Investor Preview — Sign in for the full analysis: deal score, Golden Visa eligibility, KAEK parcel data, forest check, and investment profiles. Sign In
GoldenHome.gr Λοιπά

Λοιπά in Μετς

Μετς

Investor Content
Subscribe for full access — property scores, Golden Visa analysis, KAEK data, forest checks, and AI investment insights.
Subscribe — €15/month

Property Details

Price€2,500,000
Price per m²€3,623
Area690 m²
TypeΛοιπά
SourceGoldenHome.gr
Last seentoday
Year Built1967

Features

16 Bed 10 Bath Floor 0 (Ισόγειο)

Investment Factors

37 /100 Pass
Factor Detail Value Impact
💰 Rental Yield (STR) 3.0% estimated short-term yield 3.0% Neutral
📊 Rental Yield (LTR) 2.5% estimated long-term yield 2.5% Neutral
📈 Market Position Premium (100th percentile) 100th Negative
🛂 Golden Visa ✅ Eligible (€400k) €400k Positive
📍 Location Limited amenity data available 40/100 Negative
🏗️ Condition 1967 build (>40y) 35/100 Negative

Property Score

37 / 100 Pass

Composite of all investment signals, weighted by relevance to Golden Visa investors. Missing signals are excluded, not penalised.

Golden Visa · 0% N/A
Value vs GSIS · 29% N/A
Rental Yield · 26% 36
Market Position · 17% N/A
Location · 16% N/A
Condition · 10% 40

Data completeness: 37% — some signals are unavailable for this listing.

Pros

  • +🛂 Golden Visa eligible (€400k)

Cons

  • −🏛️ No GSIS objective valuation available for this property
  • −💸 Modest rental yield potential
  • −🧱 Older building (1967) — may need renovation
  • −ℹ️ Limited data — score based on partial signals

Investment Insight

Απόδοση STR: ~3.0% (75,000€/έτος) | LTR: ~2.5% (62,500€/έτος) | ✅ Golden Visa (400k) | Έξοδα: ~€183,485 | ΕΝΦΙΑ: ~€3,763/έτος

Location

No nearby amenity data available for this location.

Purchase Cost Calculator

Estimated costs for this property. Key principle: taxes are calculated on the higher of market price and objective value.

Market Price
€2,500,000
Εμπορική αξία (τίμημα)
Objective Value
N/A
Αντικειμενική αξία (GSIS/AADE)
Loading calculation...
Full Calculator Tax base = higher of the two values