Formazione del Terzo Reich
Vista del Terzo Reich (impero), come aveva 13 anni e 13 giorni, secondo alcuni storici, il merito di una sola persona – Adolf Hitler (Gidlera). Il cognome è identico al significato di «guardaboschi, custode». L’unica sorellastra – Paula, un artista, aveva vissuto fino al 1960, una sorellastra Angela (paterna), una casalinga fino al 1949, il figlio Leo Hitler, fu catturato durante la battaglia di Stalingrado, e ha offerto di scambiare per il figlio di Stalin Yakov. Il fratello Edmund muore in età minore.
Nel 1908, Hitler non riuscì a sostenere gli esami all’Accademia delle arti di Vienna, ma dal 1909, la vendita dei suoi quadri sta iniziando a portare solide entrate. AG Studia inglese e francese nella misura sufficiente per vedere i film di questi paesi nell’originale, è attivamente interessato ad armare gli eserciti del mondo e della politica. Serve «per i cechi e gli ungheresi,» l’esercito austriaco non vuole, ma nel 1914, con lo scoppio della Grande Guerra, con la richiesta di presentare una domanda di servire nell’esercito bavarese (in tedesco). Nel 1918, Hitler fu avvelenato dal gas di un guscio chimico che esplodeva nelle vicinanze degli inglesi. A metà vista persa, guida i compagni ciechi dalla zona di tiro. E ’stato in questo momento, secondo la sua testimonianza, insieme alla notizia della resa tedesca, egli ottiene una rivelazione circa la rinascita del Reich e un meravigliosamente guariti. Secondo la mitologia, forse, ha le vere radici di Hitler (1) per ricevere un suggerimento da un medico, un forte ipnotizzatore che era il messia del popolo tedesco, e di conseguenza deve vedere. Oppure, (2) stipula un contratto con un rappresentante delle forze oscure che sarebbe stato dato il potere per 13 anni e 13 giorni (30 gennaio 1933 – 30 Aprile 1945) per l’elevazione della nazione tedesca.
Nel novembre 1923, il tasso del marco tedesco è di 4.2 trilioni per il dollaro americano. Nel 1924, parallelamente ad esso, l’unità monetaria non ufficiale – il cosiddetto. marchio di noleggio garantito da un pegno di beni immobili. Il tasso del voto ordinario è di uno o un trilione. Pochi mesi dopo, appare un Reichsmark legittimo (RM), uguale al valore nominale, e entrambe queste valute rimangono in circolazione per non minare la fiducia del pubblico. Il costo di un RM – 2,5 grammi di argento puro, che al ritmo attuale è di circa 150 rubli. L’apparenza di queste denominazioni sospende l’iperinflazione (5000%, l’emissione di salari – due volte al giorno, la gente muore di fame).
Un miliardo di marchi tedeschi nel 1923. La Germania è stata chiamata la «Repubblica di Weimar», fino a quel momento. In qualche modo si è scoperto che la divisione del paese poteva essere contenuta, fornendo iperinflazione (la Renania si stava preparando per la secessione). I prezzi sono raddoppiati ogni tre giorni, nella parte posteriore c’era un cosiddetto contrassegno carta (Papiermark). Un boccale di birra costava quattro miliardi. Nel 1924, l’inflazione fu fermata. Verso la metà degli anni venti, la repubblica aveva raggiunto certi successi economici e politici, ma dal 1929, gli sforzi dei banchieri che stanno aumentando il tasso di sconto (i tedeschi non etici, di norma) stanno formando un nuovo declino, anche se non così forte. Alla fine, i tedeschi hanno deciso che la via d’uscita dalla situazione – nei nuovi capi del Terzo Reich
Cinque trilioni di marchi «cartacei» nel 1923Cinque trilioni di marchi «cartacei» nel 1923
Contrassegno Fornito con potenziale industriale, immobiliare, molto popolare. Il tasso è da uno a un trilione di «Pipermaroks»
È abbastanza solido nella progettazione e nell’esecuzione del Reichsmark del 1942. Una severa estetica del nuovo ordine statale è visibile. Il salario di un luogotenente tedesco (Obersturmfuhrer) è di 220 marchi al mese. Il potere d’acquisto del marchio nel set principale di prodotti e servizi è all’incirca uguale a quello dei moderni 7,5 dollari. Il corso verso la valuta americana, stranamente, rimase stabile fino al 1945
L’emblema del fascismo italiano (primordiale) è un mazzo di fasce (fasci latini – verghe), verghe di betulla o di olmo, canne legate con un nastro rosso, con un’ascia in esse. Questo simbolismo in Russia non è vietato, è usato da entità statali come il servizio penitenziario federale e il servizio federale degli ufficiali giudiziari
L’emblema dei fascisti spagnoli, altrimenti – i francisti, i falangisti, il partito Falange Española. Frecce e gioghi sono simboli degli unificatori della Spagna, i monarchi cattolici Isabella del primo castigliano e Ferdinando del secondo di Aragona. Questa forma di fascismo esiste anche dopo la fine della seconda guerra mondiale, fino al 1975 – il tempo della morte naturale del dittatore Franco Franco
Lattice – un simbolo di sofferenza per la libertà, l’emblema della «Guardia di ferro» nazionalista della Romania
Simbolo della falange polacca. I polacchi sono nazionalisti ardenti, non riconoscono la parentela con gli slavi, stanno cercando i loro eroici precursori nella tribù semi-mitica dei Sarmati o persino delle tribù germaniche. Comunque sia, all’inizio della seconda guerra mondiale, un nazionalismo non trova comprensione reciproca con un altro, distrugge quasi completamente la sua completa somiglianza, e questa circostanza aiuta indubbiamente gli alleati della Coalizione anti-hitler a vincere
![](data:image/jpeg;base64,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)
Il simbolo degli «Ustashi» croati («Ustaše» croato – «L’insurrezione»). L’idea principale di coloro che si considerano discesi è uno stato mono-nazionale, antisemitismo, serbofobia, nazionalismo, rivendicazioni territoriali verso la Serbia. Sotto i tedeschi, gli Ustash, insieme ad alcuni musulmani bosniaci, formano il corpo delle Waffen SS, che conta circa 113.000 persone, distruggendo fisicamente 400.000 serbi, ebrei e zingari. La politica postbellica del leader jugoslavo Josip Broz Tito – «Dimenticare tutto il male» porta solo al fatto che nei primi anni ’90, i nazionalisti croati non pentiti continuano a ricadere e scatenano una sanguinosa guerra civile
![](data:image/jpeg;base64,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)
La bandiera del partito nazionalsocialista ungherese «frecce incrociate». Infatti, «Crossed Arrows» e il suo unico leader, Ferenc Salashi governano parallelamente al governo di Miklos Horthy. È Horthy che inizia l’ingresso del suo stato nella Seconda Guerra Mondiale. L’obiettivo principale, proprio all’inizio dell’espansione, è il ritorno di territori considerevoli, più della metà del paese perso dall’Ungheria sotto il Trattato di Versailles. Inoltre, il non fascista formalmente l’Ungheria, indipendentemente dal fatto, è costretto a partecipare a tutte le operazioni militari della Germania di Hitler. Nell’ottobre del 1944, il governo di Horthy annunciò una tregua con l’Unione Sovietica. Un distaccamento di sabotatori Otto Skorzeni rapisce il figlio di Horty. Sotto tale pressione, il capo dello stato trasferisce poteri a Ferenc Salashi e si allontana dagli affari. Il partito «Crossed Arrows» governa fino al marzo del 1945.