #GigaKnot #ManueliApproved
#BabylonJS #Manuel #PinkHoodieapproved #Fbx #Glb #Gltf

THE SUPER ULTIMATE MANUEL BENDING RED💥💥!!!

**Collection:** Prehistory and Historical Archeology Dept.

**Inv.-No.:** [UF-19020.34739.1](https://www.online.landessammlungen-noe.at/objects/1475543)

**Material:** Iron

**Dimensions:** 15,15 x 1,33 cm, 3,6 mm

**Dating:** 601 - 900 CE

The scalpel is distinguished by its elongated, rectangular handle, which terminates in a heart-shaped curl. The blade is narrow in design. The handle exhibits several small notches. Evidence of corrosion is also apparent on the blade. The back of the blade displays an upward curvature. The cutting edge curves upwards towards the tip.

This object was digitized through the ‘Kulturerbe digital’ program of the Federal Ministry for Arts, Culture, Public Service and Sport.

Scalpel

Structural "Flux" wireframe visualizing the metric resonance of a Bonnet Torus with a 1/3 ratio. 
Unlike standard surface meshes, this model highlights metric-resonance edges and diagonal reinforcements generated by the PAPP pipeline to map the isometric flow between branches.

The visualization captures the internal geometric "tension" that allows the surface to deform isometrically while preserving mean curvature. 
The vertex coloring is derived from local mean curvature and Laplacian spectral distributions calculated during the Phase 7 global analysis.

Technical Specifications:
• Geometry: 6,400 vertices and 13,529 edges (metric-optimized wireframe).
• Pipeline: PAPP Bonnet Pipeline + Phase 7.5 High-Quality Export.
• Harmonic Ratio: 1/3 (Perfect Twelfth), τ = 0.231149*.
• Focus: Metric flow, spectral distribution, and TDA (Topology Data Analysis).

A unique look at the "invisible" metric structure of a compact manifold solving Bonnet's Problem.

Generated by PAPP Framework.

PAPP Bonnet Flux | Resonance Wireframe (1/3)

This 3D model represents a twisted rope knot, created as part of a CAD practice project focusing on complex geometry and path-based modeling. The model demonstrates the use of sweep features and 3D curves to generate a continuous rope-like structure forming a knot.

Such geometries are useful for understanding advanced modeling techniques, including curvature control, smooth transitions, and spatial design. This type of modeling is often applied in simulations, product design, and visual demonstrations.

Twisted Rope Knot

High-fidelity analytical torus generated via the PAPP v3.1.0 system (Phase 7.5). 
This model represents the positive branch (f⁺) of a "Bonnet Pair"—a rare geometric configuration where two non-congruent surfaces share identical metrics (isometry) and mean curvature.

This iteration corresponds to the 9/8 harmonic ratio (Major Second). 
Based on the 2025 research by Bobenko, Hoffmann, and Sageman-Furnas, the surface is a compact torus in ℝ³ with numerically verified isometry against its twin branch (f⁻) at machine precision (rel. error ≈ 10⁻¹⁴).

Technical Specifications:

• Topology: Closed Manifold Torus (Euler Characteristic χ = 0).

• Resolution: 80×80 (6,400 vertices, 12,800 triangular faces).

• Parameters: Optimized at the exact closure value τ = 0.151986*.

• Material: PAPP Standard "Solar/Amber" Kd (0.700, 0.348, 0.175).

• Analysis: Validated via Laplacian Spectral Gap and Persistent Homology.

Generated by PAPP Framework.

PAPP Bonnet Torus f⁺ | Ratio 9/8 (Major Second)

High-fidelity analytical torus generated via the PAPP v3.1.0 system (Phase 7.5). 
This model represents the positive branch (f⁺) of a "Bonnet Pair"—a rare geometric configuration where two non-congruent surfaces share identical metrics (isometry) and mean curvature.

This specific iteration corresponds to the 1/3 harmonic ratio (Perfect Twelfth). 
Based on the 2025 research by Bobenko, Hoffmann, and Sageman-Furnas, the surface is a compact torus in ℝ³ with numerically verified isometry against its twin branch (f⁻) at machine precision (rel. error ≈ 10⁻¹⁴).

Technical Specifications:
• Topology: Closed Manifold Torus (Euler Characteristic χ = 0).
• Resolution: 80×80 (6,400 vertices, 12,800 triangular faces).
• Parameters: Optimized at the exact closure value τ = 0.231149*.
• Material: PAPP Standard "Ocean/Teal" Kd (0.175, 0.582, 0.700).
• Analysis: Validated via Laplacian Spectral Gap and Persistent Homology.

Generated by PAPP Framework.

PAPP Bonnet Torus f⁺ |1/3 (Perfect Twelfth)

igh-detail fantasy weapon inspired by ancient ceremonial blades and mythical warrior lore. The design focuses on elegant curvature, intricate engraved patterns.
The secondary upper blade element enhances the silhouette, giving it a powerful and unique profile suitable for a high-fantasy RPG or action title.

Stylized Sword

High-fidelity analytical torus generated via the PAPP v3.1.0 system (Phase 7.5). 

This model represents the positive branch (f⁺) of a "Bonnet Pair"—a rare configuration in differential geometry where two non-congruent surfaces share identical metrics (isometry) and mean curvature.

Based on the 2025 research by Bobenko, Hoffmann, and Sageman-Furnas, this surface is a compact torus in ℝ³ with numerically verified isometry against its twin branch (f⁻) at machine precision (E_rel ≈ 10⁻¹⁴).


Technical Specifications:

• Topology: Closed Manifold Torus (Euler Characteristic χ = 0).

• Resolution: 80x80 (6,400 vertices, 12,800 triangular faces).

• Parameters: Optimized at the critical closure value τ* = 0.16006 (Ratio 1/1).

• Analysis: Validated via Spectral Gap and Persistent Homology (TDA).


Ideal for mathematical visualization, topological research, and computational geometry studies.

Generated by PAPP Framework.

PAPP Bonnet Torus f⁺ | Ratio 1/1 (Unison)

Structural "Flux" wireframe visualizing the metric resonance of a Bonnet Torus with a 1/8 ratio. 
This model highlights the metric-resonance edges and diagonal reinforcements generated by the PAPP pipeline to map the isometric flow between branches at the edge of the existence domain.

The visualization captures the extreme geometric tension of the 1/8 configuration.
The vertex coloring is derived from the local mean curvature and the specific spectral distribution of the Laplacian eigenvalues calculated during the Phase 7 family analysis.

Technical Specifications:

• Geometry: 6,400 vertices and 13,529 edges (metric-optimized wireframe).

• Pipeline: PAPP Bonnet Pipeline + Phase 7.5 High-Quality Export.

• Harmonic Ratio: 1/8 (Triple Octave), τ = 0.265262*.

• Visual Scheme: High-contrast spectral mapping based on the Aurora/Plasma gradient.

• Focus: Metric flow, spectral gap analysis, and persistent homology.


Generated by PAPP Framework.

PAPP Bonnet Flux | Resonance Wireframe (1/8)

Structural "Flux" wireframe visualizing the metric resonance of a Bonnet Torus (Ratio 1/1). 

Unlike standard surface meshes, this model highlights "metric-resonance edges" and diagonal reinforcements generated by the PAPP pipeline to map the isometric flow between branches.

The visualization captures the internal geometric "tension" that allows the surface to deform isometrically while preserving mean curvature. 

The vertex coloring (Spectral Plasma "Aurora" scheme) is directly derived from local mean curvature and Laplacian spectral gaps calculated during Phase 7 of the project.


Technical Specifications:

• Geometry: 6,400 vertices and 13,529 edges (wireframe optimization).

• Pipeline: PAPP Bonnet Pipeline + Phase 7.5 High-Quality Export.

• Harmonic Ratio: 1/1 (Unison), τ* = 0.16006.

• Focus: Metric flow and spectral distribution.


A unique look at the "invisible" metric structure of a compact manifold solving Bonnet's Problem.

Generated by PAPP Framework.

PAPP Bonnet Flux - Resonance Wireframe (1/1)

High-fidelity analytical torus generated via the PAPP v3.1.0 system (Phase 7.5). 
This model represents the positive branch (f⁺) of a "Bonnet Pair"—a rare geometric configuration where two non-congruent surfaces share identical metrics (isometry) and mean curvature.

This iteration corresponds to the 1/8 harmonic ratio (Triple Octave sub-harmonic), marking one of the extreme limits of the PAPP search space. 
Based on the 2025 research by Bobenko, Hoffmann, and Sageman-Furnas, the surface is a compact torus in ℝ³ with numerically verified isometry against its twin branch (f⁻) at machine precision (rel. error ≈ 10⁻¹⁴).

Technical Specifications:

• Topology: Closed Manifold Torus (Euler Characteristic χ = 0).

• Resolution: 80×80 (6,400 vertices, 12,800 triangular faces).

• Parameters: Optimized at the high-frequency closure value τ = 0.265262*.

• Curvature: High-gradient distribution due to the extreme 1:8 aspect ratio.

• Analysis: Validated via Laplacian Spectral Gap and TDA.

Generated by PAPP Framework.

PAPP Bonnet Torus f⁺ | Ratio 1/8 (Triple Octave)

The Remington 870 is a US pump-action shotgun. A Fieldmaster version with "add-ons": XS Sights sighting rail with integrated sight and tritium front sight, Mesa Tactical receiver ammo. Technical parameters: 4959 triangles; 5 bones+4 as leaf; 1 material: rem870 8192×8192px textures (ID, Curvature, NormalDx, AO). Also read text document if you will textute this model.

Remington 870 Fieldmaster (in process)

Realistic Leaf 3D Model

A realistic 3D leaf model with natural curvature and detailed vein structure. Designed with clean geometry and suitable for visualization, rendering, and 3D printing. Perfect for nature-themed scenes, decorations, or educational use

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