[GdR]Richiesta di aiuto politico

Scienze_Umanistiche.jpg

Alle autorità moderniste, io P.N.Sorin tesserato del partito modernista, chiedo il vostro aiuto nella denuncia contro le autorità spesiane, la protettrice di Spes si è macchiata di crimini orribili quali la prigionia di un mio brillante collega per diversi anni per nessun crimine compiuto.

Nel nome della libertà vi chiedo di unirvi a me e al mio reparto di scienze umane nella denuncia, sfortunamente il nuovo rettore dell' Istituto è incapace di compiere azioni se non contro la volontà del popolo, di fatto io e il reparto di scienze umane siamo in sciopero.

Spero nella vostra più celere risposta.

P.N.Sorin

wMAeh0Btay eiQAAAAASUVORK5CYII=

Al tesserato Peter Nicholas Sorin,

<p>
	<em>secondo le informazioni in nostro possesso, il vice-direttore Enrich Popple è stato da poco rilasciato dopo un interrogatorio ed un breve periodo di detenzione cautelare visto il suo coinvolgimento nella morte di Arnold Messer.</em>
</p>

<p>
	<em>I fatti sono avvenuti in un territorio sotto la giurisdizione spesiana e interessano cittadini dell'Istitituto, quindi il nostro campo di azione è abbastanza limitato. La invitiamo comunque ad inviarci, se ne possiede, prove in suo possesso dell'innocenza del signor Popple e su eventuali altri fatti che lei denuncia in modo da poter eventualmente interrogare Spes sulla questione. </em>
</p>

<p>
	<em>La tutela e la salvaguardia dei diritti umani è un argomento a cui il Partito Modernista presta da sempre particolare attenzione e provvederemo ad operare le migliori attenzioni verso il caso. </em>
</p>

<p style="text-align: right;">
	<a href="data:image/png;base64,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" immagine="" rel="" title="Ingrandisci l"><img alt="K6eZfrfALg6E5A5R0wSAAAAAElFTkSuQmCC" height="34" src="data:image/png;base64,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" width="292"></a>
</p>

<p style="text-align: right;">
	Sebastian Stardel
</p>

<p style="text-align: right;">
	Presidente del Partito Modernista della Repubblica di Sant'Elio
</p>

<p>
	 
</p>

<p>
	 
</p>

Scienze_Umanistiche.jpg

Tengo a precisare che il breve periodo di reclusione in cella è durato otto anni, quale uomo libero deve sopportare di essere rinchiuso per tutto questo periodo senza neanche un processo o un reato attribuito?

Il partito modernista può sopportare degli atti contro la libertà umana di un individuo senza colpe e senza peccati?

Spes non è il garante della libertà, ma ne è il primo nemico.

E vorrei inoltre sottolineare che le prove dell' innocenza di una persona non possono essere fornite se quella persona non ha commesso nessun crimine e soprattutto non è complice di nessun reato.

Enrich Popple non era ahimè un tesserato, ma era pur sempre un uomo e ha dovuto sopportare una prigionia per otto anni senza processo e senza reati, tutto questo compiuto da chi si professa come poliziotto del mondo.

Ringrazio per la celere risposta.

P.N.Sorin