0xaf0c…b4de

All memos sent from and to 0xaf0c…b4de.

0xaf0c0936…b4desent to0xa319c382…7f9c2023-03-08·#16,786,358·0xba08a24b…8784ac

(i+r)/e,u=n-t;return I.map(s,0,1,t+o*u,t+c*u)}}r.forEach((function(r){const s=r.length();l?(o.push(r.scale(x(t,e,a,h,s))),u.push(r.scale(x(-n,-i,a,h,s)))):(o.push(r.scale(t)),u.push(r.scale(-n))),h+=s})),u=u.map((function(t){return c=t.points,c[3]?t.points=[c[3],c[2],c[1],c[0]]:t.points=[c[2],c[1],c[0]],t})).reverse();const f=o[0].points[0],y=o[s-1].points[o[s-1].points.length-1],p=u[s-1].points[u[s-1].points.length-1],d=u[0].points[0],m=I.makeline(p,f),g=I.makeline(y,d),b=[m].concat(o).concat([g]).concat(u);return new O(b)}outlineshapes(t,n,e){n=n||t;const i=this.outline(t,n).curves,r=[];for(let t=1,n=i.length;t<n/2;t++){const s=I.makeshape(i[t],i[n-t],e);s.startcap.virtual=t>1,s.endcap.virtual=t<n/2-1,r.push(s)}return r}intersects(t,n){return t?t.p1&&t.p2?this.lineIntersects(t):(t instanceof q&&(t=t.reduce()),this.curveintersects(this.reduce(),t,n)):this.selfintersects(n)}lineIntersects(t){const n=j(t.p1.x,t.p2.x),e=j(t.p1.y,t.p2.y),i=T(t.p1.x,t.p2.x),r=T(t.p1.y,t.p2.y);return I.roots(this.points,t).filter((t=>{var s=this.get(t);return I.between(s.x,n,i)&&I.between(s.y,e,r)}))}selfintersects(t){const n=this.reduce(),e=n.length-2,i=[];for(let r,s,o,c=0;c<e;c++)s=n.slice(c,c+1),o=n.slice(c+2),r=this.curveintersects(s,o,t),i.push(...r);return i}curveintersects(t,n,e){const i=[];t.forEach((function(t){n.forEach((function(n){t.overlaps(n)&&i.push({left:t,right:n})}))}));let r=[];return i.forEach((function(t){const n=I.pairiteration(t.left,t.right,e);n.length>0&&(r=r.concat(n))})),r}arcs(t){return t=t||.5,this._iterate(t,[])}_error(t,n,e,i){const r=(i-e)/4,s=this.get(e+r),o=this.get(i-r),c=I.dist(t,n),u=I.dist(t,s),h=I.dist(t,o);return C(u-c)+C(h-c)}_iterate(t,n){let e,i=0,r=1;do{e=0,r=1;let s,o,c,u,h,a=this.get(i),l=!1,x=!1,f=r,y=1,p=0;do{if(x=l,u=c,f=(i+r)/2,p++,s=this.get(f),o=this.get(r),c=I.getccenter(a,s,o),c.interval={start:i,end:r},l=this._error(c,a,i,r)<=t,h=x&&!l,h||(y=r),l){if(r>=1){if(c.interval.end=y=1,u=c,r>1){let t={x:c.x+c.r*$(c.e),y:c.y+c.r*B(c.e)};c.e+=I.angle({x:c.x,y:c.y},t,this.get(1))}break}r+=(r-i)/2}else r=f}while(!h&&e++<100);if(e>=100)break;u=u||c,n.push(u),i=y}while(r<1);return n}}function L(t,n){var e=n%t.points.length;return e<0&&(e=t.points.length+e),t.points[e]}function U(t,n){const e=[];return function(t,n){for(var e=0;e<t.points.length&&!1!==n.call(t,L(t,e-1),L(t,e),L(t,e+1),e);e++);}({points:t.points.reverse()},(function(t,i,r,s){const o=i.subtract(t,!0).normalize(),c=i.subtract(r,!0).normalize();let u=Math.sin(Math.acos(o.dot(c))/2);u=0==u?1:u;var h=n/u,a=o.add(c,!0).normalize().multiply(h,!0),l=o.perpDot(c)<0?i.add(a,!0):i.subtract(a,!0);e.push(l)})),{points:e}}const R=q.getUtils();q.prototype.bboxIntersections=function(t,n){const e=[{p1:{x:t.x.min,y:t.y.min},p2:{x:t.x.max,y:t.y.min}},{p1:{x:t.x.max,y:t.y.min},p2:{x:t.x.max,y:t.y.max}},{p1:{x:t.x.max,y:t.y.max},p2:{x:t.x.min,y:t.y.max}},{p1:{x:t.x.min,y:t.y.max},p2:{x:t.x.min,y:t.y.min}}].map((t=>this.lineIntersects(t))).reduce(((t,n)=>t.concat(n)),[]);return e.sort(),e},q.prototype.vec2=function(){return this.points.map((t=>new(a())(t.x,t.y)))};class V{constructor(t){if(t instanceof Array){const n=t[0],e=t[1];this.x={min:n.x,mid:(e.x-n.x)/2,max:e.x,size:e.x-n.x},this.y={min:n.y,mid:(e.y-n.y)/2,max:e.y,size:e.y-n.y}}else this.x=t.x,this.y=t.y,this.z=t.z}inside(t){return t.x>=this.x.min&&t.x<=this.x.max&&t.y>=this.y.min&&t.y<=this.y.max}}class J extends Array{constructor(){super(...arguments),this.addBezier=this.push}bbox(){let t=this[0].bbox();for(let n=1;n<this.length;n++){const e=this[n].bbox();R.expandbox(t,e)}return t}scale(t){const n=this.bbox(),e=((t,n)=>e=>e.subtract(n,!0).multiply(t).add(n))(t,new(a())(n.x.mid,n.y.mid)),i=this.map((t=>{const 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0xaf0c0936…b4desent to0xa319c382…7f9c2023-03-08·#16,786,348·0xf13b679e…b7731f

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u=this.order=o.length-1,h=this.dims=["x","y"];s&&h.push("z"),this.dimlen=h.length;const a=I.align(o,{p1:o[0],p2:o[u]}),l=I.dist(o[0],o[u]);this._linear=a.reduce(((t,n)=>t+C(n.y)),0)<l/50,this._lut=[],this._t1=0,this._t2=1,this.update()}static quadraticFromPoints(t,n,e,i){if(void 0===i&&(i=.5),0===i)return new q(n,n,e);if(1===i)return new q(t,n,n);const r=q.getABC(2,t,n,e,i);return new q(t,r.A,e)}static cubicFromPoints(t,n,e,i,r){void 0===i&&(i=.5);const s=q.getABC(3,t,n,e,i);void 0===r&&(r=I.dist(n,s.C));const o=r*(1-i)/i,c=I.dist(t,e),u=(e.x-t.x)/c,h=(e.y-t.y)/c,a=r*u,l=r*h,x=o*u,f=o*h,y=n.x-a,p=n.y-l,d=n.x+x,m=n.y+f,g=s.A,b=g.x+(y-g.x)/(1-i),v=g.y+(p-g.y)/(1-i),z=g.x+(d-g.x)/i,w=g.y+(m-g.y)/i,_={x:t.x+(b-t.x)/i,y:t.y+(v-t.y)/i},k={x:e.x+(z-e.x)/(1-i),y:e.y+(w-e.y)/(1-i)};return new q(t,_,k,e)}static getUtils(){return I}getUtils(){return q.getUtils()}static get PolyBezier(){return O}valueOf(){return this.toString()}toString(){return I.pointsToString(this.points)}toSVG(){if(this._3d)return!1;const t=this.points,n=["M",t[0].x,t[0].y,2===this.order?"Q":"C"];for(let e=1,i=t.length;e<i;e++)n.push(t[e].x),n.push(t[e].y);return n.join(" ")}setRatios(t){if(t.length!==this.points.length)throw new Error("incorrect number of ratio values");this.ratios=t,this._lut=[]}verify(){const t=this.coordDigest();t!==this._print&&(this._print=t,this.update())}coordDigest(){return this.points.map((function(t,n){return""+n+t.x+t.y+(t.z?t.z:0)})).join("")}update(){this._lut=[],this.dpoints=I.derive(this.points,this._3d),this.computedirection()}computedirection(){const t=this.points,n=I.angle(t[0],t[this.order],t[1]);this.clockwise=n>0}length(){return I.length(this.derivative.bind(this))}static getABC(t=2,n,e,i,r=.5){const s=I.projectionratio(r,t),o=1-s,c={x:s*n.x+o*i.x,y:s*n.y+o*i.y},u=I.abcratio(r,t);return{A:{x:e.x+(e.x-c.x)/u,y:e.y+(e.y-c.y)/u},B:e,C:c,S:n,E:i}}getABC(t,n){n=n||this.get(t);let e=this.points[0],i=this.points[this.order];return q.getABC(this.order,e,n,i,t)}getLUT(t){if(this.verify(),t=t||100,this._lut.length===t)return this._lut;this._lut=[],t++,this._lut=[];for(let n,e,i=0;i<t;i++)e=i/(t-1),n=this.compute(e),n.t=e,this._lut.push(n);return this._lut}on(n,e){e=e||5;const i=this.getLUT(),r=[];for(let t,s=0,o=0;s<i.length;s++)t=i[s],I.dist(t,n)<e&&(r.push(t),o+=s/i.length);return!!r.length&&(t/=r.length)}project(t){const n=this.getLUT(),e=n.length-1,i=I.closest(n,t),r=i.mpos,s=(r-1)/e,o=(r+1)/e,c=.1/e;let u,h,a=i.mdist,l=s,x=l;for(a+=1;l<o+c;l+=c)u=this.compute(l),h=I.dist(t,u),h<a&&(a=h,x=l);return x=x<0?0:x>1?1:x,u=this.compute(x),u.t=x,u.d=a,u}get(t){return this.compute(t)}point(t){return this.points[t]}compute(t){return this.ratios?I.computeWithRatios(t,this.points,this.ratios,this._3d):I.compute(t,this.points,this._3d,this.ratios)}raise(){const t=this.points,n=[t[0]],e=t.length;for(let i,r,s=1;s<e;s++)i=t[s],r=t[s-1],n[s]={x:(e-s)/e*i.x+s/e*r.x,y:(e-s)/e*i.y+s/e*r.y};return n[e]=t[e-1],new q(n)}derivative(t){return I.compute(t,this.dpoints[0],this._3d)}dderivative(t){return I.compute(t,this.dpoints[1],this._3d)}align(){let t=this.points;return new q(I.align(t,{p1:t[0],p2:t[t.length-1]}))}curvature(t){return I.curvature(t,this.dpoints[0],this.dpoints[1],this._3d)}inflections(){return I.inflections(this.points)}normal(t){return this._3d?this.__normal3(t):this.__normal2(t)}__normal2(t){const n=this.derivative(t),e=P(n.x*n.x+n.y*n.y);return{t,x:-n.y/e,y:n.x/e}}__normal3(t){const n=this.derivative(t),e=this.derivative(t+.01),i=P(n.x*n.x+n.y*n.y+n.z*n.z),r=P(e.x*e.x+e.y*e.y+e.z*e.z);n.x/=i,n.y/=i,n.z/=i,e.x/=r,e.y/=r,e.z/=r;const s={x:e.y*n.z-e.z*n.y,y:e.z*n.x-e.x*n.z,z:e.x*n.y-e.y*n.x},o=P(s.x*s.x+s.y*s.y+s.z*s.z);s.x/=o,s.y/=o,s.z/=o;const c=[s.x*s.x,s.x*s.y-s.z,s.x*s.z+s.y,s.x*s.y+s.z,s.y*s.y,s.y*s.z-s.x,s.x*s.z-s.y,s.y*s.z+s.x,s.z*s.z];return{t,x:c[0]*n.x+c[1]*n.y+c[2]*n.z,y:c[3]*n.x+c[4]*n.y+c[5]*n.z,z:c[6]*n.x+c[7]*n.y+c[8]*n.z}}hull(t){let n=this.points,e=[],i=[],r=0;for(i[r++]=n[0],i[r++]=n[1],i[r++]=n[2],3===this.order&&(i[r++]=n[3]);n.length>1;){e=[];for(let s,o=0,c=n.length-1;o<c;o++)s=I.lerp(t,n[o],n[o+1]),i[r++]=s,e.push(s);n=e}return i}split(t,n){if(0===t&&n)return this.split(n).left;if(1===n)return this.split(t).right;const e=this.hull(t),i={left:2===this.order?new q([e[0],e[3],e[5]]):new q([e[0],e[4],e[7],e[9]]),right:2===this.order?new q([e[5],e[4],e[2]]):new q([e[9],e[8],e[6],e[3]]),span:e};return i.left._t1=I.map(0,0,1,this._t1,this._t2),i.left._t2=I.map(t,0,1,this._t1,this._t2),i.right._t1=I.map(t,0,1,this._t1,this._t2),i.right._t2=I.map(1,0,1,this._t1,this._t2),n?(n=I.map(n,t,1,0,1),i.right.split(n).left):i}extrema(){const t={};let n=[];return this.dims.forEach(function(e){let i=function(t){return t[e]},r=this.dpoints[0].map(i);t[e]=I.droots(r),3===this.order&&(r=this.dpoints[1].map(i),t[e]=t[e].concat(I.droots(r))),t[e]=t[e].filter((function(t){return t>=0&&t<=1})),n=n.concat(t[e].sort(I.numberSort))}.bind(this)),t.values=n.sort(I.numberSort).filter((function(t,e){return n.indexOf(t)===e})),t}bbox(){const t=this.extrema(),n={};return this.dims.forEach(function(e){n[e]=I.getminmax(this,e,t[e])}.bind(this)),n}overlaps(t){const n=this.bbox(),e=t.bbox();return I.bboxoverlap(n,e)}offset(t,n){if(void 0!==n){const e=this.get(t),i=this.normal(t),r={c:e,n:i,x:e.x+i.x*n,y:e.y+i.y*n};return this._3d&&(r.z=e.z+i.z*n),r}if(this._linear){const n=this.normal(0),e=this.points.map((function(e){const i={x:e.x+t*n.x,y:e.y+t*n.y};return e.z&&n.z&&(i.z=e.z+t*n.z),i}));return[new q(e)]}return this.reduce().map((function(n){return n._linear?n.offset(t)[0]:n.scale(t)}))}simple(){if(3===this.order){const t=I.angle(this.points[0],this.points[3],this.points[1]),n=I.angle(this.points[0],this.points[3],this.points[2]);if(t>0&&n<0||t<0&&n>0)return!1}const t=this.normal(0),n=this.normal(1);let e=t.x*n.x+t.y*n.y;return this._3d&&(e+=t.z*n.z),C(D(e))<F/3}reduce(){let t,n,e=0,i=0,r=.01,s=[],o=[],c=this.extrema().values;for(-1===c.indexOf(0)&&(c=[0].concat(c)),-1===c.indexOf(1)&&c.push(1),e=c[0],t=1;t<c.length;t++)i=c[t],n=this.split(e,i),n._t1=e,n._t2=i,s.push(n),e=i;return s.forEach((function(t){for(e=0,i=0;i<=1;)for(i=e+r;i<=1.01;i+=r)if(n=t.split(e,i),!n.simple()){if(i-=r,C(e-i)<r)return[];n=t.split(e,i),n._t1=I.map(e,0,1,t._t1,t._t2),n._t2=I.map(i,0,1,t._t1,t._t2),o.push(n),e=i;break}e<1&&(n=t.split(e,1),n._t1=I.map(e,0,1,t._t1,t._t2),n._t2=t._t2,o.push(n))})),o}translate(t,n,e){e="number"==typeof e?e:n;const i=this.order;let r=this.points.map(((t,r)=>(1-r/i)*n+r/i*e));return new q(this.points.map(((n,e)=>({x:n.x+t.x*r[e],y:n.y+t.y*r[e]}))))}scale(t){const n=this.order;let e=!1;if("function"==typeof t&&(e=t),e&&2===n)return this.raise().scale(e);const i=this.clockwise,r=this.points;if(this._linear)return this.translate(this.normal(0),e?e(0):t,e?e(1):t);const s=e?e(0):t,o=e?e(1):t,c=[this.offset(0,10),this.offset(1,10)],u=[],h=I.lli4(c[0],c[0].c,c[1],c[1].c);if(!h)throw new Error("cannot scale this curve. Try reducing it first.");return[0,1].forEach((function(t){const e=u[t*n]=I.copy(r[t*n]);e.x+=(t?o:s)*c[t].n.x,e.y+=(t?o:s)*c[t].n.y})),e?([0,1].forEach((function(s){if(2!==n||!s){var o=r[s+1],c={x:o.x-h.x,y:o.y-h.y},a=e?e((s+1)/n):t;e&&!i&&(a=-a);var l=P(c.x*c.x+c.y*c.y);c.x/=l,c.y/=l,u[s+1]={x:o.x+a*c.x,y:o.y+a*c.y}}})),new q(u)):([0,1].forEach((t=>{if(2===n&&t)return;const e=u[t*n],i=this.derivative(t),s={x:e.x+i.x,y:e.y+i.y};u[t+1]=I.lli4(e,s,h,r[t+1])})),new q(u))}outline(t,n,e,i){if(n=void 0===n?t:n,this._linear){const r=this.normal(0),s=this.points[0],o=this.points[this.points.length-1];let c,u,h;void 0===e&&(e=t,i=n),c={x:s.x+r.x*t,y:s.y+r.y*t},h={x:o.x+r.x*e,y:o.y+r.y*e},u={x:(c.x+h.x)/2,y:(c.y+h.y)/2};const a=[c,u,h];c={x:s.x-r.x*n,y:s.y-r.y*n},h={x:o.x-r.x*i,y:o.y-r.y*i},u={x:(c.x+h.x)/2,y:(c.y+h.y)/2};const l=[h,u,c],x=I.makeline(l[2],a[0]),f=I.makeline(a[2],l[0]),y=[x,new q(a),f,new q(l)];return new O(y)}const r=this.reduce(),s=r.length,o=[];let c,u=[],h=0,a=this.length();const l=void 0!==e&&void 0!==i;function x(t,n,e,i,r){return function(s){const o=i/e,c=

0xaf0c0936…b4desent to0xa319c382…7f9c2023-03-08·#16,786,311·0xe12a1bc0…32a34b

{"aspectRatio":"0.785714285714286","type":"js"}

0xaf0c0936…b4desent to0xa319c382…7f9c2023-03-08·#16,786,288·0x6c15bf6e…1765fd

*With each mint of “Beginnings”, collectors can claim a signed physical plot.* Beginnings is a generative art series exploring the promise of unborn ideas and the youthful naivety of beginnings. Each piece builds around an egg-shaped polygon that sometimes contains imperfections. As larger and larger lines echo on the page, the subtle defects take on bigger and bigger proportions and participate in the overall beauty. Beginnings is a generative art series for plotter output. Each iteration contains a specific paper color and two layers of black and white ink (sometimes, in rare cases, only black). The prints are meant to be framed within a white mat to provide a sense of continuity for the white lines. Each mint includes a signed physical plot. Claiming details can be found on the [Beginnings project page](https://www.0xphiiil.art/beginnings#claim).

0xaf0c0936…b4desent to0xa319c382…7f9c2023-03-08·#16,786,273·0x687b1156…c17ade

https://www.0xphiiil.art/beginnings

0xaf0c0936…b4desent to0xa7d8d9ef…d2702022-06-18·#14,987,728·0xc1b22be6…137252

Zupermat is the infinite documentary on the life of pseudo-random rectangular cuboids. Sometimes a deep dive into a particular side of their construction, other times a broad portrait of their organization as gangs, mob and anarcho-secret societies. The smooth and transient aspects of Zupermat will let the collector cohabitate with the piece while softly populating his peripheral vision. A brief glance, while immersed in reflection, should provide the reassuring motion to dive deeper into thought - or emerge with a newfound sense of direction. A full description of the features is available on the [Zupermat page](https://0xphiiil.art/zupermat). [spacebar] pause and reflect

0xaf0c0936…b4desent to0xa7d8d9ef…d2702022-05-07·#14,731,087·0x59001554…bdf9c3

Zupermat is a generative sculpture made of white shapes coloured by the ambient light. Using this strict visual grammar, the series explores sentiments and perceptions induced by organization of objects in space. The relative importance of these shapes is expressed by their form, size and position. As the vantage point changes - the perception of these qualities is reduced, reversed, rendered imperceptible or amplified. Zupermat aims to express a vast yet reassuring space - a sense of supreme calmness. ## Visited, not Animated Zupermat is not an animated piece. The viewer travels inside and around the sculpture in a randomly generated movement. The resulting effect exposes ever changing details and vantage points. Sometimes the piece is camera shy, other times you dive right in. A full description of the features is available on the [Zupermat page](https://0xphiiil.art/zupermat). [spacebar] pause and reflect

0xaf0c0936…b4desent to0xa7d8d9ef…d2702022-05-04·#14,713,487·0xab8ff2bd…acf28a

## Constructivism in a Third Dimension Zupermat is a generative sculpture made of white shapes coloured by the ambient light. Using this strict visual grammar, the series explores sentiments and perceptions induced by organization of objects in space. The relative importance of these shapes is expressed by their form, size and position. As the vantage point changes - the perception of these qualities is reduced, reversed, rendered imperceptible or amplified. Zupermat aims to express a vast yet reassuring space - a sense of supreme calmness. ## Visited, not Animated Zupermat is not an animated piece. The viewer travels inside and around the sculpture in a randomly generated movement. The resulting effect exposes ever changing details and vantage points. Sometimes the piece is camera shy, other times you dive right in. A full description of the features is available on the [Zupermat page](https://0xphiiil.art/zupermat). [spacebar] pause and reflect

0xaf0c0936…b4desent to0x3b612a5b…80592022-05-03·#14,704,301·0x24cdb7c5…34ac2f

Proto ZupermatPROTOZUP

0xaf0c0936…b4desent to0xa7d8d9ef…d2702022-04-27·#14,665,892·0x5a4c640c…eeea6e

## Constructivism in a Third Dimension Zupermat is a generative construction composed of white oblong shapes coloured by the ambient light. Using this strict visual grammar, the series explores sentiments and perceptions induced by organization of objects in space. The relative importance of these shapes is expressed by their form, size and position. As the vantage point changes - the perception of these qualities is reduced, reversed, rendered imperceptible or amplified. Zupermat aims to express a vast yet reassuring space - a sense of supreme calmness. ## Visited, not Animated Zupermat is not an animated piece. The viewer travels inside and around the sculpture in a randomly generated movement. The resulting effect exposes ever changing details and vantage points. Sometimes the piece is camera shy, other times you dive right in. A full description of the features is available on the [Zupermat page](https://0xphiiil.art/zupermat). [spacebar] pause and reflect

0xaf0c0936…b4desent to0xa7d8d9ef…d2702022-04-25·#14,650,523·0xe3ded7ac…872374

(()=>{"use strict";const t=new THREE.Vector3;function e(e,n,o,s,r,a){const i=2*Math.PI*r/4,c=Math.max(a-2*r,0),l=Math.PI/4;t.copy(n),t[s]=0,t.normalize();const d=.5*i/(i+c),h=1-t.angleTo(e)/l;return 1===Math.sign(t[o])?h*d:c/(i+c)+d+d*(1-h)}class n extends THREE.BoxBufferGeometry{constructor(t=1,n=1,o=1,s=2,r=.1){if(s=2*s+1,r=Math.min(t/2,n/2,o/2,r),super(1,1,1,s,s,s),1===s)return;const a=this.toNonIndexed();this.index=null,this.attributes.position=a.attributes.position,this.attributes.normal=a.attributes.normal,this.attributes.uv=a.attributes.uv;const i=new THREE.Vector3,c=new THREE.Vector3,l=new THREE.Vector3(t,n,o).divideScalar(2).subScalar(r),d=this.attributes.position.array,h=this.attributes.normal.array,f=this.attributes.uv.array,p=d.length/6,u=new THREE.Vector3,E=.5/s;for(let s=0,a=0;s<d.length;s+=3,a+=2)switch(i.fromArray(d,s),c.copy(i),c.x-=Math.sign(c.x)*E,c.y-=Math.sign(c.y)*E,c.z-=Math.sign(c.z)*E,c.normalize(),d[s+0]=l.x*Math.sign(i.x)+c.x*r,d[s+1]=l.y*Math.sign(i.y)+c.y*r,d[s+2]=l.z*Math.sign(i.z)+c.z*r,h[s+0]=c.x,h[s+1]=c.y,h[s+2]=c.z,Math.floor(s/p)){case 0:u.set(1,0,0),f[a+0]=e(u,c,"z","y",r,o),f[a+1]=1-e(u,c,"y","z",r,n);break;case 1:u.set(-1,0,0),f[a+0]=1-e(u,c,"z","y",r,o),f[a+1]=1-e(u,c,"y","z",r,n);break;case 2:u.set(0,1,0),f[a+0]=1-e(u,c,"x","z",r,t),f[a+1]=e(u,c,"z","x",r,o);break;case 3:u.set(0,-1,0),f[a+0]=1-e(u,c,"x","z",r,t),f[a+1]=1-e(u,c,"z","x",r,o);break;case 4:u.set(0,0,1),f[a+0]=1-e(u,c,"x","y",r,t),f[a+1]=1-e(u,c,"y","x",r,n);break;case 5:u.set(0,0,-1),f[a+0]=e(u,c,"x","y",r,t),f[a+1]=1-e(u,c,"y","x",r,n)}}}const o=new class{constructor(t){this.useA=!1;let e=function(t){let e=parseInt(t.substr(0,8),16),n=parseInt(t.substr(8,8),16),o=parseInt(t.substr(16,8),16),s=parseInt(t.substr(24,8),16);return 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0xaf0c0936…b4desent to0xa7d8d9ef…d2702022-04-24·#14,650,198·0x703149ad…1baad0

## Sourced in Winter I come from the north. Half of my life is spent surrounded by winter's snow and silence. Winter is an unstoppable force that dampens everything. Sounds are muffled. Steps are slowed. Winter is supreme. Snow being a prime element of winter - white and reflective. It takes on the blueish tint of the sky. Under a bright moon, it returns a fluorescence. It absorbs and reflects its surroundings. ## Constructivism in a Third Dimension Zupermat is a generative construction composed of white oblong shapes coloured by the ambient light. Using this strict visual grammar, the series explores sentiments and perceptions induced by organization of objects in space. The relative importance of these shapes is expressed by their form, size and position. As the vantage point changes - the perception of these qualities is reduced, reversed, rendered imperceptible or amplified. Zupermat aims to express a vast yet reassuring space - a sense of supreme calmness. ## Visited, not Animated Zupermat is not an animated piece. The viewer travels inside and around the sculpture in a randomly generated movement. The resulting effect exposes ever changing details and vantage points. Sometimes the piece is camera shy, other times you dive right in. A full description of the features is available on the [Zupermat page](https://0xphiiil.art/zupermat). [spacebar] pause and reflect

0xaf0c0936…b4desent to0xa7d8d9ef…d2702022-04-24·#14,650,157·0x22c3182b…094f0a

https://0xphiiil.art/zupermat