From 03b276ad6717a0e4d5d2b6f08320acea68be9a45 Mon Sep 17 00:00:00 2001 From: ocrampal Date: Thu, 19 Mar 2026 10:43:06 +0100 Subject: [PATCH] varie --- README.md | 24 +- neuron/appunti/.attachments.1175009/image.png | Bin 0 -> 308707 bytes ...6-nuovo-modello-tripartita-semplificato.md | 321 ++++++++++++++++++ winnertakeall/BHE-WTA.md | 6 +- 4 files changed, 337 insertions(+), 14 deletions(-) create mode 100644 neuron/appunti/.attachments.1175009/image.png create mode 100644 neuron/appunti/2026-03-16-nuovo-modello-tripartita-semplificato.md diff --git a/README.md b/README.md index db79252..8846eff 100644 --- a/README.md +++ b/README.md @@ -54,7 +54,7 @@ L'espansione puo' essere vista come gerarchica, ad esempio, da ORG a Organi, a m ### Floor -L'espansione G. si ferma, per nostra scelta, sui floor. Nei floor abbiamo Tub/blocchi non concettuali, tipo Ca2+ o NT. Possiamo sempre pensare di abbassare i floor, senza dover stravolgere l'espressione G, come invece saremmo costratti a fare con una riduzione tradizionale. +L'espansione G. si ferma, per nostra scelta, sui floor. Nei floor abbiamo Tub/blocchi non concettuali, tipo Ca2+ o NT. Possiamo sempre pensare di abbassare i floor, senza dover stravolgere l'espressione G, come invece saremmo costratti a fare con una riduzione tradizionale. ## Comprensione Organism @@ -64,13 +64,13 @@ L'espansione parte da ORG.md: - Organ1, Organ2, etc - EXH-ORG, INH-ORG -- WTA, WTA1,etc --- EXH, INH +- WTA, WTA1,etc + -- EXH, INH - AST -- N --- AXO: PRE: VGCC --- SOMA: VGCC --- BD: POST: AMPA. NMDA, VGCC +- N + -- AXO: PRE: VGCC + -- SOMA: VGCC + -- BD: POST: AMPA. NMDA, VGCC ### Tuning e Developing @@ -91,11 +91,13 @@ Durante la fase di development iniziale, nel quale l'organismo inizia a creare l Si tratta di 4 ragionamenti locali: -1) POST: Nel DEV-N si ragiona sulla possibilita' di un AXO di gestire i bottoni, da possibili ad attuali e viceversa. Lo si fa modulando la fullness di BEH-POST -2) PRE: Nel DEV-N si ragiona sulla possibilita' di un BD di gestire i bottoni, da possibili ad attuali e viceversa. Lo si fa modulando la fullness di BEH-PRE -3) SYN: Nel DEV-AST si ragiona sulla possibilita' di un AST di creare nuove SYN possibili e viceversa. Lo si fa modulando la fullness di BEH-SYN -4) WTA: Nel BEH-WTA si ragiona sulla possibilita' di mettere assieme un BEH-PRE con BEH-POST con BEH-SYN, per permettere di condividere gli NT scambiati. +1. POST: Nel DEV-N si ragiona sulla possibilita' di un AXO di gestire i bottoni, da possibili ad attuali e viceversa. Lo si fa modulando la fullness di BEH-POST +2. PRE: Nel DEV-N si ragiona sulla possibilita' di un BD di gestire i bottoni, da possibili ad attuali e viceversa. Lo si fa modulando la fullness di BEH-PRE +3. SYN: Nel DEV-AST si ragiona sulla possibilita' di un AST di creare nuove SYN possibili e viceversa. Lo si fa modulando la fullness di BEH-SYN +4. WTA: Nel BEH-WTA si ragiona sulla possibilita' di mettere assieme un BEH-PRE con BEH-POST con BEH-SYN, per permettere di condividere gli NT scambiati. #### Fra moduli e organi Come sopra, ma il punto 4 viene gestito da una compensione che non e' piu' il WTA (organo), ma una comprensione "superiore" che gestisce l'espansione degli organi. 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0000000..e1fed53 --- /dev/null +++ b/neuron/appunti/2026-03-16-nuovo-modello-tripartita-semplificato.md @@ -0,0 +1,321 @@ +## The Biological "Cascade of Failure" + +This model now demonstrates **Metabolic Silencing**, which is a highly consistent biological behavior: + +1. High firing rate → **Vesicle Depletion** (Fast). +2. High firing rate → **ATP Depletion** (Slow). +3. Low ATP → **Pump Failure** (JPMCA​ slows down). +4. Pump Failure → **Residual Calcium** stays high. +5. Residual Calcium → **CDI stays active** (The VGCCs lock shut). +6. **Result:** The synapse stops firing to save itself from excitotoxicity. + +**CASCADE 1 — Vesicle Depletion** appears at `Max_RRP`, `Max_RP`, `p_release_base`, `k_rec_fast/slow`, `stochastic_release`, `map_trace_to_speed`, and the recruitment block in Loop 1. The key annotation explains the asymmetry: `p_release_base * Ca_micro` makes each spike draw *more* vesicles as Ca_micro rises early in a burst — a positive feedback that accelerates the collapse before recruitment can respond. + +**CASCADE 2 — ATP Depletion** is anchored at `Glucose_level` (the root input) and at `compute_astrocyte_metabolic_health` in Loop 3, where it explains that `ATP_level` is the bridge variable that carries minute-scale metabolic state into the millisecond Ca²⁺ world. + +**CASCADE 3 — Pump Failure** is annotated at `k_PMCA`, `k_NCX`, `k_SERCA`, `ATP_half`, and `compute_pump_atp_factor`. The NCX comment explicitly notes its role as a floor-not-rescue — it keeps clearing during failure and enables the auto-reset, but cannot prevent accumulation alone. + +**CASCADE 4 — Residual Ca²⁺** appears at `B_total`, `tau_buffer_rebind`, the `capture_fraction` block, and the buffer recharge lines. The buffer saturation note explains the two-phase dynamic: buffer is protective early but becomes invisible once `B_free → 0`. + +**CASCADE 5 — CDI Lock-out** is annotated at `k_CDI_rise`, `Ca_micro_saturation`, `k_CDI_rec`, and both the rise and recovery lines in Loop 1. The recovery comment spells out the self-locking logic explicitly as a chain. + +**CASCADE 6 — Silence** sits at `effective_conductance` with a timing note showing that mGluR fires first, eCB second, and CDI last but irreversibly. The eCB and mGluR annotations in Loop 2 explain their roles as early partial brakes versus the terminal lock. + +## 5. Model Summary Checklist + +- \[x\] **Timing:** Spans 0.1 ms (AP) to 300,000 ms (Metabolism). +- \[x\] **Conservation:** Vesicles and Neurotransmitters are conserved through the Gln→RP→RRP→Cleft→Astro loop. +- \[x\] **Stability:** CDI and mGluR/eCB provide three layers of negative feedback to prevent runaway excitation. +- \[x\] **Resource Constraints:** ATP and Pool guards prevent physically impossible negative values or infinite accumulation. + +--- + +This pseudocode serves as a comprehensive blueprint for a biologically consistent tripartite synapse. It is structured into three nested temporal loops to handle the transition from microseconds to minutes. + +--- + +### **Variable Reference Table** + +| Variable | Definition | Scale | Role | +|---------------|------------------------------------|--------|-----------------------------| +| **Ca_micro** | Free calcium in the active zone | 0.1 ms | Triggers release and CDI | +| **B_free** | Available buffer sites (Calbindin) | 0.1 ms | Immediate calcium "sponge" | +| **N_RRP** | Readily Releasable Pool | 1 ms | Immediate vesicle supply | +| **N_RP** | Reserve Pool | 100 ms | Long-term vesicle warehouse | +| **Tr_Ca** | Calcium Trace | 10 ms | Memory of recent activity | +| **CDI_fac** | Inactivation Factor | 50 ms | Internal negative feedback | +| **mGluR_pre** | Autoreceptor activation | 500 ms | Cleft-sensing inhibition | +| **ATP_level** | Metabolic energy state | 1 min | Gates calcium clearance | + +### **The Multi-Scale Engine** + +```python +# --- SIMULATION CONFIGURATION --- +# dt = 0.1 ms (Fine-grained step) +# Total_Time = 300,000 ms (5 minutes) + +while t < Total_Time: + + # ============================================================ + # 1. FINE-GRAINED NEURAL LOOP (Every 0.1ms) + # Handles: Electrical spikes, Buffering, and Influx + # ============================================================ + + # --- ACTION POTENTIAL & WAVEFORM --- + if is_AP_active(t): + # Layered Inhibition logic: + # CDI (Internal), eCB (Retrograde/Post), mGluR (Autoreceptor/Cleft) + total_inhibition = (1 - CDI_fac) * (1 - eCB_level) * (1 - mGluR_pre * alpha_mGluR) + + # Calculate Influx via VGCC + # V_pre_pulse(t) accounts for the finite duration of the spike window + raw_influx = N_VGCC * total_inhibition * V_pre_pulse(t) + + # --- FAST BUFFERING BEHAVIOR --- + # Immediate capture of influx by buffer proteins (e.g., Calbindin) + captured = raw_influx * (B_free / B_total) + B_free = max(0, B_free - captured) + Ca_bound += captured + + # Resulting free Calcium that actually reaches the sensors + Ca_micro += (raw_influx - captured) + + # --- STOCHASTIC RELEASE --- + if N_RRP > 0: + # Release probability is a function of Ca_micro + p_release = compute_stochastic_p(Ca_micro, N_RRP) + if random_uniform(0, 1) < p_release: + N_RRP -= 1 # Deplete one vesicle + Glu_cleft += 1 # Release NT into cleft + CDI_fac += k_CDI_rise # Increment inactivation per release + + # --- CONTINUOUS CALCIUM CLEARANCE --- + # NCX (Sodium-Calcium Exchanger) - Fast, gradient driven + # PMCA (Plasma Membrane Ca-ATPase) - Slow, ATP dependent + atp_efficiency = ATP_level**2 / (ATP_level**2 + 0.3**2) + cleared = (k_NCX * Ca_micro) + (k_PMCA * Ca_micro * atp_efficiency) + Ca_micro = max(0.0, Ca_micro - cleared) + + # --- RECOVERY MECHANISMS --- + # CDI Recovery: Decay of inactivation as Ca_micro falls + CDI_fac = max(0.0, CDI_fac - (dt / tau_CDI_rec)) + + # Buffer Recovery: Re-release of bound ions into microdomain + re_release = Ca_bound * (dt / tau_buf_release) + Ca_bound -= re_release + Ca_micro += re_release + B_free = B_total - Ca_bound + + # ============================================================ + # 2. MID-GRAINED INTEGRATION (Every 10ms - 100ms) + # Handles: Recruitment Traces and Autoreceptor Feedback + # ============================================================ + if t % 10 == 0: + # TRACE INTEGRATOR: The memory of recent spikes + Tr_Ca = update_leaky_integrator(Tr_Ca, Ca_micro, tau_trace) + + # RECRUITMENT LOGIC (RP -> RRP) + # Recruitment speed (k_rec) scales non-linearly with Tr_Ca + k_rec = compute_k_rec(Tr_Ca) + + # Apply HARD CAPS and GUARDS: + # 1. Cannot take more than what is in RP + # 2. Cannot exceed the ceiling of RRP + refill_qty = k_rec * N_RP * (Max_RRP - N_RRP) + refill_qty = max(0, min(refill_qty, N_RP)) + + N_RRP += refill_qty + N_RP -= refill_qty + + # AUTORECEPTOR FEEDBACK: Presynapse sensing its own NT + mGluR_pre += (Glu_cleft / (Glu_cleft + Km) - mGluR_pre) * (10 / tau_mGluR) + + # ============================================================ + # 3. COARSE-GRAINED METABOLIC LOOP (Every 1s - 1min) + # Handles: Astrocyte support, eCB Brake, and Sustainability + # ============================================================ + if t % 1000 == 0: + # ASTROCYTE GLUTAMATE CLEARANCE + # Astrocytes clean the cleft; NT is recycled into the Glutamine pool + cleared_glu = Glu_cleft * EAAT_clearance_rate + Glu_cleft -= cleared_glu + Gln_pool += cleared_glu + + # RETROGRADE BRAKE (eCB from Postsynapse) + # Postsynapse synthesizes eCB based on its own V_post activity + eCB_level = update_retrograde_brake(V_post_history) + + # METABOLIC REPLENISHMENT + # Astrocyte health determines ATP; Glutamine refills the Reserve Pool + ATP_level = compute_atp_from_astro_health(Gln_pool, Metabolic_State) + + # Long-term Refill of the Reserve Pool (The Warehouse) + N_RP = min(N_RP + (Gln_pool * metabolic_shuttle_rate), Max_RP) + Gln_pool *= 0.9 # Account for metabolic overhead/loss + + t += dt # Increment simulation time +``` + +--- + +### 3. Biological Consistency Summary + +1. **Metabolic Coupling:** The `atp_efficiency` variable creates a physical link between the 5-minute astrocyte clock and the 0.1ms calcium clock. If the astrocyte is exhausted, the pumps fail, and the `CDI_fac` locks the synapse into **silence**. +2. **Double-Lock Inhibition:** You have two distinct brakes. The `mGluR_pre` is "homosynaptic" (local self-check), while the `eCB_level` is "heterosynaptic" (feedback from the receiver). This prevents runaway excitation and excitotoxicity. +3. **Conservation of Mass:** Neurotransmitters follow a closed loop: `Gln_pool` -> `N_RP` -> `N_RRP` -> `Glu_cleft` -> `Astrocyte` -> `Gln_pool`. +4. **Buffer Buffer:** The `B_free` mechanism prevents numerical instability during high-frequency bursts by absorbing excess calcium influx instantly. + +--- + +The missing presynaptic behaviors are: + +1. **Ca²⁺ clearance** (PMCA, NCX pumps) — without this, Ca²⁺ accumulates indefinitely +2. **Calcium buffer proteins** (calbindin, calmodulin) — fast buffering before pumps clear +3. **VGCC inactivation recovery** — CDI is mentioned but the recovery (de-inactivation) is missing +4. **RRP hard cap** — the refill logic can overshoot without a ceiling +5. **Reserve Pool (RP) depletion guard** — refill can go negative +6. **Presynaptic autoreceptors** (mGluR/CB1R feedback closing the loop from NT in cleft → presynaptic suppression) — separate from eCB which comes from postsynapse +7. **Spike refractory / AP waveform duration** — the effective window for Ca²⁺ entry is finite + +Let me build an annotated code diagram and then write the enhanced model.Here is a full analysis of every missing loop, followed by the updated code for each section. + +![image.png](.attachments.1175009/image.png) + +--- + +## Missing behaviors and the reasoning behind each + +**Why Ca²⁺ clearance is the most critical gap.** `Ca_micro` currently has no exit route — it only grows. Without PMCA pumps, NCX exchangers, and SERCA (ER uptake), every spike leaves residual Ca²⁺ that accumulates across the simulation and eventually locks the synapse in a permanently over-activated (or CDI-locked) state. The clearance mechanisms also run at different speeds: NCX is fast (tens of ms), PMCA is slower but higher-capacity, SERCA is slowest and stores calcium for later use as an internal buffer. + +**Why Ca²⁺ buffer proteins must precede clearance.** Calbindin and calmodulin bind free Ca²⁺ within microseconds and act as a fast, temporary "sponge". They blunt the initial `Ca_micro` peak, protecting against excess CDI. They also slowly release Ca²⁺ back into the cytosol, which feeds the trace integrator more smoothly. Without buffers, the microdomain pulse is unrealistically sharp. + +**Why CDI recovery closes a loop without itself.** The model already writes `CDI_factor` but never resets it. A VGCC that inactivated on spike N stays inactivated on spike N+1. CDI recovery is simply a decay back toward zero, with a time constant of \~100 ms, driven by Ca²⁺ falling (i.e., it depends on clearance — another reason clearance comes first). + +**Why mGluR autoreceptors are needed.** The eCB pathway is a *retrograde* signal synthesized by the *postsynapse*. But the presynapse also has its own direct cleft-sensing system: presynaptic mGluR2/3 receptors bind glutamate in the cleft and suppress VGCC conductance and cAMP. This is a homosynaptic feedback loop that is entirely local to the presynapse and missing from the current model. + +**Why pool guards matter.** The `refill_amount` calculation can produce `N_RP < 0` if `current_recruitment_rate * N_RP > N_RP`. The `N_RRP` overshoot is subtler but also real: if two slow-loop updates stack before the fast loop consumes RRP, you can exceed `Max_RRP`. + +--- + +## Updated code, section by section + +### Loop 1A — Ca²⁺ dynamics (replaces the current `Ca_micro +=` block) + +```python +# --- PRESYNAPTIC Ca2+ DYNAMICS --- + +if V_pre == 1: # AP arrives + effective_conductance = N_VGCC * (1 - eCB_level) * (1 - CDI_factor) + raw_influx = compute_flux(effective_conductance, V_pre_voltage) + + # ADDED: Buffer proteins capture a fraction of influx immediately. + # Buffering capacity (B_free) depletes on capture, recovers slowly. + # VARIABLE: B_free – free buffer sites (calbindin/calmodulin) + # TIMING: rebinds saturated buffer in ~200 ms + captured = raw_influx * (B_free / B_total) # fraction caught + B_free = max(0, B_free - captured) # buffer saturates + Ca_micro += (raw_influx - captured) # only free Ca2+ counts + +# --- ADDED: Ca2+ CLEARANCE (runs every ms, not just on spike) --- +# Three parallel mechanisms, each with its own rate constant: +# k_PMCA ~0.03 /ms (plasma membrane Ca-ATPase, ATP-dependent) +# k_NCX ~0.10 /ms (sodium-calcium exchanger, voltage-sensitive, fast) +# k_SERCA ~0.01 /ms (ER pump, slowest, fills internal Ca2+ store) + +# ADDED: ATP gates pump speed — shared with metabolic loop below +pump_scale = compute_pump_atp_factor(ATP_level) # 0→1 + +cleared_PMCA = k_PMCA * Ca_micro * pump_scale +cleared_NCX = k_NCX * Ca_micro # NCX is not ATP-dependent +cleared_SERCA = k_SERCA * Ca_micro * pump_scale + +Ca_micro -= (cleared_PMCA + cleared_NCX + cleared_SERCA) +Ca_micro = max(0.0, Ca_micro) # hard floor + +# ADDED: SERCA fills an internal ER store (Ca_ER). +# This store can be released later (e.g. mGluR activation triggers IP3→ER release). +# For now it is simply a sink; ER-release can be wired later. +Ca_ER += cleared_SERCA + +# ADDED: Buffer recharge — captured Ca2+ slowly re-releases back to cytosol, +# and free buffer sites recover as Ca2+ is extruded. +# TIMING: tau_buffer_rebind ~200 ms +Ca_micro += Ca_buffer_bound * dt / tau_buffer_rebind +Ca_buffer_bound *= (1 - dt / tau_buffer_rebind) +B_free = B_total - Ca_buffer_bound # bookkeeping +``` + +### Loop 1B — CDI recovery (adds a reset that was missing) + +```python +# --- CDI INACTIVATION + RECOVERY --- +# EXISTING: CDI_factor rises with Ca_micro on each spike. +CDI_factor += map_calcium_to_inactivation(Ca_micro) + +# ADDED: CDI_factor decays back to zero as Ca2+ is cleared. +# VARIABLE: tau_CDI_recovery ~100 ms +# LOGIC: Recovery tracks Ca_micro level — low Ca2+ → fast de-inactivation. +CDI_recovery_rate = k_CDI_rec * (1 - Ca_micro / Ca_micro_saturation) +CDI_factor = max(0.0, CDI_factor - CDI_recovery_rate * dt) +``` + +### Loop 1C — Pool arithmetic with guards + +```python +# --- RRP RELEASE (with hard cap) --- +if N_RRP > 0: + released_NT = stochastic_release(N_RRP, Ca_micro) + N_RRP = max(0, N_RRP - released_NT) + add_NT_to_cleft(released_NT) + +# --- RP → RRP RECRUITMENT (with floor and ceiling guards) --- +current_recruitment_rate = map_trace_to_speed(Tr_Ca) +refill_amount = current_recruitment_rate * N_RP * (Max_RRP - N_RRP) +refill_amount = max(0.0, refill_amount) # ADDED: never negative +refill_amount = min(refill_amount, N_RP) # ADDED: can't take more than RP holds + +N_RRP = min(N_RRP + refill_amount, Max_RRP) # ADDED: hard ceiling +N_RP = max(0.0, N_RP - refill_amount) # ADDED: hard floor +``` + +### Loop 2 — mGluR autoreceptor (new, 1 s loop) + +```python +# --- ADDED: HOMOSYNAPTIC AUTORECEPTOR FEEDBACK --- +# VARIABLE: mGluR_activation – presynaptic mGluR2/3 occupancy (0→1) +# TIMING: rises in ~500 ms when NT_cleft is high, decays in ~2 s +# LOGIC: Directly reduces VGCC conductance AND suppresses cAMP +# (cAMP pathway gates RRP docking speed — can be added later). +# This loop is distinct from eCB: it is local, homosynaptic, and faster. + +mGluR_activation += (NT_cleft / (NT_cleft + Km_mGluR) - mGluR_activation) * (dt_slow / tau_mGluR) + +# The suppression factor enters the high-freq loop at Line 1A: +# effective_conductance = N_VGCC * (1 - eCB_level) * (1 - CDI_factor) * (1 - mGluR_activation * alpha_mGluR) +# +# alpha_mGluR: max fractional suppression (~0.4 for mGluR2/3 at physiological concentrations) +``` + +### Loop 3 — ATP dependency on pumps (links metabolic health to Ca²⁺ clearance) + +```python +# --- ADDED: ATP GATES CA2+ PUMP SPEED --- +# VARIABLE: ATP_level – normalized 0→1 (computed from astrocyte metabolic health) +# LOGIC: PMCA and SERCA are ATP-dependent. +# When ATP_level drops, Ca2+ clearance slows → Ca_micro stays elevated → +# CDI rises → effective VGCC conductance collapses → synapse silences. +# This is the realistic metabolic-silence cascade. + +def compute_pump_atp_factor(ATP_level): + # Hill function: half-maximal at ATP_half = 0.3 + return ATP_level**2 / (ATP_level**2 + ATP_half**2) + +# The slowest metabolic loop already writes ATP_level via compute_astrocyte_metabolic_health(). +# No further wiring needed — pump_scale above picks it up automatically. +``` + +--- + +## The closed loop, stated plainly + +Every Ca²⁺ that enters now has exactly one exit: PMCA, NCX, or SERCA. Buffers slow the peak. CDI rises with Ca²⁺ and falls as Ca²⁺ falls — it can no longer lock permanently. The cleft-sensing mGluR autoreceptor gives the presynapse its own, faster brake independent of the postsynapse. Pool arithmetic is bounded on both ends. And ATP depletion now cascades naturally: less ATP → slower pumps → higher residual Ca²⁺ → more CDI → fewer effective VGCCs → silence — which is precisely the metabolic-fatigue endpoint the deep loop was trying to express but couldn't reach without the pump link. \ No newline at end of file diff --git a/winnertakeall/BHE-WTA.md b/winnertakeall/BHE-WTA.md index 05c6e84..44bb69c 100644 --- a/winnertakeall/BHE-WTA.md +++ b/winnertakeall/BHE-WTA.md @@ -10,7 +10,7 @@ A differenza di BD che espande PRE implicitamente e trattando PRE tutti allo ste - dichiara AST-x gli astrociti - collega un NEU-x con un altro NEU-y e con un AST-x - specifica che tipologia: excitation o inhibition -- se inhibition il TRG e'SOMA, se exhitation il TRG e' BDx +- se inhibition il target e'SOMA, se exhitation il target e' BDx - specifica il BEH-EXH, ad esempio, che e' il comportamento di ciascuna riga espansiva. E serve a gestire l'accoppiamento atttuale fra NEU-x, NEU-y e AST-x. - specifica INC-x, OUT-x, @ che sono dei placeholders per neuroni e astrorcita che verranno specificati da un'espansione piu' in alto, tipo BEH-ORG. - posso pensare di produrre il circuito in ambiente visuale tipo DrawIO, e avere un parser che me lo trasforma in questa sintassi. @@ -19,7 +19,7 @@ A differenza di BD che espande PRE implicitamente e trattando PRE tutti allo ste container: BEH-WTA include: - BEH-EXT.md + BEH-EXH.md BEH-INH.md internal_container: @@ -40,7 +40,7 @@ container: BEH-WTA OUT-002: BEH-OUT from ORG.md expansion: - # stiamo espandendo: BEH-EXT e BEH-INH. Ciascuna riga e' un'espansione specifica e actual. La lista "-" serve perche' il primo termine potrebbe essere ripetuto, (eg. stesso NEU.BEH-AXO verso diverse NEU.BEH-DB(x)) + # stiamo espandendo: BEH-EXH e BEH-INH. Ciascuna riga e' un'espansione specifica e actual. La lista "-" serve perche' il primo termine di espansione viene ripetuto. # INTERNAL-AREA-001 - BEH-EXH: NEU-001.BEH-AXO -> NEU-003.BEH-BD(1) ~AST-001