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o=X(t.targetDate,t.targetTime,t.targetTimeZone,t.targetLongitude,n);if(!o)return{chart:null,error:"\u0E02\u0E49\u0E2D\u0E21\u0E39\u0E25\u0E27\u0E31\u0E19 \u0E40\u0E27\u0E25\u0E32 \u0E40\u0E02\u0E15\u0E40\u0E27\u0E25\u0E32 \u0E2B\u0E23\u0E37\u0E2D\u0E25\u0E2D\u0E07\u0E08\u0E34\u0E08\u0E39\u0E14\u0E27\u0E31\u0E19\u0E1B\u0E23\u0E30\u0E2A\u0E07\u0E04\u0E4C\u0E44\u0E21\u0E48\u0E16\u0E39\u0E01\u0E15\u0E49\u0E2D\u0E07"};let s=fe(t),i=he(t.birthDate,t.birthTime,r),u=Re(i,s),l=ke(i,s,e),c=Ce(i,l),m=pe(a),h=ye(a,m),[f,b]=v(s,9e3),g=y(d(f,4)),[p]=v(b,3e3),T=Math.min(2,Math.max(0,y(p))),R=X(t.birthDate,"0",t.birthTimeZone,t.birthLongitude,n),P=X(t.birthDate,"24",t.birthTimeZone,t.birthLongitude,n);if(R&&P&&R.length===a.length&&P.length===a.length)for(let D=0;D<Math.min(10,a.length);D++){let L=P[D].arcMinutes-R[D].arcMinutes;a[D].retrograde=D!==7&&D!==8&&L<0&&Math.abs(L)<10800}let 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Lt=["\u0E1B\u0E10\u0E21\u0E27\u0E31\u0E22","\u0E17\u0E38\u0E15\u0E34\u0E22\u0E27\u0E31\u0E22","\u0E15\u0E15\u0E34\u0E22\u0E27\u0E31\u0E22","\u0E27\u0E31\u0E22\u0E40\u0E17\u0E35\u0E22\u0E1A"],kt=["","\u0E1B\u0E10\u0E21","\u0E17\u0E38\u0E15\u0E34\u0E22\u0E30","\u0E15\u0E15\u0E34\u0E22\u0E30","\u0E08\u0E31\u0E15\u0E15\u0E38\u0E16\u0E30","\u0E1B\u0E31\u0E0D\u0E08\u0E21\u0E30","\u0E09\u0E31\u0E0F\u0E10\u0E30","\u0E2A\u0E31\u0E15\u0E15\u0E21\u0E30","\u0E2D\u0E31\u0E0F\u0E10\u0E21\u0E30","\u0E19\u0E27\u0E21\u0E30"],Ie=["","\u0E17\u0E25\u0E34\u0E17\u0E42\u0E17","\u0E21\u0E2B\u0E31\u0E17\u0E18\u0E42\u0E19","\u0E42\u0E08\u0E42\u0E23","\u0E20\u0E39\u0E21\u0E34\u0E1B\u0E32\u0E42\u0E25","\u0E40\u0E17\u0E28\u0E32\u0E15\u0E23\u0E35","\u0E40\u0E17\u0E27\u0E35","\u0E40\u0E1E\u0E0A\u0E12\u0E06\u0E32\u0E15","\u0E23\u0E32\u0E0A\u0E32","\u0E2A\u0E21\u0E42\u0E13"];function Et(t){let n=["\u0E2A\u0E21\u0E1C\u0E38\u0E2A\u0E15\u0E32\u0E21\u0E2A\u0E39\u0E15\u0E23 Trivai \u0E40\u0E14\u0E34\u0E21"];for(let s of t.birthPositions)n.push(`${s.symbol} = ${s.formattedRDM}  \u0E23\u0E32\u0E28\u0E35${s.rasiName}`);n.push("","\u0E27\u0E31\u0E19\u0E1B\u0E23\u0E30\u0E2A\u0E07\u0E04\u0E4C");for(let s of t.targetPositions)n.push(`${s.symbol} = ${s.formattedRDM}  \u0E23\u0E32\u0E28\u0E35${s.rasiName}`);n.push("",`\u0E1B\u0E39\u0E21\u0E15\u0E23\u0E35\u0E27\u0E31\u0E22 (\u0E2D\u0E32\u0E22\u0E38\u0E41\u0E1A\u0E1A\u0E40\u0E14\u0E34\u0E21 ${t.legacyAgeDays.toFixed(0)} \u0E27\u0E31\u0E19)`),n.push(`\u0E18\u0E19\u0E39\u0E40\u0E28\u0E29 ${t.tanuSedSymbol} \u2022 \u0E1B\u0E10\u0E21 ${t.trivaiGroups[0]??""} \u2022 \u0E17\u0E38\u0E15\u0E34\u0E22\u0E30 ${t.trivaiGroups[1]??""} \u2022 \u0E15\u0E15\u0E34\u0E22\u0E30 ${t.trivaiGroups[2]??""} \u2022 \u0E27\u0E31\u0E22\u0E40\u0E17\u0E35\u0E22\u0E1A ${t.trivaiGroups[3]??""}`);let r=t.trivaiAgeColumn>=0&&t.trivaiAgeColumn<Lt.length?Lt[t.trivaiAgeColumn]:"";n.push(`\u0E27\u0E31\u0E22\u0E1B\u0E31\u0E08\u0E08\u0E38\u0E1A\u0E31\u0E19 ${r} \u0E0A\u0E31\u0E49\u0E19 ${t.trivaiAgeRow+1} \u2022 \u0E1E\u0E23\u0E30${t.activeTrivaiPlanet}`);let e=t.taksaMode===1?"\u0E15\u0E32\u0E01\u0E25\u0E32\u0E07":"\u0E04\u0E39\u0E48\u0E18\u0E32\u0E15\u0E38";n.push("",`\u0E1B\u0E39\u0E21\u0E17\u0E31\u0E01\u0E29\u0E32 ${e} \u2022 \u0E27\u0E31\u0E19\u0E01\u0E33\u0E40\u0E19\u0E34\u0E14\u0E25\u0E33\u0E14\u0E31\u0E1A ${t.taksaWeekday} \u2022 \u0E1E\u0E23\u0E30\u0E08\u0E23 ${t.pjonPlanetNumber}`);let a="";t.taksaSectors.forEach(s=>{a+=`${s.planetSymbol} ${s.roleName}${s.active?" (\u0E08\u0E23)":""}${s.sectorNumber===8?`
`:" \u2022 "}`}),n.push(a.replace(/\n$/,"")),n.push("","\u0E17\u0E31\u0E01\u0E29\u0E32\u0E2D\u0E32\u0E22\u0E38");let o=["\u0E40\u0E2A\u0E27\u0E22\u0E2D\u0E32\u0E22\u0E38","\u0E41\u0E17\u0E23\u0E01","\u0E0B\u0E2D\u0E22"];return t.taksaPeriods.forEach((s,i)=>{n.push(`\u0E1E\u0E23\u0E30${s.planetName} ${o[i]}  ${s.formattedAgeRange}`)}),n.push("",`\u0E42\u0E22\u0E04\u0E14\u0E32\u0E27 (\u0E27\u0E31\u0E07\u0E01\u0E30 ${t.aspectOrbDegrees}\xB0) \u2022 \u0E27\u0E31\u0E19\u0E40\u0E01\u0E34\u0E14 ${t.birthAspects.length} \u0E04\u0E39\u0E48 \u2022 \u0E40\u0E01\u0E34\u0E14\u2013\u0E1B\u0E23\u0E30\u0E2A\u0E07\u0E04\u0E4C ${t.birthTargetAspects.length} \u0E04\u0E39\u0E48 \u2022 \u0E27\u0E31\u0E19\u0E1B\u0E23\u0E30\u0E2A\u0E07\u0E04\u0E4C ${t.targetAspects.length} \u0E04\u0E39\u0E48`),n.push("",`\u0E25\u0E31\u0E04\u0E19\u0E32\u0E04\u0E33\u0E19\u0E27\u0E13\u0E14\u0E49\u0E27\u0E22\u0E2D\u0E31\u0E19\u0E42\u0E15\u0E19\u0E32\u0E17\u0E35 \u2022 \u0E40\u0E27\u0E25\u0E32\u0E1E\u0E23\u0E30\u0E2D\u0E32\u0E17\u0E34\u0E15\u0E22\u0E4C\u0E02\u0E36\u0E49\u0E19 ${t.sunriseHours.toFixed(2)} \u0E19.`),n.join(`
`)}function ut(t){let n=["\u0E42\u0E22\u0E04\u0E14\u0E32\u0E27\u0E15\u0E32\u0E21\u0E2A\u0E39\u0E15\u0E23 Trivai \u0E40\u0E14\u0E34\u0E21",`\u0E27\u0E31\u0E07\u0E01\u0E30 ${t.aspectOrbDegrees} \u0E2D\u0E07\u0E28\u0E32`,""],r=[["\u0E42\u0E22\u0E04\u0E14\u0E32\u0E27\u0E27\u0E31\u0E19\u0E40\u0E01\u0E34\u0E14",t.birthAspects],["\u0E42\u0E22\u0E04\u0E14\u0E32\u0E27\u0E27\u0E31\u0E19\u0E40\u0E01\u0E34\u0E14 \u2013 \u0E14\u0E32\u0E27\u0E27\u0E31\u0E19\u0E1B\u0E23\u0E30\u0E2A\u0E07\u0E04\u0E4C",t.birthTargetAspects],["\u0E42\u0E22\u0E04\u0E14\u0E32\u0E27\u0E27\u0E31\u0E19\u0E1B\u0E23\u0E30\u0E2A\u0E07\u0E04\u0E4C",t.targetAspects]];for(let[e,a]of r){if(n.push(`${e} (${a.length} \u0E04\u0E39\u0E48)`),a.length===0)n.push("\u2014 \u0E44\u0E21\u0E48\u0E21\u0E35\u0E04\u0E39\u0E48\u0E43\u0E19\u0E27\u0E31\u0E07\u0E01\u0E30 \u2014");else for(let o of a)n.push(o.formattedDescription);n.push("")}return n.join(`
`)}function lt(t){let n=["\u0E23\u0E32\u0E22\u0E25\u0E30\u0E40\u0E2D\u0E35\u0E22\u0E14\u0E2A\u0E21\u0E1C\u0E38\u0E2A\u0E14\u0E27\u0E07\u0E01\u0E33\u0E40\u0E19\u0E34\u0E14\u0E15\u0E32\u0E21\u0E2B\u0E19\u0E49\u0E32\u0E1C\u0E25\u0E25\u0E31\u0E1E\u0E18\u0E4C\u0E40\u0E14\u0E34\u0E21","","\u0E14\u0E32\u0E27      \u0E2A\u0E21\u0E1C\u0E38\u0E2A        \u0E24\u0E01\u0E29\u0E4C    \u0E15\u0E23\u0E35\u0E22\u0E32\u0E07\u0E04\u0E4C\u0E1E\u0E34\u0E29"];for(let g of t.birthPositions){let p=g.retrograde?" \u0E1E":"";n.push(`${g.symbol}   ${g.formattedRDM}${p}   ${g.formattedNakshatra}   ${g.triyangshaPoison}`)}if(t.birthPositions.length<=10)return n.join(`
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