Τα πολύ σοβαρά που έρπουν πολύ χαμηλά
Ξαφνικά όλοι οι αναλυτές του πολέμου στην
Ουκρανία, κάτω από τις βαρύγδουπές αναλύσεις «αμολάνε» σε χαμηλή πτήση και την
ιμπεριαλιστική – ναζιστική έννοια του «ζωτικού χώρου» για τον ανεπτυγμένο
ιμπεριαλισμό! Από την εποχή του δουλεμπορίου και των αποικιών και των δύο Π.Π.
του 20ου αιώνα απέδειξαν ότι όταν εξαντλείται η εκτατική ανάπτυξη
των κυρίαρχων αυτοκρατοριών αρχίζει η παρακμή και οι πόλεμοι για την αναδιανομή
του κόσμου, ή πιο απλά για το ποιος θα αρπάξει από ποιόν «ζωτικό χώρο» για να
πλήξει τον αντίπαλο και να του πάρει και την «αναπνοή»!
Τον όρο ανέπτυξε πολύ η Ναζιστική Γερμανία
απαιτώντας «ζωτικό χώρο» για τα υπερ-ανεπτυγμένα μονοπωλιακά κεφάλαια που
ασφυκτιούσαν χωρίς αποικίες και χωρίς εξαρτημένη περιφέρεια. Η αναδιανομή του
κόσμου ήταν μονόδρομος, μαζί και ο πόλεμος.
Οι δυτικοί ιμπεριαλιστές που ένοιωθαν την
«ανάσα» της Γερμανίας, αφού είδαν το αδιέξοδο του Α΄ΠΠ και τον τρόμο στο μεγάλο «αγκάθι της ΕΣΣΔ
που «ξεφύτρωσε» με ιστορική προοπτική, πρότειναν στη Γερμανία το τερπνόν μετά
του ωφελίμου και αντί να αλληλοφαγωθούν για τις αποικίες τους, υπέδειξαν στον
Χίτλερ τον τεράστιο «ανατολικό χώρο», ιδίως την ΕΣΣΔ, ως δικό του «ζωτικό χώρο»
να τον κάνει «χωράφι χωρίς ζιζάνια» και να απολαύσει όσο ζωτικό χώρο θέλει!
(Σύμφωνο Μονάχου – 1938).
Η μεγαλύτερη στρατηγική παγίδευση των
ισχυρότερων από έναν αδύναμο
Κατά μια δυστυχία για τους ιμπεριαλιστές της Δύσης,
η μεν Γερμανία ήθελε χρόνο για να πραγματοποιήσει το νέο όραμα, η δε ΕΣΣΔ, που
θα ήταν το θύμα, ήθελε χρόνο και αυτή για να μπορέσει να αντιμετωπίσει την
επίθεση του φασιστικού άξονα.
Τηρουμένων των ισορροπιών αδυναμίας, η
αποκλεισμένη κάθε συνομιλίας και συμφωνίας από τους δυτικούς ΕΣΣΔ έκανε πρόταση
«μη επίθεσης» στη ναζιστική Γερμανία, η οποία υπολόγισε και αυτή ότι της
συμφέρει διότι θα κέρδιζε χρόνο και στο μεταξύ θα έχει καταλάβει όλη την Ευρώπη
και θα βάλει τη βιομηχανία της να δουλέψει για τον εξοπλισμό της Γερμανίας για
να επιτύχει συντριβή της ΕΣΣΔ. (Σύμφωνο Μολότοφ – Ρίμπντρομπ, 1939). Στην ουσία
ήταν μια συμφωνία – αγώνας δρόμου. Όποιος προλάβαινε θα συνέτριβε τον άλλον!
Η ΕΣΣΔ (εκ του αποτελέσματος) υπολόγισε με
εκπληκτική ακρίβεια (κεντρικός σχεδιασμός) τους χρόνους μεταφοράς και ανανέωσης
της πολεμικής βιομηχανίας και πρόλαβε τη Γερμανία! Παρά τους αρχικούς θριάμβους
των Ναζί, αυτοί έπεσαν στην τεράστια παγίδα που έστησε η ΕΣΣΔ και μέσα δεν
έπεσαν μόνο οι Γερμανοί και οι σύμμαχοί τους, αλλά και οι ιμπεριαλιστές της
Δύσης, ως ηθικοί αυτουργοί του όλου σκηνικού αναδιανομής της γης και του
«ζωτικού χώρου» (Σύμφωνο Μολότοφ – Ρίμπεντροπ: Η μεγαλύτερη στρατηγική
παγίδευση των ισχυρότερων από έναν αδύναμο!).
Έτσι έχασαν και οι δυτικοί τεράστιες περιοχές
ως αποτέλεσμα του Β’ Π.Π!
Η νεκρανάσταση του «Ζωτικού χώρου»
Το ίδιο ιμπεριαλιστικό όνειρο του «Ζωτικού Χώρου»
σε βάρος της Ρωσίας, τώρα, έβαλαν μπρος να αναθερμάνουν οι δυτικοί
ιμπεριαλιστές από την επομένη της διάλυσης της ΕΣΣΔ με μια τριαντάχρονη πορεία
υλοποίησης. Η πλήρη νατοϊκή περικύκλωση της Ρωσίας ήταν το τελευταίο στάδιο
πριν την τελική εφόρμηση.
Εδώ αποκαλύφθηκε ότι η αντίθεση των δυτικών
ξεπερνούσε την ταξική - ιδεολογική αντίθεση με την ΕΣΣΔ, και έφτανε σε θέμα
ύπαρξης της χώρας, με οπουδήποτε καθεστώς! Όποια αντίληψη ή αντίθεση και να
έχει κάποιος με το ρωσικό καπιταλιστικό μονοπωλιακό καθεστώς, το υπαρξιακό θέμα
δεν μπορεί να το αγνοήσει. Αυτό είναι και η αιτία που η Δύση «βλέπει πόλεμο»
δεδομένου ότι η τζάμπα αρπαγή του πλούτου που περιέχει, είναι όρος επιβίωσης
του δυτικού ιμπεριαλισμού.
Αυτό είχε φανεί και από τον Ναπολέοντα και από
τον Α’ΠΠ και τη μετέπειτα επέμβαση 14+ χωρών της ΑΝΤΑΝΤ, μαζί και της Ελλάδας,
με στόχο όχι μόνο να καταπνίξουν την Οκτωβριανή Επανάσταση (που ήταν ο άμεσος
στόχος και προϋπόθεση κάθε σχεδίου τους), αλλά να καταλάβουν και να διαλύσουν
τη Ρωσία (τσαρική, σοσιαλιστική, καπιταλιστική)! Όχι, δεν είχαν κανένα
ρατσισμό. Τον πλούτο τζάμπα ήθελαν! Αυτό έκαναν πάντα και ο ρατσισμός ερχόταν
σε συνέχεια σαν ιμπεριαλιστικό βάλσαμο
ιδεοληψίας.
Μπορεί στον καπιταλισμό όλοι οι καπιταλιστές να
είναι αλληλέγγυοι κατά της εργατικής τάξης, των λαών και του σοσιαλισμού, αλλά
όταν πρόκειται για τη διανομή του κόσμου και του πλούτο, είναι ικανοί ο ένας να
φάει τον άλλον μέχρι και να εξαφανίσουν χώρες και λαούς!
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUYM-bvNlHgDjZGZkmeNq0LCXZQiL0xXN6_2R4nsBcAxDzQNCv4Catjtp_2BAExJ3unB4ZhlG7yx1lEIuxclVf9gRtSI8YyxWmEjg1gnmewI_XLEekVRoIjAKRP5yYIwz7AjYYJaX5Yx5jb7z0diqXJIVq40KK9MHvjNyjUTTRFPe2hM6LWLRgulQKt5I/w640-h356/%CF%81%CF%89%CF%83%CE%B9%CE%B1%2010.jpg)
Στόχος η ενεργειακή και ορυκτή καρδιά του κόσμου
Από τα μέσα της δεκαετίας του 1990 οι δυτικοί
ανακάλυψαν ότι ο κύριος κίνδυνος προέρχεται από την Κίνα, αλλά προϋπόθεση για
να πνίξουν την ανάπτυξή της ήταν πρώτα ο έλεγχος των πηγών ενέργειας και της
αφθονίας των σπάνιων ορυκτών που στήριζαν την ανάπτυξης της Κίνας! Έτσι το
όραμα του «ζωτικού χώρου» του δυτικού ιμπεριαλισμού πήρε νέα ώθηση με πρώτο
στόχο τον τεμαχισμό και έλεγχο της Ρωσίας ώστε να πνιγεί η Κίνα! Μ΄ ένα σμπάρο
δυο τρυγόνια!
Το ευρύτερο σχέδιο να πνίξουν την Κίνα ήταν ο
έλεγχος όλων των πηγών ενέργειάς και πλούτου που περιέχεται στο ανισοσκελές
τρίγωνο Μ. Ανατολή- Καύκασος, Ουράλια – Σιβηρία – Μ. Ανατολή! Αυτή είναι η «καρδιά
του κόσμου» και όποιος την ελέγχει, ελέγχει και τον κόσμο. Δεν είναι καθόλου
τυχαίοι οι πόλεμοι στη Μ. Ανατολή, στον Καύκασο, στο Αφγανιστάν ούτε η αντίθεση
με τα καθεστώτα Συρίας, Ιράν, ούτε οι χρωματιστές επαναστάσεις και οι διεμβολισμοί
σε Καύκασο, κεντρική Ασία και Αν. Ευρώπη. Ο «ζωτικός χώρος» του ανισοσκελούς
τριγώνου τα τροφοδοτεί.
Οι νέοι σημαιοφόροι
Θέλει η π@@@ να κρυφτεί και η χαρά δεν τη
αφήνει!
Ο πόλεμος της Ουκρανίας (στην πράξη πόλεμος
ΝΑΤΟ – Ρωσίας) που χρόνια σχεδίαζαν οι δυτικοί και τα μεγάλα λόγια των νατοϊκών
ότι θα διαλύσουν τη Ρωσία με οποιοδήποτε τρόπο κι ας πεθάνει και «ο τελευταίος
Ουκρανός», φλόγισε τα σχέδια για την πραγματική διάλυση της, καπιταλιστικής,
μονοπωλιακής, Ρωσίας. Σαν να βρήκαν την αφορμή, άσχετα αν στο πεδίο του πολέμου
μέχρι και τον Ιούλιο του 2024 όλα πηγαίνουν στραβά για το ΝΑΤΟ.
Κάτω από τις «σπουδαίες αξίες» του ΝΑΤΟ και της
ΕΕ περί ελευθερίας και δημοκρατίας της Ουκρανίας και του… ρωσικού λαού (!)
άρχισαν να ξεφουρνίζουν τους πραγματικούς τους σκοπούς.
Πρώτοι οι Αμερικανοί που δημοσιοποίησαν
ανανεωμένα σχέδια διάλυσης της Ρωσίας σε 41 ή και 83 «δημοκρατίες -
προτεκτοράτα» που θα τα λένε «κράτη»!
Μετά, ανεπίσημα λόγια επισήμων με… «στεντόρειο
Δίκαιο» (!) ότι «είναι ανεπίτρεπτο να κατέχει τόσο μεγάλη έκταση της γης η
Ρωσία»!!! Κάποιοι άλλοι μέτρησαν 180 εθνότητες και λαότητες και τόσα κράτη θα
ήθελαν να γίνουν! Μέχρι και… «θρησκευτικές φυλές και εθνότητες» ανακάλυψαν κατά
το πρότυπο της «μουσουλμανικής φυλής» της Βοσνίας!
Άρχισαν να το λένε στα χαμηλά οι αναλυτές και
αυτοί με «έκρηξη δικαίου», ότι δεν είναι δυνατόν η Ρωσία να κατέχει τόσα και
τόσα… και να τροφοδοτεί με τον πλούτο της την… Κίνα!!! Να μη ξεχνάμε και το
κύριο εχθρό που επισήμως ανακήρυξαν την Κίνα οι δυτικοί…
Τελευταίος και πιο αδιάντροπος, ο Α Ντούντα, Πρόεδρος
της Πολωνίας του «δημοκράτη» νατοϊκού και της ΕΕ παιδί, πρωθυπουργού Ντοναλντ
Τρουκς, που ανακάλυψε το ναζιστικό όραμα και το ξεφούρνισε: «η Ρωσία να διασπαστεί σε 200 κράτη, ή αλλιώς σε όσες εθνοτικές ομάδες
υπάρχουν στην Ρωσική Ομοσπονδία»!
Το τέλειο
όνειρο: τα 1.570 κράτη -πολυεθνικές!
Φυσικά πάντα
υπάρχουν και «καλύτερες λύσεις» για τον δυτικό ιμπεριαλισμό. Να τεμαχίσει τη
Ρωσία πχ σε… 1570 προτεκτοράτα ίσης έκτασης με το Κόσσοβο και να έχουν στο
πιάτο 1570 «κράτη» που μπορούν να τα παραχωρήσουν ή πουλήσουν στις πολυεθνικές
τους να τα διαχειρίζονται με… δημοκρατία και ελευθερία! Το τέλειο επιχείρημα
είναι πως οι πολυεθνικές σχεδιάζουν τέλεια την λειτουργία τους και το ίδιο
μοντέλο θα εφαρμόσουν σε επίπεδο κράτους -προτεκτοράτου!
Θα έχουν
βέβαια και μια περίκλειστη περιοχή για τους «άχρηστους» και χωρίς αξία (δλδ
κέρδος) ανθρώπους στο οποίο θα τους αποστέλλουν και θα τους αφήνουν σε πλήρη
«ελευθερία και δημοκρατία» να επιβιώσουν μόνοι και να… αποδείξουν ότι… αξίζουν
και μπορούν να αποφέρουν κέρδη στην πολυεθνική για να επανέλθουν!!! Αυτή η λύση
είναι πολύ ποιο καπιταλιστική από τα σχέδια του Χίτλερ να εξαφανίσει όλο τον
πληθυσμό από Πολωνία μέχρι Βλαδιβοστόκ! Οι δυτικοί διάβασαν καλά τον Μαρξ και
εμπέδωσαν αυτό που απεκάλυψε, ότι μόνη πηγή των καπιταλιστικών κερδών είναι η
απλήρωτη εργασία του εργάτη (υπεραξία) κι ας πληρώνουν χρυσό σε νομπελίστες για
να το καταρρίψουν, ξέρουν πως δεν καταρρίπτεται. Γιατί ποιος θα έβγαζε σε μια
έρημη γη υπεραξία και κέρδη για το κεφάλαιο και τις πολυεθνικές χωρίς τους
εργάτες που τα βγάζουν;! Αυτό το «λάθος» αμάθειας, τύφλωσης και αφροσύνης
χρεώνουν στον Χίτλερ!
Μη γελάσετε με
τίποτα από τα παραπάνω. Να θυμάστε ότι αυτοί που, παρά τις προειδοποιήσεις των
κομμουνιστικών κομμάτων για τον κίνδυνο που έρχεται, γελούσαν με παρόμοια σχέδια στη δεκαετία του
1930, ήταν και οι πρώτοι νεκροί!
Το ΚΚΕ
προειδοποιούσε από νωρίς για τον επερχόμενο ιμπεριαλιστικό Β΄ΠΠ.
Το ΚΚΕ με
συνεχείς ανακοινώσεις ενημέρωνε τον λαό για τον επερχόμενο νέο ιμπεριαλιστικό
πόλεμο, 10 χρόνια πριν ξεσπάσει! Προειδοποιούσε όπως και σήμερα σχεδόν 100
χρόνια μετά. Οι ομοιότητες στις ανακοινώσεις αλλά και στη συμπεριφορά των
ιμπεριαλιστών και των ελληνικών κυβερνήσεων δεν είναι τυχαίες. Πηγάζουν μέσα
από τις λειτουργίες των κανιβαλιστικών ανταγωνιστικών λειτουργιών του
ιμπεριαλισμού και τη τάση να σβήσουν κάθε αντίσταση της εργατικής τάξης και των
λαών στην εκμετάλλευση που εντείνονταν συνεχώς.
Ανακοίνωση ΠΓ της ΚΕ του ΚΚΕ Ιανουάριος 1929
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKqmZ0cWXK1ArAxiTZcf69l9A6csM-4V7TDhJP26dTNL8o_TfTpD2aCLTemczNMWGezcMQlp4EluaFjVJ24IKFXt8ErFw9cx7Od7et9JJDPdphROdvFs6fK1obvvRdhbZclL8JAIJ7pxjO4ji2-NStbPZ8EKcPfom2pxljsRr0Q8yG9WIHsg2sD_u_c7k/w640-h110/%CE%91%CE%BD%CE%B1%CE%BA%CE%BF%CE%AF%CE%BD%CF%89%CF%83%CE%B7%20%CE%A0%CE%93%20%CF%84%CE%B7%CF%82%20%CE%9A%CE%95%20%CF%84%CE%BF%CF%85%20%CE%9A%CE%9A%CE%95%20%CE%91%CF%85%CE%B3-1931.JPG)
Ανακοίνωση ΠΓ της ΚΕ του ΚΚΕ Αύγουστος 1931
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbbGHmiBwfhVes1klYNoBcvEU0gsHtjM5r5tFsTnv5tYDsRLJOR-pGZO3b-uYU0HoG9uHlEy5VkRDWbSdOBdHbc_1QAoiQD49Of_XT2a_8AYvvX8xw895T-qQr5ZMZwq6mnRKglAgxW_h6iYhGOuFbEypGHUVdYjiWPquzJ8-8KH4gfoxrNA4tDEZzImE/w577-h142/%CE%91%CE%BD%CE%B1%CE%BA%CE%BF%CE%AF%CE%BD%CF%89%CF%83%CE%B7%20%CE%A0%CE%93%20%CF%84%CE%B7%CF%82%20%CE%9A%CE%95%20%CF%84%CE%BF%CF%85%20%CE%9A%CE%9A%CE%95%20%CE%91%CF%80%CF%81%CE%B9%CE%BB.-1933.JPG)
Ανακοίνωση ΠΓ της ΚΕ του ΚΚΕ Απρίλιος 1933
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)
ΜΑΝΙΦΕΣΤΟ της ΚΕ του ΚΚΕ Νοε-1933
************/
Πολωνία: Νέα πρόταση - όνειρο: «Η Ρωσία πρέπει να χωριστεί σε 200 κράτη»!
Η Πολωνία, χώρα που απαιτεί από τη Ρωσία να σέβεται τα διεθνή σύνορα των
κρατών και να αποχωρίσει από την Ουκρανία, αποκάλυψε δια του προέδρου της,
Α.Ντούντα, ότι η Ρωσία είναι μια φυλακή 200 εθνοτήτων που στενάζουν και πρέπει
να απελευθερωθούν και να χωριστεί σε 200 κράτη!
Όχι, για τις 300 φυλές των ΗΠΑ δεν είπε τίποτα!
Μεγάλο σεβασμό στα σύνορα των κρατών βλέπουμε στις χώρες του ΝΑΤΟ!
Πρόεδρος της Πολωνίας: «Η Ρωσία πρέπει να χωριστεί σε 200 κράτη»!
Δηλώσεις για το μέλλον της ρωσικής ομοσπονδίας όπως το βλέπει η πολωνική
ηγεσία παρουσίασε ο Α.Ντούντα
https://www.pronews.gr/amyna-asfaleia/proedros-tis-polonias-i-rosia-prepei-na-xoristei-se-200-krati/
Εάν αποτύχει το σχέδιο να ηττηθεί ο
Putin θα σταλούν στρατιώτες στην Ουκρανία – Θέλουν διάσπαση της Ρωσίας σε 41
χώρες
«Για την Δύση η Ρωσία είναι ένα
αποτυχημένο κράτος που ακολουθεί μια πολιτική εθνικής και γλωσσικής
ομογενοποίησης και αρνείται οποιαδήποτε εξουσία στις 83 δημοκρατίες και
περιοχές της χώρας».
«Η Δύση πρέπει επίσημα να
αναγνωρίσει «την ανεξαρτησία και τη κυριαρχία των ακόλουθων κρατών των
αυτόχθονων πληθυσμών και των αποικιακών περιοχών: Ταταρστάν, Ίνγκρια (ιστορική
περιοχή στα βορειοδυτικά της Ρωσίας, συμπεριλαμβανομένης της σημερινής περιοχής
της Αγίας Πετρούπολης), Μπασκορτοστάν, Καρελία, Μπουριατία, Καλμύκια,
Δημοκρατία της Βαλτικής (Königsberg, Ανατολική Πρωσία), Κόμι, Τσερκεσία,
Σιβηρία, Ουράλια, Δημοκρατίες του Ντον, Τίβα, Κουμπάν, Νταγκεστάν, Ομοσπονδία
του Ειρηνικού (Εδάφιο Primorsky και περιοχή Amur), η Μόσχα Δημοκρατία, Erzya
Mastor στην επικράτεια της Μολδαβίας, Sakha, Pomorie, Chuvashia, περιοχή
Chernozyom, Mordovia, περιοχή Volga, Khakassia, Udmurtia, Tyumen Yugra, Mari
El, Altai, Ingushetia, κ.λπ.».
Πηγή: https://www.bankingnews.gr/diethni/articles/681334/ean-apotyxei-to-sxedio-na-ittithei-o-putin-tha-staloyn-stratiotes-stin-oukrania-theloun-diaspasi-tis-rosias-se-41-xores
Σύμφωνο Μολότοφ – Ρίμπεντροπ: Η μεγαλύτερη στρατηγική παγίδευση των
ισχυρότερων από έναν αδύναμο!
http://aristeripolitiki.blogspot.com/2020/08/blog-post_23.html
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